/*\
title: $:/.tb/modules/startup/hide-sidebar.js
type: application/javascript
module-type: startup
created: 20151010151732122
creator: Tobias Beer
modified: 20151010151750739
Hides the sidebar on startup when the config tiddler [[$:/config/hide-sidebar-on-startup]] contains "yes"
\*/
(function(){
/*jslint node: true, browser: true */
/*global $tw: false */
"use strict";
// Export name and synchronous status
exports.name = "hide-sidebar-on-startup";
exports.platforms = ["browser"];
exports.after = ["startup"];
exports.synchronous = true;
exports.startup = function() {
var conf = $tw.wiki.getTiddler("$:/config/HideSidebarOnStartup"),
value = (conf ? conf.getFieldString("text") : "").toLowerCase(),
state = value == "yes" ? "no" : "yes";
$tw.wiki.setText("$:/state/sidebar", "text", undefined, state);
};
})();
[is[tiddler]!is[tiddler]]
{
"tiddlers": {
"$:/Acknowledgements": {
"title": "$:/Acknowledgements",
"text": "TiddlyWiki incorporates code from these fine OpenSource projects:\n\n* [[The Stanford Javascript Crypto Library|http://bitwiseshiftleft.github.io/sjcl/]]\n* [[The Jasmine JavaScript Test Framework|http://pivotal.github.io/jasmine/]]\n* [[Normalize.css by Nicolas Gallagher|http://necolas.github.io/normalize.css/]]\n\nAnd media from these projects:\n\n* World flag icons from [[Wikipedia|http://commons.wikimedia.org/wiki/Category:SVG_flags_by_country]]\n"
},
"$:/core/copyright.txt": {
"title": "$:/core/copyright.txt",
"type": "text/plain",
"text": "TiddlyWiki created by Jeremy Ruston, (jeremy [at] jermolene [dot] com)\n\nCopyright (c) 2004-2007, Jeremy Ruston\nCopyright (c) 2007-2020, UnaMesa Association\nAll rights reserved.\n\nRedistribution and use in source and binary forms, with or without\nmodification, are permitted provided that the following conditions are met:\n\n* Redistributions of source code must retain the above copyright notice, this\n list of conditions and the following disclaimer.\n\n* Redistributions in binary form must reproduce the above copyright notice,\n this list of conditions and the following disclaimer in the documentation\n and/or other materials provided with the distribution.\n\n* Neither the name of the copyright holder nor the names of its\n contributors may be used to endorse or promote products derived from\n this software without specific prior written permission.\n\nTHIS SOFTWARE IS PROVIDED BY THE COPYRIGHT HOLDERS AND CONTRIBUTORS 'AS IS'\nAND ANY EXPRESS OR IMPLIED WARRANTIES, INCLUDING, BUT NOT LIMITED TO, THE\nIMPLIED WARRANTIES OF MERCHANTABILITY AND FITNESS FOR A PARTICULAR PURPOSE ARE\nDISCLAIMED. IN NO EVENT SHALL THE COPYRIGHT HOLDER OR CONTRIBUTORS BE LIABLE\nFOR ANY DIRECT, INDIRECT, INCIDENTAL, SPECIAL, EXEMPLARY, OR CONSEQUENTIAL\nDAMAGES (INCLUDING, BUT NOT LIMITED TO, PROCUREMENT OF SUBSTITUTE GOODS OR\nSERVICES; LOSS OF USE, DATA, OR PROFITS; OR BUSINESS INTERRUPTION) HOWEVER\nCAUSED AND ON ANY THEORY OF LIABILITY, WHETHER IN CONTRACT, STRICT LIABILITY,\nOR TORT (INCLUDING NEGLIGENCE OR OTHERWISE) ARISING IN ANY WAY OUT OF THE USE\nOF THIS SOFTWARE, EVEN IF ADVISED OF THE POSSIBILITY OF SUCH DAMAGE."
},
"$:/core/icon": {
"title": "$:/core/icon",
"tags": "$:/tags/Image",
"text": "<svg width=\"22pt\" height=\"22pt\" viewBox=\"0 0 128 128\"><path d=\"M64 0l54.56 32v64L64 128 9.44 96V32L64 0zm21.127 95.408c-3.578-.103-5.15-.094-6.974-3.152l-1.42.042c-1.653-.075-.964-.04-2.067-.097-1.844-.07-1.548-1.86-1.873-2.8-.52-3.202.687-6.43.65-9.632-.014-1.14-1.593-5.17-2.157-6.61-1.768.34-3.546.406-5.34.497-4.134-.01-8.24-.527-12.317-1.183-.8 3.35-3.16 8.036-1.21 11.44 2.37 3.52 4.03 4.495 6.61 4.707 2.572.212 3.16 3.18 2.53 4.242-.55.73-1.52.864-2.346 1.04l-1.65.08c-1.296-.046-2.455-.404-3.61-.955-1.93-1.097-3.925-3.383-5.406-5.024.345.658.55 1.938.24 2.53-.878 1.27-4.665 1.26-6.4.47-1.97-.89-6.73-7.162-7.468-11.86 1.96-3.78 4.812-7.07 6.255-11.186-3.146-2.05-4.83-5.384-4.61-9.16l.08-.44c-3.097.59-1.49.37-4.82.628-10.608-.032-19.935-7.37-14.68-18.774.34-.673.664-1.287 1.243-.994.466.237.4 1.18.166 2.227-3.005 13.627 11.67 13.732 20.69 11.21.89-.25 2.67-1.936 3.905-2.495 2.016-.91 4.205-1.282 6.376-1.55 5.4-.63 11.893 2.276 15.19 2.37 3.3.096 7.99-.805 10.87-.615 2.09.098 4.143.483 6.16 1.03 1.306-6.49 1.4-11.27 4.492-12.38 1.814.293 3.213 2.818 4.25 4.167 2.112-.086 4.12.46 6.115 1.066 3.61-.522 6.642-2.593 9.833-4.203-3.234 2.69-3.673 7.075-3.303 11.127.138 2.103-.444 4.386-1.164 6.54-1.348 3.507-3.95 7.204-6.97 7.014-1.14-.036-1.805-.695-2.653-1.4-.164 1.427-.81 2.7-1.434 3.96-1.44 2.797-5.203 4.03-8.687 7.016-3.484 2.985 1.114 13.65 2.23 15.594 1.114 1.94 4.226 2.652 3.02 4.406-.37.58-.936.785-1.54 1.01l-.82.11zm-40.097-8.85l.553.14c.694-.27 2.09.15 2.83.353-1.363-1.31-3.417-3.24-4.897-4.46-.485-1.47-.278-2.96-.174-4.46l.02-.123c-.582 1.205-1.322 2.376-1.72 3.645-.465 1.71 2.07 3.557 3.052 4.615l.336.3z\" fill-rule=\"evenodd\"/></svg>"
},
"$:/core/images/add-comment": {
"title": "$:/core/images/add-comment",
"tags": "$:/tags/Image",
"text": "<svg width=\"22pt\" height=\"22pt\" class=\"tc-image-add-comment tc-image-button\" viewBox=\"0 0 128 128\"><path fill-rule=\"evenodd\" d=\"M56 56H36a8 8 0 100 16h20v20a8 8 0 1016 0V72h20a8 8 0 100-16H72V36a8 8 0 10-16 0v20zm-12.595 58.362c-6.683 7.659-20.297 12.903-36.006 12.903-2.196 0-4.35-.102-6.451-.3 9.652-3.836 17.356-12.24 21.01-22.874C8.516 94.28 0 79.734 0 63.5 0 33.953 28.206 10 63 10s63 23.953 63 53.5S97.794 117 63 117c-6.841 0-13.428-.926-19.595-2.638z\"/></svg>"
},
"$:/core/images/advanced-search-button": {
"title": "$:/core/images/advanced-search-button",
"tags": "$:/tags/Image",
"text": "<svg width=\"22pt\" height=\"22pt\" class=\"tc-image-advanced-search-button tc-image-button\" viewBox=\"0 0 128 128\"><g fill-rule=\"evenodd\"><path d=\"M74.565 87.985A47.776 47.776 0 0148 96C21.49 96 0 74.51 0 48S21.49 0 48 0s48 21.49 48 48c0 9.854-2.97 19.015-8.062 26.636l34.347 34.347a9.443 9.443 0 010 13.36 9.446 9.446 0 01-13.36 0l-34.36-34.358zM48 80c17.673 0 32-14.327 32-32 0-17.673-14.327-32-32-32-17.673 0-32 14.327-32 32 0 17.673 14.327 32 32 32z\"/><circle cx=\"48\" cy=\"48\" r=\"8\"/><circle cx=\"28\" cy=\"48\" r=\"8\"/><circle cx=\"68\" cy=\"48\" r=\"8\"/></g></svg>"
},
"$:/core/images/auto-height": {
"title": "$:/core/images/auto-height",
"tags": "$:/tags/Image",
"text": "<svg width=\"22pt\" height=\"22pt\" class=\"tc-image-auto-height tc-image-button\" viewBox=\"0 0 128 128\"><path d=\"M67.987 114.356l-.029-14.477a4 4 0 00-2.067-3.494l-15.966-8.813-1.933 7.502H79.9c4.222 0 5.564-5.693 1.786-7.58L49.797 71.572 48.01 79.15h31.982c4.217 0 5.564-5.682 1.795-7.575L49.805 55.517l-1.795 7.575h31.982c4.212 0 5.563-5.67 1.805-7.57l-16.034-8.105 2.195 3.57V35.614l9.214 9.213a4 4 0 105.656-5.656l-16-16a4 4 0 00-5.656 0l-16 16a4 4 0 105.656 5.656l9.13-9.13v15.288a4 4 0 002.195 3.57l16.035 8.106 1.804-7.57H48.01c-4.217 0-5.564 5.682-1.795 7.574l31.982 16.059 1.795-7.575H48.01c-4.222 0-5.564 5.693-1.787 7.579l31.89 15.923 1.787-7.578H47.992c-4.133 0-5.552 5.504-1.933 7.501l15.966 8.813-2.067-3.494.029 14.436-9.159-9.158a4 4 0 00-5.656 5.656l16 16a4 4 0 005.656 0l16-16a4 4 0 10-5.656-5.656l-9.185 9.184zM16 20h96a4 4 0 100-8H16a4 4 0 100 8z\"/></svg>"
},
"$:/core/images/blank": {
"title": "$:/core/images/blank",
"tags": "$:/tags/Image",
"text": "<svg width=\"22pt\" height=\"22pt\" class=\"tc-image-blank tc-image-button\" viewBox=\"0 0 128 128\"/>"
},
"$:/core/images/bold": {
"title": "$:/core/images/bold",
"tags": "$:/tags/Image",
"text": "<svg width=\"22pt\" height=\"22pt\" class=\"tc-image-bold tc-image-button\" viewBox=\"0 0 128 128\"><path fill-rule=\"evenodd\" d=\"M41.146 51.81V21.87h26.353c2.51 0 4.93.21 7.26.628 2.33.418 4.392 1.165 6.185 2.24 1.793 1.076 3.227 2.57 4.302 4.482 1.076 1.913 1.614 4.363 1.614 7.35 0 5.379-1.613 9.263-4.84 11.653-3.227 2.39-7.35 3.586-12.37 3.586H41.146zM13 0v128h62.028a65.45 65.45 0 0016.762-2.151c5.438-1.434 10.278-3.645 14.52-6.633 4.244-2.988 7.62-6.842 10.13-11.563 2.51-4.721 3.764-10.308 3.764-16.762 0-8.008-1.942-14.85-5.826-20.527-3.884-5.677-9.77-9.65-17.658-11.921 5.737-2.75 10.069-6.275 12.997-10.577 2.928-4.303 4.392-9.681 4.392-16.135 0-5.976-.986-10.995-2.958-15.059-1.972-4.063-4.75-7.32-8.336-9.77-3.585-2.45-7.888-4.213-12.907-5.289C84.888.538 79.33 0 73.235 0H13zm28.146 106.129V70.992H71.8c6.095 0 10.995 1.404 14.7 4.212 3.705 2.81 5.558 7.5 5.558 14.073 0 3.347-.568 6.096-1.703 8.247-1.136 2.151-2.66 3.854-4.572 5.11-1.912 1.254-4.123 2.15-6.633 2.688-2.51.538-5.139.807-7.888.807H41.146z\"/></svg>"
},
"$:/core/images/cancel-button": {
"title": "$:/core/images/cancel-button",
"tags": "$:/tags/Image",
"text": "<svg width=\"22pt\" height=\"22pt\" class=\"tc-image-cancel-button tc-image-button\" viewBox=\"0 0 128 128\"><path fill-rule=\"evenodd\" d=\"M64 76.314l-16.97 16.97a7.999 7.999 0 01-11.314 0c-3.118-3.118-3.124-8.19 0-11.313L52.686 65l-16.97-16.97a7.999 7.999 0 010-11.314c3.118-3.118 8.19-3.124 11.313 0L64 53.686l16.97-16.97a7.999 7.999 0 0111.314 0c3.118 3.118 3.124 8.19 0 11.313L75.314 65l16.97 16.97a7.999 7.999 0 010 11.314c-3.118 3.118-8.19 3.124-11.313 0L64 76.314zM64 129c35.346 0 64-28.654 64-64 0-35.346-28.654-64-64-64C28.654 1 0 29.654 0 65c0 35.346 28.654 64 64 64zm0-16c26.51 0 48-21.49 48-48S90.51 17 64 17 16 38.49 16 65s21.49 48 48 48z\"/></svg>"
},
"$:/core/images/chevron-down": {
"title": "$:/core/images/chevron-down",
"tags": "$:/tags/Image",
"text": "<svg width=\"22pt\" height=\"22pt\" class=\"tc-image-chevron-down tc-image-button\" viewBox=\"0 0 128 128\"><g fill-rule=\"evenodd\"><path d=\"M64.053 85.456a7.889 7.889 0 01-5.6-2.316L2.473 27.16a7.92 7.92 0 010-11.196c3.086-3.085 8.105-3.092 11.196 0L64.05 66.344l50.382-50.382a7.92 7.92 0 0111.195 0c3.085 3.086 3.092 8.105 0 11.196l-55.98 55.98a7.892 7.892 0 01-5.595 2.317z\"/><path d=\"M64.053 124.069a7.889 7.889 0 01-5.6-2.316l-55.98-55.98a7.92 7.92 0 010-11.196c3.086-3.085 8.105-3.092 11.196 0l50.382 50.382 50.382-50.382a7.92 7.92 0 0111.195 0c3.085 3.086 3.092 8.104 0 11.196l-55.98 55.98a7.892 7.892 0 01-5.595 2.316z\"/></g></svg>"
},
"$:/core/images/chevron-left": {
"title": "$:/core/images/chevron-left",
"tags": "$:/tags/Image",
"text": "<svg width=\"22pt\" height=\"22pt\" class=\"tc-image-chevron-left tc-image-button\" viewBox=\"0 0 128 128\"><g fill-rule=\"evenodd\"><path d=\"M47.544 64.053c0-2.027.77-4.054 2.316-5.6l55.98-55.98a7.92 7.92 0 0111.196 0c3.085 3.086 3.092 8.105 0 11.196L66.656 64.05l50.382 50.382a7.92 7.92 0 010 11.195c-3.086 3.085-8.105 3.092-11.196 0l-55.98-55.98a7.892 7.892 0 01-2.317-5.595z\"/><path d=\"M8.931 64.053c0-2.027.77-4.054 2.316-5.6l55.98-55.98a7.92 7.92 0 0111.196 0c3.085 3.086 3.092 8.105 0 11.196L28.041 64.05l50.382 50.382a7.92 7.92 0 010 11.195c-3.086 3.085-8.104 3.092-11.196 0l-55.98-55.98a7.892 7.892 0 01-2.316-5.595z\"/></g></svg>"
},
"$:/core/images/chevron-right": {
"title": "$:/core/images/chevron-right",
"tags": "$:/tags/Image",
"text": "<svg width=\"22pt\" height=\"22pt\" class=\"tc-image-chevron-right tc-image-button\" viewBox=\"0 0 128 128\"><g fill-rule=\"evenodd\"><path d=\"M83.456 63.947c0 2.027-.77 4.054-2.316 5.6l-55.98 55.98a7.92 7.92 0 01-11.196 0c-3.085-3.086-3.092-8.105 0-11.196L64.344 63.95 13.963 13.567a7.92 7.92 0 010-11.195c3.086-3.085 8.105-3.092 11.196 0l55.98 55.98a7.892 7.892 0 012.317 5.595z\"/><path d=\"M122.069 63.947c0 2.027-.77 4.054-2.316 5.6l-55.98 55.98a7.92 7.92 0 01-11.196 0c-3.085-3.086-3.092-8.105 0-11.196l50.382-50.382-50.382-50.382a7.92 7.92 0 010-11.195c3.086-3.085 8.104-3.092 11.196 0l55.98 55.98a7.892 7.892 0 012.316 5.595z\"/></g></svg>"
},
"$:/core/images/chevron-up": {
"title": "$:/core/images/chevron-up",
"tags": "$:/tags/Image",
"text": "<svg width=\"22pt\" height=\"22pt\" class=\"tc-image-chevron-up tc-image-button\" viewBox=\"0 0 128 128\"><g fill-rule=\"evenodd\"><path d=\"M63.947 44.544c2.027 0 4.054.77 5.6 2.316l55.98 55.98a7.92 7.92 0 010 11.196c-3.086 3.085-8.105 3.092-11.196 0L63.95 63.656l-50.382 50.382a7.92 7.92 0 01-11.195 0c-3.085-3.086-3.092-8.105 0-11.196l55.98-55.98a7.892 7.892 0 015.595-2.317z\"/><path d=\"M63.947 5.931c2.027 0 4.054.77 5.6 2.316l55.98 55.98a7.92 7.92 0 010 11.196c-3.086 3.085-8.105 3.092-11.196 0L63.95 25.041 13.567 75.423a7.92 7.92 0 01-11.195 0c-3.085-3.086-3.092-8.104 0-11.196l55.98-55.98a7.892 7.892 0 015.595-2.316z\"/></g></svg>"
},
"$:/core/images/clone-button": {
"title": "$:/core/images/clone-button",
"tags": "$:/tags/Image",
"text": "<svg width=\"22pt\" height=\"22pt\" class=\"tc-clone-button tc-image-button\" viewBox=\"0 0 128 128\"><g fill-rule=\"evenodd\"><path d=\"M32.265 96v24.002A7.996 7.996 0 0040.263 128h79.74a7.996 7.996 0 007.997-7.998v-79.74a7.996 7.996 0 00-7.998-7.997H96V48h12.859a2.99 2.99 0 012.994 2.994v57.865a2.99 2.99 0 01-2.994 2.994H50.994A2.99 2.99 0 0148 108.859V96H32.265z\"/><path d=\"M40 56h-7.993C27.588 56 24 52.418 24 48c0-4.41 3.585-8 8.007-8H40v-7.993C40 27.588 43.582 24 48 24c4.41 0 8 3.585 8 8.007V40h7.993C68.412 40 72 43.582 72 48c0 4.41-3.585 8-8.007 8H56v7.993C56 68.412 52.418 72 48 72c-4.41 0-8-3.585-8-8.007V56zM8 0C3.58 0 0 3.588 0 8v80c0 4.419 3.588 8 8 8h80c4.419 0 8-3.588 8-8V8c0-4.419-3.588-8-8-8H8zM19 16A2.997 2.997 0 0016 19.001v57.998A2.997 2.997 0 0019.001 80h57.998A2.997 2.997 0 0080 76.999V19.001A2.997 2.997 0 0076.999 16H19.001z\"/></g></svg>"
},
"$:/core/images/close-all-button": {
"title": "$:/core/images/close-all-button",
"tags": "$:/tags/Image",
"text": "<svg width=\"22pt\" height=\"22pt\" class=\"tc-close-all-button tc-image-button\" viewBox=\"0 0 128 128\"><g fill-rule=\"evenodd\"><path d=\"M28 111.314l-14.144 14.143a8 8 0 01-11.313-11.313L16.686 100 2.543 85.856a8 8 0 0111.313-11.313L28 88.686l14.144-14.143a8 8 0 0111.313 11.313L39.314 100l14.143 14.144a8 8 0 01-11.313 11.313L28 111.314zM28 39.314L13.856 53.457A8 8 0 012.543 42.144L16.686 28 2.543 13.856A8 8 0 0113.856 2.543L28 16.686 42.144 2.543a8 8 0 0111.313 11.313L39.314 28l14.143 14.144a8 8 0 01-11.313 11.313L28 39.314zM100 39.314L85.856 53.457a8 8 0 01-11.313-11.313L88.686 28 74.543 13.856A8 8 0 0185.856 2.543L100 16.686l14.144-14.143a8 8 0 0111.313 11.313L111.314 28l14.143 14.144a8 8 0 01-11.313 11.313L100 39.314zM100 111.314l-14.144 14.143a8 8 0 01-11.313-11.313L88.686 100 74.543 85.856a8 8 0 0111.313-11.313L100 88.686l14.144-14.143a8 8 0 0111.313 11.313L111.314 100l14.143 14.144a8 8 0 01-11.313 11.313L100 111.314z\"/></g></svg>"
},
"$:/core/images/close-button": {
"title": "$:/core/images/close-button",
"tags": "$:/tags/Image",
"text": "<svg width=\"22pt\" height=\"22pt\" class=\"tc-image-close-button tc-image-button\" viewBox=\"0 0 128 128\"><path fill-rule=\"evenodd\" d=\"M65.086 75.41l-50.113 50.113c-3.121 3.121-8.192 3.126-11.316.002-3.118-3.118-3.123-8.19.002-11.316l50.114-50.114L3.659 13.982C.538 10.86.533 5.79 3.657 2.666c3.118-3.118 8.19-3.123 11.316.002l50.113 50.114L115.2 2.668c3.121-3.121 8.192-3.126 11.316-.002 3.118 3.118 3.123 8.19-.002 11.316L76.4 64.095l50.114 50.114c3.121 3.121 3.126 8.192.002 11.316-3.118 3.118-8.19 3.123-11.316-.002L65.086 75.409z\"/></svg>"
},
"$:/core/images/close-others-button": {
"title": "$:/core/images/close-others-button",
"tags": "$:/tags/Image",
"text": "<svg width=\"22pt\" height=\"22pt\" class=\"tc-image-close-others-button tc-image-button\" viewBox=\"0 0 128 128\"><path fill-rule=\"evenodd\" d=\"M64 128c35.346 0 64-28.654 64-64 0-35.346-28.654-64-64-64C28.654 0 0 28.654 0 64c0 35.346 28.654 64 64 64zm0-16c26.51 0 48-21.49 48-48S90.51 16 64 16 16 37.49 16 64s21.49 48 48 48zm0-16c17.673 0 32-14.327 32-32 0-17.673-14.327-32-32-32-17.673 0-32 14.327-32 32 0 17.673 14.327 32 32 32zm0-16c8.837 0 16-7.163 16-16s-7.163-16-16-16-16 7.163-16 16 7.163 16 16 16z\"/></svg>"
},
"$:/core/images/copy-clipboard": {
"title": "$:/core/images/copy-clipboard",
"tags": "$:/tags/Image",
"text": "<svg width=\"22pt\" height=\"22pt\" class=\"tc-image-copy-clipboard tc-image-button\" viewBox=\"0 0 128 128\"><g fill-rule=\"evenodd\"><rect width=\"33\" height=\"8\" x=\"40\" y=\"40\" rx=\"4\"/><rect width=\"17\" height=\"8\" x=\"40\" y=\"82\" rx=\"4\"/><rect width=\"17\" height=\"8\" x=\"40\" y=\"54\" rx=\"4\"/><rect width=\"33\" height=\"8\" x=\"40\" y=\"96\" rx=\"4\"/><rect width=\"12\" height=\"8\" x=\"40\" y=\"68\" rx=\"4\"/><path d=\"M40 16H24c-4.419 0-8 3.59-8 8a8.031 8.031 0 000 .01v95.98a8.03 8.03 0 000 .01c0 4.41 3.581 8 8 8h80a7.975 7.975 0 005.652-2.34 7.958 7.958 0 002.348-5.652v-16.016c0-4.414-3.582-7.992-8-7.992-4.41 0-8 3.578-8 7.992V112H32V32h64v8.008C96 44.422 99.582 48 104 48c4.41 0 8-3.578 8-7.992V23.992a7.963 7.963 0 00-2.343-5.651A7.995 7.995 0 00104.001 16H88c0-4.41-3.585-8-8.007-8H48.007C43.588 8 40 11.582 40 16zm4-1.004A4.001 4.001 0 0148 11h32c2.21 0 4 1.797 4 3.996v4.008A4.001 4.001 0 0180 23H48c-2.21 0-4-1.797-4-3.996v-4.008z\"/><rect width=\"66\" height=\"16\" x=\"62\" y=\"64\" rx=\"8\"/><path d=\"M84.657 82.343l-16-16v11.314l16-16a8 8 0 10-11.314-11.314l-16 16a8 8 0 000 11.314l16 16a8 8 0 1011.314-11.314z\"/></g></svg>"
},
"$:/core/images/delete-button": {
"title": "$:/core/images/delete-button",
"tags": "$:/tags/Image",
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"text": "<svg width=\"22pt\" height=\"22pt\" class=\"tc-image-tip tc-image-button\" viewBox=\"0 0 128 128\"><path fill-rule=\"evenodd\" d=\"M64 128.242c35.346 0 64-28.654 64-64 0-35.346-28.654-64-64-64-35.346 0-64 28.654-64 64 0 35.346 28.654 64 64 64zm11.936-36.789c-.624 4.129-5.73 7.349-11.936 7.349-6.206 0-11.312-3.22-11.936-7.349C54.33 94.05 58.824 95.82 64 95.82c5.175 0 9.67-1.769 11.936-4.366zm0 4.492c-.624 4.13-5.73 7.349-11.936 7.349-6.206 0-11.312-3.22-11.936-7.349 2.266 2.597 6.76 4.366 11.936 4.366 5.175 0 9.67-1.769 11.936-4.366zm0 4.456c-.624 4.129-5.73 7.349-11.936 7.349-6.206 0-11.312-3.22-11.936-7.349 2.266 2.597 6.76 4.366 11.936 4.366 5.175 0 9.67-1.769 11.936-4.366zm0 4.492c-.624 4.13-5.73 7.349-11.936 7.349-6.206 0-11.312-3.22-11.936-7.349 2.266 2.597 6.76 4.366 11.936 4.366 5.175 0 9.67-1.769 11.936-4.366zM64.3 24.242c11.618 0 23.699 7.82 23.699 24.2S75.92 71.754 75.92 83.576c0 5.873-5.868 9.26-11.92 9.26s-12.027-3.006-12.027-9.26C51.973 71.147 40 65.47 40 48.442s12.683-24.2 24.301-24.2z\"/></svg>"
},
"$:/core/images/transcludify": {
"title": "$:/core/images/transcludify",
"tags": "$:/tags/Image",
"text": "<svg width=\"22pt\" height=\"22pt\" class=\"tc-transcludify-button tc-image-button\" viewBox=\"0 0 128 128\"><path fill-rule=\"evenodd\" d=\"M0 59.482c.591 0 1.36-.089 2.306-.266a10.417 10.417 0 002.75-.932 6.762 6.762 0 002.306-1.907c.651-.828.976-1.863.976-3.104V35.709c0-2.01.414-3.74 1.242-5.19.828-1.448 1.833-2.66 3.016-3.636s2.425-1.7 3.726-2.173c1.3-.473 2.424-.71 3.37-.71h8.073v7.451h-4.88c-1.241 0-2.232.207-2.97.621-.74.414-1.302.932-1.686 1.552a4.909 4.909 0 00-.71 1.996c-.089.71-.133 1.39-.133 2.04v16.677c0 1.715-.325 3.134-.976 4.258-.65 1.123-1.434 2.025-2.35 2.705-.917.68-1.863 1.168-2.839 1.464-.976.296-1.818.473-2.528.532v.178c.71.059 1.552.207 2.528.443.976.237 1.922.68 2.839 1.33.916.651 1.7 1.583 2.35 2.795.65 1.212.976 2.853.976 4.923v16.144c0 .65.044 1.33.133 2.04.089.71.325 1.375.71 1.996.384.621.946 1.139 1.685 1.553.74.414 1.73.62 2.972.62h4.879v7.452h-8.073c-.946 0-2.07-.237-3.37-.71-1.301-.473-2.543-1.197-3.726-2.173-1.183-.976-2.188-2.188-3.016-3.637-.828-1.449-1.242-3.179-1.242-5.19V74.119c0-1.42-.325-2.572-.976-3.46-.65-.886-1.419-1.581-2.306-2.084a8.868 8.868 0 00-2.75-1.02C1.36 67.377.591 67.288 0 67.288v-7.806zm24.66 0c.591 0 1.36-.089 2.306-.266a10.417 10.417 0 002.75-.932 6.762 6.762 0 002.306-1.907c.65-.828.976-1.863.976-3.104V35.709c0-2.01.414-3.74 1.242-5.19.828-1.448 1.833-2.66 3.016-3.636s2.425-1.7 3.726-2.173c1.3-.473 2.424-.71 3.37-.71h8.073v7.451h-4.88c-1.241 0-2.232.207-2.97.621-.74.414-1.302.932-1.686 1.552a4.909 4.909 0 00-.71 1.996c-.089.71-.133 1.39-.133 2.04v16.677c0 1.715-.325 3.134-.976 4.258-.65 1.123-1.434 2.025-2.35 2.705-.917.68-1.863 1.168-2.839 1.464-.976.296-1.818.473-2.528.532v.178c.71.059 1.552.207 2.528.443.976.237 1.922.68 2.839 1.33.916.651 1.7 1.583 2.35 2.795.65 1.212.976 2.853.976 4.923v16.144c0 .65.044 1.33.133 2.04.089.71.325 1.375.71 1.996.384.621.946 1.139 1.685 1.553.74.414 1.73.62 2.972.62h4.879v7.452h-8.073c-.946 0-2.07-.237-3.37-.71-1.301-.473-2.543-1.197-3.726-2.173-1.183-.976-2.188-2.188-3.016-3.637-.828-1.449-1.242-3.179-1.242-5.19V74.119c0-1.42-.325-2.572-.976-3.46-.65-.886-1.419-1.581-2.306-2.084a8.868 8.868 0 00-2.75-1.02c-.946-.177-1.715-.266-2.306-.266v-7.806zm43.965-3.538L80.6 52.041l2.306 7.097-12.063 3.903 7.628 10.378-6.12 4.435-7.63-10.467-7.45 10.201-5.943-4.524 7.628-10.023-12.152-4.17 2.306-7.096 12.064 4.17V43.347h7.451v12.596zm34.425 11.344c-.65 0-1.449.089-2.395.266-.946.177-1.863.488-2.75.931a6.356 6.356 0 00-2.262 1.908c-.62.828-.931 1.862-.931 3.104v17.564c0 2.01-.414 3.74-1.242 5.189-.828 1.449-1.833 2.661-3.016 3.637s-2.425 1.7-3.726 2.173c-1.3.473-2.424.71-3.37.71h-8.073v-7.451h4.88c1.241 0 2.232-.207 2.97-.621.74-.414 1.302-.932 1.686-1.553a4.9 4.9 0 00.71-1.995c.089-.71.133-1.39.133-2.04V72.432c0-1.715.325-3.134.976-4.258.65-1.124 1.434-2.01 2.35-2.661.917-.65 1.863-1.124 2.839-1.42.976-.295 1.818-.502 2.528-.62v-.178c-.71-.059-1.552-.207-2.528-.443-.976-.237-1.922-.68-2.839-1.33-.916-.651-1.7-1.583-2.35-2.795-.65-1.212-.976-2.853-.976-4.923V37.66c0-.651-.044-1.331-.133-2.04a4.909 4.909 0 00-.71-1.997c-.384-.62-.946-1.138-1.685-1.552-.74-.414-1.73-.62-2.972-.62h-4.879V24h8.073c.946 0 2.07.237 3.37.71 1.301.473 2.543 1.197 3.726 2.173 1.183.976 2.188 2.188 3.016 3.637.828 1.449 1.242 3.178 1.242 5.189v16.943c0 1.419.31 2.572.931 3.46a6.897 6.897 0 002.262 2.084 8.868 8.868 0 002.75 1.02c.946.177 1.745.266 2.395.266v7.806zm24.66 0c-.65 0-1.449.089-2.395.266-.946.177-1.863.488-2.75.931a6.356 6.356 0 00-2.262 1.908c-.62.828-.931 1.862-.931 3.104v17.564c0 2.01-.414 3.74-1.242 5.189-.828 1.449-1.833 2.661-3.016 3.637s-2.425 1.7-3.726 2.173c-1.3.473-2.424.71-3.37.71h-8.073v-7.451h4.88c1.241 0 2.232-.207 2.97-.621.74-.414 1.302-.932 1.686-1.553a4.9 4.9 0 00.71-1.995c.089-.71.133-1.39.133-2.04V72.432c0-1.715.325-3.134.976-4.258.65-1.124 1.434-2.01 2.35-2.661.917-.65 1.863-1.124 2.839-1.42.976-.295 1.818-.502 2.528-.62v-.178c-.71-.059-1.552-.207-2.528-.443-.976-.237-1.922-.68-2.839-1.33-.916-.651-1.7-1.583-2.35-2.795-.65-1.212-.976-2.853-.976-4.923V37.66c0-.651-.044-1.331-.133-2.04a4.909 4.909 0 00-.71-1.997c-.384-.62-.946-1.138-1.685-1.552-.74-.414-1.73-.62-2.972-.62h-4.879V24h8.073c.946 0 2.07.237 3.37.71 1.301.473 2.543 1.197 3.726 2.173 1.183.976 2.188 2.188 3.016 3.637.828 1.449 1.242 3.178 1.242 5.189v16.943c0 1.419.31 2.572.931 3.46a6.897 6.897 0 002.262 2.084 8.868 8.868 0 002.75 1.02c.946.177 1.745.266 2.395.266v7.806z\"/></svg>"
},
"$:/core/images/twitter": {
"title": "$:/core/images/twitter",
"tags": "$:/tags/Image",
"text": "<svg width=\"22pt\" height=\"22pt\" class=\"tc-image-twitter tc-image-button\" viewBox=\"0 0 128 128\"><path fill-rule=\"evenodd\" d=\"M41.626 115.803A73.376 73.376 0 012 104.235c2.022.238 4.08.36 6.166.36 12.111 0 23.258-4.117 32.105-11.023-11.312-.208-20.859-7.653-24.148-17.883a25.98 25.98 0 0011.674-.441C15.971 72.881 7.061 62.474 7.061 49.997c0-.108 0-.216.002-.323a25.824 25.824 0 0011.709 3.22c-6.936-4.617-11.5-12.5-11.5-21.433 0-4.719 1.274-9.142 3.5-12.945 12.75 15.579 31.797 25.83 53.281 26.904-.44-1.884-.67-3.85-.67-5.868 0-14.22 11.575-25.75 25.852-25.75a25.865 25.865 0 0118.869 8.132 51.892 51.892 0 0016.415-6.248c-1.93 6.012-6.029 11.059-11.366 14.246A51.844 51.844 0 00128 25.878a52.428 52.428 0 01-12.9 13.33c.05 1.104.075 2.214.075 3.33 0 34.028-26 73.265-73.549 73.265\"/></svg>"
},
"$:/core/images/underline": {
"title": "$:/core/images/underline",
"tags": "$:/tags/Image",
"text": "<svg width=\"22pt\" height=\"22pt\" class=\"tc-image-underline tc-image-button\" viewBox=\"0 0 128 128\"><path fill-rule=\"evenodd\" d=\"M7 117.421h114.248V128H7v-10.579zm97.871-18.525V0h-16.26v55.856c0 4.463-.605 8.576-1.816 12.338-1.212 3.762-3.03 7.046-5.452 9.851-2.423 2.806-5.452 4.974-9.086 6.504-3.635 1.53-7.939 2.296-12.912 2.296-6.25 0-11.159-1.786-14.73-5.356-3.57-3.571-5.356-8.417-5.356-14.538V0H23v65.038c0 5.356.542 10.234 1.626 14.633 1.084 4.4 2.965 8.194 5.643 11.382 2.678 3.188 6.185 5.643 10.52 7.365 4.337 1.721 9.756 2.582 16.26 2.582 7.27 0 13.582-1.435 18.938-4.304 5.356-2.87 9.755-7.365 13.199-13.486h.382v15.686h15.303z\"/></svg>"
},
"$:/core/images/unfold-all-button": {
"title": "$:/core/images/unfold-all-button",
"tags": "$:/tags/Image",
"text": "<svg width=\"22pt\" height=\"22pt\" class=\"tc-image-unfold-all tc-image-button\" viewBox=\"0 0 128 128\"><g fill-rule=\"evenodd\"><rect width=\"128\" height=\"16\" rx=\"8\"/><rect width=\"128\" height=\"16\" y=\"64\" rx=\"8\"/><path d=\"M63.945 60.624c-2.05 0-4.101-.78-5.666-2.345L35.662 35.662c-3.125-3.125-3.13-8.195-.005-11.319 3.118-3.118 8.192-3.122 11.319.005L63.94 41.314l16.966-16.966c3.124-3.124 8.194-3.129 11.318-.005 3.118 3.118 3.122 8.192-.005 11.319L69.603 58.279a7.986 7.986 0 01-5.663 2.346zM64.004 124.565c-2.05 0-4.102-.78-5.666-2.345L35.721 99.603c-3.125-3.125-3.13-8.195-.005-11.319 3.118-3.118 8.191-3.122 11.318.005L64 105.255l16.966-16.966c3.124-3.124 8.194-3.129 11.318-.005 3.118 3.118 3.122 8.192-.005 11.319L69.662 122.22a7.986 7.986 0 01-5.663 2.346z\"/></g></svg>"
},
"$:/core/images/unfold-button": {
"title": "$:/core/images/unfold-button",
"tags": "$:/tags/Image",
"text": "<svg width=\"22pt\" height=\"22pt\" class=\"tc-image-unfold tc-image-button\" viewBox=\"0 0 128 128\"><g fill-rule=\"evenodd\"><rect width=\"128\" height=\"16\" rx=\"8\"/><path d=\"M63.945 63.624c-2.05 0-4.101-.78-5.666-2.345L35.662 38.662c-3.125-3.125-3.13-8.195-.005-11.319 3.118-3.118 8.192-3.122 11.319.005L63.94 44.314l16.966-16.966c3.124-3.124 8.194-3.129 11.318-.005 3.118 3.118 3.122 8.192-.005 11.319L69.603 61.279a7.986 7.986 0 01-5.663 2.346zM64.004 105.682c-2.05.001-4.102-.78-5.666-2.344L35.721 80.721c-3.125-3.125-3.13-8.195-.005-11.319 3.118-3.118 8.191-3.122 11.318.005L64 86.373l16.966-16.966c3.124-3.125 8.194-3.13 11.318-.005 3.118 3.118 3.122 8.192-.005 11.319l-22.617 22.617a7.986 7.986 0 01-5.663 2.346z\"/></g></svg>"
},
"$:/core/images/unlocked-padlock": {
"title": "$:/core/images/unlocked-padlock",
"tags": "$:/tags/Image",
"text": "<svg width=\"22pt\" height=\"22pt\" class=\"tc-image-unlocked-padlock tc-image-button\" viewBox=\"0 0 128 128\"><path fill-rule=\"evenodd\" d=\"M48.627 64H105v32.01C105 113.674 90.674 128 73.001 128H56C38.318 128 24 113.677 24 96.01V64h6.136c-10.455-12.651-27.364-35.788-4.3-55.142 24.636-20.672 45.835 4.353 55.777 16.201 9.943 11.85-2.676 22.437-12.457 9.892-9.78-12.545-21.167-24.146-33.207-14.043-12.041 10.104-1.757 22.36 8.813 34.958 2.467 2.94 3.641 5.732 3.865 8.134zm19.105 28.364A8.503 8.503 0 0064.5 76a8.5 8.5 0 00-3.498 16.25l-5.095 22.77H72.8l-5.07-22.656z\"/></svg>"
},
"$:/core/images/up-arrow": {
"title": "$:/core/images/up-arrow",
"created": "20150316000544368",
"modified": "20150316000831867",
"tags": "$:/tags/Image",
"text": "<svg width=\"22pt\" height=\"22pt\" class=\"tc-image-up-arrow tc-image-button\" viewBox=\"0 0 128 128\"><path d=\"M63.892.281c2.027 0 4.054.77 5.6 2.316l55.98 55.98a7.92 7.92 0 010 11.196c-3.086 3.085-8.104 3.092-11.196 0L63.894 19.393 13.513 69.774a7.92 7.92 0 01-11.196 0c-3.085-3.086-3.092-8.105 0-11.196l55.98-55.98A7.892 7.892 0 0163.893.28z\"/></svg>"
},
"$:/core/images/video": {
"title": "$:/core/images/video",
"tags": "$:/tags/Image",
"text": "<svg width=\"22pt\" height=\"22pt\" class=\"tc-image-video tc-image-button\" viewBox=\"0 0 128 128\"><path fill-rule=\"evenodd\" d=\"M64 12c-34.91 0-55.273 2.917-58.182 5.833C2.91 20.75 0 41.167 0 64.5c0 23.333 2.91 43.75 5.818 46.667C8.728 114.083 29.091 117 64 117c34.91 0 55.273-2.917 58.182-5.833C125.09 108.25 128 87.833 128 64.5c0-23.333-2.91-43.75-5.818-46.667C119.272 14.917 98.909 12 64 12zm-9.084 32.618c-3.813-2.542-6.905-.879-6.905 3.698v31.368c0 4.585 3.099 6.235 6.905 3.698l22.168-14.779c3.813-2.542 3.806-6.669 0-9.206L54.916 44.618z\"/></svg>"
},
"$:/core/images/warning": {
"title": "$:/core/images/warning",
"tags": "$:/tags/Image",
"text": "<svg width=\"22pt\" height=\"22pt\" class=\"tc-image-warning tc-image-button\" viewBox=\"0 0 128 128\"><path fill-rule=\"evenodd\" d=\"M57.072 11c3.079-5.333 10.777-5.333 13.856 0l55.426 96c3.079 5.333-.77 12-6.928 12H8.574c-6.158 0-10.007-6.667-6.928-12l55.426-96zM64 37c-4.418 0-8 3.582-8 7.994v28.012C56 77.421 59.59 81 64 81c4.418 0 8-3.582 8-7.994V44.994C72 40.579 68.41 37 64 37zm0 67a8 8 0 100-16 8 8 0 000 16z\"/></svg>"
},
"$:/language/Buttons/AdvancedSearch/Caption": {
"title": "$:/language/Buttons/AdvancedSearch/Caption",
"text": "advanced search"
},
"$:/language/Buttons/AdvancedSearch/Hint": {
"title": "$:/language/Buttons/AdvancedSearch/Hint",
"text": "Advanced search"
},
"$:/language/Buttons/Cancel/Caption": {
"title": "$:/language/Buttons/Cancel/Caption",
"text": "cancel"
},
"$:/language/Buttons/Cancel/Hint": {
"title": "$:/language/Buttons/Cancel/Hint",
"text": "Discard changes to this tiddler"
},
"$:/language/Buttons/Clone/Caption": {
"title": "$:/language/Buttons/Clone/Caption",
"text": "clone"
},
"$:/language/Buttons/Clone/Hint": {
"title": "$:/language/Buttons/Clone/Hint",
"text": "Clone this tiddler"
},
"$:/language/Buttons/Close/Caption": {
"title": "$:/language/Buttons/Close/Caption",
"text": "close"
},
"$:/language/Buttons/Close/Hint": {
"title": "$:/language/Buttons/Close/Hint",
"text": "Close this tiddler"
},
"$:/language/Buttons/CloseAll/Caption": {
"title": "$:/language/Buttons/CloseAll/Caption",
"text": "close all"
},
"$:/language/Buttons/CloseAll/Hint": {
"title": "$:/language/Buttons/CloseAll/Hint",
"text": "Close all tiddlers"
},
"$:/language/Buttons/CloseOthers/Caption": {
"title": "$:/language/Buttons/CloseOthers/Caption",
"text": "close others"
},
"$:/language/Buttons/CloseOthers/Hint": {
"title": "$:/language/Buttons/CloseOthers/Hint",
"text": "Close other tiddlers"
},
"$:/language/Buttons/ControlPanel/Caption": {
"title": "$:/language/Buttons/ControlPanel/Caption",
"text": "control panel"
},
"$:/language/Buttons/ControlPanel/Hint": {
"title": "$:/language/Buttons/ControlPanel/Hint",
"text": "Open control panel"
},
"$:/language/Buttons/CopyToClipboard/Caption": {
"title": "$:/language/Buttons/CopyToClipboard/Caption",
"text": "copy to clipboard"
},
"$:/language/Buttons/CopyToClipboard/Hint": {
"title": "$:/language/Buttons/CopyToClipboard/Hint",
"text": "Copy this text to the clipboard"
},
"$:/language/Buttons/Delete/Caption": {
"title": "$:/language/Buttons/Delete/Caption",
"text": "delete"
},
"$:/language/Buttons/Delete/Hint": {
"title": "$:/language/Buttons/Delete/Hint",
"text": "Delete this tiddler"
},
"$:/language/Buttons/Edit/Caption": {
"title": "$:/language/Buttons/Edit/Caption",
"text": "edit"
},
"$:/language/Buttons/Edit/Hint": {
"title": "$:/language/Buttons/Edit/Hint",
"text": "Edit this tiddler"
},
"$:/language/Buttons/Encryption/Caption": {
"title": "$:/language/Buttons/Encryption/Caption",
"text": "encryption"
},
"$:/language/Buttons/Encryption/Hint": {
"title": "$:/language/Buttons/Encryption/Hint",
"text": "Set or clear a password for saving this wiki"
},
"$:/language/Buttons/Encryption/ClearPassword/Caption": {
"title": "$:/language/Buttons/Encryption/ClearPassword/Caption",
"text": "clear password"
},
"$:/language/Buttons/Encryption/ClearPassword/Hint": {
"title": "$:/language/Buttons/Encryption/ClearPassword/Hint",
"text": "Clear the password and save this wiki without encryption"
},
"$:/language/Buttons/Encryption/SetPassword/Caption": {
"title": "$:/language/Buttons/Encryption/SetPassword/Caption",
"text": "set password"
},
"$:/language/Buttons/Encryption/SetPassword/Hint": {
"title": "$:/language/Buttons/Encryption/SetPassword/Hint",
"text": "Set a password for saving this wiki with encryption"
},
"$:/language/Buttons/ExportPage/Caption": {
"title": "$:/language/Buttons/ExportPage/Caption",
"text": "export all"
},
"$:/language/Buttons/ExportPage/Hint": {
"title": "$:/language/Buttons/ExportPage/Hint",
"text": "Export all tiddlers"
},
"$:/language/Buttons/ExportTiddler/Caption": {
"title": "$:/language/Buttons/ExportTiddler/Caption",
"text": "export tiddler"
},
"$:/language/Buttons/ExportTiddler/Hint": {
"title": "$:/language/Buttons/ExportTiddler/Hint",
"text": "Export tiddler"
},
"$:/language/Buttons/ExportTiddlers/Caption": {
"title": "$:/language/Buttons/ExportTiddlers/Caption",
"text": "export tiddlers"
},
"$:/language/Buttons/ExportTiddlers/Hint": {
"title": "$:/language/Buttons/ExportTiddlers/Hint",
"text": "Export tiddlers"
},
"$:/language/Buttons/SidebarSearch/Hint": {
"title": "$:/language/Buttons/SidebarSearch/Hint",
"text": "Select the sidebar search field"
},
"$:/language/Buttons/Fold/Caption": {
"title": "$:/language/Buttons/Fold/Caption",
"text": "fold tiddler"
},
"$:/language/Buttons/Fold/Hint": {
"title": "$:/language/Buttons/Fold/Hint",
"text": "Fold the body of this tiddler"
},
"$:/language/Buttons/Fold/FoldBar/Caption": {
"title": "$:/language/Buttons/Fold/FoldBar/Caption",
"text": "fold-bar"
},
"$:/language/Buttons/Fold/FoldBar/Hint": {
"title": "$:/language/Buttons/Fold/FoldBar/Hint",
"text": "Optional bars to fold and unfold tiddlers"
},
"$:/language/Buttons/Unfold/Caption": {
"title": "$:/language/Buttons/Unfold/Caption",
"text": "unfold tiddler"
},
"$:/language/Buttons/Unfold/Hint": {
"title": "$:/language/Buttons/Unfold/Hint",
"text": "Unfold the body of this tiddler"
},
"$:/language/Buttons/FoldOthers/Caption": {
"title": "$:/language/Buttons/FoldOthers/Caption",
"text": "fold other tiddlers"
},
"$:/language/Buttons/FoldOthers/Hint": {
"title": "$:/language/Buttons/FoldOthers/Hint",
"text": "Fold the bodies of other opened tiddlers"
},
"$:/language/Buttons/FoldAll/Caption": {
"title": "$:/language/Buttons/FoldAll/Caption",
"text": "fold all tiddlers"
},
"$:/language/Buttons/FoldAll/Hint": {
"title": "$:/language/Buttons/FoldAll/Hint",
"text": "Fold the bodies of all opened tiddlers"
},
"$:/language/Buttons/UnfoldAll/Caption": {
"title": "$:/language/Buttons/UnfoldAll/Caption",
"text": "unfold all tiddlers"
},
"$:/language/Buttons/UnfoldAll/Hint": {
"title": "$:/language/Buttons/UnfoldAll/Hint",
"text": "Unfold the bodies of all opened tiddlers"
},
"$:/language/Buttons/FullScreen/Caption": {
"title": "$:/language/Buttons/FullScreen/Caption",
"text": "full-screen"
},
"$:/language/Buttons/FullScreen/Hint": {
"title": "$:/language/Buttons/FullScreen/Hint",
"text": "Enter or leave full-screen mode"
},
"$:/language/Buttons/Help/Caption": {
"title": "$:/language/Buttons/Help/Caption",
"text": "help"
},
"$:/language/Buttons/Help/Hint": {
"title": "$:/language/Buttons/Help/Hint",
"text": "Show help panel"
},
"$:/language/Buttons/Import/Caption": {
"title": "$:/language/Buttons/Import/Caption",
"text": "import"
},
"$:/language/Buttons/Import/Hint": {
"title": "$:/language/Buttons/Import/Hint",
"text": "Import many types of file including text, image, TiddlyWiki or JSON"
},
"$:/language/Buttons/Info/Caption": {
"title": "$:/language/Buttons/Info/Caption",
"text": "info"
},
"$:/language/Buttons/Info/Hint": {
"title": "$:/language/Buttons/Info/Hint",
"text": "Show information for this tiddler"
},
"$:/language/Buttons/Home/Caption": {
"title": "$:/language/Buttons/Home/Caption",
"text": "home"
},
"$:/language/Buttons/Home/Hint": {
"title": "$:/language/Buttons/Home/Hint",
"text": "Open the default tiddlers"
},
"$:/language/Buttons/Language/Caption": {
"title": "$:/language/Buttons/Language/Caption",
"text": "language"
},
"$:/language/Buttons/Language/Hint": {
"title": "$:/language/Buttons/Language/Hint",
"text": "Choose the user interface language"
},
"$:/language/Buttons/Manager/Caption": {
"title": "$:/language/Buttons/Manager/Caption",
"text": "tiddler manager"
},
"$:/language/Buttons/Manager/Hint": {
"title": "$:/language/Buttons/Manager/Hint",
"text": "Open tiddler manager"
},
"$:/language/Buttons/More/Caption": {
"title": "$:/language/Buttons/More/Caption",
"text": "more"
},
"$:/language/Buttons/More/Hint": {
"title": "$:/language/Buttons/More/Hint",
"text": "More actions"
},
"$:/language/Buttons/NewHere/Caption": {
"title": "$:/language/Buttons/NewHere/Caption",
"text": "new here"
},
"$:/language/Buttons/NewHere/Hint": {
"title": "$:/language/Buttons/NewHere/Hint",
"text": "Create a new tiddler tagged with this one"
},
"$:/language/Buttons/NewJournal/Caption": {
"title": "$:/language/Buttons/NewJournal/Caption",
"text": "new journal"
},
"$:/language/Buttons/NewJournal/Hint": {
"title": "$:/language/Buttons/NewJournal/Hint",
"text": "Create a new journal tiddler"
},
"$:/language/Buttons/NewJournalHere/Caption": {
"title": "$:/language/Buttons/NewJournalHere/Caption",
"text": "new journal here"
},
"$:/language/Buttons/NewJournalHere/Hint": {
"title": "$:/language/Buttons/NewJournalHere/Hint",
"text": "Create a new journal tiddler tagged with this one"
},
"$:/language/Buttons/NewImage/Caption": {
"title": "$:/language/Buttons/NewImage/Caption",
"text": "new image"
},
"$:/language/Buttons/NewImage/Hint": {
"title": "$:/language/Buttons/NewImage/Hint",
"text": "Create a new image tiddler"
},
"$:/language/Buttons/NewMarkdown/Caption": {
"title": "$:/language/Buttons/NewMarkdown/Caption",
"text": "new Markdown tiddler"
},
"$:/language/Buttons/NewMarkdown/Hint": {
"title": "$:/language/Buttons/NewMarkdown/Hint",
"text": "Create a new Markdown tiddler"
},
"$:/language/Buttons/NewTiddler/Caption": {
"title": "$:/language/Buttons/NewTiddler/Caption",
"text": "new tiddler"
},
"$:/language/Buttons/NewTiddler/Hint": {
"title": "$:/language/Buttons/NewTiddler/Hint",
"text": "Create a new tiddler"
},
"$:/language/Buttons/OpenWindow/Caption": {
"title": "$:/language/Buttons/OpenWindow/Caption",
"text": "open in new window"
},
"$:/language/Buttons/OpenWindow/Hint": {
"title": "$:/language/Buttons/OpenWindow/Hint",
"text": "Open tiddler in new window"
},
"$:/language/Buttons/Palette/Caption": {
"title": "$:/language/Buttons/Palette/Caption",
"text": "palette"
},
"$:/language/Buttons/Palette/Hint": {
"title": "$:/language/Buttons/Palette/Hint",
"text": "Choose the colour palette"
},
"$:/language/Buttons/Permalink/Caption": {
"title": "$:/language/Buttons/Permalink/Caption",
"text": "permalink"
},
"$:/language/Buttons/Permalink/Hint": {
"title": "$:/language/Buttons/Permalink/Hint",
"text": "Set browser address bar to a direct link to this tiddler"
},
"$:/language/Buttons/Permaview/Caption": {
"title": "$:/language/Buttons/Permaview/Caption",
"text": "permaview"
},
"$:/language/Buttons/Permaview/Hint": {
"title": "$:/language/Buttons/Permaview/Hint",
"text": "Set browser address bar to a direct link to all the tiddlers in this story"
},
"$:/language/Buttons/Print/Caption": {
"title": "$:/language/Buttons/Print/Caption",
"text": "print page"
},
"$:/language/Buttons/Print/Hint": {
"title": "$:/language/Buttons/Print/Hint",
"text": "Print the current page"
},
"$:/language/Buttons/Refresh/Caption": {
"title": "$:/language/Buttons/Refresh/Caption",
"text": "refresh"
},
"$:/language/Buttons/Refresh/Hint": {
"title": "$:/language/Buttons/Refresh/Hint",
"text": "Perform a full refresh of the wiki"
},
"$:/language/Buttons/Save/Caption": {
"title": "$:/language/Buttons/Save/Caption",
"text": "ok"
},
"$:/language/Buttons/Save/Hint": {
"title": "$:/language/Buttons/Save/Hint",
"text": "Confirm changes to this tiddler"
},
"$:/language/Buttons/SaveWiki/Caption": {
"title": "$:/language/Buttons/SaveWiki/Caption",
"text": "save changes"
},
"$:/language/Buttons/SaveWiki/Hint": {
"title": "$:/language/Buttons/SaveWiki/Hint",
"text": "Save changes"
},
"$:/language/Buttons/StoryView/Caption": {
"title": "$:/language/Buttons/StoryView/Caption",
"text": "storyview"
},
"$:/language/Buttons/StoryView/Hint": {
"title": "$:/language/Buttons/StoryView/Hint",
"text": "Choose the story visualisation"
},
"$:/language/Buttons/HideSideBar/Caption": {
"title": "$:/language/Buttons/HideSideBar/Caption",
"text": "hide sidebar"
},
"$:/language/Buttons/HideSideBar/Hint": {
"title": "$:/language/Buttons/HideSideBar/Hint",
"text": "Hide sidebar"
},
"$:/language/Buttons/ShowSideBar/Caption": {
"title": "$:/language/Buttons/ShowSideBar/Caption",
"text": "show sidebar"
},
"$:/language/Buttons/ShowSideBar/Hint": {
"title": "$:/language/Buttons/ShowSideBar/Hint",
"text": "Show sidebar"
},
"$:/language/Buttons/TagManager/Caption": {
"title": "$:/language/Buttons/TagManager/Caption",
"text": "tag manager"
},
"$:/language/Buttons/TagManager/Hint": {
"title": "$:/language/Buttons/TagManager/Hint",
"text": "Open tag manager"
},
"$:/language/Buttons/Timestamp/Caption": {
"title": "$:/language/Buttons/Timestamp/Caption",
"text": "timestamps"
},
"$:/language/Buttons/Timestamp/Hint": {
"title": "$:/language/Buttons/Timestamp/Hint",
"text": "Choose whether modifications update timestamps"
},
"$:/language/Buttons/Timestamp/On/Caption": {
"title": "$:/language/Buttons/Timestamp/On/Caption",
"text": "timestamps are on"
},
"$:/language/Buttons/Timestamp/On/Hint": {
"title": "$:/language/Buttons/Timestamp/On/Hint",
"text": "Update timestamps when tiddlers are modified"
},
"$:/language/Buttons/Timestamp/Off/Caption": {
"title": "$:/language/Buttons/Timestamp/Off/Caption",
"text": "timestamps are off"
},
"$:/language/Buttons/Timestamp/Off/Hint": {
"title": "$:/language/Buttons/Timestamp/Off/Hint",
"text": "Don't update timestamps when tiddlers are modified"
},
"$:/language/Buttons/Theme/Caption": {
"title": "$:/language/Buttons/Theme/Caption",
"text": "theme"
},
"$:/language/Buttons/Theme/Hint": {
"title": "$:/language/Buttons/Theme/Hint",
"text": "Choose the display theme"
},
"$:/language/Buttons/Bold/Caption": {
"title": "$:/language/Buttons/Bold/Caption",
"text": "bold"
},
"$:/language/Buttons/Bold/Hint": {
"title": "$:/language/Buttons/Bold/Hint",
"text": "Apply bold formatting to selection"
},
"$:/language/Buttons/Clear/Caption": {
"title": "$:/language/Buttons/Clear/Caption",
"text": "clear"
},
"$:/language/Buttons/Clear/Hint": {
"title": "$:/language/Buttons/Clear/Hint",
"text": "Clear image to solid colour"
},
"$:/language/Buttons/EditorHeight/Caption": {
"title": "$:/language/Buttons/EditorHeight/Caption",
"text": "editor height"
},
"$:/language/Buttons/EditorHeight/Caption/Auto": {
"title": "$:/language/Buttons/EditorHeight/Caption/Auto",
"text": "Automatically adjust height to fit content"
},
"$:/language/Buttons/EditorHeight/Caption/Fixed": {
"title": "$:/language/Buttons/EditorHeight/Caption/Fixed",
"text": "Fixed height:"
},
"$:/language/Buttons/EditorHeight/Hint": {
"title": "$:/language/Buttons/EditorHeight/Hint",
"text": "Choose the height of the text editor"
},
"$:/language/Buttons/Excise/Caption": {
"title": "$:/language/Buttons/Excise/Caption",
"text": "excise"
},
"$:/language/Buttons/Excise/Caption/Excise": {
"title": "$:/language/Buttons/Excise/Caption/Excise",
"text": "Perform excision"
},
"$:/language/Buttons/Excise/Caption/MacroName": {
"title": "$:/language/Buttons/Excise/Caption/MacroName",
"text": "Macro name:"
},
"$:/language/Buttons/Excise/Caption/NewTitle": {
"title": "$:/language/Buttons/Excise/Caption/NewTitle",
"text": "Title of new tiddler:"
},
"$:/language/Buttons/Excise/Caption/Replace": {
"title": "$:/language/Buttons/Excise/Caption/Replace",
"text": "Replace excised text with:"
},
"$:/language/Buttons/Excise/Caption/Replace/Macro": {
"title": "$:/language/Buttons/Excise/Caption/Replace/Macro",
"text": "macro"
},
"$:/language/Buttons/Excise/Caption/Replace/Link": {
"title": "$:/language/Buttons/Excise/Caption/Replace/Link",
"text": "link"
},
"$:/language/Buttons/Excise/Caption/Replace/Transclusion": {
"title": "$:/language/Buttons/Excise/Caption/Replace/Transclusion",
"text": "transclusion"
},
"$:/language/Buttons/Excise/Caption/Tag": {
"title": "$:/language/Buttons/Excise/Caption/Tag",
"text": "Tag new tiddler with the title of this tiddler"
},
"$:/language/Buttons/Excise/Caption/TiddlerExists": {
"title": "$:/language/Buttons/Excise/Caption/TiddlerExists",
"text": "Warning: tiddler already exists"
},
"$:/language/Buttons/Excise/Hint": {
"title": "$:/language/Buttons/Excise/Hint",
"text": "Excise the selected text into a new tiddler"
},
"$:/language/Buttons/Heading1/Caption": {
"title": "$:/language/Buttons/Heading1/Caption",
"text": "heading 1"
},
"$:/language/Buttons/Heading1/Hint": {
"title": "$:/language/Buttons/Heading1/Hint",
"text": "Apply heading level 1 formatting to lines containing selection"
},
"$:/language/Buttons/Heading2/Caption": {
"title": "$:/language/Buttons/Heading2/Caption",
"text": "heading 2"
},
"$:/language/Buttons/Heading2/Hint": {
"title": "$:/language/Buttons/Heading2/Hint",
"text": "Apply heading level 2 formatting to lines containing selection"
},
"$:/language/Buttons/Heading3/Caption": {
"title": "$:/language/Buttons/Heading3/Caption",
"text": "heading 3"
},
"$:/language/Buttons/Heading3/Hint": {
"title": "$:/language/Buttons/Heading3/Hint",
"text": "Apply heading level 3 formatting to lines containing selection"
},
"$:/language/Buttons/Heading4/Caption": {
"title": "$:/language/Buttons/Heading4/Caption",
"text": "heading 4"
},
"$:/language/Buttons/Heading4/Hint": {
"title": "$:/language/Buttons/Heading4/Hint",
"text": "Apply heading level 4 formatting to lines containing selection"
},
"$:/language/Buttons/Heading5/Caption": {
"title": "$:/language/Buttons/Heading5/Caption",
"text": "heading 5"
},
"$:/language/Buttons/Heading5/Hint": {
"title": "$:/language/Buttons/Heading5/Hint",
"text": "Apply heading level 5 formatting to lines containing selection"
},
"$:/language/Buttons/Heading6/Caption": {
"title": "$:/language/Buttons/Heading6/Caption",
"text": "heading 6"
},
"$:/language/Buttons/Heading6/Hint": {
"title": "$:/language/Buttons/Heading6/Hint",
"text": "Apply heading level 6 formatting to lines containing selection"
},
"$:/language/Buttons/Italic/Caption": {
"title": "$:/language/Buttons/Italic/Caption",
"text": "italic"
},
"$:/language/Buttons/Italic/Hint": {
"title": "$:/language/Buttons/Italic/Hint",
"text": "Apply italic formatting to selection"
},
"$:/language/Buttons/LineWidth/Caption": {
"title": "$:/language/Buttons/LineWidth/Caption",
"text": "line width"
},
"$:/language/Buttons/LineWidth/Hint": {
"title": "$:/language/Buttons/LineWidth/Hint",
"text": "Set line width for painting"
},
"$:/language/Buttons/Link/Caption": {
"title": "$:/language/Buttons/Link/Caption",
"text": "link"
},
"$:/language/Buttons/Link/Hint": {
"title": "$:/language/Buttons/Link/Hint",
"text": "Create wikitext link"
},
"$:/language/Buttons/Linkify/Caption": {
"title": "$:/language/Buttons/Linkify/Caption",
"text": "wikilink"
},
"$:/language/Buttons/Linkify/Hint": {
"title": "$:/language/Buttons/Linkify/Hint",
"text": "Wrap selection in square brackets"
},
"$:/language/Buttons/ListBullet/Caption": {
"title": "$:/language/Buttons/ListBullet/Caption",
"text": "bulleted list"
},
"$:/language/Buttons/ListBullet/Hint": {
"title": "$:/language/Buttons/ListBullet/Hint",
"text": "Apply bulleted list formatting to lines containing selection"
},
"$:/language/Buttons/ListNumber/Caption": {
"title": "$:/language/Buttons/ListNumber/Caption",
"text": "numbered list"
},
"$:/language/Buttons/ListNumber/Hint": {
"title": "$:/language/Buttons/ListNumber/Hint",
"text": "Apply numbered list formatting to lines containing selection"
},
"$:/language/Buttons/MonoBlock/Caption": {
"title": "$:/language/Buttons/MonoBlock/Caption",
"text": "monospaced block"
},
"$:/language/Buttons/MonoBlock/Hint": {
"title": "$:/language/Buttons/MonoBlock/Hint",
"text": "Apply monospaced block formatting to lines containing selection"
},
"$:/language/Buttons/MonoLine/Caption": {
"title": "$:/language/Buttons/MonoLine/Caption",
"text": "monospaced"
},
"$:/language/Buttons/MonoLine/Hint": {
"title": "$:/language/Buttons/MonoLine/Hint",
"text": "Apply monospaced character formatting to selection"
},
"$:/language/Buttons/Opacity/Caption": {
"title": "$:/language/Buttons/Opacity/Caption",
"text": "opacity"
},
"$:/language/Buttons/Opacity/Hint": {
"title": "$:/language/Buttons/Opacity/Hint",
"text": "Set painting opacity"
},
"$:/language/Buttons/Paint/Caption": {
"title": "$:/language/Buttons/Paint/Caption",
"text": "paint colour"
},
"$:/language/Buttons/Paint/Hint": {
"title": "$:/language/Buttons/Paint/Hint",
"text": "Set painting colour"
},
"$:/language/Buttons/Picture/Caption": {
"title": "$:/language/Buttons/Picture/Caption",
"text": "picture"
},
"$:/language/Buttons/Picture/Hint": {
"title": "$:/language/Buttons/Picture/Hint",
"text": "Insert picture"
},
"$:/language/Buttons/Preview/Caption": {
"title": "$:/language/Buttons/Preview/Caption",
"text": "preview"
},
"$:/language/Buttons/Preview/Hint": {
"title": "$:/language/Buttons/Preview/Hint",
"text": "Show preview pane"
},
"$:/language/Buttons/PreviewType/Caption": {
"title": "$:/language/Buttons/PreviewType/Caption",
"text": "preview type"
},
"$:/language/Buttons/PreviewType/Hint": {
"title": "$:/language/Buttons/PreviewType/Hint",
"text": "Choose preview type"
},
"$:/language/Buttons/Quote/Caption": {
"title": "$:/language/Buttons/Quote/Caption",
"text": "quote"
},
"$:/language/Buttons/Quote/Hint": {
"title": "$:/language/Buttons/Quote/Hint",
"text": "Apply quoted text formatting to lines containing selection"
},
"$:/language/Buttons/RotateLeft/Caption": {
"title": "$:/language/Buttons/RotateLeft/Caption",
"text": "rotate left"
},
"$:/language/Buttons/RotateLeft/Hint": {
"title": "$:/language/Buttons/RotateLeft/Hint",
"text": "Rotate image left by 90 degrees"
},
"$:/language/Buttons/Size/Caption": {
"title": "$:/language/Buttons/Size/Caption",
"text": "image size"
},
"$:/language/Buttons/Size/Caption/Height": {
"title": "$:/language/Buttons/Size/Caption/Height",
"text": "Height:"
},
"$:/language/Buttons/Size/Caption/Resize": {
"title": "$:/language/Buttons/Size/Caption/Resize",
"text": "Resize image"
},
"$:/language/Buttons/Size/Caption/Width": {
"title": "$:/language/Buttons/Size/Caption/Width",
"text": "Width:"
},
"$:/language/Buttons/Size/Hint": {
"title": "$:/language/Buttons/Size/Hint",
"text": "Set image size"
},
"$:/language/Buttons/Stamp/Caption": {
"title": "$:/language/Buttons/Stamp/Caption",
"text": "stamp"
},
"$:/language/Buttons/Stamp/Caption/New": {
"title": "$:/language/Buttons/Stamp/Caption/New",
"text": "Add your own"
},
"$:/language/Buttons/Stamp/Hint": {
"title": "$:/language/Buttons/Stamp/Hint",
"text": "Insert a preconfigured snippet of text"
},
"$:/language/Buttons/Stamp/New/Title": {
"title": "$:/language/Buttons/Stamp/New/Title",
"text": "Name as shown in menu"
},
"$:/language/Buttons/Stamp/New/Text": {
"title": "$:/language/Buttons/Stamp/New/Text",
"text": "Text of snippet. (Remember to add a descriptive title in the caption field)."
},
"$:/language/Buttons/Strikethrough/Caption": {
"title": "$:/language/Buttons/Strikethrough/Caption",
"text": "strikethrough"
},
"$:/language/Buttons/Strikethrough/Hint": {
"title": "$:/language/Buttons/Strikethrough/Hint",
"text": "Apply strikethrough formatting to selection"
},
"$:/language/Buttons/Subscript/Caption": {
"title": "$:/language/Buttons/Subscript/Caption",
"text": "subscript"
},
"$:/language/Buttons/Subscript/Hint": {
"title": "$:/language/Buttons/Subscript/Hint",
"text": "Apply subscript formatting to selection"
},
"$:/language/Buttons/Superscript/Caption": {
"title": "$:/language/Buttons/Superscript/Caption",
"text": "superscript"
},
"$:/language/Buttons/Superscript/Hint": {
"title": "$:/language/Buttons/Superscript/Hint",
"text": "Apply superscript formatting to selection"
},
"$:/language/Buttons/ToggleSidebar/Hint": {
"title": "$:/language/Buttons/ToggleSidebar/Hint",
"text": "Toggle the sidebar visibility"
},
"$:/language/Buttons/Transcludify/Caption": {
"title": "$:/language/Buttons/Transcludify/Caption",
"text": "transclusion"
},
"$:/language/Buttons/Transcludify/Hint": {
"title": "$:/language/Buttons/Transcludify/Hint",
"text": "Wrap selection in curly brackets"
},
"$:/language/Buttons/Underline/Caption": {
"title": "$:/language/Buttons/Underline/Caption",
"text": "underline"
},
"$:/language/Buttons/Underline/Hint": {
"title": "$:/language/Buttons/Underline/Hint",
"text": "Apply underline formatting to selection"
},
"$:/language/ControlPanel/Advanced/Caption": {
"title": "$:/language/ControlPanel/Advanced/Caption",
"text": "Advanced"
},
"$:/language/ControlPanel/Advanced/Hint": {
"title": "$:/language/ControlPanel/Advanced/Hint",
"text": "Internal information about this TiddlyWiki"
},
"$:/language/ControlPanel/Appearance/Caption": {
"title": "$:/language/ControlPanel/Appearance/Caption",
"text": "Appearance"
},
"$:/language/ControlPanel/Appearance/Hint": {
"title": "$:/language/ControlPanel/Appearance/Hint",
"text": "Ways to customise the appearance of your TiddlyWiki."
},
"$:/language/ControlPanel/Basics/AnimDuration/Prompt": {
"title": "$:/language/ControlPanel/Basics/AnimDuration/Prompt",
"text": "Animation duration"
},
"$:/language/ControlPanel/Basics/AutoFocus/Prompt": {
"title": "$:/language/ControlPanel/Basics/AutoFocus/Prompt",
"text": "Default focus field for new tiddlers"
},
"$:/language/ControlPanel/Basics/Caption": {
"title": "$:/language/ControlPanel/Basics/Caption",
"text": "Basics"
},
"$:/language/ControlPanel/Basics/DefaultTiddlers/BottomHint": {
"title": "$:/language/ControlPanel/Basics/DefaultTiddlers/BottomHint",
"text": "Use [[double square brackets]] for titles with spaces. Or you can choose to <$button set=\"$:/DefaultTiddlers\" setTo=\"[list[$:/StoryList]]\">retain story ordering</$button>"
},
"$:/language/ControlPanel/Basics/DefaultTiddlers/Prompt": {
"title": "$:/language/ControlPanel/Basics/DefaultTiddlers/Prompt",
"text": "Default tiddlers"
},
"$:/language/ControlPanel/Basics/DefaultTiddlers/TopHint": {
"title": "$:/language/ControlPanel/Basics/DefaultTiddlers/TopHint",
"text": "Choose which tiddlers are displayed at startup"
},
"$:/language/ControlPanel/Basics/Language/Prompt": {
"title": "$:/language/ControlPanel/Basics/Language/Prompt",
"text": "Hello! Current language:"
},
"$:/language/ControlPanel/Basics/NewJournal/Title/Prompt": {
"title": "$:/language/ControlPanel/Basics/NewJournal/Title/Prompt",
"text": "Title of new journal tiddlers"
},
"$:/language/ControlPanel/Basics/NewJournal/Text/Prompt": {
"title": "$:/language/ControlPanel/Basics/NewJournal/Text/Prompt",
"text": "Text for new journal tiddlers"
},
"$:/language/ControlPanel/Basics/NewJournal/Tags/Prompt": {
"title": "$:/language/ControlPanel/Basics/NewJournal/Tags/Prompt",
"text": "Tags for new journal tiddlers"
},
"$:/language/ControlPanel/Basics/NewTiddler/Title/Prompt": {
"title": "$:/language/ControlPanel/Basics/NewTiddler/Title/Prompt",
"text": "Title of new tiddlers"
},
"$:/language/ControlPanel/Basics/NewTiddler/Tags/Prompt": {
"title": "$:/language/ControlPanel/Basics/NewTiddler/Tags/Prompt",
"text": "Tags for new tiddlers"
},
"$:/language/ControlPanel/Basics/OverriddenShadowTiddlers/Prompt": {
"title": "$:/language/ControlPanel/Basics/OverriddenShadowTiddlers/Prompt",
"text": "Number of overridden shadow tiddlers"
},
"$:/language/ControlPanel/Basics/ShadowTiddlers/Prompt": {
"title": "$:/language/ControlPanel/Basics/ShadowTiddlers/Prompt",
"text": "Number of shadow tiddlers"
},
"$:/language/ControlPanel/Basics/Subtitle/Prompt": {
"title": "$:/language/ControlPanel/Basics/Subtitle/Prompt",
"text": "Subtitle"
},
"$:/language/ControlPanel/Basics/SystemTiddlers/Prompt": {
"title": "$:/language/ControlPanel/Basics/SystemTiddlers/Prompt",
"text": "Number of system tiddlers"
},
"$:/language/ControlPanel/Basics/Tags/Prompt": {
"title": "$:/language/ControlPanel/Basics/Tags/Prompt",
"text": "Number of tags"
},
"$:/language/ControlPanel/Basics/Tiddlers/Prompt": {
"title": "$:/language/ControlPanel/Basics/Tiddlers/Prompt",
"text": "Number of tiddlers"
},
"$:/language/ControlPanel/Basics/Title/Prompt": {
"title": "$:/language/ControlPanel/Basics/Title/Prompt",
"text": "Title of this ~TiddlyWiki"
},
"$:/language/ControlPanel/Basics/Username/Prompt": {
"title": "$:/language/ControlPanel/Basics/Username/Prompt",
"text": "Username for signing edits"
},
"$:/language/ControlPanel/Basics/Version/Prompt": {
"title": "$:/language/ControlPanel/Basics/Version/Prompt",
"text": "~TiddlyWiki version"
},
"$:/language/ControlPanel/EditorTypes/Caption": {
"title": "$:/language/ControlPanel/EditorTypes/Caption",
"text": "Editor Types"
},
"$:/language/ControlPanel/EditorTypes/Editor/Caption": {
"title": "$:/language/ControlPanel/EditorTypes/Editor/Caption",
"text": "Editor"
},
"$:/language/ControlPanel/EditorTypes/Hint": {
"title": "$:/language/ControlPanel/EditorTypes/Hint",
"text": "These tiddlers determine which editor is used to edit specific tiddler types."
},
"$:/language/ControlPanel/EditorTypes/Type/Caption": {
"title": "$:/language/ControlPanel/EditorTypes/Type/Caption",
"text": "Type"
},
"$:/language/ControlPanel/Info/Caption": {
"title": "$:/language/ControlPanel/Info/Caption",
"text": "Info"
},
"$:/language/ControlPanel/Info/Hint": {
"title": "$:/language/ControlPanel/Info/Hint",
"text": "Information about this TiddlyWiki"
},
"$:/language/ControlPanel/KeyboardShortcuts/Add/Prompt": {
"title": "$:/language/ControlPanel/KeyboardShortcuts/Add/Prompt",
"text": "Type shortcut here"
},
"$:/language/ControlPanel/KeyboardShortcuts/Add/Caption": {
"title": "$:/language/ControlPanel/KeyboardShortcuts/Add/Caption",
"text": "add shortcut"
},
"$:/language/ControlPanel/KeyboardShortcuts/Caption": {
"title": "$:/language/ControlPanel/KeyboardShortcuts/Caption",
"text": "Keyboard Shortcuts"
},
"$:/language/ControlPanel/KeyboardShortcuts/Hint": {
"title": "$:/language/ControlPanel/KeyboardShortcuts/Hint",
"text": "Manage keyboard shortcut assignments"
},
"$:/language/ControlPanel/KeyboardShortcuts/NoShortcuts/Caption": {
"title": "$:/language/ControlPanel/KeyboardShortcuts/NoShortcuts/Caption",
"text": "No keyboard shortcuts assigned"
},
"$:/language/ControlPanel/KeyboardShortcuts/Remove/Hint": {
"title": "$:/language/ControlPanel/KeyboardShortcuts/Remove/Hint",
"text": "remove keyboard shortcut"
},
"$:/language/ControlPanel/KeyboardShortcuts/Platform/All": {
"title": "$:/language/ControlPanel/KeyboardShortcuts/Platform/All",
"text": "All platforms"
},
"$:/language/ControlPanel/KeyboardShortcuts/Platform/Mac": {
"title": "$:/language/ControlPanel/KeyboardShortcuts/Platform/Mac",
"text": "Macintosh platform only"
},
"$:/language/ControlPanel/KeyboardShortcuts/Platform/NonMac": {
"title": "$:/language/ControlPanel/KeyboardShortcuts/Platform/NonMac",
"text": "Non-Macintosh platforms only"
},
"$:/language/ControlPanel/KeyboardShortcuts/Platform/Linux": {
"title": "$:/language/ControlPanel/KeyboardShortcuts/Platform/Linux",
"text": "Linux platform only"
},
"$:/language/ControlPanel/KeyboardShortcuts/Platform/NonLinux": {
"title": "$:/language/ControlPanel/KeyboardShortcuts/Platform/NonLinux",
"text": "Non-Linux platforms only"
},
"$:/language/ControlPanel/KeyboardShortcuts/Platform/Windows": {
"title": "$:/language/ControlPanel/KeyboardShortcuts/Platform/Windows",
"text": "Windows platform only"
},
"$:/language/ControlPanel/KeyboardShortcuts/Platform/NonWindows": {
"title": "$:/language/ControlPanel/KeyboardShortcuts/Platform/NonWindows",
"text": "Non-Windows platforms only"
},
"$:/language/ControlPanel/LoadedModules/Caption": {
"title": "$:/language/ControlPanel/LoadedModules/Caption",
"text": "Loaded Modules"
},
"$:/language/ControlPanel/LoadedModules/Hint": {
"title": "$:/language/ControlPanel/LoadedModules/Hint",
"text": "These are the currently loaded tiddler modules linked to their source tiddlers. Any italicised modules lack a source tiddler, typically because they were setup during the boot process."
},
"$:/language/ControlPanel/Palette/Caption": {
"title": "$:/language/ControlPanel/Palette/Caption",
"text": "Palette"
},
"$:/language/ControlPanel/Palette/Editor/Clone/Caption": {
"title": "$:/language/ControlPanel/Palette/Editor/Clone/Caption",
"text": "clone"
},
"$:/language/ControlPanel/Palette/Editor/Clone/Prompt": {
"title": "$:/language/ControlPanel/Palette/Editor/Clone/Prompt",
"text": "It is recommended that you clone this shadow palette before editing it"
},
"$:/language/ControlPanel/Palette/Editor/Delete/Hint": {
"title": "$:/language/ControlPanel/Palette/Editor/Delete/Hint",
"text": "delete this entry from the current palette"
},
"$:/language/ControlPanel/Palette/Editor/Names/External/Show": {
"title": "$:/language/ControlPanel/Palette/Editor/Names/External/Show",
"text": "Show color names that are not part of the current palette"
},
"$:/language/ControlPanel/Palette/Editor/Prompt/Modified": {
"title": "$:/language/ControlPanel/Palette/Editor/Prompt/Modified",
"text": "This shadow palette has been modified"
},
"$:/language/ControlPanel/Palette/Editor/Prompt": {
"title": "$:/language/ControlPanel/Palette/Editor/Prompt",
"text": "Editing"
},
"$:/language/ControlPanel/Palette/Editor/Reset/Caption": {
"title": "$:/language/ControlPanel/Palette/Editor/Reset/Caption",
"text": "reset"
},
"$:/language/ControlPanel/Palette/HideEditor/Caption": {
"title": "$:/language/ControlPanel/Palette/HideEditor/Caption",
"text": "hide editor"
},
"$:/language/ControlPanel/Palette/Prompt": {
"title": "$:/language/ControlPanel/Palette/Prompt",
"text": "Current palette:"
},
"$:/language/ControlPanel/Palette/ShowEditor/Caption": {
"title": "$:/language/ControlPanel/Palette/ShowEditor/Caption",
"text": "show editor"
},
"$:/language/ControlPanel/Parsing/Caption": {
"title": "$:/language/ControlPanel/Parsing/Caption",
"text": "Parsing"
},
"$:/language/ControlPanel/Parsing/Hint": {
"title": "$:/language/ControlPanel/Parsing/Hint",
"text": "Here you can globally disable/enable wiki parser rules. For changes to take effect, save and reload your wiki. Disabling certain parser rules can prevent <$text text=\"TiddlyWiki\"/> from functioning correctly. Use [[safe mode|https://tiddlywiki.com/#SafeMode]] to restore normal operation."
},
"$:/language/ControlPanel/Parsing/Block/Caption": {
"title": "$:/language/ControlPanel/Parsing/Block/Caption",
"text": "Block Parse Rules"
},
"$:/language/ControlPanel/Parsing/Inline/Caption": {
"title": "$:/language/ControlPanel/Parsing/Inline/Caption",
"text": "Inline Parse Rules"
},
"$:/language/ControlPanel/Parsing/Pragma/Caption": {
"title": "$:/language/ControlPanel/Parsing/Pragma/Caption",
"text": "Pragma Parse Rules"
},
"$:/language/ControlPanel/Plugins/Add/Caption": {
"title": "$:/language/ControlPanel/Plugins/Add/Caption",
"text": "Get more plugins"
},
"$:/language/ControlPanel/Plugins/Add/Hint": {
"title": "$:/language/ControlPanel/Plugins/Add/Hint",
"text": "Install plugins from the official library"
},
"$:/language/ControlPanel/Plugins/AlreadyInstalled/Hint": {
"title": "$:/language/ControlPanel/Plugins/AlreadyInstalled/Hint",
"text": "This plugin is already installed at version <$text text=<<installedVersion>>/>"
},
"$:/language/ControlPanel/Plugins/AlsoRequires": {
"title": "$:/language/ControlPanel/Plugins/AlsoRequires",
"text": "Also requires:"
},
"$:/language/ControlPanel/Plugins/Caption": {
"title": "$:/language/ControlPanel/Plugins/Caption",
"text": "Plugins"
},
"$:/language/ControlPanel/Plugins/Disable/Caption": {
"title": "$:/language/ControlPanel/Plugins/Disable/Caption",
"text": "disable"
},
"$:/language/ControlPanel/Plugins/Disable/Hint": {
"title": "$:/language/ControlPanel/Plugins/Disable/Hint",
"text": "Disable this plugin when reloading page"
},
"$:/language/ControlPanel/Plugins/Disabled/Status": {
"title": "$:/language/ControlPanel/Plugins/Disabled/Status",
"text": "(disabled)"
},
"$:/language/ControlPanel/Plugins/Downgrade/Caption": {
"title": "$:/language/ControlPanel/Plugins/Downgrade/Caption",
"text": "downgrade"
},
"$:/language/ControlPanel/Plugins/Empty/Hint": {
"title": "$:/language/ControlPanel/Plugins/Empty/Hint",
"text": "None"
},
"$:/language/ControlPanel/Plugins/Enable/Caption": {
"title": "$:/language/ControlPanel/Plugins/Enable/Caption",
"text": "enable"
},
"$:/language/ControlPanel/Plugins/Enable/Hint": {
"title": "$:/language/ControlPanel/Plugins/Enable/Hint",
"text": "Enable this plugin when reloading page"
},
"$:/language/ControlPanel/Plugins/Install/Caption": {
"title": "$:/language/ControlPanel/Plugins/Install/Caption",
"text": "install"
},
"$:/language/ControlPanel/Plugins/Installed/Hint": {
"title": "$:/language/ControlPanel/Plugins/Installed/Hint",
"text": "Currently installed plugins:"
},
"$:/language/ControlPanel/Plugins/Languages/Caption": {
"title": "$:/language/ControlPanel/Plugins/Languages/Caption",
"text": "Languages"
},
"$:/language/ControlPanel/Plugins/Languages/Hint": {
"title": "$:/language/ControlPanel/Plugins/Languages/Hint",
"text": "Language pack plugins"
},
"$:/language/ControlPanel/Plugins/NoInfoFound/Hint": {
"title": "$:/language/ControlPanel/Plugins/NoInfoFound/Hint",
"text": "No ''\"<$text text=<<currentTab>>/>\"'' found"
},
"$:/language/ControlPanel/Plugins/NotInstalled/Hint": {
"title": "$:/language/ControlPanel/Plugins/NotInstalled/Hint",
"text": "This plugin is not currently installed"
},
"$:/language/ControlPanel/Plugins/OpenPluginLibrary": {
"title": "$:/language/ControlPanel/Plugins/OpenPluginLibrary",
"text": "open plugin library"
},
"$:/language/ControlPanel/Plugins/ClosePluginLibrary": {
"title": "$:/language/ControlPanel/Plugins/ClosePluginLibrary",
"text": "close plugin library"
},
"$:/language/ControlPanel/Plugins/PluginWillRequireReload": {
"title": "$:/language/ControlPanel/Plugins/PluginWillRequireReload",
"text": "(requires reload)"
},
"$:/language/ControlPanel/Plugins/Plugins/Caption": {
"title": "$:/language/ControlPanel/Plugins/Plugins/Caption",
"text": "Plugins"
},
"$:/language/ControlPanel/Plugins/Plugins/Hint": {
"title": "$:/language/ControlPanel/Plugins/Plugins/Hint",
"text": "Plugins"
},
"$:/language/ControlPanel/Plugins/Reinstall/Caption": {
"title": "$:/language/ControlPanel/Plugins/Reinstall/Caption",
"text": "reinstall"
},
"$:/language/ControlPanel/Plugins/Themes/Caption": {
"title": "$:/language/ControlPanel/Plugins/Themes/Caption",
"text": "Themes"
},
"$:/language/ControlPanel/Plugins/Themes/Hint": {
"title": "$:/language/ControlPanel/Plugins/Themes/Hint",
"text": "Theme plugins"
},
"$:/language/ControlPanel/Plugins/Update/Caption": {
"title": "$:/language/ControlPanel/Plugins/Update/Caption",
"text": "update"
},
"$:/language/ControlPanel/Plugins/Updates/Caption": {
"title": "$:/language/ControlPanel/Plugins/Updates/Caption",
"text": "Updates"
},
"$:/language/ControlPanel/Plugins/Updates/Hint": {
"title": "$:/language/ControlPanel/Plugins/Updates/Hint",
"text": "Available updates to installed plugins"
},
"$:/language/ControlPanel/Plugins/Updates/UpdateAll/Caption": {
"title": "$:/language/ControlPanel/Plugins/Updates/UpdateAll/Caption",
"text": "Update <<update-count>> plugins"
},
"$:/language/ControlPanel/Plugins/SubPluginPrompt": {
"title": "$:/language/ControlPanel/Plugins/SubPluginPrompt",
"text": "With <<count>> sub-plugins available"
},
"$:/language/ControlPanel/Saving/Caption": {
"title": "$:/language/ControlPanel/Saving/Caption",
"text": "Saving"
},
"$:/language/ControlPanel/Saving/DownloadSaver/AutoSave/Description": {
"title": "$:/language/ControlPanel/Saving/DownloadSaver/AutoSave/Description",
"text": "Permit automatic saving for the download saver"
},
"$:/language/ControlPanel/Saving/DownloadSaver/AutoSave/Hint": {
"title": "$:/language/ControlPanel/Saving/DownloadSaver/AutoSave/Hint",
"text": "Enable Autosave for Download Saver"
},
"$:/language/ControlPanel/Saving/DownloadSaver/Caption": {
"title": "$:/language/ControlPanel/Saving/DownloadSaver/Caption",
"text": "Download Saver"
},
"$:/language/ControlPanel/Saving/DownloadSaver/Hint": {
"title": "$:/language/ControlPanel/Saving/DownloadSaver/Hint",
"text": "These settings apply to the HTML5-compatible download saver"
},
"$:/language/ControlPanel/Saving/General/Caption": {
"title": "$:/language/ControlPanel/Saving/General/Caption",
"text": "General"
},
"$:/language/ControlPanel/Saving/General/Hint": {
"title": "$:/language/ControlPanel/Saving/General/Hint",
"text": "These settings apply to all the loaded savers"
},
"$:/language/ControlPanel/Saving/Hint": {
"title": "$:/language/ControlPanel/Saving/Hint",
"text": "Settings used for saving the entire TiddlyWiki as a single file via a saver module"
},
"$:/language/ControlPanel/Saving/GitService/Branch": {
"title": "$:/language/ControlPanel/Saving/GitService/Branch",
"text": "Target branch for saving"
},
"$:/language/ControlPanel/Saving/GitService/CommitMessage": {
"title": "$:/language/ControlPanel/Saving/GitService/CommitMessage",
"text": "Saved by TiddlyWiki"
},
"$:/language/ControlPanel/Saving/GitService/Description": {
"title": "$:/language/ControlPanel/Saving/GitService/Description",
"text": "These settings are only used when saving to <<service-name>>"
},
"$:/language/ControlPanel/Saving/GitService/Filename": {
"title": "$:/language/ControlPanel/Saving/GitService/Filename",
"text": "Filename of target file (e.g. `index.html`)"
},
"$:/language/ControlPanel/Saving/GitService/Path": {
"title": "$:/language/ControlPanel/Saving/GitService/Path",
"text": "Path to target file (e.g. `/wiki/`)"
},
"$:/language/ControlPanel/Saving/GitService/Repo": {
"title": "$:/language/ControlPanel/Saving/GitService/Repo",
"text": "Target repository (e.g. `Jermolene/TiddlyWiki5`)"
},
"$:/language/ControlPanel/Saving/GitService/ServerURL": {
"title": "$:/language/ControlPanel/Saving/GitService/ServerURL",
"text": "Server API URL"
},
"$:/language/ControlPanel/Saving/GitService/UserName": {
"title": "$:/language/ControlPanel/Saving/GitService/UserName",
"text": "Username"
},
"$:/language/ControlPanel/Saving/GitService/GitHub/Caption": {
"title": "$:/language/ControlPanel/Saving/GitService/GitHub/Caption",
"text": "~GitHub Saver"
},
"$:/language/ControlPanel/Saving/GitService/GitHub/Password": {
"title": "$:/language/ControlPanel/Saving/GitService/GitHub/Password",
"text": "Password, OAUTH token, or personal access token (see [[GitHub help page|https://help.github.com/en/articles/creating-a-personal-access-token-for-the-command-line]] for details)"
},
"$:/language/ControlPanel/Saving/GitService/GitLab/Caption": {
"title": "$:/language/ControlPanel/Saving/GitService/GitLab/Caption",
"text": "~GitLab Saver"
},
"$:/language/ControlPanel/Saving/GitService/GitLab/Password": {
"title": "$:/language/ControlPanel/Saving/GitService/GitLab/Password",
"text": "Personal access token for API (see [[GitLab help page|https://docs.gitlab.com/ee/user/profile/personal_access_tokens.html]] for details)"
},
"$:/language/ControlPanel/Saving/GitService/Gitea/Caption": {
"title": "$:/language/ControlPanel/Saving/GitService/Gitea/Caption",
"text": "Gitea Saver"
},
"$:/language/ControlPanel/Saving/GitService/Gitea/Password": {
"title": "$:/language/ControlPanel/Saving/GitService/Gitea/Password",
"text": "Personal access token for API (via Gitea’s web interface: `Settings | Applications | Generate New Token`)"
},
"$:/language/ControlPanel/Saving/TiddlySpot/Advanced/Heading": {
"title": "$:/language/ControlPanel/Saving/TiddlySpot/Advanced/Heading",
"text": "Advanced Settings"
},
"$:/language/ControlPanel/Saving/TiddlySpot/BackupDir": {
"title": "$:/language/ControlPanel/Saving/TiddlySpot/BackupDir",
"text": "Backup Directory"
},
"$:/language/ControlPanel/Saving/TiddlySpot/Backups": {
"title": "$:/language/ControlPanel/Saving/TiddlySpot/Backups",
"text": "Backups"
},
"$:/language/ControlPanel/Saving/TiddlySpot/Caption": {
"title": "$:/language/ControlPanel/Saving/TiddlySpot/Caption",
"text": "~TiddlySpot Saver"
},
"$:/language/ControlPanel/Saving/TiddlySpot/Description": {
"title": "$:/language/ControlPanel/Saving/TiddlySpot/Description",
"text": "These settings are only used when saving to http://tiddlyspot.com or a compatible remote server"
},
"$:/language/ControlPanel/Saving/TiddlySpot/Filename": {
"title": "$:/language/ControlPanel/Saving/TiddlySpot/Filename",
"text": "Upload Filename"
},
"$:/language/ControlPanel/Saving/TiddlySpot/Heading": {
"title": "$:/language/ControlPanel/Saving/TiddlySpot/Heading",
"text": "~TiddlySpot"
},
"$:/language/ControlPanel/Saving/TiddlySpot/Hint": {
"title": "$:/language/ControlPanel/Saving/TiddlySpot/Hint",
"text": "//The server URL defaults to `http://<wikiname>.tiddlyspot.com/store.cgi` and can be changed to use a custom server address, e.g. `http://example.com/store.php`.//"
},
"$:/language/ControlPanel/Saving/TiddlySpot/Password": {
"title": "$:/language/ControlPanel/Saving/TiddlySpot/Password",
"text": "Password"
},
"$:/language/ControlPanel/Saving/TiddlySpot/ServerURL": {
"title": "$:/language/ControlPanel/Saving/TiddlySpot/ServerURL",
"text": "Server URL"
},
"$:/language/ControlPanel/Saving/TiddlySpot/UploadDir": {
"title": "$:/language/ControlPanel/Saving/TiddlySpot/UploadDir",
"text": "Upload Directory"
},
"$:/language/ControlPanel/Saving/TiddlySpot/UserName": {
"title": "$:/language/ControlPanel/Saving/TiddlySpot/UserName",
"text": "Wiki Name"
},
"$:/language/ControlPanel/Settings/AutoSave/Caption": {
"title": "$:/language/ControlPanel/Settings/AutoSave/Caption",
"text": "Autosave"
},
"$:/language/ControlPanel/Settings/AutoSave/Disabled/Description": {
"title": "$:/language/ControlPanel/Settings/AutoSave/Disabled/Description",
"text": "Do not save changes automatically"
},
"$:/language/ControlPanel/Settings/AutoSave/Enabled/Description": {
"title": "$:/language/ControlPanel/Settings/AutoSave/Enabled/Description",
"text": "Save changes automatically"
},
"$:/language/ControlPanel/Settings/AutoSave/Hint": {
"title": "$:/language/ControlPanel/Settings/AutoSave/Hint",
"text": "Attempt to automatically save changes during editing when using a supporting saver"
},
"$:/language/ControlPanel/Settings/CamelCase/Caption": {
"title": "$:/language/ControlPanel/Settings/CamelCase/Caption",
"text": "Camel Case Wiki Links"
},
"$:/language/ControlPanel/Settings/CamelCase/Hint": {
"title": "$:/language/ControlPanel/Settings/CamelCase/Hint",
"text": "You can globally disable automatic linking of ~CamelCase phrases. Requires reload to take effect"
},
"$:/language/ControlPanel/Settings/CamelCase/Description": {
"title": "$:/language/ControlPanel/Settings/CamelCase/Description",
"text": "Enable automatic ~CamelCase linking"
},
"$:/language/ControlPanel/Settings/Caption": {
"title": "$:/language/ControlPanel/Settings/Caption",
"text": "Settings"
},
"$:/language/ControlPanel/Settings/EditorToolbar/Caption": {
"title": "$:/language/ControlPanel/Settings/EditorToolbar/Caption",
"text": "Editor Toolbar"
},
"$:/language/ControlPanel/Settings/EditorToolbar/Hint": {
"title": "$:/language/ControlPanel/Settings/EditorToolbar/Hint",
"text": "Enable or disable the editor toolbar:"
},
"$:/language/ControlPanel/Settings/EditorToolbar/Description": {
"title": "$:/language/ControlPanel/Settings/EditorToolbar/Description",
"text": "Show editor toolbar"
},
"$:/language/ControlPanel/Settings/InfoPanelMode/Caption": {
"title": "$:/language/ControlPanel/Settings/InfoPanelMode/Caption",
"text": "Tiddler Info Panel Mode"
},
"$:/language/ControlPanel/Settings/InfoPanelMode/Hint": {
"title": "$:/language/ControlPanel/Settings/InfoPanelMode/Hint",
"text": "Control when the tiddler info panel closes:"
},
"$:/language/ControlPanel/Settings/InfoPanelMode/Popup/Description": {
"title": "$:/language/ControlPanel/Settings/InfoPanelMode/Popup/Description",
"text": "Tiddler info panel closes automatically"
},
"$:/language/ControlPanel/Settings/InfoPanelMode/Sticky/Description": {
"title": "$:/language/ControlPanel/Settings/InfoPanelMode/Sticky/Description",
"text": "Tiddler info panel stays open until explicitly closed"
},
"$:/language/ControlPanel/Settings/Hint": {
"title": "$:/language/ControlPanel/Settings/Hint",
"text": "These settings let you customise the behaviour of TiddlyWiki."
},
"$:/language/ControlPanel/Settings/NavigationAddressBar/Caption": {
"title": "$:/language/ControlPanel/Settings/NavigationAddressBar/Caption",
"text": "Navigation Address Bar"
},
"$:/language/ControlPanel/Settings/NavigationAddressBar/Hint": {
"title": "$:/language/ControlPanel/Settings/NavigationAddressBar/Hint",
"text": "Behaviour of the browser address bar when navigating to a tiddler:"
},
"$:/language/ControlPanel/Settings/NavigationAddressBar/No/Description": {
"title": "$:/language/ControlPanel/Settings/NavigationAddressBar/No/Description",
"text": "Do not update the address bar"
},
"$:/language/ControlPanel/Settings/NavigationAddressBar/Permalink/Description": {
"title": "$:/language/ControlPanel/Settings/NavigationAddressBar/Permalink/Description",
"text": "Include the target tiddler"
},
"$:/language/ControlPanel/Settings/NavigationAddressBar/Permaview/Description": {
"title": "$:/language/ControlPanel/Settings/NavigationAddressBar/Permaview/Description",
"text": "Include the target tiddler and the current story sequence"
},
"$:/language/ControlPanel/Settings/NavigationHistory/Caption": {
"title": "$:/language/ControlPanel/Settings/NavigationHistory/Caption",
"text": "Navigation History"
},
"$:/language/ControlPanel/Settings/NavigationHistory/Hint": {
"title": "$:/language/ControlPanel/Settings/NavigationHistory/Hint",
"text": "Update browser history when navigating to a tiddler:"
},
"$:/language/ControlPanel/Settings/NavigationHistory/No/Description": {
"title": "$:/language/ControlPanel/Settings/NavigationHistory/No/Description",
"text": "Do not update history"
},
"$:/language/ControlPanel/Settings/NavigationHistory/Yes/Description": {
"title": "$:/language/ControlPanel/Settings/NavigationHistory/Yes/Description",
"text": "Update history"
},
"$:/language/ControlPanel/Settings/NavigationPermalinkviewMode/Caption": {
"title": "$:/language/ControlPanel/Settings/NavigationPermalinkviewMode/Caption",
"text": "Permalink/permaview Mode"
},
"$:/language/ControlPanel/Settings/NavigationPermalinkviewMode/Hint": {
"title": "$:/language/ControlPanel/Settings/NavigationPermalinkviewMode/Hint",
"text": "Choose how permalink/permaview is handled:"
},
"$:/language/ControlPanel/Settings/NavigationPermalinkviewMode/CopyToClipboard/Description": {
"title": "$:/language/ControlPanel/Settings/NavigationPermalinkviewMode/CopyToClipboard/Description",
"text": "Copy permalink/permaview URL to clipboard"
},
"$:/language/ControlPanel/Settings/NavigationPermalinkviewMode/UpdateAddressBar/Description": {
"title": "$:/language/ControlPanel/Settings/NavigationPermalinkviewMode/UpdateAddressBar/Description",
"text": "Update address bar with permalink/permaview URL"
},
"$:/language/ControlPanel/Settings/PerformanceInstrumentation/Caption": {
"title": "$:/language/ControlPanel/Settings/PerformanceInstrumentation/Caption",
"text": "Performance Instrumentation"
},
"$:/language/ControlPanel/Settings/PerformanceInstrumentation/Hint": {
"title": "$:/language/ControlPanel/Settings/PerformanceInstrumentation/Hint",
"text": "Displays performance statistics in the browser developer console. Requires reload to take effect"
},
"$:/language/ControlPanel/Settings/PerformanceInstrumentation/Description": {
"title": "$:/language/ControlPanel/Settings/PerformanceInstrumentation/Description",
"text": "Enable performance instrumentation"
},
"$:/language/ControlPanel/Settings/ToolbarButtonStyle/Caption": {
"title": "$:/language/ControlPanel/Settings/ToolbarButtonStyle/Caption",
"text": "Toolbar Button Style"
},
"$:/language/ControlPanel/Settings/ToolbarButtonStyle/Hint": {
"title": "$:/language/ControlPanel/Settings/ToolbarButtonStyle/Hint",
"text": "Choose the style for toolbar buttons:"
},
"$:/language/ControlPanel/Settings/ToolbarButtonStyle/Styles/Borderless": {
"title": "$:/language/ControlPanel/Settings/ToolbarButtonStyle/Styles/Borderless",
"text": "Borderless"
},
"$:/language/ControlPanel/Settings/ToolbarButtonStyle/Styles/Boxed": {
"title": "$:/language/ControlPanel/Settings/ToolbarButtonStyle/Styles/Boxed",
"text": "Boxed"
},
"$:/language/ControlPanel/Settings/ToolbarButtonStyle/Styles/Rounded": {
"title": "$:/language/ControlPanel/Settings/ToolbarButtonStyle/Styles/Rounded",
"text": "Rounded"
},
"$:/language/ControlPanel/Settings/ToolbarButtons/Caption": {
"title": "$:/language/ControlPanel/Settings/ToolbarButtons/Caption",
"text": "Toolbar Buttons"
},
"$:/language/ControlPanel/Settings/ToolbarButtons/Hint": {
"title": "$:/language/ControlPanel/Settings/ToolbarButtons/Hint",
"text": "Default toolbar button appearance:"
},
"$:/language/ControlPanel/Settings/ToolbarButtons/Icons/Description": {
"title": "$:/language/ControlPanel/Settings/ToolbarButtons/Icons/Description",
"text": "Include icon"
},
"$:/language/ControlPanel/Settings/ToolbarButtons/Text/Description": {
"title": "$:/language/ControlPanel/Settings/ToolbarButtons/Text/Description",
"text": "Include text"
},
"$:/language/ControlPanel/Settings/DefaultSidebarTab/Caption": {
"title": "$:/language/ControlPanel/Settings/DefaultSidebarTab/Caption",
"text": "Default Sidebar Tab"
},
"$:/language/ControlPanel/Settings/DefaultSidebarTab/Hint": {
"title": "$:/language/ControlPanel/Settings/DefaultSidebarTab/Hint",
"text": "Specify which sidebar tab is displayed by default"
},
"$:/language/ControlPanel/Settings/DefaultMoreSidebarTab/Caption": {
"title": "$:/language/ControlPanel/Settings/DefaultMoreSidebarTab/Caption",
"text": "Default More Sidebar Tab"
},
"$:/language/ControlPanel/Settings/DefaultMoreSidebarTab/Hint": {
"title": "$:/language/ControlPanel/Settings/DefaultMoreSidebarTab/Hint",
"text": "Specify which More sidebar tab is displayed by default"
},
"$:/language/ControlPanel/Settings/LinkToBehaviour/Caption": {
"title": "$:/language/ControlPanel/Settings/LinkToBehaviour/Caption",
"text": "Tiddler Opening Behaviour"
},
"$:/language/ControlPanel/Settings/LinkToBehaviour/InsideRiver/Hint": {
"title": "$:/language/ControlPanel/Settings/LinkToBehaviour/InsideRiver/Hint",
"text": "Navigation from //within// the story river"
},
"$:/language/ControlPanel/Settings/LinkToBehaviour/OutsideRiver/Hint": {
"title": "$:/language/ControlPanel/Settings/LinkToBehaviour/OutsideRiver/Hint",
"text": "Navigation from //outside// the story river"
},
"$:/language/ControlPanel/Settings/LinkToBehaviour/OpenAbove": {
"title": "$:/language/ControlPanel/Settings/LinkToBehaviour/OpenAbove",
"text": "Open above the current tiddler"
},
"$:/language/ControlPanel/Settings/LinkToBehaviour/OpenBelow": {
"title": "$:/language/ControlPanel/Settings/LinkToBehaviour/OpenBelow",
"text": "Open below the current tiddler"
},
"$:/language/ControlPanel/Settings/LinkToBehaviour/OpenAtTop": {
"title": "$:/language/ControlPanel/Settings/LinkToBehaviour/OpenAtTop",
"text": "Open at the top of the story river"
},
"$:/language/ControlPanel/Settings/LinkToBehaviour/OpenAtBottom": {
"title": "$:/language/ControlPanel/Settings/LinkToBehaviour/OpenAtBottom",
"text": "Open at the bottom of the story river"
},
"$:/language/ControlPanel/Settings/TitleLinks/Caption": {
"title": "$:/language/ControlPanel/Settings/TitleLinks/Caption",
"text": "Tiddler Titles"
},
"$:/language/ControlPanel/Settings/TitleLinks/Hint": {
"title": "$:/language/ControlPanel/Settings/TitleLinks/Hint",
"text": "Optionally display tiddler titles as links"
},
"$:/language/ControlPanel/Settings/TitleLinks/No/Description": {
"title": "$:/language/ControlPanel/Settings/TitleLinks/No/Description",
"text": "Do not display tiddler titles as links"
},
"$:/language/ControlPanel/Settings/TitleLinks/Yes/Description": {
"title": "$:/language/ControlPanel/Settings/TitleLinks/Yes/Description",
"text": "Display tiddler titles as links"
},
"$:/language/ControlPanel/Settings/MissingLinks/Caption": {
"title": "$:/language/ControlPanel/Settings/MissingLinks/Caption",
"text": "Wiki Links"
},
"$:/language/ControlPanel/Settings/MissingLinks/Hint": {
"title": "$:/language/ControlPanel/Settings/MissingLinks/Hint",
"text": "Choose whether to link to tiddlers that do not exist yet"
},
"$:/language/ControlPanel/Settings/MissingLinks/Description": {
"title": "$:/language/ControlPanel/Settings/MissingLinks/Description",
"text": "Enable links to missing tiddlers"
},
"$:/language/ControlPanel/StoryView/Caption": {
"title": "$:/language/ControlPanel/StoryView/Caption",
"text": "Story View"
},
"$:/language/ControlPanel/StoryView/Prompt": {
"title": "$:/language/ControlPanel/StoryView/Prompt",
"text": "Current view:"
},
"$:/language/ControlPanel/Stylesheets/Caption": {
"title": "$:/language/ControlPanel/Stylesheets/Caption",
"text": "Stylesheets"
},
"$:/language/ControlPanel/Stylesheets/Expand/Caption": {
"title": "$:/language/ControlPanel/Stylesheets/Expand/Caption",
"text": "Expand All"
},
"$:/language/ControlPanel/Stylesheets/Hint": {
"title": "$:/language/ControlPanel/Stylesheets/Hint",
"text": "This is the rendered CSS of the current stylesheet tiddlers tagged with <<tag \"$:/tags/Stylesheet\">>"
},
"$:/language/ControlPanel/Stylesheets/Restore/Caption": {
"title": "$:/language/ControlPanel/Stylesheets/Restore/Caption",
"text": "Restore"
},
"$:/language/ControlPanel/Theme/Caption": {
"title": "$:/language/ControlPanel/Theme/Caption",
"text": "Theme"
},
"$:/language/ControlPanel/Theme/Prompt": {
"title": "$:/language/ControlPanel/Theme/Prompt",
"text": "Current theme:"
},
"$:/language/ControlPanel/TiddlerFields/Caption": {
"title": "$:/language/ControlPanel/TiddlerFields/Caption",
"text": "Tiddler Fields"
},
"$:/language/ControlPanel/TiddlerFields/Hint": {
"title": "$:/language/ControlPanel/TiddlerFields/Hint",
"text": "This is the full set of TiddlerFields in use in this wiki (including system tiddlers but excluding shadow tiddlers)."
},
"$:/language/ControlPanel/Toolbars/Caption": {
"title": "$:/language/ControlPanel/Toolbars/Caption",
"text": "Toolbars"
},
"$:/language/ControlPanel/Toolbars/EditToolbar/Caption": {
"title": "$:/language/ControlPanel/Toolbars/EditToolbar/Caption",
"text": "Edit Toolbar"
},
"$:/language/ControlPanel/Toolbars/EditToolbar/Hint": {
"title": "$:/language/ControlPanel/Toolbars/EditToolbar/Hint",
"text": "Choose which buttons are displayed for tiddlers in edit mode. Drag and drop to change the ordering"
},
"$:/language/ControlPanel/Toolbars/Hint": {
"title": "$:/language/ControlPanel/Toolbars/Hint",
"text": "Select which toolbar buttons are displayed"
},
"$:/language/ControlPanel/Toolbars/PageControls/Caption": {
"title": "$:/language/ControlPanel/Toolbars/PageControls/Caption",
"text": "Page Toolbar"
},
"$:/language/ControlPanel/Toolbars/PageControls/Hint": {
"title": "$:/language/ControlPanel/Toolbars/PageControls/Hint",
"text": "Choose which buttons are displayed on the main page toolbar. Drag and drop to change the ordering"
},
"$:/language/ControlPanel/Toolbars/EditorToolbar/Caption": {
"title": "$:/language/ControlPanel/Toolbars/EditorToolbar/Caption",
"text": "Editor Toolbar"
},
"$:/language/ControlPanel/Toolbars/EditorToolbar/Hint": {
"title": "$:/language/ControlPanel/Toolbars/EditorToolbar/Hint",
"text": "Choose which buttons are displayed in the editor toolbar. Note that some buttons will only appear when editing tiddlers of a certain type. Drag and drop to change the ordering"
},
"$:/language/ControlPanel/Toolbars/ViewToolbar/Caption": {
"title": "$:/language/ControlPanel/Toolbars/ViewToolbar/Caption",
"text": "View Toolbar"
},
"$:/language/ControlPanel/Toolbars/ViewToolbar/Hint": {
"title": "$:/language/ControlPanel/Toolbars/ViewToolbar/Hint",
"text": "Choose which buttons are displayed for tiddlers in view mode. Drag and drop to change the ordering"
},
"$:/language/ControlPanel/Tools/Download/Full/Caption": {
"title": "$:/language/ControlPanel/Tools/Download/Full/Caption",
"text": "Download full wiki"
},
"$:/language/Date/DaySuffix/1": {
"title": "$:/language/Date/DaySuffix/1",
"text": "st"
},
"$:/language/Date/DaySuffix/2": {
"title": "$:/language/Date/DaySuffix/2",
"text": "nd"
},
"$:/language/Date/DaySuffix/3": {
"title": "$:/language/Date/DaySuffix/3",
"text": "rd"
},
"$:/language/Date/DaySuffix/4": {
"title": "$:/language/Date/DaySuffix/4",
"text": "th"
},
"$:/language/Date/DaySuffix/5": {
"title": "$:/language/Date/DaySuffix/5",
"text": "th"
},
"$:/language/Date/DaySuffix/6": {
"title": "$:/language/Date/DaySuffix/6",
"text": "th"
},
"$:/language/Date/DaySuffix/7": {
"title": "$:/language/Date/DaySuffix/7",
"text": "th"
},
"$:/language/Date/DaySuffix/8": {
"title": "$:/language/Date/DaySuffix/8",
"text": "th"
},
"$:/language/Date/DaySuffix/9": {
"title": "$:/language/Date/DaySuffix/9",
"text": "th"
},
"$:/language/Date/DaySuffix/10": {
"title": "$:/language/Date/DaySuffix/10",
"text": "th"
},
"$:/language/Date/DaySuffix/11": {
"title": "$:/language/Date/DaySuffix/11",
"text": "th"
},
"$:/language/Date/DaySuffix/12": {
"title": "$:/language/Date/DaySuffix/12",
"text": "th"
},
"$:/language/Date/DaySuffix/13": {
"title": "$:/language/Date/DaySuffix/13",
"text": "th"
},
"$:/language/Date/DaySuffix/14": {
"title": "$:/language/Date/DaySuffix/14",
"text": "th"
},
"$:/language/Date/DaySuffix/15": {
"title": "$:/language/Date/DaySuffix/15",
"text": "th"
},
"$:/language/Date/DaySuffix/16": {
"title": "$:/language/Date/DaySuffix/16",
"text": "th"
},
"$:/language/Date/DaySuffix/17": {
"title": "$:/language/Date/DaySuffix/17",
"text": "th"
},
"$:/language/Date/DaySuffix/18": {
"title": "$:/language/Date/DaySuffix/18",
"text": "th"
},
"$:/language/Date/DaySuffix/19": {
"title": "$:/language/Date/DaySuffix/19",
"text": "th"
},
"$:/language/Date/DaySuffix/20": {
"title": "$:/language/Date/DaySuffix/20",
"text": "th"
},
"$:/language/Date/DaySuffix/21": {
"title": "$:/language/Date/DaySuffix/21",
"text": "st"
},
"$:/language/Date/DaySuffix/22": {
"title": "$:/language/Date/DaySuffix/22",
"text": "nd"
},
"$:/language/Date/DaySuffix/23": {
"title": "$:/language/Date/DaySuffix/23",
"text": "rd"
},
"$:/language/Date/DaySuffix/24": {
"title": "$:/language/Date/DaySuffix/24",
"text": "th"
},
"$:/language/Date/DaySuffix/25": {
"title": "$:/language/Date/DaySuffix/25",
"text": "th"
},
"$:/language/Date/DaySuffix/26": {
"title": "$:/language/Date/DaySuffix/26",
"text": "th"
},
"$:/language/Date/DaySuffix/27": {
"title": "$:/language/Date/DaySuffix/27",
"text": "th"
},
"$:/language/Date/DaySuffix/28": {
"title": "$:/language/Date/DaySuffix/28",
"text": "th"
},
"$:/language/Date/DaySuffix/29": {
"title": "$:/language/Date/DaySuffix/29",
"text": "th"
},
"$:/language/Date/DaySuffix/30": {
"title": "$:/language/Date/DaySuffix/30",
"text": "th"
},
"$:/language/Date/DaySuffix/31": {
"title": "$:/language/Date/DaySuffix/31",
"text": "st"
},
"$:/language/Date/Long/Day/0": {
"title": "$:/language/Date/Long/Day/0",
"text": "Sunday"
},
"$:/language/Date/Long/Day/1": {
"title": "$:/language/Date/Long/Day/1",
"text": "Monday"
},
"$:/language/Date/Long/Day/2": {
"title": "$:/language/Date/Long/Day/2",
"text": "Tuesday"
},
"$:/language/Date/Long/Day/3": {
"title": "$:/language/Date/Long/Day/3",
"text": "Wednesday"
},
"$:/language/Date/Long/Day/4": {
"title": "$:/language/Date/Long/Day/4",
"text": "Thursday"
},
"$:/language/Date/Long/Day/5": {
"title": "$:/language/Date/Long/Day/5",
"text": "Friday"
},
"$:/language/Date/Long/Day/6": {
"title": "$:/language/Date/Long/Day/6",
"text": "Saturday"
},
"$:/language/Date/Long/Month/1": {
"title": "$:/language/Date/Long/Month/1",
"text": "January"
},
"$:/language/Date/Long/Month/2": {
"title": "$:/language/Date/Long/Month/2",
"text": "February"
},
"$:/language/Date/Long/Month/3": {
"title": "$:/language/Date/Long/Month/3",
"text": "March"
},
"$:/language/Date/Long/Month/4": {
"title": "$:/language/Date/Long/Month/4",
"text": "April"
},
"$:/language/Date/Long/Month/5": {
"title": "$:/language/Date/Long/Month/5",
"text": "May"
},
"$:/language/Date/Long/Month/6": {
"title": "$:/language/Date/Long/Month/6",
"text": "June"
},
"$:/language/Date/Long/Month/7": {
"title": "$:/language/Date/Long/Month/7",
"text": "July"
},
"$:/language/Date/Long/Month/8": {
"title": "$:/language/Date/Long/Month/8",
"text": "August"
},
"$:/language/Date/Long/Month/9": {
"title": "$:/language/Date/Long/Month/9",
"text": "September"
},
"$:/language/Date/Long/Month/10": {
"title": "$:/language/Date/Long/Month/10",
"text": "October"
},
"$:/language/Date/Long/Month/11": {
"title": "$:/language/Date/Long/Month/11",
"text": "November"
},
"$:/language/Date/Long/Month/12": {
"title": "$:/language/Date/Long/Month/12",
"text": "December"
},
"$:/language/Date/Period/am": {
"title": "$:/language/Date/Period/am",
"text": "am"
},
"$:/language/Date/Period/pm": {
"title": "$:/language/Date/Period/pm",
"text": "pm"
},
"$:/language/Date/Short/Day/0": {
"title": "$:/language/Date/Short/Day/0",
"text": "Sun"
},
"$:/language/Date/Short/Day/1": {
"title": "$:/language/Date/Short/Day/1",
"text": "Mon"
},
"$:/language/Date/Short/Day/2": {
"title": "$:/language/Date/Short/Day/2",
"text": "Tue"
},
"$:/language/Date/Short/Day/3": {
"title": "$:/language/Date/Short/Day/3",
"text": "Wed"
},
"$:/language/Date/Short/Day/4": {
"title": "$:/language/Date/Short/Day/4",
"text": "Thu"
},
"$:/language/Date/Short/Day/5": {
"title": "$:/language/Date/Short/Day/5",
"text": "Fri"
},
"$:/language/Date/Short/Day/6": {
"title": "$:/language/Date/Short/Day/6",
"text": "Sat"
},
"$:/language/Date/Short/Month/1": {
"title": "$:/language/Date/Short/Month/1",
"text": "Jan"
},
"$:/language/Date/Short/Month/2": {
"title": "$:/language/Date/Short/Month/2",
"text": "Feb"
},
"$:/language/Date/Short/Month/3": {
"title": "$:/language/Date/Short/Month/3",
"text": "Mar"
},
"$:/language/Date/Short/Month/4": {
"title": "$:/language/Date/Short/Month/4",
"text": "Apr"
},
"$:/language/Date/Short/Month/5": {
"title": "$:/language/Date/Short/Month/5",
"text": "May"
},
"$:/language/Date/Short/Month/6": {
"title": "$:/language/Date/Short/Month/6",
"text": "Jun"
},
"$:/language/Date/Short/Month/7": {
"title": "$:/language/Date/Short/Month/7",
"text": "Jul"
},
"$:/language/Date/Short/Month/8": {
"title": "$:/language/Date/Short/Month/8",
"text": "Aug"
},
"$:/language/Date/Short/Month/9": {
"title": "$:/language/Date/Short/Month/9",
"text": "Sep"
},
"$:/language/Date/Short/Month/10": {
"title": "$:/language/Date/Short/Month/10",
"text": "Oct"
},
"$:/language/Date/Short/Month/11": {
"title": "$:/language/Date/Short/Month/11",
"text": "Nov"
},
"$:/language/Date/Short/Month/12": {
"title": "$:/language/Date/Short/Month/12",
"text": "Dec"
},
"$:/language/RelativeDate/Future/Days": {
"title": "$:/language/RelativeDate/Future/Days",
"text": "<<period>> days from now"
},
"$:/language/RelativeDate/Future/Hours": {
"title": "$:/language/RelativeDate/Future/Hours",
"text": "<<period>> hours from now"
},
"$:/language/RelativeDate/Future/Minutes": {
"title": "$:/language/RelativeDate/Future/Minutes",
"text": "<<period>> minutes from now"
},
"$:/language/RelativeDate/Future/Months": {
"title": "$:/language/RelativeDate/Future/Months",
"text": "<<period>> months from now"
},
"$:/language/RelativeDate/Future/Second": {
"title": "$:/language/RelativeDate/Future/Second",
"text": "1 second from now"
},
"$:/language/RelativeDate/Future/Seconds": {
"title": "$:/language/RelativeDate/Future/Seconds",
"text": "<<period>> seconds from now"
},
"$:/language/RelativeDate/Future/Years": {
"title": "$:/language/RelativeDate/Future/Years",
"text": "<<period>> years from now"
},
"$:/language/RelativeDate/Past/Days": {
"title": "$:/language/RelativeDate/Past/Days",
"text": "<<period>> days ago"
},
"$:/language/RelativeDate/Past/Hours": {
"title": "$:/language/RelativeDate/Past/Hours",
"text": "<<period>> hours ago"
},
"$:/language/RelativeDate/Past/Minutes": {
"title": "$:/language/RelativeDate/Past/Minutes",
"text": "<<period>> minutes ago"
},
"$:/language/RelativeDate/Past/Months": {
"title": "$:/language/RelativeDate/Past/Months",
"text": "<<period>> months ago"
},
"$:/language/RelativeDate/Past/Second": {
"title": "$:/language/RelativeDate/Past/Second",
"text": "1 second ago"
},
"$:/language/RelativeDate/Past/Seconds": {
"title": "$:/language/RelativeDate/Past/Seconds",
"text": "<<period>> seconds ago"
},
"$:/language/RelativeDate/Past/Years": {
"title": "$:/language/RelativeDate/Past/Years",
"text": "<<period>> years ago"
},
"$:/language/Docs/ModuleTypes/allfilteroperator": {
"title": "$:/language/Docs/ModuleTypes/allfilteroperator",
"text": "A sub-operator for the ''all'' filter operator."
},
"$:/language/Docs/ModuleTypes/animation": {
"title": "$:/language/Docs/ModuleTypes/animation",
"text": "Animations that may be used with the RevealWidget."
},
"$:/language/Docs/ModuleTypes/authenticator": {
"title": "$:/language/Docs/ModuleTypes/authenticator",
"text": "Defines how requests are authenticated by the built-in HTTP server."
},
"$:/language/Docs/ModuleTypes/bitmapeditoroperation": {
"title": "$:/language/Docs/ModuleTypes/bitmapeditoroperation",
"text": "A bitmap editor toolbar operation."
},
"$:/language/Docs/ModuleTypes/command": {
"title": "$:/language/Docs/ModuleTypes/command",
"text": "Commands that can be executed under Node.js."
},
"$:/language/Docs/ModuleTypes/config": {
"title": "$:/language/Docs/ModuleTypes/config",
"text": "Data to be inserted into `$tw.config`."
},
"$:/language/Docs/ModuleTypes/filteroperator": {
"title": "$:/language/Docs/ModuleTypes/filteroperator",
"text": "Individual filter operator methods."
},
"$:/language/Docs/ModuleTypes/global": {
"title": "$:/language/Docs/ModuleTypes/global",
"text": "Global data to be inserted into `$tw`."
},
"$:/language/Docs/ModuleTypes/info": {
"title": "$:/language/Docs/ModuleTypes/info",
"text": "Publishes system information via the [[$:/temp/info-plugin]] pseudo-plugin."
},
"$:/language/Docs/ModuleTypes/isfilteroperator": {
"title": "$:/language/Docs/ModuleTypes/isfilteroperator",
"text": "Operands for the ''is'' filter operator."
},
"$:/language/Docs/ModuleTypes/library": {
"title": "$:/language/Docs/ModuleTypes/library",
"text": "Generic module type for general purpose JavaScript modules."
},
"$:/language/Docs/ModuleTypes/macro": {
"title": "$:/language/Docs/ModuleTypes/macro",
"text": "JavaScript macro definitions."
},
"$:/language/Docs/ModuleTypes/parser": {
"title": "$:/language/Docs/ModuleTypes/parser",
"text": "Parsers for different content types."
},
"$:/language/Docs/ModuleTypes/route": {
"title": "$:/language/Docs/ModuleTypes/route",
"text": "Defines how individual URL patterns are handled by the built-in HTTP server."
},
"$:/language/Docs/ModuleTypes/saver": {
"title": "$:/language/Docs/ModuleTypes/saver",
"text": "Savers handle different methods for saving files from the browser."
},
"$:/language/Docs/ModuleTypes/startup": {
"title": "$:/language/Docs/ModuleTypes/startup",
"text": "Startup functions."
},
"$:/language/Docs/ModuleTypes/storyview": {
"title": "$:/language/Docs/ModuleTypes/storyview",
"text": "Story views customise the animation and behaviour of list widgets."
},
"$:/language/Docs/ModuleTypes/texteditoroperation": {
"title": "$:/language/Docs/ModuleTypes/texteditoroperation",
"text": "A text editor toolbar operation."
},
"$:/language/Docs/ModuleTypes/tiddlerdeserializer": {
"title": "$:/language/Docs/ModuleTypes/tiddlerdeserializer",
"text": "Converts different content types into tiddlers."
},
"$:/language/Docs/ModuleTypes/tiddlerfield": {
"title": "$:/language/Docs/ModuleTypes/tiddlerfield",
"text": "Defines the behaviour of an individual tiddler field."
},
"$:/language/Docs/ModuleTypes/tiddlermethod": {
"title": "$:/language/Docs/ModuleTypes/tiddlermethod",
"text": "Adds methods to the `$tw.Tiddler` prototype."
},
"$:/language/Docs/ModuleTypes/upgrader": {
"title": "$:/language/Docs/ModuleTypes/upgrader",
"text": "Applies upgrade processing to tiddlers during an upgrade/import."
},
"$:/language/Docs/ModuleTypes/utils": {
"title": "$:/language/Docs/ModuleTypes/utils",
"text": "Adds methods to `$tw.utils`."
},
"$:/language/Docs/ModuleTypes/utils-node": {
"title": "$:/language/Docs/ModuleTypes/utils-node",
"text": "Adds Node.js-specific methods to `$tw.utils`."
},
"$:/language/Docs/ModuleTypes/widget": {
"title": "$:/language/Docs/ModuleTypes/widget",
"text": "Widgets encapsulate DOM rendering and refreshing."
},
"$:/language/Docs/ModuleTypes/wikimethod": {
"title": "$:/language/Docs/ModuleTypes/wikimethod",
"text": "Adds methods to `$tw.Wiki`."
},
"$:/language/Docs/ModuleTypes/wikirule": {
"title": "$:/language/Docs/ModuleTypes/wikirule",
"text": "Individual parser rules for the main WikiText parser."
},
"$:/language/Docs/PaletteColours/alert-background": {
"title": "$:/language/Docs/PaletteColours/alert-background",
"text": "Alert background"
},
"$:/language/Docs/PaletteColours/alert-border": {
"title": "$:/language/Docs/PaletteColours/alert-border",
"text": "Alert border"
},
"$:/language/Docs/PaletteColours/alert-highlight": {
"title": "$:/language/Docs/PaletteColours/alert-highlight",
"text": "Alert highlight"
},
"$:/language/Docs/PaletteColours/alert-muted-foreground": {
"title": "$:/language/Docs/PaletteColours/alert-muted-foreground",
"text": "Alert muted foreground"
},
"$:/language/Docs/PaletteColours/background": {
"title": "$:/language/Docs/PaletteColours/background",
"text": "General background"
},
"$:/language/Docs/PaletteColours/blockquote-bar": {
"title": "$:/language/Docs/PaletteColours/blockquote-bar",
"text": "Blockquote bar"
},
"$:/language/Docs/PaletteColours/button-background": {
"title": "$:/language/Docs/PaletteColours/button-background",
"text": "Default button background"
},
"$:/language/Docs/PaletteColours/button-border": {
"title": "$:/language/Docs/PaletteColours/button-border",
"text": "Default button border"
},
"$:/language/Docs/PaletteColours/button-foreground": {
"title": "$:/language/Docs/PaletteColours/button-foreground",
"text": "Default button foreground"
},
"$:/language/Docs/PaletteColours/dirty-indicator": {
"title": "$:/language/Docs/PaletteColours/dirty-indicator",
"text": "Unsaved changes indicator"
},
"$:/language/Docs/PaletteColours/code-background": {
"title": "$:/language/Docs/PaletteColours/code-background",
"text": "Code background"
},
"$:/language/Docs/PaletteColours/code-border": {
"title": "$:/language/Docs/PaletteColours/code-border",
"text": "Code border"
},
"$:/language/Docs/PaletteColours/code-foreground": {
"title": "$:/language/Docs/PaletteColours/code-foreground",
"text": "Code foreground"
},
"$:/language/Docs/PaletteColours/download-background": {
"title": "$:/language/Docs/PaletteColours/download-background",
"text": "Download button background"
},
"$:/language/Docs/PaletteColours/download-foreground": {
"title": "$:/language/Docs/PaletteColours/download-foreground",
"text": "Download button foreground"
},
"$:/language/Docs/PaletteColours/dragger-background": {
"title": "$:/language/Docs/PaletteColours/dragger-background",
"text": "Dragger background"
},
"$:/language/Docs/PaletteColours/dragger-foreground": {
"title": "$:/language/Docs/PaletteColours/dragger-foreground",
"text": "Dragger foreground"
},
"$:/language/Docs/PaletteColours/dropdown-background": {
"title": "$:/language/Docs/PaletteColours/dropdown-background",
"text": "Dropdown background"
},
"$:/language/Docs/PaletteColours/dropdown-border": {
"title": "$:/language/Docs/PaletteColours/dropdown-border",
"text": "Dropdown border"
},
"$:/language/Docs/PaletteColours/dropdown-tab-background-selected": {
"title": "$:/language/Docs/PaletteColours/dropdown-tab-background-selected",
"text": "Dropdown tab background for selected tabs"
},
"$:/language/Docs/PaletteColours/dropdown-tab-background": {
"title": "$:/language/Docs/PaletteColours/dropdown-tab-background",
"text": "Dropdown tab background"
},
"$:/language/Docs/PaletteColours/dropzone-background": {
"title": "$:/language/Docs/PaletteColours/dropzone-background",
"text": "Dropzone background"
},
"$:/language/Docs/PaletteColours/external-link-background-hover": {
"title": "$:/language/Docs/PaletteColours/external-link-background-hover",
"text": "External link background hover"
},
"$:/language/Docs/PaletteColours/external-link-background-visited": {
"title": "$:/language/Docs/PaletteColours/external-link-background-visited",
"text": "External link background visited"
},
"$:/language/Docs/PaletteColours/external-link-background": {
"title": "$:/language/Docs/PaletteColours/external-link-background",
"text": "External link background"
},
"$:/language/Docs/PaletteColours/external-link-foreground-hover": {
"title": "$:/language/Docs/PaletteColours/external-link-foreground-hover",
"text": "External link foreground hover"
},
"$:/language/Docs/PaletteColours/external-link-foreground-visited": {
"title": "$:/language/Docs/PaletteColours/external-link-foreground-visited",
"text": "External link foreground visited"
},
"$:/language/Docs/PaletteColours/external-link-foreground": {
"title": "$:/language/Docs/PaletteColours/external-link-foreground",
"text": "External link foreground"
},
"$:/language/Docs/PaletteColours/foreground": {
"title": "$:/language/Docs/PaletteColours/foreground",
"text": "General foreground"
},
"$:/language/Docs/PaletteColours/menubar-background": {
"title": "$:/language/Docs/PaletteColours/menubar-background",
"text": "Menu bar background"
},
"$:/language/Docs/PaletteColours/menubar-foreground": {
"title": "$:/language/Docs/PaletteColours/menubar-foreground",
"text": "Menu bar foreground"
},
"$:/language/Docs/PaletteColours/message-background": {
"title": "$:/language/Docs/PaletteColours/message-background",
"text": "Message box background"
},
"$:/language/Docs/PaletteColours/message-border": {
"title": "$:/language/Docs/PaletteColours/message-border",
"text": "Message box border"
},
"$:/language/Docs/PaletteColours/message-foreground": {
"title": "$:/language/Docs/PaletteColours/message-foreground",
"text": "Message box foreground"
},
"$:/language/Docs/PaletteColours/modal-backdrop": {
"title": "$:/language/Docs/PaletteColours/modal-backdrop",
"text": "Modal backdrop"
},
"$:/language/Docs/PaletteColours/modal-background": {
"title": "$:/language/Docs/PaletteColours/modal-background",
"text": "Modal background"
},
"$:/language/Docs/PaletteColours/modal-border": {
"title": "$:/language/Docs/PaletteColours/modal-border",
"text": "Modal border"
},
"$:/language/Docs/PaletteColours/modal-footer-background": {
"title": "$:/language/Docs/PaletteColours/modal-footer-background",
"text": "Modal footer background"
},
"$:/language/Docs/PaletteColours/modal-footer-border": {
"title": "$:/language/Docs/PaletteColours/modal-footer-border",
"text": "Modal footer border"
},
"$:/language/Docs/PaletteColours/modal-header-border": {
"title": "$:/language/Docs/PaletteColours/modal-header-border",
"text": "Modal header border"
},
"$:/language/Docs/PaletteColours/muted-foreground": {
"title": "$:/language/Docs/PaletteColours/muted-foreground",
"text": "General muted foreground"
},
"$:/language/Docs/PaletteColours/notification-background": {
"title": "$:/language/Docs/PaletteColours/notification-background",
"text": "Notification background"
},
"$:/language/Docs/PaletteColours/notification-border": {
"title": "$:/language/Docs/PaletteColours/notification-border",
"text": "Notification border"
},
"$:/language/Docs/PaletteColours/page-background": {
"title": "$:/language/Docs/PaletteColours/page-background",
"text": "Page background"
},
"$:/language/Docs/PaletteColours/pre-background": {
"title": "$:/language/Docs/PaletteColours/pre-background",
"text": "Preformatted code background"
},
"$:/language/Docs/PaletteColours/pre-border": {
"title": "$:/language/Docs/PaletteColours/pre-border",
"text": "Preformatted code border"
},
"$:/language/Docs/PaletteColours/primary": {
"title": "$:/language/Docs/PaletteColours/primary",
"text": "General primary"
},
"$:/language/Docs/PaletteColours/select-tag-background": {
"title": "$:/language/Docs/PaletteColours/select-tag-background",
"text": "`<select>` element background"
},
"$:/language/Docs/PaletteColours/select-tag-foreground": {
"title": "$:/language/Docs/PaletteColours/select-tag-foreground",
"text": "`<select>` element text"
},
"$:/language/Docs/PaletteColours/sidebar-button-foreground": {
"title": "$:/language/Docs/PaletteColours/sidebar-button-foreground",
"text": "Sidebar button foreground"
},
"$:/language/Docs/PaletteColours/sidebar-controls-foreground-hover": {
"title": "$:/language/Docs/PaletteColours/sidebar-controls-foreground-hover",
"text": "Sidebar controls foreground hover"
},
"$:/language/Docs/PaletteColours/sidebar-controls-foreground": {
"title": "$:/language/Docs/PaletteColours/sidebar-controls-foreground",
"text": "Sidebar controls foreground"
},
"$:/language/Docs/PaletteColours/sidebar-foreground-shadow": {
"title": "$:/language/Docs/PaletteColours/sidebar-foreground-shadow",
"text": "Sidebar foreground shadow"
},
"$:/language/Docs/PaletteColours/sidebar-foreground": {
"title": "$:/language/Docs/PaletteColours/sidebar-foreground",
"text": "Sidebar foreground"
},
"$:/language/Docs/PaletteColours/sidebar-muted-foreground-hover": {
"title": "$:/language/Docs/PaletteColours/sidebar-muted-foreground-hover",
"text": "Sidebar muted foreground hover"
},
"$:/language/Docs/PaletteColours/sidebar-muted-foreground": {
"title": "$:/language/Docs/PaletteColours/sidebar-muted-foreground",
"text": "Sidebar muted foreground"
},
"$:/language/Docs/PaletteColours/sidebar-tab-background-selected": {
"title": "$:/language/Docs/PaletteColours/sidebar-tab-background-selected",
"text": "Sidebar tab background for selected tabs"
},
"$:/language/Docs/PaletteColours/sidebar-tab-background": {
"title": "$:/language/Docs/PaletteColours/sidebar-tab-background",
"text": "Sidebar tab background"
},
"$:/language/Docs/PaletteColours/sidebar-tab-border-selected": {
"title": "$:/language/Docs/PaletteColours/sidebar-tab-border-selected",
"text": "Sidebar tab border for selected tabs"
},
"$:/language/Docs/PaletteColours/sidebar-tab-border": {
"title": "$:/language/Docs/PaletteColours/sidebar-tab-border",
"text": "Sidebar tab border"
},
"$:/language/Docs/PaletteColours/sidebar-tab-divider": {
"title": "$:/language/Docs/PaletteColours/sidebar-tab-divider",
"text": "Sidebar tab divider"
},
"$:/language/Docs/PaletteColours/sidebar-tab-foreground-selected": {
"title": "$:/language/Docs/PaletteColours/sidebar-tab-foreground-selected",
"text": "Sidebar tab foreground for selected tabs"
},
"$:/language/Docs/PaletteColours/sidebar-tab-foreground": {
"title": "$:/language/Docs/PaletteColours/sidebar-tab-foreground",
"text": "Sidebar tab foreground"
},
"$:/language/Docs/PaletteColours/sidebar-tiddler-link-foreground-hover": {
"title": "$:/language/Docs/PaletteColours/sidebar-tiddler-link-foreground-hover",
"text": "Sidebar tiddler link foreground hover"
},
"$:/language/Docs/PaletteColours/sidebar-tiddler-link-foreground": {
"title": "$:/language/Docs/PaletteColours/sidebar-tiddler-link-foreground",
"text": "Sidebar tiddler link foreground"
},
"$:/language/Docs/PaletteColours/site-title-foreground": {
"title": "$:/language/Docs/PaletteColours/site-title-foreground",
"text": "Site title foreground"
},
"$:/language/Docs/PaletteColours/static-alert-foreground": {
"title": "$:/language/Docs/PaletteColours/static-alert-foreground",
"text": "Static alert foreground"
},
"$:/language/Docs/PaletteColours/tab-background-selected": {
"title": "$:/language/Docs/PaletteColours/tab-background-selected",
"text": "Tab background for selected tabs"
},
"$:/language/Docs/PaletteColours/tab-background": {
"title": "$:/language/Docs/PaletteColours/tab-background",
"text": "Tab background"
},
"$:/language/Docs/PaletteColours/tab-border-selected": {
"title": "$:/language/Docs/PaletteColours/tab-border-selected",
"text": "Tab border for selected tabs"
},
"$:/language/Docs/PaletteColours/tab-border": {
"title": "$:/language/Docs/PaletteColours/tab-border",
"text": "Tab border"
},
"$:/language/Docs/PaletteColours/tab-divider": {
"title": "$:/language/Docs/PaletteColours/tab-divider",
"text": "Tab divider"
},
"$:/language/Docs/PaletteColours/tab-foreground-selected": {
"title": "$:/language/Docs/PaletteColours/tab-foreground-selected",
"text": "Tab foreground for selected tabs"
},
"$:/language/Docs/PaletteColours/tab-foreground": {
"title": "$:/language/Docs/PaletteColours/tab-foreground",
"text": "Tab foreground"
},
"$:/language/Docs/PaletteColours/table-border": {
"title": "$:/language/Docs/PaletteColours/table-border",
"text": "Table border"
},
"$:/language/Docs/PaletteColours/table-footer-background": {
"title": "$:/language/Docs/PaletteColours/table-footer-background",
"text": "Table footer background"
},
"$:/language/Docs/PaletteColours/table-header-background": {
"title": "$:/language/Docs/PaletteColours/table-header-background",
"text": "Table header background"
},
"$:/language/Docs/PaletteColours/tag-background": {
"title": "$:/language/Docs/PaletteColours/tag-background",
"text": "Tag background"
},
"$:/language/Docs/PaletteColours/tag-foreground": {
"title": "$:/language/Docs/PaletteColours/tag-foreground",
"text": "Tag foreground"
},
"$:/language/Docs/PaletteColours/tiddler-background": {
"title": "$:/language/Docs/PaletteColours/tiddler-background",
"text": "Tiddler background"
},
"$:/language/Docs/PaletteColours/tiddler-border": {
"title": "$:/language/Docs/PaletteColours/tiddler-border",
"text": "Tiddler border"
},
"$:/language/Docs/PaletteColours/tiddler-controls-foreground-hover": {
"title": "$:/language/Docs/PaletteColours/tiddler-controls-foreground-hover",
"text": "Tiddler controls foreground hover"
},
"$:/language/Docs/PaletteColours/tiddler-controls-foreground-selected": {
"title": "$:/language/Docs/PaletteColours/tiddler-controls-foreground-selected",
"text": "Tiddler controls foreground for selected controls"
},
"$:/language/Docs/PaletteColours/tiddler-controls-foreground": {
"title": "$:/language/Docs/PaletteColours/tiddler-controls-foreground",
"text": "Tiddler controls foreground"
},
"$:/language/Docs/PaletteColours/tiddler-editor-background": {
"title": "$:/language/Docs/PaletteColours/tiddler-editor-background",
"text": "Tiddler editor background"
},
"$:/language/Docs/PaletteColours/tiddler-editor-border-image": {
"title": "$:/language/Docs/PaletteColours/tiddler-editor-border-image",
"text": "Tiddler editor border image"
},
"$:/language/Docs/PaletteColours/tiddler-editor-border": {
"title": "$:/language/Docs/PaletteColours/tiddler-editor-border",
"text": "Tiddler editor border"
},
"$:/language/Docs/PaletteColours/tiddler-editor-fields-even": {
"title": "$:/language/Docs/PaletteColours/tiddler-editor-fields-even",
"text": "Tiddler editor background for even fields"
},
"$:/language/Docs/PaletteColours/tiddler-editor-fields-odd": {
"title": "$:/language/Docs/PaletteColours/tiddler-editor-fields-odd",
"text": "Tiddler editor background for odd fields"
},
"$:/language/Docs/PaletteColours/tiddler-info-background": {
"title": "$:/language/Docs/PaletteColours/tiddler-info-background",
"text": "Tiddler info panel background"
},
"$:/language/Docs/PaletteColours/tiddler-info-border": {
"title": "$:/language/Docs/PaletteColours/tiddler-info-border",
"text": "Tiddler info panel border"
},
"$:/language/Docs/PaletteColours/tiddler-info-tab-background": {
"title": "$:/language/Docs/PaletteColours/tiddler-info-tab-background",
"text": "Tiddler info panel tab background"
},
"$:/language/Docs/PaletteColours/tiddler-link-background": {
"title": "$:/language/Docs/PaletteColours/tiddler-link-background",
"text": "Tiddler link background"
},
"$:/language/Docs/PaletteColours/tiddler-link-foreground": {
"title": "$:/language/Docs/PaletteColours/tiddler-link-foreground",
"text": "Tiddler link foreground"
},
"$:/language/Docs/PaletteColours/tiddler-subtitle-foreground": {
"title": "$:/language/Docs/PaletteColours/tiddler-subtitle-foreground",
"text": "Tiddler subtitle foreground"
},
"$:/language/Docs/PaletteColours/tiddler-title-foreground": {
"title": "$:/language/Docs/PaletteColours/tiddler-title-foreground",
"text": "Tiddler title foreground"
},
"$:/language/Docs/PaletteColours/toolbar-new-button": {
"title": "$:/language/Docs/PaletteColours/toolbar-new-button",
"text": "Toolbar 'new tiddler' button foreground"
},
"$:/language/Docs/PaletteColours/toolbar-options-button": {
"title": "$:/language/Docs/PaletteColours/toolbar-options-button",
"text": "Toolbar 'options' button foreground"
},
"$:/language/Docs/PaletteColours/toolbar-save-button": {
"title": "$:/language/Docs/PaletteColours/toolbar-save-button",
"text": "Toolbar 'save' button foreground"
},
"$:/language/Docs/PaletteColours/toolbar-info-button": {
"title": "$:/language/Docs/PaletteColours/toolbar-info-button",
"text": "Toolbar 'info' button foreground"
},
"$:/language/Docs/PaletteColours/toolbar-edit-button": {
"title": "$:/language/Docs/PaletteColours/toolbar-edit-button",
"text": "Toolbar 'edit' button foreground"
},
"$:/language/Docs/PaletteColours/toolbar-close-button": {
"title": "$:/language/Docs/PaletteColours/toolbar-close-button",
"text": "Toolbar 'close' button foreground"
},
"$:/language/Docs/PaletteColours/toolbar-delete-button": {
"title": "$:/language/Docs/PaletteColours/toolbar-delete-button",
"text": "Toolbar 'delete' button foreground"
},
"$:/language/Docs/PaletteColours/toolbar-cancel-button": {
"title": "$:/language/Docs/PaletteColours/toolbar-cancel-button",
"text": "Toolbar 'cancel' button foreground"
},
"$:/language/Docs/PaletteColours/toolbar-done-button": {
"title": "$:/language/Docs/PaletteColours/toolbar-done-button",
"text": "Toolbar 'done' button foreground"
},
"$:/language/Docs/PaletteColours/untagged-background": {
"title": "$:/language/Docs/PaletteColours/untagged-background",
"text": "Untagged pill background"
},
"$:/language/Docs/PaletteColours/very-muted-foreground": {
"title": "$:/language/Docs/PaletteColours/very-muted-foreground",
"text": "Very muted foreground"
},
"$:/language/EditTemplate/Body/External/Hint": {
"title": "$:/language/EditTemplate/Body/External/Hint",
"text": "This tiddler shows content stored outside of the main TiddlyWiki file. You can edit the tags and fields but cannot directly edit the content itself"
},
"$:/language/EditTemplate/Body/Placeholder": {
"title": "$:/language/EditTemplate/Body/Placeholder",
"text": "Type the text for this tiddler"
},
"$:/language/EditTemplate/Body/Preview/Type/Output": {
"title": "$:/language/EditTemplate/Body/Preview/Type/Output",
"text": "output"
},
"$:/language/EditTemplate/Field/Remove/Caption": {
"title": "$:/language/EditTemplate/Field/Remove/Caption",
"text": "remove field"
},
"$:/language/EditTemplate/Field/Remove/Hint": {
"title": "$:/language/EditTemplate/Field/Remove/Hint",
"text": "Remove field"
},
"$:/language/EditTemplate/Field/Dropdown/Caption": {
"title": "$:/language/EditTemplate/Field/Dropdown/Caption",
"text": "field list"
},
"$:/language/EditTemplate/Field/Dropdown/Hint": {
"title": "$:/language/EditTemplate/Field/Dropdown/Hint",
"text": "Show field list"
},
"$:/language/EditTemplate/Fields/Add/Button": {
"title": "$:/language/EditTemplate/Fields/Add/Button",
"text": "add"
},
"$:/language/EditTemplate/Fields/Add/Button/Hint": {
"title": "$:/language/EditTemplate/Fields/Add/Button/Hint",
"text": "Add the new field to the tiddler"
},
"$:/language/EditTemplate/Fields/Add/Name/Placeholder": {
"title": "$:/language/EditTemplate/Fields/Add/Name/Placeholder",
"text": "field name"
},
"$:/language/EditTemplate/Fields/Add/Prompt": {
"title": "$:/language/EditTemplate/Fields/Add/Prompt",
"text": "Add a new field:"
},
"$:/language/EditTemplate/Fields/Add/Value/Placeholder": {
"title": "$:/language/EditTemplate/Fields/Add/Value/Placeholder",
"text": "field value"
},
"$:/language/EditTemplate/Fields/Add/Dropdown/System": {
"title": "$:/language/EditTemplate/Fields/Add/Dropdown/System",
"text": "System fields"
},
"$:/language/EditTemplate/Fields/Add/Dropdown/User": {
"title": "$:/language/EditTemplate/Fields/Add/Dropdown/User",
"text": "User fields"
},
"$:/language/EditTemplate/Shadow/Warning": {
"title": "$:/language/EditTemplate/Shadow/Warning",
"text": "This is a shadow tiddler. Any changes you make will override the default version from the plugin <<pluginLink>>"
},
"$:/language/EditTemplate/Shadow/OverriddenWarning": {
"title": "$:/language/EditTemplate/Shadow/OverriddenWarning",
"text": "This is a modified shadow tiddler. You can revert to the default version in the plugin <<pluginLink>> by deleting this tiddler"
},
"$:/language/EditTemplate/Tags/Add/Button": {
"title": "$:/language/EditTemplate/Tags/Add/Button",
"text": "add"
},
"$:/language/EditTemplate/Tags/Add/Button/Hint": {
"title": "$:/language/EditTemplate/Tags/Add/Button/Hint",
"text": "add tag"
},
"$:/language/EditTemplate/Tags/Add/Placeholder": {
"title": "$:/language/EditTemplate/Tags/Add/Placeholder",
"text": "tag name"
},
"$:/language/EditTemplate/Tags/Dropdown/Caption": {
"title": "$:/language/EditTemplate/Tags/Dropdown/Caption",
"text": "tag list"
},
"$:/language/EditTemplate/Tags/Dropdown/Hint": {
"title": "$:/language/EditTemplate/Tags/Dropdown/Hint",
"text": "Show tag list"
},
"$:/language/EditTemplate/Title/BadCharacterWarning": {
"title": "$:/language/EditTemplate/Title/BadCharacterWarning",
"text": "Warning: avoid using any of the characters <<bad-chars>> in tiddler titles"
},
"$:/language/EditTemplate/Title/Exists/Prompt": {
"title": "$:/language/EditTemplate/Title/Exists/Prompt",
"text": "Target tiddler already exists"
},
"$:/language/EditTemplate/Title/Relink/Prompt": {
"title": "$:/language/EditTemplate/Title/Relink/Prompt",
"text": "Update ''<$text text=<<fromTitle>>/>'' to ''<$text text=<<toTitle>>/>'' in the //tags// and //list// fields of other tiddlers"
},
"$:/language/EditTemplate/Title/References/Prompt": {
"title": "$:/language/EditTemplate/Title/References/Prompt",
"text": "The following references to this tiddler will not be automatically updated:"
},
"$:/language/EditTemplate/Type/Dropdown/Caption": {
"title": "$:/language/EditTemplate/Type/Dropdown/Caption",
"text": "content type list"
},
"$:/language/EditTemplate/Type/Dropdown/Hint": {
"title": "$:/language/EditTemplate/Type/Dropdown/Hint",
"text": "Show content type list"
},
"$:/language/EditTemplate/Type/Delete/Caption": {
"title": "$:/language/EditTemplate/Type/Delete/Caption",
"text": "delete content type"
},
"$:/language/EditTemplate/Type/Delete/Hint": {
"title": "$:/language/EditTemplate/Type/Delete/Hint",
"text": "Delete content type"
},
"$:/language/EditTemplate/Type/Placeholder": {
"title": "$:/language/EditTemplate/Type/Placeholder",
"text": "content type"
},
"$:/language/EditTemplate/Type/Prompt": {
"title": "$:/language/EditTemplate/Type/Prompt",
"text": "Type:"
},
"$:/language/Exporters/StaticRiver": {
"title": "$:/language/Exporters/StaticRiver",
"text": "Static HTML"
},
"$:/language/Exporters/JsonFile": {
"title": "$:/language/Exporters/JsonFile",
"text": "JSON file"
},
"$:/language/Exporters/CsvFile": {
"title": "$:/language/Exporters/CsvFile",
"text": "CSV file"
},
"$:/language/Exporters/TidFile": {
"title": "$:/language/Exporters/TidFile",
"text": "\".tid\" file"
},
"$:/language/Docs/Fields/_canonical_uri": {
"title": "$:/language/Docs/Fields/_canonical_uri",
"text": "The full URI of an external image tiddler"
},
"$:/language/Docs/Fields/bag": {
"title": "$:/language/Docs/Fields/bag",
"text": "The name of the bag from which a tiddler came"
},
"$:/language/Docs/Fields/caption": {
"title": "$:/language/Docs/Fields/caption",
"text": "The text to be displayed on a tab or button"
},
"$:/language/Docs/Fields/color": {
"title": "$:/language/Docs/Fields/color",
"text": "The CSS color value associated with a tiddler"
},
"$:/language/Docs/Fields/component": {
"title": "$:/language/Docs/Fields/component",
"text": "The name of the component responsible for an [[alert tiddler|AlertMechanism]]"
},
"$:/language/Docs/Fields/current-tiddler": {
"title": "$:/language/Docs/Fields/current-tiddler",
"text": "Used to cache the top tiddler in a [[history list|HistoryMechanism]]"
},
"$:/language/Docs/Fields/created": {
"title": "$:/language/Docs/Fields/created",
"text": "The date a tiddler was created"
},
"$:/language/Docs/Fields/creator": {
"title": "$:/language/Docs/Fields/creator",
"text": "The name of the person who created a tiddler"
},
"$:/language/Docs/Fields/dependents": {
"title": "$:/language/Docs/Fields/dependents",
"text": "For a plugin, lists the dependent plugin titles"
},
"$:/language/Docs/Fields/description": {
"title": "$:/language/Docs/Fields/description",
"text": "The descriptive text for a plugin, or a modal dialogue"
},
"$:/language/Docs/Fields/draft.of": {
"title": "$:/language/Docs/Fields/draft.of",
"text": "For draft tiddlers, contains the title of the tiddler of which this is a draft"
},
"$:/language/Docs/Fields/draft.title": {
"title": "$:/language/Docs/Fields/draft.title",
"text": "For draft tiddlers, contains the proposed new title of the tiddler"
},
"$:/language/Docs/Fields/footer": {
"title": "$:/language/Docs/Fields/footer",
"text": "The footer text for a wizard"
},
"$:/language/Docs/Fields/hide-body": {
"title": "$:/language/Docs/Fields/hide-body",
"text": "The view template will hide bodies of tiddlers if set to: ''yes''"
},
"$:/language/Docs/Fields/icon": {
"title": "$:/language/Docs/Fields/icon",
"text": "The title of the tiddler containing the icon associated with a tiddler"
},
"$:/language/Docs/Fields/library": {
"title": "$:/language/Docs/Fields/library",
"text": "Indicates that a tiddler should be saved as a JavaScript library if set to: ''yes''"
},
"$:/language/Docs/Fields/list": {
"title": "$:/language/Docs/Fields/list",
"text": "An ordered list of tiddler titles associated with a tiddler"
},
"$:/language/Docs/Fields/list-before": {
"title": "$:/language/Docs/Fields/list-before",
"text": "If set, the title of a tiddler before which this tiddler should be added to the ordered list of tiddler titles, or at the start of the list if this field is present but empty"
},
"$:/language/Docs/Fields/list-after": {
"title": "$:/language/Docs/Fields/list-after",
"text": "If set, the title of the tiddler after which this tiddler should be added to the ordered list of tiddler titles, or at the end of the list if this field is present but empty"
},
"$:/language/Docs/Fields/modified": {
"title": "$:/language/Docs/Fields/modified",
"text": "The date and time at which a tiddler was last modified"
},
"$:/language/Docs/Fields/modifier": {
"title": "$:/language/Docs/Fields/modifier",
"text": "The tiddler title associated with the person who last modified a tiddler"
},
"$:/language/Docs/Fields/name": {
"title": "$:/language/Docs/Fields/name",
"text": "The human readable name associated with a plugin tiddler"
},
"$:/language/Docs/Fields/plugin-priority": {
"title": "$:/language/Docs/Fields/plugin-priority",
"text": "A numerical value indicating the priority of a plugin tiddler"
},
"$:/language/Docs/Fields/plugin-type": {
"title": "$:/language/Docs/Fields/plugin-type",
"text": "The type of plugin in a plugin tiddler"
},
"$:/language/Docs/Fields/revision": {
"title": "$:/language/Docs/Fields/revision",
"text": "The revision of the tiddler held at the server"
},
"$:/language/Docs/Fields/released": {
"title": "$:/language/Docs/Fields/released",
"text": "Date of a TiddlyWiki release"
},
"$:/language/Docs/Fields/source": {
"title": "$:/language/Docs/Fields/source",
"text": "The source URL associated with a tiddler"
},
"$:/language/Docs/Fields/subtitle": {
"title": "$:/language/Docs/Fields/subtitle",
"text": "The subtitle text for a wizard"
},
"$:/language/Docs/Fields/tags": {
"title": "$:/language/Docs/Fields/tags",
"text": "A list of tags associated with a tiddler"
},
"$:/language/Docs/Fields/text": {
"title": "$:/language/Docs/Fields/text",
"text": "The body text of a tiddler"
},
"$:/language/Docs/Fields/throttle.refresh": {
"title": "$:/language/Docs/Fields/throttle.refresh",
"text": "If present, throttles refreshes of this tiddler"
},
"$:/language/Docs/Fields/title": {
"title": "$:/language/Docs/Fields/title",
"text": "The unique name of a tiddler"
},
"$:/language/Docs/Fields/toc-link": {
"title": "$:/language/Docs/Fields/toc-link",
"text": "Suppresses the tiddler's link in a Table of Contents tree if set to: ''no''"
},
"$:/language/Docs/Fields/type": {
"title": "$:/language/Docs/Fields/type",
"text": "The content type of a tiddler"
},
"$:/language/Docs/Fields/version": {
"title": "$:/language/Docs/Fields/version",
"text": "Version information for a plugin"
},
"$:/language/Docs/Fields/_is_skinny": {
"title": "$:/language/Docs/Fields/_is_skinny",
"text": "If present, indicates that the tiddler text field must be loaded from the server"
},
"$:/language/Filters/AllTiddlers": {
"title": "$:/language/Filters/AllTiddlers",
"text": "All tiddlers except system tiddlers"
},
"$:/language/Filters/RecentSystemTiddlers": {
"title": "$:/language/Filters/RecentSystemTiddlers",
"text": "Recently modified tiddlers, including system tiddlers"
},
"$:/language/Filters/RecentTiddlers": {
"title": "$:/language/Filters/RecentTiddlers",
"text": "Recently modified tiddlers"
},
"$:/language/Filters/AllTags": {
"title": "$:/language/Filters/AllTags",
"text": "All tags except system tags"
},
"$:/language/Filters/Missing": {
"title": "$:/language/Filters/Missing",
"text": "Missing tiddlers"
},
"$:/language/Filters/Drafts": {
"title": "$:/language/Filters/Drafts",
"text": "Draft tiddlers"
},
"$:/language/Filters/Orphans": {
"title": "$:/language/Filters/Orphans",
"text": "Orphan tiddlers"
},
"$:/language/Filters/SystemTiddlers": {
"title": "$:/language/Filters/SystemTiddlers",
"text": "System tiddlers"
},
"$:/language/Filters/ShadowTiddlers": {
"title": "$:/language/Filters/ShadowTiddlers",
"text": "Shadow tiddlers"
},
"$:/language/Filters/OverriddenShadowTiddlers": {
"title": "$:/language/Filters/OverriddenShadowTiddlers",
"text": "Overridden shadow tiddlers"
},
"$:/language/Filters/SessionTiddlers": {
"title": "$:/language/Filters/SessionTiddlers",
"text": "Tiddlers modified since the wiki was loaded"
},
"$:/language/Filters/SystemTags": {
"title": "$:/language/Filters/SystemTags",
"text": "System tags"
},
"$:/language/Filters/StoryList": {
"title": "$:/language/Filters/StoryList",
"text": "Tiddlers in the story river, excluding <$text text=\"$:/AdvancedSearch\"/>"
},
"$:/language/Filters/TypedTiddlers": {
"title": "$:/language/Filters/TypedTiddlers",
"text": "Non wiki-text tiddlers"
},
"GettingStarted": {
"title": "GettingStarted",
"text": "\\define lingo-base() $:/language/ControlPanel/Basics/\nWelcome to ~TiddlyWiki and the ~TiddlyWiki community\n\nBefore you start storing important information in ~TiddlyWiki it is vital to make sure that you can reliably save changes. See https://tiddlywiki.com/#GettingStarted for details\n\n!! Set up this ~TiddlyWiki\n\n<div class=\"tc-control-panel\">\n\n|<$link to=\"$:/SiteTitle\"><<lingo Title/Prompt>></$link> |<$edit-text tiddler=\"$:/SiteTitle\" default=\"\" tag=\"input\"/> |\n|<$link to=\"$:/SiteSubtitle\"><<lingo Subtitle/Prompt>></$link> |<$edit-text tiddler=\"$:/SiteSubtitle\" default=\"\" tag=\"input\"/> |\n|<$link to=\"$:/DefaultTiddlers\"><<lingo DefaultTiddlers/Prompt>></$link> |<<lingo DefaultTiddlers/TopHint>><br> <$edit tag=\"textarea\" tiddler=\"$:/DefaultTiddlers\"/><br>//<<lingo DefaultTiddlers/BottomHint>>// |\n</div>\n\nSee the [[control panel|$:/ControlPanel]] for more options.\n"
},
"$:/language/Help/build": {
"title": "$:/language/Help/build",
"description": "Automatically run configured commands",
"text": "Build the specified build targets for the current wiki. If no build targets are specified then all available targets will be built.\n\n```\n--build <target> [<target> ...]\n```\n\nBuild targets are defined in the `tiddlywiki.info` file of a wiki folder.\n\n"
},
"$:/language/Help/clearpassword": {
"title": "$:/language/Help/clearpassword",
"description": "Clear a password for subsequent crypto operations",
"text": "Clear the password for subsequent crypto operations\n\n```\n--clearpassword\n```\n"
},
"$:/language/Help/default": {
"title": "$:/language/Help/default",
"text": "\\define commandTitle()\n$:/language/Help/$(command)$\n\\end\n```\nusage: tiddlywiki [<wikifolder>] [--<command> [<args>...]...]\n```\n\nAvailable commands:\n\n<ul>\n<$list filter=\"[commands[]sort[title]]\" variable=\"command\">\n<li><$link to=<<commandTitle>>><$macrocall $name=\"command\" $type=\"text/plain\" $output=\"text/plain\"/></$link>: <$transclude tiddler=<<commandTitle>> field=\"description\"/></li>\n</$list>\n</ul>\n\nTo get detailed help on a command:\n\n```\ntiddlywiki --help <command>\n```\n"
},
"$:/language/Help/deletetiddlers": {
"title": "$:/language/Help/deletetiddlers",
"description": "Deletes a group of tiddlers",
"text": "<<.from-version \"5.1.20\">> Deletes a group of tiddlers identified by a filter.\n\n```\n--deletetiddlers <filter>\n```\n"
},
"$:/language/Help/editions": {
"title": "$:/language/Help/editions",
"description": "Lists the available editions of TiddlyWiki",
"text": "Lists the names and descriptions of the available editions. You can create a new wiki of a specified edition with the `--init` command.\n\n```\n--editions\n```\n"
},
"$:/language/Help/fetch": {
"title": "$:/language/Help/fetch",
"description": "Fetch tiddlers from wiki by URL",
"text": "Fetch one or more files over HTTP/HTTPS, and import the tiddlers matching a filter, optionally transforming the incoming titles.\n\n```\n--fetch file <url> <import-filter> <transform-filter>\n--fetch files <url-filter> <import-filter> <transform-filter>\n--fetch raw-file <url> <transform-filter>\n--fetch raw-files <url-filter> <transform-filter>\n```\n\nThe \"file\" and \"files\" variants fetch the specified files and attempt to import the tiddlers within them (the same processing as if the files were dragged into the browser window). The \"raw-file\" and \"raw-files\" variants fetch the specified files and then store the raw file data in tiddlers, without applying the import logic.\n\nWith the \"file\" and \"raw-file\" variants only a single file is fetched and the first parameter is the URL of the file to read.\n\nWith the \"files\" and \"raw-files\" variants, multiple files are fetched and the first parameter is a filter yielding a list of URLs of the files to read. For example, given a set of tiddlers tagged \"remote-server\" that have a field \"url\" the filter `[tag[remote-server]get[url]]` will retrieve all the available URLs.\n\nFor the \"file\" and \"files\" variants, the `<import-filter>` parameter specifies a filter determining which tiddlers are imported. It defaults to `[all[tiddlers]]` if not provided.\n\nFor all variants, the `<transform-filter>` parameter specifies an optional filter that transforms the titles of the imported tiddlers. For example, `[addprefix[$:/myimports/]]` would add the prefix `$:/myimports/` to each title.\n\nPreceding the `--fetch` command with `--verbose` will output progress information during the import.\n\nNote that TiddlyWiki will not fetch an older version of an already loaded plugin.\n\nThe following example retrieves all the non-system tiddlers from https://tiddlywiki.com and saves them to a JSON file:\n\n```\ntiddlywiki --verbose --fetch file \"https://tiddlywiki.com/\" \"[!is[system]]\" \"\" --rendertiddler \"$:/core/templates/exporters/JsonFile\" output.json text/plain \"\" exportFilter \"[!is[system]]\"\n```\n\nThe following example retrieves the \"favicon\" file from tiddlywiki.com and saves it in a file called \"output.ico\". Note that the intermediate tiddler \"Icon Tiddler\" is quoted in the \"--fetch\" command because it is being used as a transformation filter to replace the default title, while there are no quotes for the \"--savetiddler\" command because it is being used directly as a title.\n\n```\ntiddlywiki --verbose --fetch raw-file \"https://tiddlywiki.com/favicon.ico\" \"[[Icon Tiddler]]\" --savetiddler \"Icon Tiddler\" output.ico\n```\n\n"
},
"$:/language/Help/help": {
"title": "$:/language/Help/help",
"description": "Display help for TiddlyWiki commands",
"text": "Displays help text for a command:\n\n```\n--help [<command>]\n```\n\nIf the command name is omitted then a list of available commands is displayed.\n"
},
"$:/language/Help/import": {
"title": "$:/language/Help/import",
"description": "Import tiddlers from a file",
"text": "Import tiddlers from TiddlyWiki (`.html`), `.tiddler`, `.tid`, `.json` or other local files. The deserializer must be explicitly specified, unlike the `load` command which infers the deserializer from the file extension.\n\n```\n--import <filepath> <deserializer> [<title>] [<encoding>]\n```\n\nThe deserializers in the core include:\n\n* application/javascript\n* application/json\n* application/x-tiddler\n* application/x-tiddler-html-div\n* application/x-tiddlers\n* text/html\n* text/plain\n\nThe title of the imported tiddler defaults to the filename.\n\nThe encoding defaults to \"utf8\", but can be \"base64\" for importing binary files.\n\nNote that TiddlyWiki will not import an older version of an already loaded plugin.\n"
},
"$:/language/Help/init": {
"title": "$:/language/Help/init",
"description": "Initialise a new wiki folder",
"text": "Initialise an empty [[WikiFolder|WikiFolders]] with a copy of the specified edition.\n\n```\n--init <edition> [<edition> ...]\n```\n\nFor example:\n\n```\ntiddlywiki ./MyWikiFolder --init empty\n```\n\nNote:\n\n* The wiki folder directory will be created if necessary\n* The \"edition\" defaults to ''empty''\n* The init command will fail if the wiki folder is not empty\n* The init command removes any `includeWikis` definitions in the edition's `tiddlywiki.info` file\n* When multiple editions are specified, editions initialised later will overwrite any files shared with earlier editions (so, the final `tiddlywiki.info` file will be copied from the last edition)\n* `--editions` returns a list of available editions\n"
},
"$:/language/Help/listen": {
"title": "$:/language/Help/listen",
"description": "Provides an HTTP server interface to TiddlyWiki",
"text": "Serves a wiki over HTTP.\n\nThe listen command uses NamedCommandParameters:\n\n```\n--listen [<name>=<value>]...\n```\n\nAll parameters are optional with safe defaults, and can be specified in any order. The recognised parameters are:\n\n* ''host'' - optional hostname to serve from (defaults to \"127.0.0.1\" aka \"localhost\")\n* ''path-prefix'' - optional prefix for paths\n* ''port'' - port number on which to listen; non-numeric values are interpreted as a system environment variable from which the port number is extracted (defaults to \"8080\")\n* ''credentials'' - pathname of credentials CSV file (relative to wiki folder)\n* ''anon-username'' - the username for signing edits for anonymous users\n* ''username'' - optional username for basic authentication\n* ''password'' - optional password for basic authentication\n* ''authenticated-user-header'' - optional name of header to be used for trusted authentication\n* ''readers'' - comma separated list of principals allowed to read from this wiki\n* ''writers'' - comma separated list of principals allowed to write to this wiki\n* ''csrf-disable'' - set to \"yes\" to disable CSRF checks (defaults to \"no\")\n* ''root-tiddler'' - the tiddler to serve at the root (defaults to \"$:/core/save/all\")\n* ''root-render-type'' - the content type to which the root tiddler should be rendered (defaults to \"text/plain\")\n* ''root-serve-type'' - the content type with which the root tiddler should be served (defaults to \"text/html\")\n* ''tls-cert'' - pathname of TLS certificate file (relative to wiki folder)\n* ''tls-key'' - pathname of TLS key file (relative to wiki folder)\n* ''debug-level'' - optional debug level; set to \"debug\" to view request details (defaults to \"none\")\n* ''gzip'' - set to \"yes\" to enable gzip compression for some http endpoints (defaults to \"no\")\n\nFor information on opening up your instance to the entire local network, and possible security concerns, see the WebServer tiddler at TiddlyWiki.com.\n\n"
},
"$:/language/Help/load": {
"title": "$:/language/Help/load",
"description": "Load tiddlers from a file",
"text": "Load tiddlers from TiddlyWiki (`.html`), `.tiddler`, `.tid`, `.json` or other local files. The processing applied to incoming files is determined by the file extension. Use the alternative `import` command if you need to specify the deserializer and encoding explicitly.\n\n```\n--load <filepath> [noerror]\n--load <dirpath> [noerror]\n```\n\nBy default, the load command raises an error if no tiddlers are found. The error can be suppressed by providing the optional \"noerror\" parameter.\n\nTo load tiddlers from an encrypted TiddlyWiki file you should first specify the password with the PasswordCommand. For example:\n\n```\ntiddlywiki ./MyWiki --password pa55w0rd --load my_encrypted_wiki.html\n```\n\nNote that TiddlyWiki will not load an older version of an already loaded plugin.\n"
},
"$:/language/Help/makelibrary": {
"title": "$:/language/Help/makelibrary",
"description": "Construct library plugin required by upgrade process",
"text": "Constructs the `$:/UpgradeLibrary` tiddler for the upgrade process.\n\nThe upgrade library is formatted as an ordinary plugin tiddler with the plugin type `library`. It contains a copy of each of the plugins, themes and language packs available within the TiddlyWiki5 repository.\n\nThis command is intended for internal use; it is only relevant to users constructing a custom upgrade procedure.\n\n```\n--makelibrary <title>\n```\n\nThe title argument defaults to `$:/UpgradeLibrary`.\n"
},
"$:/language/Help/notfound": {
"title": "$:/language/Help/notfound",
"text": "No such help item"
},
"$:/language/Help/output": {
"title": "$:/language/Help/output",
"description": "Set the base output directory for subsequent commands",
"text": "Sets the base output directory for subsequent commands. The default output directory is the `output` subdirectory of the edition directory.\n\n```\n--output <pathname>\n```\n\nIf the specified pathname is relative then it is resolved relative to the current working directory. For example `--output .` sets the output directory to the current working directory.\n\n"
},
"$:/language/Help/password": {
"title": "$:/language/Help/password",
"description": "Set a password for subsequent crypto operations",
"text": "Set a password for subsequent crypto operations\n\n```\n--password <password>\n```\n\n''Note'': This should not be used for serving TiddlyWiki with password protection. Instead, see the password option under the [[ServerCommand]].\n"
},
"$:/language/Help/render": {
"title": "$:/language/Help/render",
"description": "Renders individual tiddlers to files",
"text": "Render individual tiddlers identified by a filter and save the results to the specified files.\n\nOptionally, the title of a template tiddler can be specified. In this case, instead of directly rendering each tiddler, the template tiddler is rendered with the \"currentTiddler\" variable set to the title of the tiddler that is being rendered.\n\nA name and value for an additional variable may optionally also be specified.\n\n```\n--render <tiddler-filter> [<filename-filter>] [<render-type>] [<template>] [<name>] [<value>]\n```\n\n* ''tiddler-filter'': A filter identifying the tiddler(s) to be rendered\n* ''filename-filter'': Optional filter transforming tiddler titles into pathnames. If omitted, defaults to `[is[tiddler]addsuffix[.html]]`, which uses the unchanged tiddler title as the filename\n* ''render-type'': Optional render type: `text/html` (the default) returns the full HTML text and `text/plain` just returns the text content (ie it ignores HTML tags and other unprintable material)\n* ''template'': Optional template through which each tiddler is rendered\n* ''name'': Name of optional variable\n* ''value'': Value of optional variable\n\nBy default, the filename is resolved relative to the `output` subdirectory of the edition directory. The `--output` command can be used to direct output to a different directory.\n\nNotes:\n\n* The output directory is not cleared of any existing files\n* Any missing directories in the path to the filename are automatically created.\n* When referring to a tiddler with spaces in its title, take care to use both the quotes required by your shell and also TiddlyWiki's double square brackets : `--render \"[[Motovun Jack.jpg]]\"`\n* The filename filter is evaluated with the selected items being set to the title of the tiddler currently being rendered, allowing the title to be used as the basis for computing the filename. For example `[encodeuricomponent[]addprefix[static/]]` applies URI encoding to each title, and then adds the prefix `static/`\n* The `--render` command is a more flexible replacement for both the `--rendertiddler` and `--rendertiddlers` commands, which are deprecated\n\nExamples:\n\n* `--render \"[!is[system]]\" \"[encodeuricomponent[]addprefix[tiddlers/]addsuffix[.html]]\"` -- renders all non-system tiddlers as files in the subdirectory \"tiddlers\" with URL-encoded titles and the extension HTML\n\n"
},
"$:/language/Help/rendertiddler": {
"title": "$:/language/Help/rendertiddler",
"description": "Render an individual tiddler as a specified ContentType",
"text": "(Note: The `--rendertiddler` command is deprecated in favour of the new, more flexible `--render` command)\n\nRender an individual tiddler as a specified ContentType, defaulting to `text/html` and save it to the specified filename.\n\nOptionally the title of a template tiddler can be specified, in which case the template tiddler is rendered with the \"currentTiddler\" variable set to the tiddler that is being rendered (the first parameter value).\n\nA name and value for an additional variable may optionally also be specified.\n\n```\n--rendertiddler <title> <filename> [<type>] [<template>] [<name>] [<value>]\n```\n\nBy default, the filename is resolved relative to the `output` subdirectory of the edition directory. The `--output` command can be used to direct output to a different directory.\n\nAny missing directories in the path to the filename are automatically created.\n\nFor example, the following command saves all tiddlers matching the filter `[tag[done]]` to a JSON file titled `output.json` by employing the core template `$:/core/templates/exporters/JsonFile`.\n\n```\n--rendertiddler \"$:/core/templates/exporters/JsonFile\" output.json text/plain \"\" exportFilter \"[tag[done]]\"\n```\n"
},
"$:/language/Help/rendertiddlers": {
"title": "$:/language/Help/rendertiddlers",
"description": "Render tiddlers matching a filter to a specified ContentType",
"text": "(Note: The `--rendertiddlers` command is deprecated in favour of the new, more flexible `--render` command)\n\nRender a set of tiddlers matching a filter to separate files of a specified ContentType (defaults to `text/html`) and extension (defaults to `.html`).\n\n```\n--rendertiddlers <filter> <template> <pathname> [<type>] [<extension>] [\"noclean\"]\n```\n\nFor example:\n\n```\n--rendertiddlers [!is[system]] $:/core/templates/static.tiddler.html ./static text/plain\n```\n\nBy default, the pathname is resolved relative to the `output` subdirectory of the edition directory. The `--output` command can be used to direct output to a different directory.\n\nAny files in the target directory are deleted unless the ''noclean'' flag is specified. The target directory is recursively created if it is missing.\n"
},
"$:/language/Help/save": {
"title": "$:/language/Help/save",
"description": "Saves individual raw tiddlers to files",
"text": "Saves individual tiddlers identified by a filter in their raw text or binary format to the specified files.\n\n```\n--save <tiddler-filter> <filename-filter>\n```\n\n* ''tiddler-filter'': A filter identifying the tiddler(s) to be saved\n* ''filename-filter'': Optional filter transforming tiddler titles into pathnames. If omitted, defaults to `[is[tiddler]]`, which uses the unchanged tiddler title as the filename\n\nBy default, the filename is resolved relative to the `output` subdirectory of the edition directory. The `--output` command can be used to direct output to a different directory.\n\nNotes:\n\n* The output directory is not cleared of any existing files\n* Any missing directories in the path to the filename are automatically created.\n* When saving a tiddler with spaces in its title, take care to use both the quotes required by your shell and also TiddlyWiki's double square brackets : `--save \"[[Motovun Jack.jpg]]\"`\n* The filename filter is evaluated with the selected items being set to the title of the tiddler currently being saved, allowing the title to be used as the basis for computing the filename. For example `[encodeuricomponent[]addprefix[static/]]` applies URI encoding to each title, and then adds the prefix `static/`\n* The `--save` command is a more flexible replacement for both the `--savetiddler` and `--savetiddlers` commands, which are deprecated\n\nExamples:\n\n* `--save \"[!is[system]is[image]]\" \"[encodeuricomponent[]addprefix[tiddlers/]]\"` -- saves all non-system image tiddlers as files in the subdirectory \"tiddlers\" with URL-encoded titles\n"
},
"$:/language/Help/savetiddler": {
"title": "$:/language/Help/savetiddler",
"description": "Saves a raw tiddler to a file",
"text": "(Note: The `--savetiddler` command is deprecated in favour of the new, more flexible `--save` command)\n\nSaves an individual tiddler in its raw text or binary format to the specified filename.\n\n```\n--savetiddler <title> <filename>\n```\n\nBy default, the filename is resolved relative to the `output` subdirectory of the edition directory. The `--output` command can be used to direct output to a different directory.\n\nAny missing directories in the path to the filename are automatically created.\n"
},
"$:/language/Help/savetiddlers": {
"title": "$:/language/Help/savetiddlers",
"description": "Saves a group of raw tiddlers to a directory",
"text": "(Note: The `--savetiddlers` command is deprecated in favour of the new, more flexible `--save` command)\n\nSaves a group of tiddlers in their raw text or binary format to the specified directory.\n\n```\n--savetiddlers <filter> <pathname> [\"noclean\"]\n```\n\nBy default, the pathname is resolved relative to the `output` subdirectory of the edition directory. The `--output` command can be used to direct output to a different directory.\n\nThe output directory is cleared of existing files before saving the specified files. The deletion can be disabled by specifying the ''noclean'' flag.\n\nAny missing directories in the pathname are automatically created.\n"
},
"$:/language/Help/savewikifolder": {
"title": "$:/language/Help/savewikifolder",
"description": "Saves a wiki to a new wiki folder",
"text": "<<.from-version \"5.1.20\">> Saves the current wiki as a wiki folder, including tiddlers, plugins and configuration:\n\n```\n--savewikifolder <wikifolderpath> [<filter>]\n```\n\n* The target wiki folder must be empty or non-existent\n* The filter specifies which tiddlers should be included. It is optional, defaulting to `[all[tiddlers]]`\n* Plugins from the official plugin library are replaced with references to those plugins in the `tiddlywiki.info` file\n* Custom plugins are unpacked into their own folder\n\nA common usage is to convert a TiddlyWiki HTML file into a wiki folder:\n\n```\ntiddlywiki --load ./mywiki.html --savewikifolder ./mywikifolder\n```\n"
},
"$:/language/Help/server": {
"title": "$:/language/Help/server",
"description": "Provides an HTTP server interface to TiddlyWiki (deprecated in favour of the new listen command)",
"text": "Legacy command to serve a wiki over HTTP.\n\n```\n--server <port> <root-tiddler> <root-render-type> <root-serve-type> <username> <password> <host> <path-prefix> <debug-level>\n```\n\nThe parameters are:\n\n* ''port'' - port number on which to listen; non-numeric values are interpreted as a system environment variable from which the port number is extracted (defaults to \"8080\")\n* ''root-tiddler'' - the tiddler to serve at the root (defaults to \"$:/core/save/all\")\n* ''root-render-type'' - the content type to which the root tiddler should be rendered (defaults to \"text/plain\")\n* ''root-serve-type'' - the content type with which the root tiddler should be served (defaults to \"text/html\")\n* ''username'' - the default username for signing edits\n* ''password'' - optional password for basic authentication\n* ''host'' - optional hostname to serve from (defaults to \"127.0.0.1\" aka \"localhost\")\n* ''path-prefix'' - optional prefix for paths\n* ''debug-level'' - optional debug level; set to \"debug\" to view request details (defaults to \"none\")\n\nIf the password parameter is specified then the browser will prompt the user for the username and password. Note that the password is transmitted in plain text so this implementation should only be used on a trusted network or over HTTPS.\n\nFor example:\n\n```\n--server 8080 $:/core/save/all text/plain text/html MyUserName passw0rd\n```\n\nThe username and password can be specified as empty strings if you need to set the hostname or pathprefix and don't want to require a password.\n\n\n```\n--server 8080 $:/core/save/all text/plain text/html \"\" \"\" 192.168.0.245\n```\n\nUsing an address like this exposes your system to the local network. For information on opening up your instance to the entire local network, and possible security concerns, see the WebServer tiddler at TiddlyWiki.com.\n\nTo run multiple TiddlyWiki servers at the same time you'll need to put each one on a different port. It can be useful to use an environment variable to pass the port number to the Node.js process. This example references an environment variable called \"MY_PORT_NUMBER\":\n\n```\n--server MY_PORT_NUMBER $:/core/save/all text/plain text/html MyUserName passw0rd\n```\n"
},
"$:/language/Help/setfield": {
"title": "$:/language/Help/setfield",
"description": "Prepares external tiddlers for use",
"text": "//Note that this command is experimental and may change or be replaced before being finalised//\n\nSets the specified field of a group of tiddlers to the result of wikifying a template tiddler with the `currentTiddler` variable set to the tiddler.\n\n```\n--setfield <filter> <fieldname> <templatetitle> <rendertype>\n```\n\nThe parameters are:\n\n* ''filter'' - filter identifying the tiddlers to be affected\n* ''fieldname'' - the field to modify (defaults to \"text\")\n* ''templatetitle'' - the tiddler to wikify into the specified field. If blank or missing then the specified field is deleted\n* ''rendertype'' - the text type to render (defaults to \"text/plain\"; \"text/html\" can be used to include HTML tags)\n"
},
"$:/language/Help/unpackplugin": {
"title": "$:/language/Help/unpackplugin",
"description": "Unpack the payload tiddlers from a plugin",
"text": "Extract the payload tiddlers from a plugin, creating them as ordinary tiddlers:\n\n```\n--unpackplugin <title>\n```\n"
},
"$:/language/Help/verbose": {
"title": "$:/language/Help/verbose",
"description": "Triggers verbose output mode",
"text": "Triggers verbose output, useful for debugging\n\n```\n--verbose\n```\n"
},
"$:/language/Help/version": {
"title": "$:/language/Help/version",
"description": "Displays the version number of TiddlyWiki",
"text": "Displays the version number of TiddlyWiki.\n\n```\n--version\n```\n"
},
"$:/language/Import/Imported/Hint": {
"title": "$:/language/Import/Imported/Hint",
"text": "The following tiddlers were imported:"
},
"$:/language/Import/Listing/Cancel/Caption": {
"title": "$:/language/Import/Listing/Cancel/Caption",
"text": "Cancel"
},
"$:/language/Import/Listing/Hint": {
"title": "$:/language/Import/Listing/Hint",
"text": "These tiddlers are ready to import:"
},
"$:/language/Import/Listing/Import/Caption": {
"title": "$:/language/Import/Listing/Import/Caption",
"text": "Import"
},
"$:/language/Import/Listing/Select/Caption": {
"title": "$:/language/Import/Listing/Select/Caption",
"text": "Select"
},
"$:/language/Import/Listing/Status/Caption": {
"title": "$:/language/Import/Listing/Status/Caption",
"text": "Status"
},
"$:/language/Import/Listing/Title/Caption": {
"title": "$:/language/Import/Listing/Title/Caption",
"text": "Title"
},
"$:/language/Import/Listing/Preview": {
"title": "$:/language/Import/Listing/Preview",
"text": "Preview:"
},
"$:/language/Import/Listing/Preview/Text": {
"title": "$:/language/Import/Listing/Preview/Text",
"text": "Text"
},
"$:/language/Import/Listing/Preview/TextRaw": {
"title": "$:/language/Import/Listing/Preview/TextRaw",
"text": "Text (Raw)"
},
"$:/language/Import/Listing/Preview/Fields": {
"title": "$:/language/Import/Listing/Preview/Fields",
"text": "Fields"
},
"$:/language/Import/Listing/Preview/Diff": {
"title": "$:/language/Import/Listing/Preview/Diff",
"text": "Diff"
},
"$:/language/Import/Listing/Preview/DiffFields": {
"title": "$:/language/Import/Listing/Preview/DiffFields",
"text": "Diff (Fields)"
},
"$:/language/Import/Upgrader/Plugins/Suppressed/Incompatible": {
"title": "$:/language/Import/Upgrader/Plugins/Suppressed/Incompatible",
"text": "Blocked incompatible or obsolete plugin"
},
"$:/language/Import/Upgrader/Plugins/Suppressed/Version": {
"title": "$:/language/Import/Upgrader/Plugins/Suppressed/Version",
"text": "Blocked plugin (due to incoming <<incoming>> being older than existing <<existing>>)"
},
"$:/language/Import/Upgrader/Plugins/Upgraded": {
"title": "$:/language/Import/Upgrader/Plugins/Upgraded",
"text": "Upgraded plugin from <<incoming>> to <<upgraded>>"
},
"$:/language/Import/Upgrader/State/Suppressed": {
"title": "$:/language/Import/Upgrader/State/Suppressed",
"text": "Blocked temporary state tiddler"
},
"$:/language/Import/Upgrader/System/Suppressed": {
"title": "$:/language/Import/Upgrader/System/Suppressed",
"text": "Blocked system tiddler"
},
"$:/language/Import/Upgrader/System/Warning": {
"title": "$:/language/Import/Upgrader/System/Warning",
"text": "Core module tiddler"
},
"$:/language/Import/Upgrader/System/Alert": {
"title": "$:/language/Import/Upgrader/System/Alert",
"text": "You are about to import a tiddler that will overwrite a core module tiddler. This is not recommended as it may make the system unstable"
},
"$:/language/Import/Upgrader/ThemeTweaks/Created": {
"title": "$:/language/Import/Upgrader/ThemeTweaks/Created",
"text": "Migrated theme tweak from <$text text=<<from>>/>"
},
"$:/language/AboveStory/ClassicPlugin/Warning": {
"title": "$:/language/AboveStory/ClassicPlugin/Warning",
"text": "It looks like you are trying to load a plugin designed for ~TiddlyWiki Classic. Please note that [[these plugins do not work with TiddlyWiki version 5.x.x|https://tiddlywiki.com/#TiddlyWikiClassic]]. ~TiddlyWiki Classic plugins detected:"
},
"$:/language/BinaryWarning/Prompt": {
"title": "$:/language/BinaryWarning/Prompt",
"text": "This tiddler contains binary data"
},
"$:/language/ClassicWarning/Hint": {
"title": "$:/language/ClassicWarning/Hint",
"text": "This tiddler is written in TiddlyWiki Classic wiki text format, which is not fully compatible with TiddlyWiki version 5. See https://tiddlywiki.com/static/Upgrading.html for more details."
},
"$:/language/ClassicWarning/Upgrade/Caption": {
"title": "$:/language/ClassicWarning/Upgrade/Caption",
"text": "upgrade"
},
"$:/language/CloseAll/Button": {
"title": "$:/language/CloseAll/Button",
"text": "close all"
},
"$:/language/ColourPicker/Recent": {
"title": "$:/language/ColourPicker/Recent",
"text": "Recent:"
},
"$:/language/ConfirmCancelTiddler": {
"title": "$:/language/ConfirmCancelTiddler",
"text": "Do you wish to discard changes to the tiddler \"<$text text=<<title>>/>\"?"
},
"$:/language/ConfirmDeleteTiddler": {
"title": "$:/language/ConfirmDeleteTiddler",
"text": "Do you wish to delete the tiddler \"<$text text=<<title>>/>\"?"
},
"$:/language/ConfirmOverwriteTiddler": {
"title": "$:/language/ConfirmOverwriteTiddler",
"text": "Do you wish to overwrite the tiddler \"<$text text=<<title>>/>\"?"
},
"$:/language/ConfirmEditShadowTiddler": {
"title": "$:/language/ConfirmEditShadowTiddler",
"text": "You are about to edit a ShadowTiddler. Any changes will override the default system making future upgrades non-trivial. Are you sure you want to edit \"<$text text=<<title>>/>\"?"
},
"$:/language/Count": {
"title": "$:/language/Count",
"text": "count"
},
"$:/language/DefaultNewTiddlerTitle": {
"title": "$:/language/DefaultNewTiddlerTitle",
"text": "New Tiddler"
},
"$:/language/Diffs/CountMessage": {
"title": "$:/language/Diffs/CountMessage",
"text": "<<diff-count>> differences"
},
"$:/language/DropMessage": {
"title": "$:/language/DropMessage",
"text": "Drop here (or use the 'Escape' key to cancel)"
},
"$:/language/Encryption/Cancel": {
"title": "$:/language/Encryption/Cancel",
"text": "Cancel"
},
"$:/language/Encryption/ConfirmClearPassword": {
"title": "$:/language/Encryption/ConfirmClearPassword",
"text": "Do you wish to clear the password? This will remove the encryption applied when saving this wiki"
},
"$:/language/Encryption/PromptSetPassword": {
"title": "$:/language/Encryption/PromptSetPassword",
"text": "Set a new password for this TiddlyWiki"
},
"$:/language/Encryption/Username": {
"title": "$:/language/Encryption/Username",
"text": "Username"
},
"$:/language/Encryption/Password": {
"title": "$:/language/Encryption/Password",
"text": "Password"
},
"$:/language/Encryption/RepeatPassword": {
"title": "$:/language/Encryption/RepeatPassword",
"text": "Repeat password"
},
"$:/language/Encryption/PasswordNoMatch": {
"title": "$:/language/Encryption/PasswordNoMatch",
"text": "Passwords do not match"
},
"$:/language/Encryption/SetPassword": {
"title": "$:/language/Encryption/SetPassword",
"text": "Set password"
},
"$:/language/Error/Caption": {
"title": "$:/language/Error/Caption",
"text": "Error"
},
"$:/language/Error/EditConflict": {
"title": "$:/language/Error/EditConflict",
"text": "File changed on server"
},
"$:/language/Error/Filter": {
"title": "$:/language/Error/Filter",
"text": "Filter error"
},
"$:/language/Error/FilterSyntax": {
"title": "$:/language/Error/FilterSyntax",
"text": "Syntax error in filter expression"
},
"$:/language/Error/IsFilterOperator": {
"title": "$:/language/Error/IsFilterOperator",
"text": "Filter Error: Unknown operand for the 'is' filter operator"
},
"$:/language/Error/LoadingPluginLibrary": {
"title": "$:/language/Error/LoadingPluginLibrary",
"text": "Error loading plugin library"
},
"$:/language/Error/NetworkErrorAlert": {
"title": "$:/language/Error/NetworkErrorAlert",
"text": "`<h2>''Network Error''</h2>It looks like the connection to the server has been lost. This may indicate a problem with your network connection. Please attempt to restore network connectivity before continuing.<br><br>''Any unsaved changes will be automatically synchronised when connectivity is restored''.`"
},
"$:/language/Error/RecursiveTransclusion": {
"title": "$:/language/Error/RecursiveTransclusion",
"text": "Recursive transclusion error in transclude widget"
},
"$:/language/Error/RetrievingSkinny": {
"title": "$:/language/Error/RetrievingSkinny",
"text": "Error retrieving skinny tiddler list"
},
"$:/language/Error/SavingToTWEdit": {
"title": "$:/language/Error/SavingToTWEdit",
"text": "Error saving to TWEdit"
},
"$:/language/Error/WhileSaving": {
"title": "$:/language/Error/WhileSaving",
"text": "Error while saving"
},
"$:/language/Error/XMLHttpRequest": {
"title": "$:/language/Error/XMLHttpRequest",
"text": "XMLHttpRequest error code"
},
"$:/language/InternalJavaScriptError/Title": {
"title": "$:/language/InternalJavaScriptError/Title",
"text": "Internal JavaScript Error"
},
"$:/language/InternalJavaScriptError/Hint": {
"title": "$:/language/InternalJavaScriptError/Hint",
"text": "Well, this is embarrassing. It is recommended that you restart TiddlyWiki by refreshing your browser"
},
"$:/language/InvalidFieldName": {
"title": "$:/language/InvalidFieldName",
"text": "Illegal characters in field name \"<$text text=<<fieldName>>/>\". Fields can only contain lowercase letters, digits and the characters underscore (`_`), hyphen (`-`) and period (`.`)"
},
"$:/language/LazyLoadingWarning": {
"title": "$:/language/LazyLoadingWarning",
"text": "<p>Trying to load external content from ''<$text text={{!!_canonical_uri}}/>''</p><p>If this message doesn't disappear, either the tiddler content type doesn't match the type of the external content, or you may be using a browser that doesn't support external content for wikis loaded as standalone files. See https://tiddlywiki.com/#ExternalText</p>"
},
"$:/language/LoginToTiddlySpace": {
"title": "$:/language/LoginToTiddlySpace",
"text": "Login to TiddlySpace"
},
"$:/language/Manager/Controls/FilterByTag/None": {
"title": "$:/language/Manager/Controls/FilterByTag/None",
"text": "(none)"
},
"$:/language/Manager/Controls/FilterByTag/Prompt": {
"title": "$:/language/Manager/Controls/FilterByTag/Prompt",
"text": "Filter by tag:"
},
"$:/language/Manager/Controls/Order/Prompt": {
"title": "$:/language/Manager/Controls/Order/Prompt",
"text": "Reverse order"
},
"$:/language/Manager/Controls/Search/Placeholder": {
"title": "$:/language/Manager/Controls/Search/Placeholder",
"text": "Search"
},
"$:/language/Manager/Controls/Search/Prompt": {
"title": "$:/language/Manager/Controls/Search/Prompt",
"text": "Search:"
},
"$:/language/Manager/Controls/Show/Option/Tags": {
"title": "$:/language/Manager/Controls/Show/Option/Tags",
"text": "tags"
},
"$:/language/Manager/Controls/Show/Option/Tiddlers": {
"title": "$:/language/Manager/Controls/Show/Option/Tiddlers",
"text": "tiddlers"
},
"$:/language/Manager/Controls/Show/Prompt": {
"title": "$:/language/Manager/Controls/Show/Prompt",
"text": "Show:"
},
"$:/language/Manager/Controls/Sort/Prompt": {
"title": "$:/language/Manager/Controls/Sort/Prompt",
"text": "Sort by:"
},
"$:/language/Manager/Item/Colour": {
"title": "$:/language/Manager/Item/Colour",
"text": "Colour"
},
"$:/language/Manager/Item/Fields": {
"title": "$:/language/Manager/Item/Fields",
"text": "Fields"
},
"$:/language/Manager/Item/Icon/None": {
"title": "$:/language/Manager/Item/Icon/None",
"text": "(none)"
},
"$:/language/Manager/Item/Icon": {
"title": "$:/language/Manager/Item/Icon",
"text": "Icon"
},
"$:/language/Manager/Item/RawText": {
"title": "$:/language/Manager/Item/RawText",
"text": "Raw text"
},
"$:/language/Manager/Item/Tags": {
"title": "$:/language/Manager/Item/Tags",
"text": "Tags"
},
"$:/language/Manager/Item/Tools": {
"title": "$:/language/Manager/Item/Tools",
"text": "Tools"
},
"$:/language/Manager/Item/WikifiedText": {
"title": "$:/language/Manager/Item/WikifiedText",
"text": "Wikified text"
},
"$:/language/MissingTiddler/Hint": {
"title": "$:/language/MissingTiddler/Hint",
"text": "Missing tiddler \"<$text text=<<currentTiddler>>/>\" -- click {{||$:/core/ui/Buttons/edit}} to create"
},
"$:/language/No": {
"title": "$:/language/No",
"text": "No"
},
"$:/language/OfficialPluginLibrary": {
"title": "$:/language/OfficialPluginLibrary",
"text": "Official ~TiddlyWiki Plugin Library"
},
"$:/language/OfficialPluginLibrary/Hint": {
"title": "$:/language/OfficialPluginLibrary/Hint",
"text": "The official ~TiddlyWiki plugin library at tiddlywiki.com. Plugins, themes and language packs are maintained by the core team."
},
"$:/language/PluginReloadWarning": {
"title": "$:/language/PluginReloadWarning",
"text": "Please save {{$:/core/ui/Buttons/save-wiki}} and reload {{$:/core/ui/Buttons/refresh}} to allow changes to ~JavaScript plugins to take effect"
},
"$:/language/RecentChanges/DateFormat": {
"title": "$:/language/RecentChanges/DateFormat",
"text": "DDth MMM YYYY"
},
"$:/language/SystemTiddler/Tooltip": {
"title": "$:/language/SystemTiddler/Tooltip",
"text": "This is a system tiddler"
},
"$:/language/SystemTiddlers/Include/Prompt": {
"title": "$:/language/SystemTiddlers/Include/Prompt",
"text": "Include system tiddlers"
},
"$:/language/TagManager/Colour/Heading": {
"title": "$:/language/TagManager/Colour/Heading",
"text": "Colour"
},
"$:/language/TagManager/Count/Heading": {
"title": "$:/language/TagManager/Count/Heading",
"text": "Count"
},
"$:/language/TagManager/Icon/Heading": {
"title": "$:/language/TagManager/Icon/Heading",
"text": "Icon"
},
"$:/language/TagManager/Icons/None": {
"title": "$:/language/TagManager/Icons/None",
"text": "None"
},
"$:/language/TagManager/Info/Heading": {
"title": "$:/language/TagManager/Info/Heading",
"text": "Info"
},
"$:/language/TagManager/Tag/Heading": {
"title": "$:/language/TagManager/Tag/Heading",
"text": "Tag"
},
"$:/language/Tiddler/DateFormat": {
"title": "$:/language/Tiddler/DateFormat",
"text": "DDth MMM YYYY at hh12:0mmam"
},
"$:/language/UnsavedChangesWarning": {
"title": "$:/language/UnsavedChangesWarning",
"text": "You have unsaved changes in TiddlyWiki"
},
"$:/language/Yes": {
"title": "$:/language/Yes",
"text": "Yes"
},
"$:/language/Modals/Download": {
"title": "$:/language/Modals/Download",
"subtitle": "Download changes",
"footer": "<$button message=\"tm-close-tiddler\">Close</$button>",
"help": "https://tiddlywiki.com/static/DownloadingChanges.html",
"text": "Your browser only supports manual saving.\n\nTo save your modified wiki, right click on the download link below and select \"Download file\" or \"Save file\", and then choose the folder and filename.\n\n//You can marginally speed things up by clicking the link with the control key (Windows) or the options/alt key (Mac OS X). You will not be prompted for the folder or filename, but your browser is likely to give it an unrecognisable name -- you may need to rename the file to include an `.html` extension before you can do anything useful with it.//\n\nOn smartphones that do not allow files to be downloaded you can instead bookmark the link, and then sync your bookmarks to a desktop computer from where the wiki can be saved normally.\n"
},
"$:/language/Modals/SaveInstructions": {
"title": "$:/language/Modals/SaveInstructions",
"subtitle": "Save your work",
"footer": "<$button message=\"tm-close-tiddler\">Close</$button>",
"help": "https://tiddlywiki.com/static/SavingChanges.html",
"text": "Your changes to this wiki need to be saved as a ~TiddlyWiki HTML file.\n\n!!! Desktop browsers\n\n# Select ''Save As'' from the ''File'' menu\n# Choose a filename and location\n#* Some browsers also require you to explicitly specify the file saving format as ''Webpage, HTML only'' or similar\n# Close this tab\n\n!!! Smartphone browsers\n\n# Create a bookmark to this page\n#* If you've got iCloud or Google Sync set up then the bookmark will automatically sync to your desktop where you can open it and save it as above\n# Close this tab\n\n//If you open the bookmark again in Mobile Safari you will see this message again. If you want to go ahead and use the file, just click the ''close'' button below//\n"
},
"$:/config/NewJournal/Title": {
"title": "$:/config/NewJournal/Title",
"text": "DDth MMM YYYY"
},
"$:/config/NewJournal/Text": {
"title": "$:/config/NewJournal/Text",
"text": ""
},
"$:/config/NewJournal/Tags": {
"title": "$:/config/NewJournal/Tags",
"tags": "Journal"
},
"$:/language/Notifications/Save/Done": {
"title": "$:/language/Notifications/Save/Done",
"text": "Saved wiki"
},
"$:/language/Notifications/Save/Starting": {
"title": "$:/language/Notifications/Save/Starting",
"text": "Starting to save wiki"
},
"$:/language/Notifications/CopiedToClipboard/Succeeded": {
"title": "$:/language/Notifications/CopiedToClipboard/Succeeded",
"text": "Copied to clipboard!"
},
"$:/language/Notifications/CopiedToClipboard/Failed": {
"title": "$:/language/Notifications/CopiedToClipboard/Failed",
"text": "Failed to copy to clipboard!"
},
"$:/language/Search/DefaultResults/Caption": {
"title": "$:/language/Search/DefaultResults/Caption",
"text": "List"
},
"$:/language/Search/Filter/Caption": {
"title": "$:/language/Search/Filter/Caption",
"text": "Filter"
},
"$:/language/Search/Filter/Hint": {
"title": "$:/language/Search/Filter/Hint",
"text": "Search via a [[filter expression|https://tiddlywiki.com/static/Filters.html]]"
},
"$:/language/Search/Filter/Matches": {
"title": "$:/language/Search/Filter/Matches",
"text": "//<small><<resultCount>> matches</small>//"
},
"$:/language/Search/Matches": {
"title": "$:/language/Search/Matches",
"text": "//<small><<resultCount>> matches</small>//"
},
"$:/language/Search/Matches/All": {
"title": "$:/language/Search/Matches/All",
"text": "All matches:"
},
"$:/language/Search/Matches/Title": {
"title": "$:/language/Search/Matches/Title",
"text": "Title matches:"
},
"$:/language/Search/Search": {
"title": "$:/language/Search/Search",
"text": "Search"
},
"$:/language/Search/Search/TooShort": {
"title": "$:/language/Search/Search/TooShort",
"text": "Search text too short"
},
"$:/language/Search/Shadows/Caption": {
"title": "$:/language/Search/Shadows/Caption",
"text": "Shadows"
},
"$:/language/Search/Shadows/Hint": {
"title": "$:/language/Search/Shadows/Hint",
"text": "Search for shadow tiddlers"
},
"$:/language/Search/Shadows/Matches": {
"title": "$:/language/Search/Shadows/Matches",
"text": "//<small><<resultCount>> matches</small>//"
},
"$:/language/Search/Standard/Caption": {
"title": "$:/language/Search/Standard/Caption",
"text": "Standard"
},
"$:/language/Search/Standard/Hint": {
"title": "$:/language/Search/Standard/Hint",
"text": "Search for standard tiddlers"
},
"$:/language/Search/Standard/Matches": {
"title": "$:/language/Search/Standard/Matches",
"text": "//<small><<resultCount>> matches</small>//"
},
"$:/language/Search/System/Caption": {
"title": "$:/language/Search/System/Caption",
"text": "System"
},
"$:/language/Search/System/Hint": {
"title": "$:/language/Search/System/Hint",
"text": "Search for system tiddlers"
},
"$:/language/Search/System/Matches": {
"title": "$:/language/Search/System/Matches",
"text": "//<small><<resultCount>> matches</small>//"
},
"$:/language/SideBar/All/Caption": {
"title": "$:/language/SideBar/All/Caption",
"text": "All"
},
"$:/language/SideBar/Contents/Caption": {
"title": "$:/language/SideBar/Contents/Caption",
"text": "Contents"
},
"$:/language/SideBar/Drafts/Caption": {
"title": "$:/language/SideBar/Drafts/Caption",
"text": "Drafts"
},
"$:/language/SideBar/Explorer/Caption": {
"title": "$:/language/SideBar/Explorer/Caption",
"text": "Explorer"
},
"$:/language/SideBar/Missing/Caption": {
"title": "$:/language/SideBar/Missing/Caption",
"text": "Missing"
},
"$:/language/SideBar/More/Caption": {
"title": "$:/language/SideBar/More/Caption",
"text": "More"
},
"$:/language/SideBar/Open/Caption": {
"title": "$:/language/SideBar/Open/Caption",
"text": "Open"
},
"$:/language/SideBar/Orphans/Caption": {
"title": "$:/language/SideBar/Orphans/Caption",
"text": "Orphans"
},
"$:/language/SideBar/Recent/Caption": {
"title": "$:/language/SideBar/Recent/Caption",
"text": "Recent"
},
"$:/language/SideBar/Shadows/Caption": {
"title": "$:/language/SideBar/Shadows/Caption",
"text": "Shadows"
},
"$:/language/SideBar/System/Caption": {
"title": "$:/language/SideBar/System/Caption",
"text": "System"
},
"$:/language/SideBar/Tags/Caption": {
"title": "$:/language/SideBar/Tags/Caption",
"text": "Tags"
},
"$:/language/SideBar/Tags/Untagged/Caption": {
"title": "$:/language/SideBar/Tags/Untagged/Caption",
"text": "untagged"
},
"$:/language/SideBar/Tools/Caption": {
"title": "$:/language/SideBar/Tools/Caption",
"text": "Tools"
},
"$:/language/SideBar/Types/Caption": {
"title": "$:/language/SideBar/Types/Caption",
"text": "Types"
},
"$:/SiteSubtitle": {
"title": "$:/SiteSubtitle",
"text": "a non-linear personal web notebook"
},
"$:/SiteTitle": {
"title": "$:/SiteTitle",
"text": "My ~TiddlyWiki"
},
"$:/language/Snippets/ListByTag": {
"title": "$:/language/Snippets/ListByTag",
"tags": "$:/tags/TextEditor/Snippet",
"caption": "List of tiddlers by tag",
"text": "<<list-links \"[tag[task]sort[title]]\">>\n"
},
"$:/language/Snippets/MacroDefinition": {
"title": "$:/language/Snippets/MacroDefinition",
"tags": "$:/tags/TextEditor/Snippet",
"caption": "Macro definition",
"text": "\\define macroName(param1:\"default value\",param2)\nText of the macro\n\\end\n"
},
"$:/language/Snippets/Table4x3": {
"title": "$:/language/Snippets/Table4x3",
"tags": "$:/tags/TextEditor/Snippet",
"caption": "Table with 4 columns by 3 rows",
"text": "|! |!Alpha |!Beta |!Gamma |!Delta |\n|!One | | | | |\n|!Two | | | | |\n|!Three | | | | |\n"
},
"$:/language/Snippets/TableOfContents": {
"title": "$:/language/Snippets/TableOfContents",
"tags": "$:/tags/TextEditor/Snippet",
"caption": "Table of Contents",
"text": "<div class=\"tc-table-of-contents\">\n\n<<toc-selective-expandable 'TableOfContents'>>\n\n</div>"
},
"$:/language/ThemeTweaks/ThemeTweaks": {
"title": "$:/language/ThemeTweaks/ThemeTweaks",
"text": "Theme Tweaks"
},
"$:/language/ThemeTweaks/ThemeTweaks/Hint": {
"title": "$:/language/ThemeTweaks/ThemeTweaks/Hint",
"text": "You can tweak certain aspects of the ''Vanilla'' theme."
},
"$:/language/ThemeTweaks/Options": {
"title": "$:/language/ThemeTweaks/Options",
"text": "Options"
},
"$:/language/ThemeTweaks/Options/SidebarLayout": {
"title": "$:/language/ThemeTweaks/Options/SidebarLayout",
"text": "Sidebar layout"
},
"$:/language/ThemeTweaks/Options/SidebarLayout/Fixed-Fluid": {
"title": "$:/language/ThemeTweaks/Options/SidebarLayout/Fixed-Fluid",
"text": "Fixed story, fluid sidebar"
},
"$:/language/ThemeTweaks/Options/SidebarLayout/Fluid-Fixed": {
"title": "$:/language/ThemeTweaks/Options/SidebarLayout/Fluid-Fixed",
"text": "Fluid story, fixed sidebar"
},
"$:/language/ThemeTweaks/Options/StickyTitles": {
"title": "$:/language/ThemeTweaks/Options/StickyTitles",
"text": "Sticky titles"
},
"$:/language/ThemeTweaks/Options/StickyTitles/Hint": {
"title": "$:/language/ThemeTweaks/Options/StickyTitles/Hint",
"text": "Causes tiddler titles to \"stick\" to the top of the browser window"
},
"$:/language/ThemeTweaks/Options/CodeWrapping": {
"title": "$:/language/ThemeTweaks/Options/CodeWrapping",
"text": "Wrap long lines in code blocks"
},
"$:/language/ThemeTweaks/Settings": {
"title": "$:/language/ThemeTweaks/Settings",
"text": "Settings"
},
"$:/language/ThemeTweaks/Settings/FontFamily": {
"title": "$:/language/ThemeTweaks/Settings/FontFamily",
"text": "Font family"
},
"$:/language/ThemeTweaks/Settings/CodeFontFamily": {
"title": "$:/language/ThemeTweaks/Settings/CodeFontFamily",
"text": "Code font family"
},
"$:/language/ThemeTweaks/Settings/EditorFontFamily": {
"title": "$:/language/ThemeTweaks/Settings/EditorFontFamily",
"text": "Editor font family"
},
"$:/language/ThemeTweaks/Settings/BackgroundImage": {
"title": "$:/language/ThemeTweaks/Settings/BackgroundImage",
"text": "Page background image"
},
"$:/language/ThemeTweaks/Settings/BackgroundImageAttachment": {
"title": "$:/language/ThemeTweaks/Settings/BackgroundImageAttachment",
"text": "Page background image attachment"
},
"$:/language/ThemeTweaks/Settings/BackgroundImageAttachment/Scroll": {
"title": "$:/language/ThemeTweaks/Settings/BackgroundImageAttachment/Scroll",
"text": "Scroll with tiddlers"
},
"$:/language/ThemeTweaks/Settings/BackgroundImageAttachment/Fixed": {
"title": "$:/language/ThemeTweaks/Settings/BackgroundImageAttachment/Fixed",
"text": "Fixed to window"
},
"$:/language/ThemeTweaks/Settings/BackgroundImageSize": {
"title": "$:/language/ThemeTweaks/Settings/BackgroundImageSize",
"text": "Page background image size"
},
"$:/language/ThemeTweaks/Settings/BackgroundImageSize/Auto": {
"title": "$:/language/ThemeTweaks/Settings/BackgroundImageSize/Auto",
"text": "Auto"
},
"$:/language/ThemeTweaks/Settings/BackgroundImageSize/Cover": {
"title": "$:/language/ThemeTweaks/Settings/BackgroundImageSize/Cover",
"text": "Cover"
},
"$:/language/ThemeTweaks/Settings/BackgroundImageSize/Contain": {
"title": "$:/language/ThemeTweaks/Settings/BackgroundImageSize/Contain",
"text": "Contain"
},
"$:/language/ThemeTweaks/Metrics": {
"title": "$:/language/ThemeTweaks/Metrics",
"text": "Sizes"
},
"$:/language/ThemeTweaks/Metrics/FontSize": {
"title": "$:/language/ThemeTweaks/Metrics/FontSize",
"text": "Font size"
},
"$:/language/ThemeTweaks/Metrics/LineHeight": {
"title": "$:/language/ThemeTweaks/Metrics/LineHeight",
"text": "Line height"
},
"$:/language/ThemeTweaks/Metrics/BodyFontSize": {
"title": "$:/language/ThemeTweaks/Metrics/BodyFontSize",
"text": "Font size for tiddler body"
},
"$:/language/ThemeTweaks/Metrics/BodyLineHeight": {
"title": "$:/language/ThemeTweaks/Metrics/BodyLineHeight",
"text": "Line height for tiddler body"
},
"$:/language/ThemeTweaks/Metrics/StoryLeft": {
"title": "$:/language/ThemeTweaks/Metrics/StoryLeft",
"text": "Story left position"
},
"$:/language/ThemeTweaks/Metrics/StoryLeft/Hint": {
"title": "$:/language/ThemeTweaks/Metrics/StoryLeft/Hint",
"text": "how far the left margin of the story river<br>(tiddler area) is from the left of the page"
},
"$:/language/ThemeTweaks/Metrics/StoryTop": {
"title": "$:/language/ThemeTweaks/Metrics/StoryTop",
"text": "Story top position"
},
"$:/language/ThemeTweaks/Metrics/StoryTop/Hint": {
"title": "$:/language/ThemeTweaks/Metrics/StoryTop/Hint",
"text": "how far the top margin of the story river<br>is from the top of the page"
},
"$:/language/ThemeTweaks/Metrics/StoryRight": {
"title": "$:/language/ThemeTweaks/Metrics/StoryRight",
"text": "Story right"
},
"$:/language/ThemeTweaks/Metrics/StoryRight/Hint": {
"title": "$:/language/ThemeTweaks/Metrics/StoryRight/Hint",
"text": "how far the left margin of the sidebar <br>is from the left of the page"
},
"$:/language/ThemeTweaks/Metrics/StoryWidth": {
"title": "$:/language/ThemeTweaks/Metrics/StoryWidth",
"text": "Story width"
},
"$:/language/ThemeTweaks/Metrics/StoryWidth/Hint": {
"title": "$:/language/ThemeTweaks/Metrics/StoryWidth/Hint",
"text": "the overall width of the story river"
},
"$:/language/ThemeTweaks/Metrics/TiddlerWidth": {
"title": "$:/language/ThemeTweaks/Metrics/TiddlerWidth",
"text": "Tiddler width"
},
"$:/language/ThemeTweaks/Metrics/TiddlerWidth/Hint": {
"title": "$:/language/ThemeTweaks/Metrics/TiddlerWidth/Hint",
"text": "within the story river"
},
"$:/language/ThemeTweaks/Metrics/SidebarBreakpoint": {
"title": "$:/language/ThemeTweaks/Metrics/SidebarBreakpoint",
"text": "Sidebar breakpoint"
},
"$:/language/ThemeTweaks/Metrics/SidebarBreakpoint/Hint": {
"title": "$:/language/ThemeTweaks/Metrics/SidebarBreakpoint/Hint",
"text": "the minimum page width at which the story<br>river and sidebar will appear side by side"
},
"$:/language/ThemeTweaks/Metrics/SidebarWidth": {
"title": "$:/language/ThemeTweaks/Metrics/SidebarWidth",
"text": "Sidebar width"
},
"$:/language/ThemeTweaks/Metrics/SidebarWidth/Hint": {
"title": "$:/language/ThemeTweaks/Metrics/SidebarWidth/Hint",
"text": "the width of the sidebar in fluid-fixed layout"
},
"$:/language/TiddlerInfo/Advanced/Caption": {
"title": "$:/language/TiddlerInfo/Advanced/Caption",
"text": "Advanced"
},
"$:/language/TiddlerInfo/Advanced/PluginInfo/Empty/Hint": {
"title": "$:/language/TiddlerInfo/Advanced/PluginInfo/Empty/Hint",
"text": "none"
},
"$:/language/TiddlerInfo/Advanced/PluginInfo/Heading": {
"title": "$:/language/TiddlerInfo/Advanced/PluginInfo/Heading",
"text": "Plugin Details"
},
"$:/language/TiddlerInfo/Advanced/PluginInfo/Hint": {
"title": "$:/language/TiddlerInfo/Advanced/PluginInfo/Hint",
"text": "This plugin contains the following shadow tiddlers:"
},
"$:/language/TiddlerInfo/Advanced/ShadowInfo/Heading": {
"title": "$:/language/TiddlerInfo/Advanced/ShadowInfo/Heading",
"text": "Shadow Status"
},
"$:/language/TiddlerInfo/Advanced/ShadowInfo/NotShadow/Hint": {
"title": "$:/language/TiddlerInfo/Advanced/ShadowInfo/NotShadow/Hint",
"text": "The tiddler <$link to=<<infoTiddler>>><$text text=<<infoTiddler>>/></$link> is not a shadow tiddler"
},
"$:/language/TiddlerInfo/Advanced/ShadowInfo/Shadow/Hint": {
"title": "$:/language/TiddlerInfo/Advanced/ShadowInfo/Shadow/Hint",
"text": "The tiddler <$link to=<<infoTiddler>>><$text text=<<infoTiddler>>/></$link> is a shadow tiddler"
},
"$:/language/TiddlerInfo/Advanced/ShadowInfo/Shadow/Source": {
"title": "$:/language/TiddlerInfo/Advanced/ShadowInfo/Shadow/Source",
"text": "It is defined in the plugin <$link to=<<pluginTiddler>>><$text text=<<pluginTiddler>>/></$link>"
},
"$:/language/TiddlerInfo/Advanced/ShadowInfo/OverriddenShadow/Hint": {
"title": "$:/language/TiddlerInfo/Advanced/ShadowInfo/OverriddenShadow/Hint",
"text": "It is overridden by an ordinary tiddler"
},
"$:/language/TiddlerInfo/Fields/Caption": {
"title": "$:/language/TiddlerInfo/Fields/Caption",
"text": "Fields"
},
"$:/language/TiddlerInfo/List/Caption": {
"title": "$:/language/TiddlerInfo/List/Caption",
"text": "List"
},
"$:/language/TiddlerInfo/List/Empty": {
"title": "$:/language/TiddlerInfo/List/Empty",
"text": "This tiddler does not have a list"
},
"$:/language/TiddlerInfo/Listed/Caption": {
"title": "$:/language/TiddlerInfo/Listed/Caption",
"text": "Listed"
},
"$:/language/TiddlerInfo/Listed/Empty": {
"title": "$:/language/TiddlerInfo/Listed/Empty",
"text": "This tiddler is not listed by any others"
},
"$:/language/TiddlerInfo/References/Caption": {
"title": "$:/language/TiddlerInfo/References/Caption",
"text": "References"
},
"$:/language/TiddlerInfo/References/Empty": {
"title": "$:/language/TiddlerInfo/References/Empty",
"text": "No tiddlers link to this one"
},
"$:/language/TiddlerInfo/Tagging/Caption": {
"title": "$:/language/TiddlerInfo/Tagging/Caption",
"text": "Tagging"
},
"$:/language/TiddlerInfo/Tagging/Empty": {
"title": "$:/language/TiddlerInfo/Tagging/Empty",
"text": "No tiddlers are tagged with this one"
},
"$:/language/TiddlerInfo/Tools/Caption": {
"title": "$:/language/TiddlerInfo/Tools/Caption",
"text": "Tools"
},
"$:/language/Docs/Types/application/javascript": {
"title": "$:/language/Docs/Types/application/javascript",
"description": "JavaScript code",
"name": "application/javascript",
"group": "Developer",
"group-sort": "2"
},
"$:/language/Docs/Types/application/json": {
"title": "$:/language/Docs/Types/application/json",
"description": "JSON data",
"name": "application/json",
"group": "Developer",
"group-sort": "2"
},
"$:/language/Docs/Types/application/x-tiddler-dictionary": {
"title": "$:/language/Docs/Types/application/x-tiddler-dictionary",
"description": "Data dictionary",
"name": "application/x-tiddler-dictionary",
"group": "Developer",
"group-sort": "2"
},
"$:/language/Docs/Types/image/gif": {
"title": "$:/language/Docs/Types/image/gif",
"description": "GIF image",
"name": "image/gif",
"group": "Image",
"group-sort": "1"
},
"$:/language/Docs/Types/image/jpeg": {
"title": "$:/language/Docs/Types/image/jpeg",
"description": "JPEG image",
"name": "image/jpeg",
"group": "Image",
"group-sort": "1"
},
"$:/language/Docs/Types/image/png": {
"title": "$:/language/Docs/Types/image/png",
"description": "PNG image",
"name": "image/png",
"group": "Image",
"group-sort": "1"
},
"$:/language/Docs/Types/image/svg+xml": {
"title": "$:/language/Docs/Types/image/svg+xml",
"description": "Structured Vector Graphics image",
"name": "image/svg+xml",
"group": "Image",
"group-sort": "1"
},
"$:/language/Docs/Types/image/x-icon": {
"title": "$:/language/Docs/Types/image/x-icon",
"description": "ICO format icon file",
"name": "image/x-icon",
"group": "Image",
"group-sort": "1"
},
"$:/language/Docs/Types/text/css": {
"title": "$:/language/Docs/Types/text/css",
"description": "Static stylesheet",
"name": "text/css",
"group": "Developer",
"group-sort": "2"
},
"$:/language/Docs/Types/text/html": {
"title": "$:/language/Docs/Types/text/html",
"description": "HTML markup",
"name": "text/html",
"group": "Text",
"group-sort": "0"
},
"$:/language/Docs/Types/text/plain": {
"title": "$:/language/Docs/Types/text/plain",
"description": "Plain text",
"name": "text/plain",
"group": "Text",
"group-sort": "0"
},
"$:/language/Docs/Types/text/vnd.tiddlywiki": {
"title": "$:/language/Docs/Types/text/vnd.tiddlywiki",
"description": "TiddlyWiki 5",
"name": "text/vnd.tiddlywiki",
"group": "Text",
"group-sort": "0"
},
"$:/language/Docs/Types/text/x-tiddlywiki": {
"title": "$:/language/Docs/Types/text/x-tiddlywiki",
"description": "TiddlyWiki Classic",
"name": "text/x-tiddlywiki",
"group": "Text",
"group-sort": "0"
},
"$:/languages/en-GB/icon": {
"title": "$:/languages/en-GB/icon",
"type": "image/svg+xml",
"text": "<svg xmlns=\"http://www.w3.org/2000/svg\" viewBox=\"0 0 60 30\" width=\"1200\" height=\"600\">\n<clipPath id=\"t\">\n\t<path d=\"M30,15 h30 v15 z v15 h-30 z h-30 v-15 z v-15 h30 z\"/>\n</clipPath>\n<path d=\"M0,0 v30 h60 v-30 z\" fill=\"#00247d\"/>\n<path d=\"M0,0 L60,30 M60,0 L0,30\" stroke=\"#fff\" stroke-width=\"6\"/>\n<path d=\"M0,0 L60,30 M60,0 L0,30\" clip-path=\"url(#t)\" stroke=\"#cf142b\" stroke-width=\"4\"/>\n<path d=\"M30,0 v30 M0,15 h60\" stroke=\"#fff\" stroke-width=\"10\"/>\n<path d=\"M30,0 v30 M0,15 h60\" stroke=\"#cf142b\" stroke-width=\"6\"/>\n</svg>\n"
},
"$:/languages/en-GB": {
"title": "$:/languages/en-GB",
"name": "en-GB",
"description": "English (British)",
"author": "JeremyRuston",
"core-version": ">=5.0.0\"",
"text": "Stub pseudo-plugin for the default language"
},
"$:/core/modules/commander.js": {
"title": "$:/core/modules/commander.js",
"text": "/*\\\ntitle: $:/core/modules/commander.js\ntype: application/javascript\nmodule-type: global\n\nThe $tw.Commander class is a command interpreter\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n/*\nParse a sequence of commands\n\tcommandTokens: an array of command string tokens\n\twiki: reference to the wiki store object\n\tstreams: {output:, error:}, each of which has a write(string) method\n\tcallback: a callback invoked as callback(err) where err is null if there was no error\n*/\nvar Commander = function(commandTokens,callback,wiki,streams) {\n\tvar path = require(\"path\");\n\tthis.commandTokens = commandTokens;\n\tthis.nextToken = 0;\n\tthis.callback = callback;\n\tthis.wiki = wiki;\n\tthis.streams = streams;\n\tthis.outputPath = path.resolve($tw.boot.wikiPath,$tw.config.wikiOutputSubDir);\n};\n\n/*\nLog a string if verbose flag is set\n*/\nCommander.prototype.log = function(str) {\n\tif(this.verbose) {\n\t\tthis.streams.output.write(str + \"\\n\");\n\t}\n};\n\n/*\nWrite a string if verbose flag is set\n*/\nCommander.prototype.write = function(str) {\n\tif(this.verbose) {\n\t\tthis.streams.output.write(str);\n\t}\n};\n\n/*\nAdd a string of tokens to the command queue\n*/\nCommander.prototype.addCommandTokens = function(commandTokens) {\n\tvar params = commandTokens.slice(0);\n\tparams.unshift(0);\n\tparams.unshift(this.nextToken);\n\tArray.prototype.splice.apply(this.commandTokens,params);\n};\n\n/*\nExecute the sequence of commands and invoke a callback on completion\n*/\nCommander.prototype.execute = function() {\n\tthis.executeNextCommand();\n};\n\n/*\nExecute the next command in the sequence\n*/\nCommander.prototype.executeNextCommand = function() {\n\tvar self = this;\n\t// Invoke the callback if there are no more commands\n\tif(this.nextToken >= this.commandTokens.length) {\n\t\tthis.callback(null);\n\t} else {\n\t\t// Get and check the command token\n\t\tvar commandName = this.commandTokens[this.nextToken++];\n\t\tif(commandName.substr(0,2) !== \"--\") {\n\t\t\tthis.callback(\"Missing command: \" + commandName);\n\t\t} else {\n\t\t\tcommandName = commandName.substr(2); // Trim off the --\n\t\t\t// Accumulate the parameters to the command\n\t\t\tvar params = [];\n\t\t\twhile(this.nextToken < this.commandTokens.length && \n\t\t\t\tthis.commandTokens[this.nextToken].substr(0,2) !== \"--\") {\n\t\t\t\tparams.push(this.commandTokens[this.nextToken++]);\n\t\t\t}\n\t\t\t// Get the command info\n\t\t\tvar command = $tw.commands[commandName],\n\t\t\t\tc,err;\n\t\t\tif(!command) {\n\t\t\t\tthis.callback(\"Unknown command: \" + commandName);\n\t\t\t} else {\n\t\t\t\tif(this.verbose) {\n\t\t\t\t\tthis.streams.output.write(\"Executing command: \" + commandName + \" \" + params.join(\" \") + \"\\n\");\n\t\t\t\t}\n\t\t\t\t// Parse named parameters if required\n\t\t\t\tif(command.info.namedParameterMode) {\n\t\t\t\t\tparams = this.extractNamedParameters(params,command.info.mandatoryParameters);\n\t\t\t\t\tif(typeof params === \"string\") {\n\t\t\t\t\t\treturn this.callback(params);\n\t\t\t\t\t}\n\t\t\t\t}\n\t\t\t\tif(command.info.synchronous) {\n\t\t\t\t\t// Synchronous command\n\t\t\t\t\tc = new command.Command(params,this);\n\t\t\t\t\terr = c.execute();\n\t\t\t\t\tif(err) {\n\t\t\t\t\t\tthis.callback(err);\n\t\t\t\t\t} else {\n\t\t\t\t\t\tthis.executeNextCommand();\n\t\t\t\t\t}\n\t\t\t\t} else {\n\t\t\t\t\t// Asynchronous command\n\t\t\t\t\tc = new command.Command(params,this,function(err) {\n\t\t\t\t\t\tif(err) {\n\t\t\t\t\t\t\tself.callback(err);\n\t\t\t\t\t\t} else {\n\t\t\t\t\t\t\tself.executeNextCommand();\n\t\t\t\t\t\t}\n\t\t\t\t\t});\n\t\t\t\t\terr = c.execute();\n\t\t\t\t\tif(err) {\n\t\t\t\t\t\tthis.callback(err);\n\t\t\t\t\t}\n\t\t\t\t}\n\t\t\t}\n\t\t}\n\t}\n};\n\n/*\nGiven an array of parameter strings `params` in name:value format, and an array of mandatory parameter names in `mandatoryParameters`, returns a hashmap of values or a string if error\n*/\nCommander.prototype.extractNamedParameters = function(params,mandatoryParameters) {\n\tmandatoryParameters = mandatoryParameters || [];\n\tvar errors = [],\n\t\tparamsByName = Object.create(null);\n\t// Extract the parameters\n\t$tw.utils.each(params,function(param) {\n\t\tvar index = param.indexOf(\"=\");\n\t\tif(index < 1) {\n\t\t\terrors.push(\"malformed named parameter: '\" + param + \"'\");\n\t\t}\n\t\tparamsByName[param.slice(0,index)] = $tw.utils.trim(param.slice(index+1));\n\t});\n\t// Check the mandatory parameters are present\n\t$tw.utils.each(mandatoryParameters,function(mandatoryParameter) {\n\t\tif(!$tw.utils.hop(paramsByName,mandatoryParameter)) {\n\t\t\terrors.push(\"missing mandatory parameter: '\" + mandatoryParameter + \"'\");\n\t\t}\n\t});\n\t// Return any errors\n\tif(errors.length > 0) {\n\t\treturn errors.join(\" and\\n\");\n\t} else {\n\t\treturn paramsByName;\t\t\n\t}\n};\n\nCommander.initCommands = function(moduleType) {\n\tmoduleType = moduleType || \"command\";\n\t$tw.commands = {};\n\t$tw.modules.forEachModuleOfType(moduleType,function(title,module) {\n\t\tvar c = $tw.commands[module.info.name] = {};\n\t\t// Add the methods defined by the module\n\t\tfor(var f in module) {\n\t\t\tif($tw.utils.hop(module,f)) {\n\t\t\t\tc[f] = module[f];\n\t\t\t}\n\t\t}\n\t});\n};\n\nexports.Commander = Commander;\n\n})();\n",
"type": "application/javascript",
"module-type": "global"
},
"$:/core/modules/commands/build.js": {
"title": "$:/core/modules/commands/build.js",
"text": "/*\\\ntitle: $:/core/modules/commands/build.js\ntype: application/javascript\nmodule-type: command\n\nCommand to build a build target\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nexports.info = {\n\tname: \"build\",\n\tsynchronous: true\n};\n\nvar Command = function(params,commander) {\n\tthis.params = params;\n\tthis.commander = commander;\n};\n\nCommand.prototype.execute = function() {\n\t// Get the build targets defined in the wiki\n\tvar buildTargets = $tw.boot.wikiInfo.build;\n\tif(!buildTargets) {\n\t\treturn \"No build targets defined\";\n\t}\n\t// Loop through each of the specified targets\n\tvar targets;\n\tif(this.params.length > 0) {\n\t\ttargets = this.params;\n\t} else {\n\t\ttargets = Object.keys(buildTargets);\n\t}\n\tfor(var targetIndex=0; targetIndex<targets.length; targetIndex++) {\n\t\tvar target = targets[targetIndex],\n\t\t\tcommands = buildTargets[target];\n\t\tif(!commands) {\n\t\t\treturn \"Build target '\" + target + \"' not found\";\n\t\t}\n\t\t// Add the commands to the queue\n\t\tthis.commander.addCommandTokens(commands);\n\t}\n\treturn null;\n};\n\nexports.Command = Command;\n\n})();\n",
"type": "application/javascript",
"module-type": "command"
},
"$:/core/modules/commands/clearpassword.js": {
"title": "$:/core/modules/commands/clearpassword.js",
"text": "/*\\\ntitle: $:/core/modules/commands/clearpassword.js\ntype: application/javascript\nmodule-type: command\n\nClear password for crypto operations\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nexports.info = {\n\tname: \"clearpassword\",\n\tsynchronous: true\n};\n\nvar Command = function(params,commander,callback) {\n\tthis.params = params;\n\tthis.commander = commander;\n\tthis.callback = callback;\n};\n\nCommand.prototype.execute = function() {\n\t$tw.crypto.setPassword(null);\n\treturn null;\n};\n\nexports.Command = Command;\n\n})();\n",
"type": "application/javascript",
"module-type": "command"
},
"$:/core/modules/commands/deletetiddlers.js": {
"title": "$:/core/modules/commands/deletetiddlers.js",
"text": "/*\\\ntitle: $:/core/modules/commands/deletetiddlers.js\ntype: application/javascript\nmodule-type: command\n\nCommand to delete tiddlers\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nexports.info = {\n\tname: \"deletetiddlers\",\n\tsynchronous: true\n};\n\nvar Command = function(params,commander,callback) {\n\tthis.params = params;\n\tthis.commander = commander;\n\tthis.callback = callback;\n};\n\nCommand.prototype.execute = function() {\n\tif(this.params.length < 1) {\n\t\treturn \"Missing filter\";\n\t}\n\tvar self = this,\n\t\twiki = this.commander.wiki,\n\t\tfilter = this.params[0],\n\t\ttiddlers = wiki.filterTiddlers(filter);\n\t$tw.utils.each(tiddlers,function(title) {\n\t\twiki.deleteTiddler(title);\n\t});\n\treturn null;\n};\n\nexports.Command = Command;\n\n})();\n",
"type": "application/javascript",
"module-type": "command"
},
"$:/core/modules/commands/editions.js": {
"title": "$:/core/modules/commands/editions.js",
"text": "/*\\\ntitle: $:/core/modules/commands/editions.js\ntype: application/javascript\nmodule-type: command\n\nCommand to list the available editions\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nexports.info = {\n\tname: \"editions\",\n\tsynchronous: true\n};\n\nvar Command = function(params,commander) {\n\tthis.params = params;\n\tthis.commander = commander;\n};\n\nCommand.prototype.execute = function() {\n\tvar self = this;\n\t// Output the list\n\tthis.commander.streams.output.write(\"Available editions:\\n\\n\");\n\tvar editionInfo = $tw.utils.getEditionInfo();\n\t$tw.utils.each(editionInfo,function(info,name) {\n\t\tself.commander.streams.output.write(\" \" + name + \": \" + info.description + \"\\n\");\n\t});\n\tthis.commander.streams.output.write(\"\\n\");\n\treturn null;\n};\n\nexports.Command = Command;\n\n})();\n",
"type": "application/javascript",
"module-type": "command"
},
"$:/core/modules/commands/fetch.js": {
"title": "$:/core/modules/commands/fetch.js",
"text": "/*\\\ntitle: $:/core/modules/commands/fetch.js\ntype: application/javascript\nmodule-type: command\n\nCommands to fetch external tiddlers\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nexports.info = {\n\tname: \"fetch\",\n\tsynchronous: false\n};\n\nvar Command = function(params,commander,callback) {\n\tthis.params = params;\n\tthis.commander = commander;\n\tthis.callback = callback;\n};\n\nCommand.prototype.execute = function() {\n\tif(this.params.length < 2) {\n\t\treturn \"Missing subcommand and url\";\n\t}\n\tswitch(this.params[0]) {\n\t\tcase \"raw-file\":\n\t\t\treturn this.fetchFiles({\n\t\t\t\traw: true,\n\t\t\t\turl: this.params[1],\n\t\t\t\ttransformFilter: this.params[2] || \"\",\n\t\t\t\tcallback: this.callback\n\t\t\t});\n\t\t\tbreak;\n\t\tcase \"file\":\n\t\t\treturn this.fetchFiles({\n\t\t\t\turl: this.params[1],\n\t\t\t\timportFilter: this.params[2],\n\t\t\t\ttransformFilter: this.params[3] || \"\",\n\t\t\t\tcallback: this.callback\n\t\t\t});\n\t\t\tbreak;\n\t\tcase \"raw-files\":\n\t\t\treturn this.fetchFiles({\n\t\t\t\traw: true,\n\t\t\t\turlFilter: this.params[1],\n\t\t\t\ttransformFilter: this.params[2] || \"\",\n\t\t\t\tcallback: this.callback\n\t\t\t});\n\t\t\tbreak;\n\t\tcase \"files\":\n\t\t\treturn this.fetchFiles({\n\t\t\t\turlFilter: this.params[1],\n\t\t\t\timportFilter: this.params[2],\n\t\t\t\ttransformFilter: this.params[3] || \"\",\n\t\t\t\tcallback: this.callback\n\t\t\t});\n\t\t\tbreak;\n\t}\n\treturn null;\n};\n\nCommand.prototype.fetchFiles = function(options) {\n\tvar self = this;\n\t// Get the list of URLs\n\tvar urls;\n\tif(options.url) {\n\t\turls = [options.url]\n\t} else if(options.urlFilter) {\n\t\turls = $tw.wiki.filterTiddlers(options.urlFilter);\n\t} else {\n\t\treturn \"Missing URL\";\n\t}\n\t// Process each URL in turn\n\tvar next = 0;\n\tvar getNextFile = function(err) {\n\t\tif(err) {\n\t\t\treturn options.callback(err);\n\t\t}\n\t\tif(next < urls.length) {\n\t\t\tself.fetchFile(urls[next++],options,getNextFile);\n\t\t} else {\n\t\t\toptions.callback(null);\n\t\t}\n\t};\n\tgetNextFile(null);\n\t// Success\n\treturn null;\n};\n\nCommand.prototype.fetchFile = function(url,options,callback,redirectCount) {\n\tif(redirectCount > 10) {\n\t\treturn callback(\"Error too many redirects retrieving \" + url);\n\t}\n\tvar self = this,\n\t\tlib = url.substr(0,8) === \"https://\" ? require(\"https\") : require(\"http\");\n\tlib.get(url).on(\"response\",function(response) {\n\t var type = (response.headers[\"content-type\"] || \"\").split(\";\")[0],\n\t \tdata = [];\n\t self.commander.write(\"Reading \" + url + \": \");\n\t response.on(\"data\",function(chunk) {\n\t data.push(chunk);\n\t self.commander.write(\".\");\n\t });\n\t response.on(\"end\",function() {\n\t self.commander.write(\"\\n\");\n\t if(response.statusCode === 200) {\n\t\t self.processBody(Buffer.concat(data),type,options,url);\n\t\t callback(null);\n\t } else {\n\t \tif(response.statusCode === 302 || response.statusCode === 303 || response.statusCode === 307) {\n\t \t\treturn self.fetchFile(response.headers.location,options,callback,redirectCount + 1);\n\t \t} else {\n\t\t \treturn callback(\"Error \" + response.statusCode + \" retrieving \" + url)\t \t\t\n\t \t}\n\t }\n\t \t});\n\t \tresponse.on(\"error\",function(e) {\n\t\t\tconsole.log(\"Error on GET request: \" + e);\n\t\t\tcallback(e);\n\t \t});\n\t});\n\treturn null;\n};\n\nCommand.prototype.processBody = function(body,type,options,url) {\n\tvar self = this;\n\t// Collect the tiddlers in a wiki\n\tvar incomingWiki = new $tw.Wiki();\n\tif(options.raw) {\n\t\tvar typeInfo = type ? $tw.config.contentTypeInfo[type] : null,\n\t\t\tencoding = typeInfo ? typeInfo.encoding : \"utf8\";\n\t\tincomingWiki.addTiddler(new $tw.Tiddler({\n\t\t\ttitle: url,\n\t\t\ttype: type,\n\t\t\ttext: body.toString(encoding)\n\t\t}));\n\t} else {\n\t\t// Deserialise the file to extract the tiddlers\n\t\tvar tiddlers = this.commander.wiki.deserializeTiddlers(type || \"text/html\",body.toString(\"utf8\"),{});\n\t\t$tw.utils.each(tiddlers,function(tiddler) {\n\t\t\tincomingWiki.addTiddler(new $tw.Tiddler(tiddler));\n\t\t});\n\t}\n\t// Filter the tiddlers to select the ones we want\n\tvar filteredTitles = incomingWiki.filterTiddlers(options.importFilter || \"[all[tiddlers]]\");\n\t// Import the selected tiddlers\n\tvar count = 0;\n\tincomingWiki.each(function(tiddler,title) {\n\t\tif(filteredTitles.indexOf(title) !== -1) {\n\t\t\tvar newTiddler;\n\t\t\tif(options.transformFilter) {\n\t\t\t\tvar transformedTitle = (incomingWiki.filterTiddlers(options.transformFilter,null,self.commander.wiki.makeTiddlerIterator([title])) || [\"\"])[0];\n\t\t\t\tif(transformedTitle) {\n\t\t\t\t\tself.commander.log(\"Importing \" + title + \" as \" + transformedTitle)\n\t\t\t\t\tnewTiddler = new $tw.Tiddler(tiddler,{title: transformedTitle});\n\t\t\t\t}\n\t\t\t} else {\n\t\t\t\tself.commander.log(\"Importing \" + title)\n\t\t\t\tnewTiddler = tiddler;\n\t\t\t}\n\t\t\tself.commander.wiki.importTiddler(newTiddler);\n\t\t\tcount++;\n\t\t}\n\t});\n\tself.commander.log(\"Imported \" + count + \" tiddlers\")\n};\n\nexports.Command = Command;\n\n})();\n",
"type": "application/javascript",
"module-type": "command"
},
"$:/core/modules/commands/help.js": {
"title": "$:/core/modules/commands/help.js",
"text": "/*\\\ntitle: $:/core/modules/commands/help.js\ntype: application/javascript\nmodule-type: command\n\nHelp command\n\n\\*/\n(function(){\n\n/*jshint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nexports.info = {\n\tname: \"help\",\n\tsynchronous: true\n};\n\nvar Command = function(params,commander) {\n\tthis.params = params;\n\tthis.commander = commander;\n};\n\nCommand.prototype.execute = function() {\n\tvar subhelp = this.params[0] || \"default\",\n\t\thelpBase = \"$:/language/Help/\",\n\t\ttext;\n\tif(!this.commander.wiki.getTiddler(helpBase + subhelp)) {\n\t\tsubhelp = \"notfound\";\n\t}\n\t// Wikify the help as formatted text (ie block elements generate newlines)\n\ttext = this.commander.wiki.renderTiddler(\"text/plain-formatted\",helpBase + subhelp);\n\t// Remove any leading linebreaks\n\ttext = text.replace(/^(\\r?\\n)*/g,\"\");\n\tthis.commander.streams.output.write(text);\n};\n\nexports.Command = Command;\n\n})();\n",
"type": "application/javascript",
"module-type": "command"
},
"$:/core/modules/commands/import.js": {
"title": "$:/core/modules/commands/import.js",
"text": "/*\\\ntitle: $:/core/modules/commands/import.js\ntype: application/javascript\nmodule-type: command\n\nCommand to import tiddlers from a file\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nexports.info = {\n\tname: \"import\",\n\tsynchronous: true\n};\n\nvar Command = function(params,commander,callback) {\n\tthis.params = params;\n\tthis.commander = commander;\n\tthis.callback = callback;\n};\n\nCommand.prototype.execute = function() {\n\tvar self = this,\n\t\tfs = require(\"fs\"),\n\t\tpath = require(\"path\");\n\tif(this.params.length < 2) {\n\t\treturn \"Missing parameters\";\n\t}\n\tvar filename = self.params[0],\n\t\tdeserializer = self.params[1],\n\t\ttitle = self.params[2] || filename,\n\t\tencoding = self.params[3] || \"utf8\",\n\t\ttext = fs.readFileSync(filename,encoding),\n\t\ttiddlers = this.commander.wiki.deserializeTiddlers(null,text,{title: title},{deserializer: deserializer});\n\t$tw.utils.each(tiddlers,function(tiddler) {\n\t\tself.commander.wiki.importTiddler(new $tw.Tiddler(tiddler));\n\t});\n\tthis.commander.log(tiddlers.length + \" tiddler(s) imported\");\n\treturn null;\n};\n\nexports.Command = Command;\n\n})();\n",
"type": "application/javascript",
"module-type": "command"
},
"$:/core/modules/commands/init.js": {
"title": "$:/core/modules/commands/init.js",
"text": "/*\\\ntitle: $:/core/modules/commands/init.js\ntype: application/javascript\nmodule-type: command\n\nCommand to initialise an empty wiki folder\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nexports.info = {\n\tname: \"init\",\n\tsynchronous: true\n};\n\nvar Command = function(params,commander) {\n\tthis.params = params;\n\tthis.commander = commander;\n};\n\nCommand.prototype.execute = function() {\n\tvar fs = require(\"fs\"),\n\t\tpath = require(\"path\");\n\t// Check that we don't already have a valid wiki folder\n\tif($tw.boot.wikiTiddlersPath || ($tw.utils.isDirectory($tw.boot.wikiPath) && !$tw.utils.isDirectoryEmpty($tw.boot.wikiPath))) {\n\t\treturn \"Wiki folder is not empty\";\n\t}\n\t// Loop through each of the specified editions\n\tvar editions = this.params.length > 0 ? this.params : [\"empty\"];\n\tfor(var editionIndex=0; editionIndex<editions.length; editionIndex++) {\n\t\tvar editionName = editions[editionIndex];\n\t\t// Check the edition exists\n\t\tvar editionPath = $tw.findLibraryItem(editionName,$tw.getLibraryItemSearchPaths($tw.config.editionsPath,$tw.config.editionsEnvVar));\n\t\tif(!$tw.utils.isDirectory(editionPath)) {\n\t\t\treturn \"Edition '\" + editionName + \"' not found\";\n\t\t}\n\t\t// Copy the edition content\n\t\tvar err = $tw.utils.copyDirectory(editionPath,$tw.boot.wikiPath);\n\t\tif(!err) {\n\t\t\tthis.commander.streams.output.write(\"Copied edition '\" + editionName + \"' to \" + $tw.boot.wikiPath + \"\\n\");\n\t\t} else {\n\t\t\treturn err;\n\t\t}\n\t}\n\t// Tweak the tiddlywiki.info to remove any included wikis\n\tvar packagePath = $tw.boot.wikiPath + \"/tiddlywiki.info\",\n\t\tpackageJson = JSON.parse(fs.readFileSync(packagePath));\n\tdelete packageJson.includeWikis;\n\tfs.writeFileSync(packagePath,JSON.stringify(packageJson,null,$tw.config.preferences.jsonSpaces));\n\treturn null;\n};\n\nexports.Command = Command;\n\n})();\n",
"type": "application/javascript",
"module-type": "command"
},
"$:/core/modules/commands/listen.js": {
"title": "$:/core/modules/commands/listen.js",
"text": "/*\\\ntitle: $:/core/modules/commands/listen.js\ntype: application/javascript\nmodule-type: command\n\nListen for HTTP requests and serve tiddlers\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nvar Server = require(\"$:/core/modules/server/server.js\").Server;\n\nexports.info = {\n\tname: \"listen\",\n\tsynchronous: true,\n\tnamedParameterMode: true,\n\tmandatoryParameters: [],\n};\n\nvar Command = function(params,commander,callback) {\n\tvar self = this;\n\tthis.params = params;\n\tthis.commander = commander;\n\tthis.callback = callback;\n};\n\nCommand.prototype.execute = function() {\n\tvar self = this;\n\tif(!$tw.boot.wikiTiddlersPath) {\n\t\t$tw.utils.warning(\"Warning: Wiki folder '\" + $tw.boot.wikiPath + \"' does not exist or is missing a tiddlywiki.info file\");\n\t}\n\t// Set up server\n\tthis.server = new Server({\n\t\twiki: this.commander.wiki,\n\t\tvariables: self.params\n\t});\n\tvar nodeServer = this.server.listen();\n\t$tw.hooks.invokeHook(\"th-server-command-post-start\",this.server,nodeServer,\"tiddlywiki\");\n\treturn null;\n};\n\nexports.Command = Command;\n\n})();\n",
"type": "application/javascript",
"module-type": "command"
},
"$:/core/modules/commands/load.js": {
"title": "$:/core/modules/commands/load.js",
"text": "/*\\\ntitle: $:/core/modules/commands/load.js\ntype: application/javascript\nmodule-type: command\n\nCommand to load tiddlers from a file or directory\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nexports.info = {\n\tname: \"load\",\n\tsynchronous: false\n};\n\nvar Command = function(params,commander,callback) {\n\tthis.params = params;\n\tthis.commander = commander;\n\tthis.callback = callback;\n};\n\nCommand.prototype.execute = function() {\n\tvar self = this,\n\t\tfs = require(\"fs\"),\n\t\tpath = require(\"path\");\n\tif(this.params.length < 1) {\n\t\treturn \"Missing filename\";\n\t}\n\tvar tiddlers = $tw.loadTiddlersFromPath(self.params[0]),\n\t\tcount = 0;\n\t$tw.utils.each(tiddlers,function(tiddlerInfo) {\n\t\t$tw.utils.each(tiddlerInfo.tiddlers,function(tiddler) {\n\t\t\tself.commander.wiki.importTiddler(new $tw.Tiddler(tiddler));\n\t\t\tcount++;\n\t\t});\n\t});\n\tif(!count && self.params[1] !== \"noerror\") {\n\t\tself.callback(\"No tiddlers found in file \\\"\" + self.params[0] + \"\\\"\");\n\t} else {\n\t\tself.callback(null);\n\t}\n\treturn null;\n};\n\nexports.Command = Command;\n\n})();\n",
"type": "application/javascript",
"module-type": "command"
},
"$:/core/modules/commands/makelibrary.js": {
"title": "$:/core/modules/commands/makelibrary.js",
"text": "/*\\\ntitle: $:/core/modules/commands/makelibrary.js\ntype: application/javascript\nmodule-type: command\n\nCommand to pack all of the plugins in the library into a plugin tiddler of type \"library\"\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nexports.info = {\n\tname: \"makelibrary\",\n\tsynchronous: true\n};\n\nvar UPGRADE_LIBRARY_TITLE = \"$:/UpgradeLibrary\";\n\nvar Command = function(params,commander,callback) {\n\tthis.params = params;\n\tthis.commander = commander;\n\tthis.callback = callback;\n};\n\nCommand.prototype.execute = function() {\n\tvar wiki = this.commander.wiki,\n\t\tfs = require(\"fs\"),\n\t\tpath = require(\"path\"),\n\t\tupgradeLibraryTitle = this.params[0] || UPGRADE_LIBRARY_TITLE,\n\t\ttiddlers = {};\n\t// Collect up the library plugins\n\tvar collectPlugins = function(folder) {\n\t\t\tvar pluginFolders = fs.readdirSync(folder);\n\t\t\tfor(var p=0; p<pluginFolders.length; p++) {\n\t\t\t\tif(!$tw.boot.excludeRegExp.test(pluginFolders[p])) {\n\t\t\t\t\tpluginFields = $tw.loadPluginFolder(path.resolve(folder,\"./\" + pluginFolders[p]));\n\t\t\t\t\tif(pluginFields && pluginFields.title) {\n\t\t\t\t\t\ttiddlers[pluginFields.title] = pluginFields;\n\t\t\t\t\t}\n\t\t\t\t}\n\t\t\t}\n\t\t},\n\t\tcollectPublisherPlugins = function(folder) {\n\t\t\tvar publisherFolders = fs.readdirSync(folder);\n\t\t\tfor(var t=0; t<publisherFolders.length; t++) {\n\t\t\t\tif(!$tw.boot.excludeRegExp.test(publisherFolders[t])) {\n\t\t\t\t\tcollectPlugins(path.resolve(folder,\"./\" + publisherFolders[t]));\n\t\t\t\t}\n\t\t\t}\n\t\t};\n\t$tw.utils.each($tw.getLibraryItemSearchPaths($tw.config.pluginsPath,$tw.config.pluginsEnvVar),collectPublisherPlugins);\n\t$tw.utils.each($tw.getLibraryItemSearchPaths($tw.config.themesPath,$tw.config.themesEnvVar),collectPublisherPlugins);\n\t$tw.utils.each($tw.getLibraryItemSearchPaths($tw.config.languagesPath,$tw.config.languagesEnvVar),collectPlugins);\n\t// Save the upgrade library tiddler\n\tvar pluginFields = {\n\t\ttitle: upgradeLibraryTitle,\n\t\ttype: \"application/json\",\n\t\t\"plugin-type\": \"library\",\n\t\t\"text\": JSON.stringify({tiddlers: tiddlers})\n\t};\n\twiki.addTiddler(new $tw.Tiddler(pluginFields));\n\treturn null;\n};\n\nexports.Command = Command;\n\n})();\n",
"type": "application/javascript",
"module-type": "command"
},
"$:/core/modules/commands/output.js": {
"title": "$:/core/modules/commands/output.js",
"text": "/*\\\ntitle: $:/core/modules/commands/output.js\ntype: application/javascript\nmodule-type: command\n\nCommand to set the default output location (defaults to current working directory)\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nexports.info = {\n\tname: \"output\",\n\tsynchronous: true\n};\n\nvar Command = function(params,commander,callback) {\n\tthis.params = params;\n\tthis.commander = commander;\n\tthis.callback = callback;\n};\n\nCommand.prototype.execute = function() {\n\tvar fs = require(\"fs\"),\n\t\tpath = require(\"path\");\n\tif(this.params.length < 1) {\n\t\treturn \"Missing output path\";\n\t}\n\tthis.commander.outputPath = path.resolve(process.cwd(),this.params[0]);\n\treturn null;\n};\n\nexports.Command = Command;\n\n})();\n",
"type": "application/javascript",
"module-type": "command"
},
"$:/core/modules/commands/password.js": {
"title": "$:/core/modules/commands/password.js",
"text": "/*\\\ntitle: $:/core/modules/commands/password.js\ntype: application/javascript\nmodule-type: command\n\nSave password for crypto operations\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nexports.info = {\n\tname: \"password\",\n\tsynchronous: true\n};\n\nvar Command = function(params,commander,callback) {\n\tthis.params = params;\n\tthis.commander = commander;\n\tthis.callback = callback;\n};\n\nCommand.prototype.execute = function() {\n\tif(this.params.length < 1) {\n\t\treturn \"Missing password\";\n\t}\n\t$tw.crypto.setPassword(this.params[0]);\n\treturn null;\n};\n\nexports.Command = Command;\n\n})();\n",
"type": "application/javascript",
"module-type": "command"
},
"$:/core/modules/commands/render.js": {
"title": "$:/core/modules/commands/render.js",
"text": "/*\\\ntitle: $:/core/modules/commands/render.js\ntype: application/javascript\nmodule-type: command\n\nRender individual tiddlers and save the results to the specified files\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nvar widget = require(\"$:/core/modules/widgets/widget.js\");\n\nexports.info = {\n\tname: \"render\",\n\tsynchronous: true\n};\n\nvar Command = function(params,commander,callback) {\n\tthis.params = params;\n\tthis.commander = commander;\n\tthis.callback = callback;\n};\n\nCommand.prototype.execute = function() {\n\tif(this.params.length < 1) {\n\t\treturn \"Missing tiddler filter\";\n\t}\n\tvar self = this,\n\t\tfs = require(\"fs\"),\n\t\tpath = require(\"path\"),\n\t\twiki = this.commander.wiki,\n\t\ttiddlerFilter = this.params[0],\n\t\tfilenameFilter = this.params[1] || \"[is[tiddler]addsuffix[.html]]\",\n\t\ttype = this.params[2] || \"text/html\",\n\t\ttemplate = this.params[3],\n\t\tvarName = this.params[4],\n\t\tvarValue = this.params[5],\n\t\ttiddlers = wiki.filterTiddlers(tiddlerFilter);\n\t$tw.utils.each(tiddlers,function(title) {\n\t\tvar parser = wiki.parseTiddler(template || title),\n\t\t\tvariables = {currentTiddler: title};\n\t\tif(varName) {\n\t\t\tvariables[varName] = varValue || \"\";\n\t\t}\n\t\tvar widgetNode = wiki.makeWidget(parser,{variables: variables}),\n\t\t\tcontainer = $tw.fakeDocument.createElement(\"div\");\n\t\twidgetNode.render(container,null);\n\t\tvar text = type === \"text/html\" ? container.innerHTML : container.textContent,\n\t\t\tfilepath = path.resolve(self.commander.outputPath,wiki.filterTiddlers(filenameFilter,$tw.rootWidget,wiki.makeTiddlerIterator([title]))[0]);\n\t\tif(self.commander.verbose) {\n\t\t\tconsole.log(\"Rendering \\\"\" + title + \"\\\" to \\\"\" + filepath + \"\\\"\");\n\t\t}\n\t\t$tw.utils.createFileDirectories(filepath);\n\t\tfs.writeFileSync(filepath,text,\"utf8\");\n\t});\n\treturn null;\n};\n\nexports.Command = Command;\n\n})();\n",
"type": "application/javascript",
"module-type": "command"
},
"$:/core/modules/commands/rendertiddler.js": {
"title": "$:/core/modules/commands/rendertiddler.js",
"text": "/*\\\ntitle: $:/core/modules/commands/rendertiddler.js\ntype: application/javascript\nmodule-type: command\n\nCommand to render a tiddler and save it to a file\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nexports.info = {\n\tname: \"rendertiddler\",\n\tsynchronous: false\n};\n\nvar Command = function(params,commander,callback) {\n\tthis.params = params;\n\tthis.commander = commander;\n\tthis.callback = callback;\n};\n\nCommand.prototype.execute = function() {\n\tif(this.params.length < 2) {\n\t\treturn \"Missing filename\";\n\t}\n\tvar self = this,\n\t\tfs = require(\"fs\"),\n\t\tpath = require(\"path\"),\n\t\ttitle = this.params[0],\n\t\tfilename = path.resolve(this.commander.outputPath,this.params[1]),\n\t\ttype = this.params[2] || \"text/html\",\n\t\ttemplate = this.params[3],\n\t\tname = this.params[4],\n\t\tvalue = this.params[5],\n\t\tvariables = {};\n\t$tw.utils.createFileDirectories(filename);\n\tif(template) {\n\t\tvariables.currentTiddler = title;\n\t\ttitle = template;\n\t}\n\tif(name && value) {\n\t\tvariables[name] = value;\n\t}\n\tfs.writeFile(filename,this.commander.wiki.renderTiddler(type,title,{variables: variables}),\"utf8\",function(err) {\n\t\tself.callback(err);\n\t});\n\treturn null;\n};\n\nexports.Command = Command;\n\n})();\n",
"type": "application/javascript",
"module-type": "command"
},
"$:/core/modules/commands/rendertiddlers.js": {
"title": "$:/core/modules/commands/rendertiddlers.js",
"text": "/*\\\ntitle: $:/core/modules/commands/rendertiddlers.js\ntype: application/javascript\nmodule-type: command\n\nCommand to render several tiddlers to a folder of files\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nvar widget = require(\"$:/core/modules/widgets/widget.js\");\n\nexports.info = {\n\tname: \"rendertiddlers\",\n\tsynchronous: true\n};\n\nvar Command = function(params,commander,callback) {\n\tthis.params = params;\n\tthis.commander = commander;\n\tthis.callback = callback;\n};\n\nCommand.prototype.execute = function() {\n\tif(this.params.length < 2) {\n\t\treturn \"Missing filename\";\n\t}\n\tvar self = this,\n\t\tfs = require(\"fs\"),\n\t\tpath = require(\"path\"),\n\t\twiki = this.commander.wiki,\n\t\tfilter = this.params[0],\n\t\ttemplate = this.params[1],\n\t\toutputPath = this.commander.outputPath,\n\t\tpathname = path.resolve(outputPath,this.params[2]),\t\t\n\t\ttype = this.params[3] || \"text/html\",\n\t\textension = this.params[4] || \".html\",\n\t\tdeleteDirectory = (this.params[5] || \"\").toLowerCase() !== \"noclean\",\n\t\ttiddlers = wiki.filterTiddlers(filter);\n\tif(deleteDirectory) {\n\t\t$tw.utils.deleteDirectory(pathname);\n\t}\n\t$tw.utils.each(tiddlers,function(title) {\n\t\tvar parser = wiki.parseTiddler(template),\n\t\t\twidgetNode = wiki.makeWidget(parser,{variables: {currentTiddler: title}}),\n\t\t\tcontainer = $tw.fakeDocument.createElement(\"div\");\n\t\twidgetNode.render(container,null);\n\t\tvar text = type === \"text/html\" ? container.innerHTML : container.textContent,\n\t\t\texportPath = null;\n\t\tif($tw.utils.hop($tw.macros,\"tv-get-export-path\")) {\n\t\t\tvar macroPath = $tw.macros[\"tv-get-export-path\"].run.apply(self,[title]);\n\t\t\tif(macroPath) {\n\t\t\t\texportPath = path.resolve(outputPath,macroPath + extension);\n\t\t\t}\n\t\t}\n\t\tvar finalPath = exportPath || path.resolve(pathname,encodeURIComponent(title) + extension);\n\t\t$tw.utils.createFileDirectories(finalPath);\n\t\tfs.writeFileSync(finalPath,text,\"utf8\");\n\t});\n\treturn null;\n};\n\nexports.Command = Command;\n\n})();\n",
"type": "application/javascript",
"module-type": "command"
},
"$:/core/modules/commands/save.js": {
"title": "$:/core/modules/commands/save.js",
"text": "/*\\\ntitle: $:/core/modules/commands/save.js\ntype: application/javascript\nmodule-type: command\n\nSaves individual tiddlers in their raw text or binary format to the specified files\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nexports.info = {\n\tname: \"save\",\n\tsynchronous: true\n};\n\nvar Command = function(params,commander,callback) {\n\tthis.params = params;\n\tthis.commander = commander;\n\tthis.callback = callback;\n};\n\nCommand.prototype.execute = function() {\n\tif(this.params.length < 1) {\n\t\treturn \"Missing filename filter\";\n\t}\n\tvar self = this,\n\t\tfs = require(\"fs\"),\n\t\tpath = require(\"path\"),\n\t\twiki = this.commander.wiki,\n\t\ttiddlerFilter = this.params[0],\n\t\tfilenameFilter = this.params[1] || \"[is[tiddler]]\",\n\t\ttiddlers = wiki.filterTiddlers(tiddlerFilter);\n\t$tw.utils.each(tiddlers,function(title) {\n\t\tvar tiddler = self.commander.wiki.getTiddler(title),\n\t\t\ttype = tiddler.fields.type || \"text/vnd.tiddlywiki\",\n\t\t\tcontentTypeInfo = $tw.config.contentTypeInfo[type] || {encoding: \"utf8\"},\n\t\t\tfilepath = path.resolve(self.commander.outputPath,wiki.filterTiddlers(filenameFilter,$tw.rootWidget,wiki.makeTiddlerIterator([title]))[0]);\n\t\tif(self.commander.verbose) {\n\t\t\tconsole.log(\"Saving \\\"\" + title + \"\\\" to \\\"\" + filepath + \"\\\"\");\n\t\t}\n\t\t$tw.utils.createFileDirectories(filepath);\n\t\tfs.writeFileSync(filepath,tiddler.fields.text,contentTypeInfo.encoding);\n\t});\n\treturn null;\n};\n\nexports.Command = Command;\n\n})();\n",
"type": "application/javascript",
"module-type": "command"
},
"$:/core/modules/commands/savelibrarytiddlers.js": {
"title": "$:/core/modules/commands/savelibrarytiddlers.js",
"text": "/*\\\ntitle: $:/core/modules/commands/savelibrarytiddlers.js\ntype: application/javascript\nmodule-type: command\n\nCommand to save the subtiddlers of a bundle tiddler as a series of JSON files\n\n--savelibrarytiddlers <tiddler> <pathname> <skinnylisting>\n\nThe tiddler identifies the bundle tiddler that contains the subtiddlers.\n\nThe pathname specifies the pathname to the folder in which the JSON files should be saved. The filename is the URL encoded title of the subtiddler.\n\nThe skinnylisting specifies the title of the tiddler to which a JSON catalogue of the subtiddlers will be saved. The JSON file contains the same data as the bundle tiddler but with the `text` field removed.\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nexports.info = {\n\tname: \"savelibrarytiddlers\",\n\tsynchronous: true\n};\n\nvar Command = function(params,commander,callback) {\n\tthis.params = params;\n\tthis.commander = commander;\n\tthis.callback = callback;\n};\n\nCommand.prototype.execute = function() {\n\tif(this.params.length < 2) {\n\t\treturn \"Missing filename\";\n\t}\n\tvar self = this,\n\t\tfs = require(\"fs\"),\n\t\tpath = require(\"path\"),\n\t\tcontainerTitle = this.params[0],\n\t\tfilter = this.params[1],\n\t\tbasepath = this.params[2],\n\t\tskinnyListTitle = this.params[3];\n\t// Get the container tiddler as data\n\tvar containerData = self.commander.wiki.getTiddlerDataCached(containerTitle,undefined);\n\tif(!containerData) {\n\t\treturn \"'\" + containerTitle + \"' is not a tiddler bundle\";\n\t}\n\t// Filter the list of plugins\n\tvar pluginList = [];\n\t$tw.utils.each(containerData.tiddlers,function(tiddler,title) {\n\t\tpluginList.push(title);\n\t});\n\tvar filteredPluginList;\n\tif(filter) {\n\t\tfilteredPluginList = self.commander.wiki.filterTiddlers(filter,null,self.commander.wiki.makeTiddlerIterator(pluginList));\n\t} else {\n\t\tfilteredPluginList = pluginList;\n\t}\n\t// Iterate through the plugins\n\tvar skinnyList = [];\n\t$tw.utils.each(filteredPluginList,function(title) {\n\t\tvar tiddler = containerData.tiddlers[title];\n\t\t// Save each JSON file and collect the skinny data\n\t\tvar pathname = path.resolve(self.commander.outputPath,basepath + encodeURIComponent(title) + \".json\");\n\t\t$tw.utils.createFileDirectories(pathname);\n\t\tfs.writeFileSync(pathname,JSON.stringify(tiddler),\"utf8\");\n\t\t// Collect the skinny list data\n\t\tvar pluginTiddlers = JSON.parse(tiddler.text),\n\t\t\treadmeContent = (pluginTiddlers.tiddlers[title + \"/readme\"] || {}).text,\n\t\t\tdoesRequireReload = !!$tw.wiki.doesPluginInfoRequireReload(pluginTiddlers),\n\t\t\ticonTiddler = pluginTiddlers.tiddlers[title + \"/icon\"] || {},\n\t\t\ticonType = iconTiddler.type,\n\t\t\ticonText = iconTiddler.text,\n\t\t\ticonContent;\n\t\tif(iconType && iconText) {\n\t\t\ticonContent = $tw.utils.makeDataUri(iconText,iconType);\n\t\t}\n\t\tskinnyList.push($tw.utils.extend({},tiddler,{\n\t\t\ttext: undefined,\n\t\t\treadme: readmeContent,\n\t\t\t\"requires-reload\": doesRequireReload ? \"yes\" : \"no\",\n\t\t\ticon: iconContent\n\t\t}));\n\t});\n\t// Save the catalogue tiddler\n\tif(skinnyListTitle) {\n\t\tself.commander.wiki.setTiddlerData(skinnyListTitle,skinnyList);\n\t}\n\treturn null;\n};\n\nexports.Command = Command;\n\n})();\n",
"type": "application/javascript",
"module-type": "command"
},
"$:/core/modules/commands/savetiddler.js": {
"title": "$:/core/modules/commands/savetiddler.js",
"text": "/*\\\ntitle: $:/core/modules/commands/savetiddler.js\ntype: application/javascript\nmodule-type: command\n\nCommand to save the content of a tiddler to a file\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nexports.info = {\n\tname: \"savetiddler\",\n\tsynchronous: false\n};\n\nvar Command = function(params,commander,callback) {\n\tthis.params = params;\n\tthis.commander = commander;\n\tthis.callback = callback;\n};\n\nCommand.prototype.execute = function() {\n\tif(this.params.length < 2) {\n\t\treturn \"Missing filename\";\n\t}\n\tvar self = this,\n\t\tfs = require(\"fs\"),\n\t\tpath = require(\"path\"),\n\t\ttitle = this.params[0],\n\t\tfilename = path.resolve(this.commander.outputPath,this.params[1]),\n\t\ttiddler = this.commander.wiki.getTiddler(title);\n\tif(tiddler) {\n\t\tvar type = tiddler.fields.type || \"text/vnd.tiddlywiki\",\n\t\t\tcontentTypeInfo = $tw.config.contentTypeInfo[type] || {encoding: \"utf8\"};\n\t\t$tw.utils.createFileDirectories(filename);\n\t\tfs.writeFile(filename,tiddler.fields.text,contentTypeInfo.encoding,function(err) {\n\t\t\tself.callback(err);\n\t\t});\n\t} else {\n\t\treturn \"Missing tiddler: \" + title;\n\t}\n\treturn null;\n};\n\nexports.Command = Command;\n\n})();\n",
"type": "application/javascript",
"module-type": "command"
},
"$:/core/modules/commands/savetiddlers.js": {
"title": "$:/core/modules/commands/savetiddlers.js",
"text": "/*\\\ntitle: $:/core/modules/commands/savetiddlers.js\ntype: application/javascript\nmodule-type: command\n\nCommand to save several tiddlers to a folder of files\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nvar widget = require(\"$:/core/modules/widgets/widget.js\");\n\nexports.info = {\n\tname: \"savetiddlers\",\n\tsynchronous: true\n};\n\nvar Command = function(params,commander,callback) {\n\tthis.params = params;\n\tthis.commander = commander;\n\tthis.callback = callback;\n};\n\nCommand.prototype.execute = function() {\n\tif(this.params.length < 1) {\n\t\treturn \"Missing filename\";\n\t}\n\tvar self = this,\n\t\tfs = require(\"fs\"),\n\t\tpath = require(\"path\"),\n\t\twiki = this.commander.wiki,\n\t\tfilter = this.params[0],\n\t\tpathname = path.resolve(this.commander.outputPath,this.params[1]),\n\t\tdeleteDirectory = (this.params[2] || \"\").toLowerCase() !== \"noclean\",\n\t\ttiddlers = wiki.filterTiddlers(filter);\n\tif(deleteDirectory) {\n\t\t$tw.utils.deleteDirectory(pathname);\n\t}\n\t$tw.utils.createDirectory(pathname);\n\t$tw.utils.each(tiddlers,function(title) {\n\t\tvar tiddler = self.commander.wiki.getTiddler(title),\n\t\t\ttype = tiddler.fields.type || \"text/vnd.tiddlywiki\",\n\t\t\tcontentTypeInfo = $tw.config.contentTypeInfo[type] || {encoding: \"utf8\"},\n\t\t\tfilename = path.resolve(pathname,encodeURIComponent(title));\n\t\tfs.writeFileSync(filename,tiddler.fields.text,contentTypeInfo.encoding);\n\t});\n\treturn null;\n};\n\nexports.Command = Command;\n\n})();\n",
"type": "application/javascript",
"module-type": "command"
},
"$:/core/modules/commands/savewikifolder.js": {
"title": "$:/core/modules/commands/savewikifolder.js",
"text": "/*\\\ntitle: $:/core/modules/commands/savewikifolder.js\ntype: application/javascript\nmodule-type: command\n\nCommand to save the current wiki as a wiki folder\n\n--savewikifolder <wikifolderpath> [<filter>]\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nexports.info = {\n\tname: \"savewikifolder\",\n\tsynchronous: true\n};\n\nvar fs,path;\nif($tw.node) {\n\tfs = require(\"fs\");\n\tpath = require(\"path\");\n}\n\nvar Command = function(params,commander,callback) {\n\tthis.params = params;\n\tthis.commander = commander;\n\tthis.callback = callback;\n};\n\nCommand.prototype.execute = function() {\n\tif(this.params.length < 1) {\n\t\treturn \"Missing wiki folder path\";\n\t}\n\tvar wikifoldermaker = new WikiFolderMaker(this.params[0],this.params[1],this.commander);\n\treturn wikifoldermaker.save();\n};\n\nfunction WikiFolderMaker(wikiFolderPath,wikiFilter,commander) {\n\tthis.wikiFolderPath = wikiFolderPath;\n\tthis.wikiFilter = wikiFilter || \"[all[tiddlers]]\";\n\tthis.commander = commander;\n\tthis.wiki = commander.wiki;\n\tthis.savedPaths = []; // So that we can detect filename clashes\n}\n\nWikiFolderMaker.prototype.log = function(str) {\n\tif(this.commander.verbose) {\n\t\tconsole.log(str);\n\t}\n};\n\nWikiFolderMaker.prototype.tiddlersToIgnore = [\n\t\"$:/boot/boot.css\",\n\t\"$:/boot/boot.js\",\n\t\"$:/boot/bootprefix.js\",\n\t\"$:/core\",\n\t\"$:/library/sjcl.js\",\n\t\"$:/temp/info-plugin\"\n];\n\n/*\nReturns null if successful, or an error string if there was an error\n*/\nWikiFolderMaker.prototype.save = function() {\n\tvar self = this;\n\t// Check that the output directory doesn't exist\n\tif(fs.existsSync(this.wikiFolderPath) && !$tw.utils.isDirectoryEmpty(this.wikiFolderPath)) {\n\t\treturn \"The unpackwiki command requires that the output wiki folder be empty\";\n\t}\n\t// Get the tiddlers from the source wiki\n\tvar tiddlerTitles = this.wiki.filterTiddlers(this.wikiFilter);\n\t// Initialise a new tiddlwiki.info file\n\tvar newWikiInfo = {};\n\t// Process each incoming tiddler in turn\n\t$tw.utils.each(tiddlerTitles,function(title) {\n\t\tvar tiddler = self.wiki.getTiddler(title);\n\t\tif(tiddler) {\n\t\t\tif(self.tiddlersToIgnore.indexOf(title) !== -1) {\n\t\t\t\t// Ignore the core plugin and the ephemeral info plugin\n\t\t\t\tself.log(\"Ignoring tiddler: \" + title);\n\t\t\t} else {\n\t\t\t\tvar type = tiddler.fields.type,\n\t\t\t\t\tpluginType = tiddler.fields[\"plugin-type\"];\n\t\t\t\tif(type === \"application/json\" && pluginType) {\n\t\t\t\t\t// Plugin tiddler\n\t\t\t\t\tvar libraryDetails = self.findPluginInLibrary(title);\n\t\t\t\t\tif(libraryDetails) {\n\t\t\t\t\t\t// A plugin from the core library\n\t\t\t\t\t\tself.log(\"Adding built-in plugin: \" + libraryDetails.name);\n\t\t\t\t\t\tnewWikiInfo[libraryDetails.type] = newWikiInfo[libraryDetails.type] || [];\n\t\t\t\t\t\t$tw.utils.pushTop(newWikiInfo[libraryDetails.type],libraryDetails.name);\n\t\t\t\t\t} else {\n\t\t\t\t\t\t// A custom plugin\n\t\t\t\t\t\tself.log(\"Processing custom plugin: \" + title);\n\t\t\t\t\t\tself.saveCustomPlugin(tiddler);\n\t\t\t\t\t}\t\t\t\t\n\t\t\t\t} else {\n\t\t\t\t\t// Ordinary tiddler\n\t\t\t\t\tself.saveTiddler(\"tiddlers\",tiddler);\n\t\t\t\t}\n\t\t\t}\n\t\t}\n\t});\n\t// Save the tiddlywiki.info file\n\tthis.saveJSONFile(\"tiddlywiki.info\",newWikiInfo);\n\tself.log(\"Writing tiddlywiki.info: \" + JSON.stringify(newWikiInfo,null,$tw.config.preferences.jsonSpaces));\n\treturn null;\n};\n\n/*\nTest whether the specified tiddler is a plugin in the plugin library\n*/\nWikiFolderMaker.prototype.findPluginInLibrary = function(title) {\n\tvar parts = title.split(\"/\"),\n\t\tpluginPath, type, name;\n\tif(parts[0] === \"$:\") {\n\t\tif(parts[1] === \"languages\" && parts.length === 3) {\n\t\t\tpluginPath = \"languages\" + path.sep + parts[2];\n\t\t\ttype = parts[1];\n\t\t\tname = parts[2];\n\t\t} else if(parts[1] === \"plugins\" || parts[1] === \"themes\" && parts.length === 4) {\n\t\t\tpluginPath = parts[1] + path.sep + parts[2] + path.sep + parts[3];\n\t\t\ttype = parts[1];\n\t\t\tname = parts[2] + \"/\" + parts[3];\n\t\t}\n\t}\n\tif(pluginPath && type && name) {\n\t\tpluginPath = path.resolve($tw.boot.bootPath,\"..\",pluginPath);\n\t\tif(fs.existsSync(pluginPath)) {\n\t\t\treturn {\n\t\t\t\tpluginPath: pluginPath,\n\t\t\t\ttype: type,\n\t\t\t\tname: name\n\t\t\t};\n\t\t}\n\t}\n\treturn false;\n};\n\nWikiFolderMaker.prototype.saveCustomPlugin = function(pluginTiddler) {\n\tvar self = this,\n\t\tpluginTitle = pluginTiddler.fields.title,\n\t\ttitleParts = pluginTitle.split(\"/\"),\n\t\tdirectory = $tw.utils.generateTiddlerFilepath(titleParts[titleParts.length - 1],{\n\t\t\tdirectory: path.resolve(this.wikiFolderPath,pluginTiddler.fields[\"plugin-type\"] + \"s\")\n\t\t}),\n\t\tpluginInfo = pluginTiddler.getFieldStrings({exclude: [\"text\",\"type\"]});\n\tthis.saveJSONFile(directory + path.sep + \"plugin.info\",pluginInfo);\n\tself.log(\"Writing \" + directory + path.sep + \"plugin.info: \" + JSON.stringify(pluginInfo,null,$tw.config.preferences.jsonSpaces));\n\tvar pluginTiddlers = JSON.parse(pluginTiddler.fields.text).tiddlers; // A hashmap of tiddlers in the plugin\n\t$tw.utils.each(pluginTiddlers,function(tiddler) {\n\t\tself.saveTiddler(directory,new $tw.Tiddler(tiddler));\n\t});\n};\n\nWikiFolderMaker.prototype.saveTiddler = function(directory,tiddler) {\n\tvar fileInfo = $tw.utils.generateTiddlerFileInfo(tiddler,{\n\t\tdirectory: path.resolve(this.wikiFolderPath,directory),\n\t\twiki: this.wiki\n\t});\n\t$tw.utils.saveTiddlerToFileSync(tiddler,fileInfo);\n};\n\nWikiFolderMaker.prototype.saveJSONFile = function(filename,json) {\n\tthis.saveTextFile(filename,JSON.stringify(json,null,$tw.config.preferences.jsonSpaces));\n};\n\nWikiFolderMaker.prototype.saveTextFile = function(filename,data) {\n\tthis.saveFile(filename,\"utf8\",data);\n};\n\nWikiFolderMaker.prototype.saveFile = function(filename,encoding,data) {\n\tvar filepath = path.resolve(this.wikiFolderPath,filename);\n\t$tw.utils.createFileDirectories(filepath);\n\tfs.writeFileSync(filepath,data,encoding);\n};\n\nexports.Command = Command;\n\n})();\n",
"type": "application/javascript",
"module-type": "command"
},
"$:/core/modules/commands/server.js": {
"title": "$:/core/modules/commands/server.js",
"text": "/*\\\ntitle: $:/core/modules/commands/server.js\ntype: application/javascript\nmodule-type: command\n\nDeprecated legacy command for serving tiddlers\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nvar Server = require(\"$:/core/modules/server/server.js\").Server;\n\nexports.info = {\n\tname: \"server\",\n\tsynchronous: true\n};\n\nvar Command = function(params,commander,callback) {\n\tvar self = this;\n\tthis.params = params;\n\tthis.commander = commander;\n\tthis.callback = callback;\n};\n\nCommand.prototype.execute = function() {\n\tif(!$tw.boot.wikiTiddlersPath) {\n\t\t$tw.utils.warning(\"Warning: Wiki folder '\" + $tw.boot.wikiPath + \"' does not exist or is missing a tiddlywiki.info file\");\n\t}\n\t// Set up server\n\tthis.server = new Server({\n\t\twiki: this.commander.wiki,\n\t\tvariables: {\n\t\t\tport: this.params[0],\n\t\t\thost: this.params[6],\n\t\t\t\"root-tiddler\": this.params[1],\n\t\t\t\"root-render-type\": this.params[2],\n\t\t\t\"root-serve-type\": this.params[3],\n\t\t\tusername: this.params[4],\n\t\t\tpassword: this.params[5],\n\t\t\t\"path-prefix\": this.params[7],\n\t\t\t\"debug-level\": this.params[8]\n\t\t}\n\t});\n\tvar nodeServer = this.server.listen();\n\t$tw.hooks.invokeHook(\"th-server-command-post-start\",this.server,nodeServer,\"tiddlywiki\");\n\treturn null;\n};\n\nexports.Command = Command;\n\n})();\n",
"type": "application/javascript",
"module-type": "command"
},
"$:/core/modules/commands/setfield.js": {
"title": "$:/core/modules/commands/setfield.js",
"text": "/*\\\ntitle: $:/core/modules/commands/setfield.js\ntype: application/javascript\nmodule-type: command\n\nCommand to modify selected tiddlers to set a field to the text of a template tiddler that has been wikified with the selected tiddler as the current tiddler.\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nvar widget = require(\"$:/core/modules/widgets/widget.js\");\n\nexports.info = {\n\tname: \"setfield\",\n\tsynchronous: true\n};\n\nvar Command = function(params,commander,callback) {\n\tthis.params = params;\n\tthis.commander = commander;\n\tthis.callback = callback;\n};\n\nCommand.prototype.execute = function() {\n\tif(this.params.length < 4) {\n\t\treturn \"Missing parameters\";\n\t}\n\tvar self = this,\n\t\twiki = this.commander.wiki,\n\t\tfilter = this.params[0],\n\t\tfieldname = this.params[1] || \"text\",\n\t\ttemplatetitle = this.params[2],\n\t\trendertype = this.params[3] || \"text/plain\",\n\t\ttiddlers = wiki.filterTiddlers(filter);\n\t$tw.utils.each(tiddlers,function(title) {\n\t\tvar parser = wiki.parseTiddler(templatetitle),\n\t\t\tnewFields = {},\n\t\t\ttiddler = wiki.getTiddler(title);\n\t\tif(parser) {\n\t\t\tvar widgetNode = wiki.makeWidget(parser,{variables: {currentTiddler: title}});\n\t\t\tvar container = $tw.fakeDocument.createElement(\"div\");\n\t\t\twidgetNode.render(container,null);\n\t\t\tnewFields[fieldname] = rendertype === \"text/html\" ? container.innerHTML : container.textContent;\n\t\t} else {\n\t\t\tnewFields[fieldname] = undefined;\n\t\t}\n\t\twiki.addTiddler(new $tw.Tiddler(tiddler,newFields));\n\t});\n\treturn null;\n};\n\nexports.Command = Command;\n\n})();\n",
"type": "application/javascript",
"module-type": "command"
},
"$:/core/modules/commands/unpackplugin.js": {
"title": "$:/core/modules/commands/unpackplugin.js",
"text": "/*\\\ntitle: $:/core/modules/commands/unpackplugin.js\ntype: application/javascript\nmodule-type: command\n\nCommand to extract the shadow tiddlers from within a plugin\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nexports.info = {\n\tname: \"unpackplugin\",\n\tsynchronous: true\n};\n\nvar Command = function(params,commander,callback) {\n\tthis.params = params;\n\tthis.commander = commander;\n\tthis.callback = callback;\n};\n\nCommand.prototype.execute = function() {\n\tif(this.params.length < 1) {\n\t\treturn \"Missing plugin name\";\n\t}\n\tvar self = this,\n\t\ttitle = this.params[0],\n\t\tpluginData = this.commander.wiki.getTiddlerDataCached(title);\n\tif(!pluginData) {\n\t\treturn \"Plugin '\" + title + \"' not found\";\n\t}\n\t$tw.utils.each(pluginData.tiddlers,function(tiddler) {\n\t\tself.commander.wiki.addTiddler(new $tw.Tiddler(tiddler));\n\t});\n\treturn null;\n};\n\nexports.Command = Command;\n\n})();\n",
"type": "application/javascript",
"module-type": "command"
},
"$:/core/modules/commands/verbose.js": {
"title": "$:/core/modules/commands/verbose.js",
"text": "/*\\\ntitle: $:/core/modules/commands/verbose.js\ntype: application/javascript\nmodule-type: command\n\nVerbose command\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nexports.info = {\n\tname: \"verbose\",\n\tsynchronous: true\n};\n\nvar Command = function(params,commander) {\n\tthis.params = params;\n\tthis.commander = commander;\n};\n\nCommand.prototype.execute = function() {\n\tthis.commander.verbose = true;\n\t// Output the boot message log\n\tthis.commander.streams.output.write(\"Boot log:\\n \" + $tw.boot.logMessages.join(\"\\n \") + \"\\n\");\n\treturn null; // No error\n};\n\nexports.Command = Command;\n\n})();\n",
"type": "application/javascript",
"module-type": "command"
},
"$:/core/modules/commands/version.js": {
"title": "$:/core/modules/commands/version.js",
"text": "/*\\\ntitle: $:/core/modules/commands/version.js\ntype: application/javascript\nmodule-type: command\n\nVersion command\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nexports.info = {\n\tname: \"version\",\n\tsynchronous: true\n};\n\nvar Command = function(params,commander) {\n\tthis.params = params;\n\tthis.commander = commander;\n};\n\nCommand.prototype.execute = function() {\n\tthis.commander.streams.output.write($tw.version + \"\\n\");\n\treturn null; // No error\n};\n\nexports.Command = Command;\n\n})();\n",
"type": "application/javascript",
"module-type": "command"
},
"$:/core/modules/config.js": {
"title": "$:/core/modules/config.js",
"text": "/*\\\ntitle: $:/core/modules/config.js\ntype: application/javascript\nmodule-type: config\n\nCore configuration constants\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nexports.preferences = {};\n\nexports.preferences.notificationDuration = 3 * 1000;\nexports.preferences.jsonSpaces = 4;\n\nexports.textPrimitives = {\n\tupperLetter: \"[A-Z\\u00c0-\\u00d6\\u00d8-\\u00de\\u0150\\u0170]\",\n\tlowerLetter: \"[a-z\\u00df-\\u00f6\\u00f8-\\u00ff\\u0151\\u0171]\",\n\tanyLetter: \"[A-Za-z0-9\\u00c0-\\u00d6\\u00d8-\\u00de\\u00df-\\u00f6\\u00f8-\\u00ff\\u0150\\u0170\\u0151\\u0171]\",\n\tblockPrefixLetters:\t\"[A-Za-z0-9-_\\u00c0-\\u00d6\\u00d8-\\u00de\\u00df-\\u00f6\\u00f8-\\u00ff\\u0150\\u0170\\u0151\\u0171]\"\n};\n\nexports.textPrimitives.unWikiLink = \"~\";\nexports.textPrimitives.wikiLink = exports.textPrimitives.upperLetter + \"+\" +\n\texports.textPrimitives.lowerLetter + \"+\" +\n\texports.textPrimitives.upperLetter +\n\texports.textPrimitives.anyLetter + \"*\";\n\nexports.htmlEntities = {quot:34, amp:38, apos:39, lt:60, gt:62, nbsp:160, iexcl:161, cent:162, pound:163, curren:164, yen:165, brvbar:166, sect:167, uml:168, copy:169, ordf:170, laquo:171, not:172, shy:173, reg:174, macr:175, deg:176, plusmn:177, sup2:178, sup3:179, acute:180, micro:181, para:182, middot:183, cedil:184, sup1:185, ordm:186, raquo:187, frac14:188, frac12:189, frac34:190, iquest:191, Agrave:192, Aacute:193, Acirc:194, Atilde:195, Auml:196, Aring:197, AElig:198, Ccedil:199, Egrave:200, Eacute:201, Ecirc:202, Euml:203, Igrave:204, Iacute:205, Icirc:206, Iuml:207, ETH:208, Ntilde:209, Ograve:210, Oacute:211, Ocirc:212, Otilde:213, Ouml:214, times:215, Oslash:216, Ugrave:217, Uacute:218, Ucirc:219, Uuml:220, Yacute:221, THORN:222, szlig:223, agrave:224, aacute:225, acirc:226, atilde:227, auml:228, aring:229, aelig:230, ccedil:231, egrave:232, eacute:233, ecirc:234, euml:235, igrave:236, iacute:237, icirc:238, iuml:239, eth:240, ntilde:241, ograve:242, oacute:243, ocirc:244, otilde:245, ouml:246, divide:247, oslash:248, ugrave:249, uacute:250, ucirc:251, uuml:252, yacute:253, thorn:254, yuml:255, OElig:338, oelig:339, Scaron:352, scaron:353, Yuml:376, fnof:402, circ:710, tilde:732, Alpha:913, Beta:914, Gamma:915, Delta:916, Epsilon:917, Zeta:918, Eta:919, Theta:920, Iota:921, Kappa:922, Lambda:923, Mu:924, Nu:925, Xi:926, Omicron:927, Pi:928, Rho:929, Sigma:931, Tau:932, Upsilon:933, Phi:934, Chi:935, Psi:936, Omega:937, alpha:945, beta:946, gamma:947, delta:948, epsilon:949, zeta:950, eta:951, theta:952, iota:953, kappa:954, lambda:955, mu:956, nu:957, xi:958, omicron:959, pi:960, rho:961, sigmaf:962, sigma:963, tau:964, upsilon:965, phi:966, chi:967, psi:968, omega:969, thetasym:977, upsih:978, piv:982, ensp:8194, emsp:8195, thinsp:8201, zwnj:8204, zwj:8205, lrm:8206, rlm:8207, ndash:8211, mdash:8212, lsquo:8216, rsquo:8217, sbquo:8218, ldquo:8220, rdquo:8221, bdquo:8222, dagger:8224, Dagger:8225, bull:8226, hellip:8230, permil:8240, prime:8242, Prime:8243, lsaquo:8249, rsaquo:8250, oline:8254, frasl:8260, euro:8364, image:8465, weierp:8472, real:8476, trade:8482, alefsym:8501, larr:8592, uarr:8593, rarr:8594, darr:8595, harr:8596, crarr:8629, lArr:8656, uArr:8657, rArr:8658, dArr:8659, hArr:8660, forall:8704, part:8706, exist:8707, empty:8709, nabla:8711, isin:8712, notin:8713, ni:8715, prod:8719, sum:8721, minus:8722, lowast:8727, radic:8730, prop:8733, infin:8734, ang:8736, and:8743, or:8744, cap:8745, cup:8746, int:8747, there4:8756, sim:8764, cong:8773, asymp:8776, ne:8800, equiv:8801, le:8804, ge:8805, sub:8834, sup:8835, nsub:8836, sube:8838, supe:8839, oplus:8853, otimes:8855, perp:8869, sdot:8901, lceil:8968, rceil:8969, lfloor:8970, rfloor:8971, lang:9001, rang:9002, loz:9674, spades:9824, clubs:9827, hearts:9829, diams:9830 };\n\nexports.htmlVoidElements = \"area,base,br,col,command,embed,hr,img,input,keygen,link,meta,param,source,track,wbr\".split(\",\");\n\nexports.htmlBlockElements = \"address,article,aside,audio,blockquote,canvas,dd,div,dl,fieldset,figcaption,figure,footer,form,h1,h2,h3,h4,h5,h6,header,hgroup,hr,li,noscript,ol,output,p,pre,section,table,tfoot,ul,video\".split(\",\");\n\nexports.htmlUnsafeElements = \"script\".split(\",\");\n\n})();\n",
"type": "application/javascript",
"module-type": "config"
},
"$:/core/modules/deserializers.js": {
"title": "$:/core/modules/deserializers.js",
"text": "/*\\\ntitle: $:/core/modules/deserializers.js\ntype: application/javascript\nmodule-type: tiddlerdeserializer\n\nFunctions to deserialise tiddlers from a block of text\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n/*\nUtility function to parse an old-style tiddler DIV in a *.tid file. It looks like this:\n\n<div title=\"Title\" creator=\"JoeBloggs\" modifier=\"JoeBloggs\" created=\"201102111106\" modified=\"201102111310\" tags=\"myTag [[my long tag]]\">\n<pre>The text of the tiddler (without the expected HTML encoding).\n</pre>\n</div>\n\nNote that the field attributes are HTML encoded, but that the body of the <PRE> tag is not encoded.\n\nWhen these tiddler DIVs are encountered within a TiddlyWiki HTML file then the body is encoded in the usual way.\n*/\nvar parseTiddlerDiv = function(text /* [,fields] */) {\n\t// Slot together the default results\n\tvar result = {};\n\tif(arguments.length > 1) {\n\t\tfor(var f=1; f<arguments.length; f++) {\n\t\t\tvar fields = arguments[f];\n\t\t\tfor(var t in fields) {\n\t\t\t\tresult[t] = fields[t];\t\t\n\t\t\t}\n\t\t}\n\t}\n\t// Parse the DIV body\n\tvar startRegExp = /^\\s*<div\\s+([^>]*)>(\\s*<pre>)?/gi,\n\t\tendRegExp,\n\t\tmatch = startRegExp.exec(text);\n\tif(match) {\n\t\t// Old-style DIVs don't have the <pre> tag\n\t\tif(match[2]) {\n\t\t\tendRegExp = /<\\/pre>\\s*<\\/div>\\s*$/gi;\n\t\t} else {\n\t\t\tendRegExp = /<\\/div>\\s*$/gi;\n\t\t}\n\t\tvar endMatch = endRegExp.exec(text);\n\t\tif(endMatch) {\n\t\t\t// Extract the text\n\t\t\tresult.text = text.substring(match.index + match[0].length,endMatch.index);\n\t\t\t// Process the attributes\n\t\t\tvar attrRegExp = /\\s*([^=\\s]+)\\s*=\\s*(?:\"([^\"]*)\"|'([^']*)')/gi,\n\t\t\t\tattrMatch;\n\t\t\tdo {\n\t\t\t\tattrMatch = attrRegExp.exec(match[1]);\n\t\t\t\tif(attrMatch) {\n\t\t\t\t\tvar name = attrMatch[1];\n\t\t\t\t\tvar value = attrMatch[2] !== undefined ? attrMatch[2] : attrMatch[3];\n\t\t\t\t\tresult[name] = value;\n\t\t\t\t}\n\t\t\t} while(attrMatch);\n\t\t\treturn result;\n\t\t}\n\t}\n\treturn undefined;\n};\n\nexports[\"application/x-tiddler-html-div\"] = function(text,fields) {\n\treturn [parseTiddlerDiv(text,fields)];\n};\n\nexports[\"application/json\"] = function(text,fields) {\n\tvar incoming,\n\t\tresults = [];\n\ttry {\n\t\tincoming = JSON.parse(text);\n\t} catch(e) {\n\t\tincoming = [{\n\t\t\ttitle: \"JSON error: \" + e,\n\t\t\ttext: \"\"\n\t\t}]\n\t}\n\tif(!$tw.utils.isArray(incoming)) {\n\t\tincoming = [incoming];\n\t}\n\tfor(var t=0; t<incoming.length; t++) {\n\t\tvar incomingFields = incoming[t],\n\t\t\tfields = {};\n\t\tfor(var f in incomingFields) {\n\t\t\tif(typeof incomingFields[f] === \"string\") {\n\t\t\t\tfields[f] = incomingFields[f];\n\t\t\t}\n\t\t}\n\t\tresults.push(fields);\n\t}\n\treturn results;\n};\n\n/*\nParse an HTML file into tiddlers. There are three possibilities:\n# A TiddlyWiki classic HTML file containing `text/x-tiddlywiki` tiddlers\n# A TiddlyWiki5 HTML file containing `text/vnd.tiddlywiki` tiddlers\n# An ordinary HTML file\n*/\nexports[\"text/html\"] = function(text,fields) {\n\t// Check if we've got a store area\n\tvar storeAreaMarkerRegExp = /<div id=[\"']?storeArea['\"]?( style=[\"']?display:none;[\"']?)?>/gi,\n\t\tmatch = storeAreaMarkerRegExp.exec(text);\n\tif(match) {\n\t\t// If so, it's either a classic TiddlyWiki file or an unencrypted TW5 file\n\t\t// First read the normal tiddlers\n\t\tvar results = deserializeTiddlyWikiFile(text,storeAreaMarkerRegExp.lastIndex,!!match[1],fields);\n\t\t// Then any system tiddlers\n\t\tvar systemAreaMarkerRegExp = /<div id=[\"']?systemArea['\"]?( style=[\"']?display:none;[\"']?)?>/gi,\n\t\t\tsysMatch = systemAreaMarkerRegExp.exec(text);\n\t\tif(sysMatch) {\n\t\t\tresults.push.apply(results,deserializeTiddlyWikiFile(text,systemAreaMarkerRegExp.lastIndex,!!sysMatch[1],fields));\n\t\t}\n\t\treturn results;\n\t} else {\n\t\t// Check whether we've got an encrypted file\n\t\tvar encryptedStoreArea = $tw.utils.extractEncryptedStoreArea(text);\n\t\tif(encryptedStoreArea) {\n\t\t\t// If so, attempt to decrypt it using the current password\n\t\t\treturn $tw.utils.decryptStoreArea(encryptedStoreArea);\n\t\t} else {\n\t\t\t// It's not a TiddlyWiki so we'll return the entire HTML file as a tiddler\n\t\t\treturn deserializeHtmlFile(text,fields);\n\t\t}\n\t}\n};\n\nfunction deserializeHtmlFile(text,fields) {\n\tvar result = {};\n\t$tw.utils.each(fields,function(value,name) {\n\t\tresult[name] = value;\n\t});\n\tresult.text = text;\n\tresult.type = \"text/html\";\n\treturn [result];\n}\n\nfunction deserializeTiddlyWikiFile(text,storeAreaEnd,isTiddlyWiki5,fields) {\n\tvar results = [],\n\t\tendOfDivRegExp = /(<\\/div>\\s*)/gi,\n\t\tstartPos = storeAreaEnd,\n\t\tdefaultType = isTiddlyWiki5 ? undefined : \"text/x-tiddlywiki\";\n\tendOfDivRegExp.lastIndex = startPos;\n\tvar match = endOfDivRegExp.exec(text);\n\twhile(match) {\n\t\tvar endPos = endOfDivRegExp.lastIndex,\n\t\t\ttiddlerFields = parseTiddlerDiv(text.substring(startPos,endPos),fields,{type: defaultType});\n\t\tif(!tiddlerFields) {\n\t\t\tbreak;\n\t\t}\n\t\t$tw.utils.each(tiddlerFields,function(value,name) {\n\t\t\tif(typeof value === \"string\") {\n\t\t\t\ttiddlerFields[name] = $tw.utils.htmlDecode(value);\n\t\t\t}\n\t\t});\n\t\tif(tiddlerFields.text !== null) {\n\t\t\tresults.push(tiddlerFields);\n\t\t}\n\t\tstartPos = endPos;\n\t\tmatch = endOfDivRegExp.exec(text);\n\t}\n\treturn results;\n}\n\n})();\n",
"type": "application/javascript",
"module-type": "tiddlerdeserializer"
},
"$:/core/modules/editor/engines/framed.js": {
"title": "$:/core/modules/editor/engines/framed.js",
"text": "/*\\\ntitle: $:/core/modules/editor/engines/framed.js\ntype: application/javascript\nmodule-type: library\n\nText editor engine based on a simple input or textarea within an iframe. This is done so that the selection is preserved even when clicking away from the textarea\n\n\\*/\n(function(){\n\n/*jslint node: true,browser: true */\n/*global $tw: false */\n\"use strict\";\n\nvar HEIGHT_VALUE_TITLE = \"$:/config/TextEditor/EditorHeight/Height\";\n\nfunction FramedEngine(options) {\n\t// Save our options\n\toptions = options || {};\n\tthis.widget = options.widget;\n\tthis.value = options.value;\n\tthis.parentNode = options.parentNode;\n\tthis.nextSibling = options.nextSibling;\n\t// Create our hidden dummy text area for reading styles\n\tthis.dummyTextArea = this.widget.document.createElement(\"textarea\");\n\tif(this.widget.editClass) {\n\t\tthis.dummyTextArea.className = this.widget.editClass;\n\t}\n\tthis.dummyTextArea.setAttribute(\"hidden\",\"true\");\n\tthis.parentNode.insertBefore(this.dummyTextArea,this.nextSibling);\n\tthis.widget.domNodes.push(this.dummyTextArea);\n\t// Create the iframe\n\tthis.iframeNode = this.widget.document.createElement(\"iframe\");\n\tthis.parentNode.insertBefore(this.iframeNode,this.nextSibling);\n\tthis.iframeDoc = this.iframeNode.contentWindow.document;\n\t// (Firefox requires us to put some empty content in the iframe)\n\tthis.iframeDoc.open();\n\tthis.iframeDoc.write(\"\");\n\tthis.iframeDoc.close();\n\t// Style the iframe\n\tthis.iframeNode.className = this.dummyTextArea.className;\n\tthis.iframeNode.style.border = \"none\";\n\tthis.iframeNode.style.padding = \"0\";\n\tthis.iframeNode.style.resize = \"none\";\n\tthis.iframeNode.style[\"background-color\"] = this.widget.wiki.extractTiddlerDataItem(this.widget.wiki.getTiddlerText(\"$:/palette\"),\"tiddler-editor-background\");\n\tthis.iframeDoc.body.style.margin = \"0\";\n\tthis.iframeDoc.body.style.padding = \"0\";\n\tthis.widget.domNodes.push(this.iframeNode);\n\t// Construct the textarea or input node\n\tvar tag = this.widget.editTag;\n\tif($tw.config.htmlUnsafeElements.indexOf(tag) !== -1) {\n\t\ttag = \"input\";\n\t}\n\tthis.domNode = this.iframeDoc.createElement(tag);\n\t// Set the text\n\tif(this.widget.editTag === \"textarea\") {\n\t\tthis.domNode.appendChild(this.iframeDoc.createTextNode(this.value));\n\t} else {\n\t\tthis.domNode.value = this.value;\n\t}\n\t// Set the attributes\n\tif(this.widget.editType) {\n\t\tthis.domNode.setAttribute(\"type\",this.widget.editType);\n\t}\n\tif(this.widget.editPlaceholder) {\n\t\tthis.domNode.setAttribute(\"placeholder\",this.widget.editPlaceholder);\n\t}\n\tif(this.widget.editSize) {\n\t\tthis.domNode.setAttribute(\"size\",this.widget.editSize);\n\t}\n\tif(this.widget.editRows) {\n\t\tthis.domNode.setAttribute(\"rows\",this.widget.editRows);\n\t}\n\tif(this.widget.editTabIndex) {\n\t\tthis.iframeNode.setAttribute(\"tabindex\",this.widget.editTabIndex);\n\t}\n\t// Copy the styles from the dummy textarea\n\tthis.copyStyles();\n\t// Add event listeners\n\t$tw.utils.addEventListeners(this.domNode,[\n\t\t{name: \"click\",handlerObject: this,handlerMethod: \"handleClickEvent\"},\n\t\t{name: \"input\",handlerObject: this,handlerMethod: \"handleInputEvent\"},\n\t\t{name: \"keydown\",handlerObject: this.widget,handlerMethod: \"handleKeydownEvent\"}\n\t]);\n\t// Insert the element into the DOM\n\tthis.iframeDoc.body.appendChild(this.domNode);\n}\n\n/*\nCopy styles from the dummy text area to the textarea in the iframe\n*/\nFramedEngine.prototype.copyStyles = function() {\n\t// Copy all styles\n\t$tw.utils.copyStyles(this.dummyTextArea,this.domNode);\n\t// Override the ones that should not be set the same as the dummy textarea\n\tthis.domNode.style.display = \"block\";\n\tthis.domNode.style.width = \"100%\";\n\tthis.domNode.style.margin = \"0\";\n\tthis.domNode.style[\"background-color\"] = this.widget.wiki.extractTiddlerDataItem(this.widget.wiki.getTiddlerText(\"$:/palette\"),\"tiddler-editor-background\");\n\t// In Chrome setting -webkit-text-fill-color overrides the placeholder text colour\n\tthis.domNode.style[\"-webkit-text-fill-color\"] = \"currentcolor\";\n};\n\n/*\nSet the text of the engine if it doesn't currently have focus\n*/\nFramedEngine.prototype.setText = function(text,type) {\n\tif(!this.domNode.isTiddlyWikiFakeDom) {\n\t\tif(this.domNode.ownerDocument.activeElement !== this.domNode) {\n\t\t\tthis.domNode.value = text;\n\t\t}\n\t\t// Fix the height if needed\n\t\tthis.fixHeight();\n\t}\n};\n\n/*\nGet the text of the engine\n*/\nFramedEngine.prototype.getText = function() {\n\treturn this.domNode.value;\n};\n\n/*\nFix the height of textarea to fit content\n*/\nFramedEngine.prototype.fixHeight = function() {\n\t// Make sure styles are updated\n\tthis.copyStyles();\n\t// Adjust height\n\tif(this.widget.editTag === \"textarea\") {\n\t\tif(this.widget.editAutoHeight) {\n\t\t\tif(this.domNode && !this.domNode.isTiddlyWikiFakeDom) {\n\t\t\t\tvar newHeight = $tw.utils.resizeTextAreaToFit(this.domNode,this.widget.editMinHeight);\n\t\t\t\tthis.iframeNode.style.height = (newHeight + 14) + \"px\"; // +14 for the border on the textarea\n\t\t\t}\n\t\t} else {\n\t\t\tvar fixedHeight = parseInt(this.widget.wiki.getTiddlerText(HEIGHT_VALUE_TITLE,\"400px\"),10);\n\t\t\tfixedHeight = Math.max(fixedHeight,20);\n\t\t\tthis.domNode.style.height = fixedHeight + \"px\";\n\t\t\tthis.iframeNode.style.height = (fixedHeight + 14) + \"px\";\n\t\t}\n\t}\n};\n\n/*\nFocus the engine node\n*/\nFramedEngine.prototype.focus = function() {\n\tif(this.domNode.focus && this.domNode.select) {\n\t\tthis.domNode.focus();\n\t\tthis.domNode.select();\n\t}\n};\n\n/*\nHandle a click\n*/\nFramedEngine.prototype.handleClickEvent = function(event) {\n\tthis.fixHeight();\n\treturn true;\n};\n\n/*\nHandle a dom \"input\" event which occurs when the text has changed\n*/\nFramedEngine.prototype.handleInputEvent = function(event) {\n\tthis.widget.saveChanges(this.getText());\n\tthis.fixHeight();\n\treturn true;\n};\n\n/*\nCreate a blank structure representing a text operation\n*/\nFramedEngine.prototype.createTextOperation = function() {\n\tvar operation = {\n\t\ttext: this.domNode.value,\n\t\tselStart: this.domNode.selectionStart,\n\t\tselEnd: this.domNode.selectionEnd,\n\t\tcutStart: null,\n\t\tcutEnd: null,\n\t\treplacement: null,\n\t\tnewSelStart: null,\n\t\tnewSelEnd: null\n\t};\n\toperation.selection = operation.text.substring(operation.selStart,operation.selEnd);\n\treturn operation;\n};\n\n/*\nExecute a text operation\n*/\nFramedEngine.prototype.executeTextOperation = function(operation) {\n\t// Perform the required changes to the text area and the underlying tiddler\n\tvar newText = operation.text;\n\tif(operation.replacement !== null) {\n\t\tnewText = operation.text.substring(0,operation.cutStart) + operation.replacement + operation.text.substring(operation.cutEnd);\n\t\t// Attempt to use a execCommand to modify the value of the control\n\t\tif(this.iframeDoc.queryCommandSupported(\"insertText\") && this.iframeDoc.queryCommandSupported(\"delete\") && !$tw.browser.isFirefox) {\n\t\t\tthis.domNode.focus();\n\t\t\tthis.domNode.setSelectionRange(operation.cutStart,operation.cutEnd);\n\t\t\tif(operation.replacement === \"\") {\n\t\t\t\tthis.iframeDoc.execCommand(\"delete\",false,\"\");\n\t\t\t} else {\n\t\t\t\tthis.iframeDoc.execCommand(\"insertText\",false,operation.replacement);\n\t\t\t}\n\t\t} else {\n\t\t\tthis.domNode.value = newText;\n\t\t}\n\t\tthis.domNode.focus();\n\t\tthis.domNode.setSelectionRange(operation.newSelStart,operation.newSelEnd);\n\t}\n\tthis.domNode.focus();\n\treturn newText;\n};\n\nexports.FramedEngine = FramedEngine;\n\n})();\n",
"type": "application/javascript",
"module-type": "library"
},
"$:/core/modules/editor/engines/simple.js": {
"title": "$:/core/modules/editor/engines/simple.js",
"text": "/*\\\ntitle: $:/core/modules/editor/engines/simple.js\ntype: application/javascript\nmodule-type: library\n\nText editor engine based on a simple input or textarea tag\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nvar HEIGHT_VALUE_TITLE = \"$:/config/TextEditor/EditorHeight/Height\";\n\nfunction SimpleEngine(options) {\n\t// Save our options\n\toptions = options || {};\n\tthis.widget = options.widget;\n\tthis.value = options.value;\n\tthis.parentNode = options.parentNode;\n\tthis.nextSibling = options.nextSibling;\n\t// Construct the textarea or input node\n\tvar tag = this.widget.editTag;\n\tif($tw.config.htmlUnsafeElements.indexOf(tag) !== -1) {\n\t\ttag = \"input\";\n\t}\n\tthis.domNode = this.widget.document.createElement(tag);\n\t// Set the text\n\tif(this.widget.editTag === \"textarea\") {\n\t\tthis.domNode.appendChild(this.widget.document.createTextNode(this.value));\n\t} else {\n\t\tthis.domNode.value = this.value;\n\t}\n\t// Set the attributes\n\tif(this.widget.editType) {\n\t\tthis.domNode.setAttribute(\"type\",this.widget.editType);\n\t}\n\tif(this.widget.editPlaceholder) {\n\t\tthis.domNode.setAttribute(\"placeholder\",this.widget.editPlaceholder);\n\t}\n\tif(this.widget.editSize) {\n\t\tthis.domNode.setAttribute(\"size\",this.widget.editSize);\n\t}\n\tif(this.widget.editRows) {\n\t\tthis.domNode.setAttribute(\"rows\",this.widget.editRows);\n\t}\n\tif(this.widget.editClass) {\n\t\tthis.domNode.className = this.widget.editClass;\n\t}\n\tif(this.widget.editTabIndex) {\n\t\tthis.domNode.setAttribute(\"tabindex\",this.widget.editTabIndex);\n\t}\n\t// Add an input event handler\n\t$tw.utils.addEventListeners(this.domNode,[\n\t\t{name: \"focus\", handlerObject: this, handlerMethod: \"handleFocusEvent\"},\n\t\t{name: \"input\", handlerObject: this, handlerMethod: \"handleInputEvent\"}\n\t]);\n\t// Insert the element into the DOM\n\tthis.parentNode.insertBefore(this.domNode,this.nextSibling);\n\tthis.widget.domNodes.push(this.domNode);\n}\n\n/*\nSet the text of the engine if it doesn't currently have focus\n*/\nSimpleEngine.prototype.setText = function(text,type) {\n\tif(!this.domNode.isTiddlyWikiFakeDom) {\n\t\tif(this.domNode.ownerDocument.activeElement !== this.domNode || text === \"\") {\n\t\t\tthis.domNode.value = text;\n\t\t}\n\t\t// Fix the height if needed\n\t\tthis.fixHeight();\n\t}\n};\n\n/*\nGet the text of the engine\n*/\nSimpleEngine.prototype.getText = function() {\n\treturn this.domNode.value;\n};\n\n/*\nFix the height of textarea to fit content\n*/\nSimpleEngine.prototype.fixHeight = function() {\n\tif(this.widget.editTag === \"textarea\") {\n\t\tif(this.widget.editAutoHeight) {\n\t\t\tif(this.domNode && !this.domNode.isTiddlyWikiFakeDom) {\n\t\t\t\t$tw.utils.resizeTextAreaToFit(this.domNode,this.widget.editMinHeight);\n\t\t\t}\n\t\t} else {\n\t\t\tvar fixedHeight = parseInt(this.widget.wiki.getTiddlerText(HEIGHT_VALUE_TITLE,\"400px\"),10);\n\t\t\tfixedHeight = Math.max(fixedHeight,20);\n\t\t\tthis.domNode.style.height = fixedHeight + \"px\";\n\t\t}\n\t}\n};\n\n/*\nFocus the engine node\n*/\nSimpleEngine.prototype.focus = function() {\n\tif(this.domNode.focus && this.domNode.select) {\n\t\tthis.domNode.focus();\n\t\tthis.domNode.select();\n\t}\n};\n\n/*\nHandle a dom \"input\" event which occurs when the text has changed\n*/\nSimpleEngine.prototype.handleInputEvent = function(event) {\n\tthis.widget.saveChanges(this.getText());\n\tthis.fixHeight();\n\treturn true;\n};\n\n/*\nHandle a dom \"focus\" event\n*/\nSimpleEngine.prototype.handleFocusEvent = function(event) {\n\tif(this.widget.editFocusPopup) {\n\t\t$tw.popup.triggerPopup({\n\t\t\tdomNode: this.domNode,\n\t\t\ttitle: this.widget.editFocusPopup,\n\t\t\twiki: this.widget.wiki,\n\t\t\tforce: true\n\t\t});\n\t}\n\treturn true;\n};\n\n/*\nCreate a blank structure representing a text operation\n*/\nSimpleEngine.prototype.createTextOperation = function() {\n\treturn null;\n};\n\n/*\nExecute a text operation\n*/\nSimpleEngine.prototype.executeTextOperation = function(operation) {\n};\n\nexports.SimpleEngine = SimpleEngine;\n\n})();\n",
"type": "application/javascript",
"module-type": "library"
},
"$:/core/modules/editor/factory.js": {
"title": "$:/core/modules/editor/factory.js",
"text": "/*\\\ntitle: $:/core/modules/editor/factory.js\ntype: application/javascript\nmodule-type: library\n\nFactory for constructing text editor widgets with specified engines for the toolbar and non-toolbar cases\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nvar DEFAULT_MIN_TEXT_AREA_HEIGHT = \"100px\"; // Minimum height of textareas in pixels\n\n// Configuration tiddlers\nvar HEIGHT_MODE_TITLE = \"$:/config/TextEditor/EditorHeight/Mode\";\nvar ENABLE_TOOLBAR_TITLE = \"$:/config/TextEditor/EnableToolbar\";\n\nvar Widget = require(\"$:/core/modules/widgets/widget.js\").widget;\n\nfunction editTextWidgetFactory(toolbarEngine,nonToolbarEngine) {\n\n\tvar EditTextWidget = function(parseTreeNode,options) {\n\t\t// Initialise the editor operations if they've not been done already\n\t\tif(!this.editorOperations) {\n\t\t\tEditTextWidget.prototype.editorOperations = {};\n\t\t\t$tw.modules.applyMethods(\"texteditoroperation\",this.editorOperations);\n\t\t}\n\t\tthis.initialise(parseTreeNode,options);\n\t};\n\n\t/*\n\tInherit from the base widget class\n\t*/\n\tEditTextWidget.prototype = new Widget();\n\n\t/*\n\tRender this widget into the DOM\n\t*/\n\tEditTextWidget.prototype.render = function(parent,nextSibling) {\n\t\t// Save the parent dom node\n\t\tthis.parentDomNode = parent;\n\t\t// Compute our attributes\n\t\tthis.computeAttributes();\n\t\t// Execute our logic\n\t\tthis.execute();\n\t\t// Create the wrapper for the toolbar and render its content\n\t\tif(this.editShowToolbar) {\n\t\t\tthis.toolbarNode = this.document.createElement(\"div\");\n\t\t\tthis.toolbarNode.className = \"tc-editor-toolbar\";\n\t\t\tparent.insertBefore(this.toolbarNode,nextSibling);\n\t\t\tthis.renderChildren(this.toolbarNode,null);\n\t\t\tthis.domNodes.push(this.toolbarNode);\n\t\t}\n\t\t// Create our element\n\t\tvar editInfo = this.getEditInfo(),\n\t\t\tEngine = this.editShowToolbar ? toolbarEngine : nonToolbarEngine;\n\t\tthis.engine = new Engine({\n\t\t\t\twidget: this,\n\t\t\t\tvalue: editInfo.value,\n\t\t\t\ttype: editInfo.type,\n\t\t\t\tparentNode: parent,\n\t\t\t\tnextSibling: nextSibling\n\t\t\t});\n\t\t// Call the postRender hook\n\t\tif(this.postRender) {\n\t\t\tthis.postRender();\n\t\t}\n\t\t// Fix height\n\t\tthis.engine.fixHeight();\n\t\t// Focus if required\n\t\tif(this.editFocus === \"true\" || this.editFocus === \"yes\") {\n\t\t\tthis.engine.focus();\n\t\t}\n\t\t// Add widget message listeners\n\t\tthis.addEventListeners([\n\t\t\t{type: \"tm-edit-text-operation\", handler: \"handleEditTextOperationMessage\"}\n\t\t]);\n\t};\n\n\t/*\n\tGet the tiddler being edited and current value\n\t*/\n\tEditTextWidget.prototype.getEditInfo = function() {\n\t\t// Get the edit value\n\t\tvar self = this,\n\t\t\tvalue,\n\t\t\ttype = \"text/plain\",\n\t\t\tupdate;\n\t\tif(this.editIndex) {\n\t\t\tvalue = this.wiki.extractTiddlerDataItem(this.editTitle,this.editIndex,this.editDefault);\n\t\t\tupdate = function(value) {\n\t\t\t\tvar data = self.wiki.getTiddlerData(self.editTitle,{});\n\t\t\t\tif(data[self.editIndex] !== value) {\n\t\t\t\t\tdata[self.editIndex] = value;\n\t\t\t\t\tself.wiki.setTiddlerData(self.editTitle,data);\n\t\t\t\t}\n\t\t\t};\n\t\t} else {\n\t\t\t// Get the current tiddler and the field name\n\t\t\tvar tiddler = this.wiki.getTiddler(this.editTitle);\n\t\t\tif(tiddler) {\n\t\t\t\t// If we've got a tiddler, the value to display is the field string value\n\t\t\t\tvalue = tiddler.getFieldString(this.editField);\n\t\t\t\tif(this.editField === \"text\") {\n\t\t\t\t\ttype = tiddler.fields.type || \"text/vnd.tiddlywiki\";\n\t\t\t\t}\n\t\t\t} else {\n\t\t\t\t// Otherwise, we need to construct a default value for the editor\n\t\t\t\tswitch(this.editField) {\n\t\t\t\t\tcase \"text\":\n\t\t\t\t\t\tvalue = \"Type the text for the tiddler '\" + this.editTitle + \"'\";\n\t\t\t\t\t\ttype = \"text/vnd.tiddlywiki\";\n\t\t\t\t\t\tbreak;\n\t\t\t\t\tcase \"title\":\n\t\t\t\t\t\tvalue = this.editTitle;\n\t\t\t\t\t\tbreak;\n\t\t\t\t\tdefault:\n\t\t\t\t\t\tvalue = \"\";\n\t\t\t\t\t\tbreak;\n\t\t\t\t}\n\t\t\t\tif(this.editDefault !== undefined) {\n\t\t\t\t\tvalue = this.editDefault;\n\t\t\t\t}\n\t\t\t}\n\t\t\tupdate = function(value) {\n\t\t\t\tvar tiddler = self.wiki.getTiddler(self.editTitle),\n\t\t\t\t\tupdateFields = {\n\t\t\t\t\t\ttitle: self.editTitle\n\t\t\t\t\t};\n\t\t\t\tupdateFields[self.editField] = value;\n\t\t\t\tself.wiki.addTiddler(new $tw.Tiddler(self.wiki.getCreationFields(),tiddler,updateFields,self.wiki.getModificationFields()));\n\t\t\t};\n\t\t}\n\t\tif(this.editType) {\n\t\t\ttype = this.editType;\n\t\t}\n\t\treturn {value: value || \"\", type: type, update: update};\n\t};\n\n\t/*\n\tHandle an edit text operation message from the toolbar\n\t*/\n\tEditTextWidget.prototype.handleEditTextOperationMessage = function(event) {\n\t\t// Prepare information about the operation\n\t\tvar operation = this.engine.createTextOperation();\n\t\t// Invoke the handler for the selected operation\n\t\tvar handler = this.editorOperations[event.param];\n\t\tif(handler) {\n\t\t\thandler.call(this,event,operation);\n\t\t}\n\t\t// Execute the operation via the engine\n\t\tvar newText = this.engine.executeTextOperation(operation);\n\t\t// Fix the tiddler height and save changes\n\t\tthis.engine.fixHeight();\n\t\tthis.saveChanges(newText);\n\t};\n\n\t/*\n\tCompute the internal state of the widget\n\t*/\n\tEditTextWidget.prototype.execute = function() {\n\t\t// Get our parameters\n\t\tthis.editTitle = this.getAttribute(\"tiddler\",this.getVariable(\"currentTiddler\"));\n\t\tthis.editField = this.getAttribute(\"field\",\"text\");\n\t\tthis.editIndex = this.getAttribute(\"index\");\n\t\tthis.editDefault = this.getAttribute(\"default\");\n\t\tthis.editClass = this.getAttribute(\"class\");\n\t\tthis.editPlaceholder = this.getAttribute(\"placeholder\");\n\t\tthis.editSize = this.getAttribute(\"size\");\n\t\tthis.editRows = this.getAttribute(\"rows\");\n\t\tthis.editAutoHeight = this.wiki.getTiddlerText(HEIGHT_MODE_TITLE,\"auto\");\n\t\tthis.editAutoHeight = this.getAttribute(\"autoHeight\",this.editAutoHeight === \"auto\" ? \"yes\" : \"no\") === \"yes\";\n\t\tthis.editMinHeight = this.getAttribute(\"minHeight\",DEFAULT_MIN_TEXT_AREA_HEIGHT);\n\t\tthis.editFocusPopup = this.getAttribute(\"focusPopup\");\n\t\tthis.editFocus = this.getAttribute(\"focus\");\n\t\tthis.editTabIndex = this.getAttribute(\"tabindex\");\n\t\t// Get the default editor element tag and type\n\t\tvar tag,type;\n\t\tif(this.editField === \"text\") {\n\t\t\ttag = \"textarea\";\n\t\t} else {\n\t\t\ttag = \"input\";\n\t\t\tvar fieldModule = $tw.Tiddler.fieldModules[this.editField];\n\t\t\tif(fieldModule && fieldModule.editTag) {\n\t\t\t\ttag = fieldModule.editTag;\n\t\t\t}\n\t\t\tif(fieldModule && fieldModule.editType) {\n\t\t\t\ttype = fieldModule.editType;\n\t\t\t}\n\t\t\ttype = type || \"text\";\n\t\t}\n\t\t// Get the rest of our parameters\n\t\tthis.editTag = this.getAttribute(\"tag\",tag) || \"input\";\n\t\tthis.editType = this.getAttribute(\"type\",type);\n\t\t// Make the child widgets\n\t\tthis.makeChildWidgets();\n\t\t// Determine whether to show the toolbar\n\t\tthis.editShowToolbar = this.wiki.getTiddlerText(ENABLE_TOOLBAR_TITLE,\"yes\");\n\t\tthis.editShowToolbar = (this.editShowToolbar === \"yes\") && !!(this.children && this.children.length > 0) && (!this.document.isTiddlyWikiFakeDom);\n\t};\n\n\t/*\n\tSelectively refreshes the widget if needed. Returns true if the widget or any of its children needed re-rendering\n\t*/\n\tEditTextWidget.prototype.refresh = function(changedTiddlers) {\n\t\tvar changedAttributes = this.computeAttributes();\n\t\t// Completely rerender if any of our attributes have changed\n\t\tif(changedAttributes.tiddler || changedAttributes.field || changedAttributes.index || changedAttributes[\"default\"] || changedAttributes[\"class\"] || changedAttributes.placeholder || changedAttributes.size || changedAttributes.autoHeight || changedAttributes.minHeight || changedAttributes.focusPopup || changedAttributes.rows || changedAttributes.tabindex || changedTiddlers[HEIGHT_MODE_TITLE] || changedTiddlers[ENABLE_TOOLBAR_TITLE]) {\n\t\t\tthis.refreshSelf();\n\t\t\treturn true;\n\t\t} else if(changedTiddlers[this.editTitle]) {\n\t\t\tvar editInfo = this.getEditInfo();\n\t\t\tthis.updateEditor(editInfo.value,editInfo.type);\n\t\t}\n\t\tthis.engine.fixHeight();\n\t\tif(this.editShowToolbar) {\n\t\t\treturn this.refreshChildren(changedTiddlers);\n\t\t} else {\n\t\t\treturn false;\n\t\t}\n\t};\n\n\t/*\n\tUpdate the editor with new text. This method is separate from updateEditorDomNode()\n\tso that subclasses can override updateEditor() and still use updateEditorDomNode()\n\t*/\n\tEditTextWidget.prototype.updateEditor = function(text,type) {\n\t\tthis.updateEditorDomNode(text,type);\n\t};\n\n\t/*\n\tUpdate the editor dom node with new text\n\t*/\n\tEditTextWidget.prototype.updateEditorDomNode = function(text,type) {\n\t\tthis.engine.setText(text,type);\n\t};\n\n\t/*\n\tSave changes back to the tiddler store\n\t*/\n\tEditTextWidget.prototype.saveChanges = function(text) {\n\t\tvar editInfo = this.getEditInfo();\n\t\tif(text !== editInfo.value) {\n\t\t\teditInfo.update(text);\n\t\t}\n\t};\n\n\t/*\n\tHandle a dom \"keydown\" event, which we'll bubble up to our container for the keyboard widgets benefit\n\t*/\n\tEditTextWidget.prototype.handleKeydownEvent = function(event) {\n\t\t// Check for a keyboard shortcut\n\t\tif(this.toolbarNode) {\n\t\t\tvar shortcutElements = this.toolbarNode.querySelectorAll(\"[data-tw-keyboard-shortcut]\");\n\t\t\tfor(var index=0; index<shortcutElements.length; index++) {\n\t\t\t\tvar el = shortcutElements[index],\n\t\t\t\t\tshortcutData = el.getAttribute(\"data-tw-keyboard-shortcut\"),\n\t\t\t\t\tkeyInfoArray = $tw.keyboardManager.parseKeyDescriptors(shortcutData,{\n\t\t\t\t\t\twiki: this.wiki\n\t\t\t\t\t});\n\t\t\t\tif($tw.keyboardManager.checkKeyDescriptors(event,keyInfoArray)) {\n\t\t\t\t\tvar clickEvent = this.document.createEvent(\"Events\");\n\t\t\t\t clickEvent.initEvent(\"click\",true,false);\n\t\t\t\t el.dispatchEvent(clickEvent);\n\t\t\t\t\tevent.preventDefault();\n\t\t\t\t\tevent.stopPropagation();\n\t\t\t\t\treturn true;\n\t\t\t\t}\n\t\t\t}\n\t\t}\n\t\t// Propogate the event to the container\n\t\tif(this.propogateKeydownEvent(event)) {\n\t\t\t// Ignore the keydown if it was already handled\n\t\t\tevent.preventDefault();\n\t\t\tevent.stopPropagation();\n\t\t\treturn true;\n\t\t}\n\t\t// Otherwise, process the keydown normally\n\t\treturn false;\n\t};\n\n\t/*\n\tPropogate keydown events to our container for the keyboard widgets benefit\n\t*/\n\tEditTextWidget.prototype.propogateKeydownEvent = function(event) {\n\t\tvar newEvent = this.document.createEventObject ? this.document.createEventObject() : this.document.createEvent(\"Events\");\n\t\tif(newEvent.initEvent) {\n\t\t\tnewEvent.initEvent(\"keydown\", true, true);\n\t\t}\n\t\tnewEvent.keyCode = event.keyCode;\n\t\tnewEvent.which = event.which;\n\t\tnewEvent.metaKey = event.metaKey;\n\t\tnewEvent.ctrlKey = event.ctrlKey;\n\t\tnewEvent.altKey = event.altKey;\n\t\tnewEvent.shiftKey = event.shiftKey;\n\t\treturn !this.parentDomNode.dispatchEvent(newEvent);\n\t};\n\n\treturn EditTextWidget;\n\n}\n\nexports.editTextWidgetFactory = editTextWidgetFactory;\n\n})();\n",
"type": "application/javascript",
"module-type": "library"
},
"$:/core/modules/editor/operations/bitmap/clear.js": {
"title": "$:/core/modules/editor/operations/bitmap/clear.js",
"text": "/*\\\ntitle: $:/core/modules/editor/operations/bitmap/clear.js\ntype: application/javascript\nmodule-type: bitmapeditoroperation\n\nBitmap editor operation to clear the image\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nexports[\"clear\"] = function(event) {\n\tvar ctx = this.canvasDomNode.getContext(\"2d\");\n\tctx.globalAlpha = 1;\n\tctx.fillStyle = event.paramObject.colour || \"white\";\n\tctx.fillRect(0,0,this.canvasDomNode.width,this.canvasDomNode.height);\n\t// Save changes\n\tthis.strokeEnd();\n};\n\n})();\n",
"type": "application/javascript",
"module-type": "bitmapeditoroperation"
},
"$:/core/modules/editor/operations/bitmap/resize.js": {
"title": "$:/core/modules/editor/operations/bitmap/resize.js",
"text": "/*\\\ntitle: $:/core/modules/editor/operations/bitmap/resize.js\ntype: application/javascript\nmodule-type: bitmapeditoroperation\n\nBitmap editor operation to resize the image\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nexports[\"resize\"] = function(event) {\n\t// Get the new width\n\tvar newWidth = parseInt(event.paramObject.width || this.canvasDomNode.width,10),\n\t\tnewHeight = parseInt(event.paramObject.height || this.canvasDomNode.height,10);\n\t// Update if necessary\n\tif(newWidth > 0 && newHeight > 0 && !(newWidth === this.currCanvas.width && newHeight === this.currCanvas.height)) {\n\t\tthis.changeCanvasSize(newWidth,newHeight);\n\t}\n\t// Update the input controls\n\tthis.refreshToolbar();\n\t// Save the image into the tiddler\n\tthis.saveChanges();\n};\n\n})();\n",
"type": "application/javascript",
"module-type": "bitmapeditoroperation"
},
"$:/core/modules/editor/operations/bitmap/rotate-left.js": {
"title": "$:/core/modules/editor/operations/bitmap/rotate-left.js",
"text": "/*\\\ntitle: $:/core/modules/editor/operations/bitmap/rotate-left.js\ntype: application/javascript\nmodule-type: bitmapeditoroperation\n\nBitmap editor operation to rotate the image left by 90 degrees\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nexports[\"rotate-left\"] = function(event) {\n\t// Rotate the canvas left by 90 degrees\n\tthis.rotateCanvasLeft();\n\t// Update the input controls\n\tthis.refreshToolbar();\n\t// Save the image into the tiddler\n\tthis.saveChanges();\n};\n\n})();\n",
"type": "application/javascript",
"module-type": "bitmapeditoroperation"
},
"$:/core/modules/editor/operations/text/excise.js": {
"title": "$:/core/modules/editor/operations/text/excise.js",
"text": "/*\\\ntitle: $:/core/modules/editor/operations/text/excise.js\ntype: application/javascript\nmodule-type: texteditoroperation\n\nText editor operation to excise the selection to a new tiddler\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nexports[\"excise\"] = function(event,operation) {\n\tvar editTiddler = this.wiki.getTiddler(this.editTitle),\n\t\teditTiddlerTitle = this.editTitle;\n\tif(editTiddler && editTiddler.fields[\"draft.of\"]) {\n\t\teditTiddlerTitle = editTiddler.fields[\"draft.of\"];\n\t}\n\tvar excisionTitle = event.paramObject.title || this.wiki.generateNewTitle(\"New Excision\");\n\tthis.wiki.addTiddler(new $tw.Tiddler(\n\t\tthis.wiki.getCreationFields(),\n\t\tthis.wiki.getModificationFields(),\n\t\t{\n\t\t\ttitle: excisionTitle,\n\t\t\ttext: operation.selection,\n\t\t\ttags: event.paramObject.tagnew === \"yes\" ? [editTiddlerTitle] : []\n\t\t}\n\t));\n\toperation.replacement = excisionTitle;\n\tswitch(event.paramObject.type || \"transclude\") {\n\t\tcase \"transclude\":\n\t\t\toperation.replacement = \"{{\" + operation.replacement+ \"}}\";\n\t\t\tbreak;\n\t\tcase \"link\":\n\t\t\toperation.replacement = \"[[\" + operation.replacement+ \"]]\";\n\t\t\tbreak;\n\t\tcase \"macro\":\n\t\t\toperation.replacement = \"<<\" + (event.paramObject.macro || \"translink\") + \" \\\"\\\"\\\"\" + operation.replacement + \"\\\"\\\"\\\">>\";\n\t\t\tbreak;\n\t}\n\toperation.cutStart = operation.selStart;\n\toperation.cutEnd = operation.selEnd;\n\toperation.newSelStart = operation.selStart;\n\toperation.newSelEnd = operation.selStart + operation.replacement.length;\n};\n\n})();\n",
"type": "application/javascript",
"module-type": "texteditoroperation"
},
"$:/core/modules/editor/operations/text/make-link.js": {
"title": "$:/core/modules/editor/operations/text/make-link.js",
"text": "/*\\\ntitle: $:/core/modules/editor/operations/text/make-link.js\ntype: application/javascript\nmodule-type: texteditoroperation\n\nText editor operation to make a link\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nexports[\"make-link\"] = function(event,operation) {\n\tif(operation.selection) {\n\t\toperation.replacement = \"[[\" + operation.selection + \"|\" + event.paramObject.text + \"]]\";\n\t\toperation.cutStart = operation.selStart;\n\t\toperation.cutEnd = operation.selEnd;\n\t} else {\n\t\toperation.replacement = \"[[\" + event.paramObject.text + \"]]\";\n\t\toperation.cutStart = operation.selStart;\n\t\toperation.cutEnd = operation.selEnd;\n\t}\n\toperation.newSelStart = operation.selStart + operation.replacement.length;\n\toperation.newSelEnd = operation.newSelStart;\n};\n\n})();\n",
"type": "application/javascript",
"module-type": "texteditoroperation"
},
"$:/core/modules/editor/operations/text/prefix-lines.js": {
"title": "$:/core/modules/editor/operations/text/prefix-lines.js",
"text": "/*\\\ntitle: $:/core/modules/editor/operations/text/prefix-lines.js\ntype: application/javascript\nmodule-type: texteditoroperation\n\nText editor operation to add a prefix to the selected lines\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nexports[\"prefix-lines\"] = function(event,operation) {\n\tvar targetCount = parseInt(event.paramObject.count + \"\",10);\n\t// Cut just past the preceding line break, or the start of the text\n\toperation.cutStart = $tw.utils.findPrecedingLineBreak(operation.text,operation.selStart);\n\t// Cut to just past the following line break, or to the end of the text\n\toperation.cutEnd = $tw.utils.findFollowingLineBreak(operation.text,operation.selEnd);\n\t// Compose the required prefix\n\tvar prefix = $tw.utils.repeat(event.paramObject.character,targetCount);\n\t// Process each line\n\tvar lines = operation.text.substring(operation.cutStart,operation.cutEnd).split(/\\r?\\n/mg);\n\t$tw.utils.each(lines,function(line,index) {\n\t\t// Remove and count any existing prefix characters\n\t\tvar count = 0;\n\t\twhile(line.charAt(0) === event.paramObject.character) {\n\t\t\tline = line.substring(1);\n\t\t\tcount++;\n\t\t}\n\t\t// Remove any whitespace\n\t\twhile(line.charAt(0) === \" \") {\n\t\t\tline = line.substring(1);\n\t\t}\n\t\t// We're done if we removed the exact required prefix, otherwise add it\n\t\tif(count !== targetCount) {\n\t\t\t// Apply the prefix\n\t\t\tline = prefix + \" \" + line;\n\t\t}\n\t\t// Save the modified line\n\t\tlines[index] = line;\n\t});\n\t// Stitch the replacement text together and set the selection\n\toperation.replacement = lines.join(\"\\n\");\n\tif(lines.length === 1) {\n\t\toperation.newSelStart = operation.cutStart + operation.replacement.length;\n\t\toperation.newSelEnd = operation.newSelStart;\n\t} else {\n\t\toperation.newSelStart = operation.cutStart;\n\t\toperation.newSelEnd = operation.newSelStart + operation.replacement.length;\n\t}\n};\n\n})();\n",
"type": "application/javascript",
"module-type": "texteditoroperation"
},
"$:/core/modules/editor/operations/text/replace-all.js": {
"title": "$:/core/modules/editor/operations/text/replace-all.js",
"text": "/*\\\ntitle: $:/core/modules/editor/operations/text/replace-all.js\ntype: application/javascript\nmodule-type: texteditoroperation\n\nText editor operation to replace the entire text\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nexports[\"replace-all\"] = function(event,operation) {\n\toperation.cutStart = 0;\n\toperation.cutEnd = operation.text.length;\n\toperation.replacement = event.paramObject.text;\n\toperation.newSelStart = 0;\n\toperation.newSelEnd = operation.replacement.length;\n};\n\n})();\n",
"type": "application/javascript",
"module-type": "texteditoroperation"
},
"$:/core/modules/editor/operations/text/replace-selection.js": {
"title": "$:/core/modules/editor/operations/text/replace-selection.js",
"text": "/*\\\ntitle: $:/core/modules/editor/operations/text/replace-selection.js\ntype: application/javascript\nmodule-type: texteditoroperation\n\nText editor operation to replace the selection\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nexports[\"replace-selection\"] = function(event,operation) {\n\toperation.replacement = event.paramObject.text;\n\toperation.cutStart = operation.selStart;\n\toperation.cutEnd = operation.selEnd;\n\toperation.newSelStart = operation.selStart;\n\toperation.newSelEnd = operation.selStart + operation.replacement.length;\n};\n\n})();\n",
"type": "application/javascript",
"module-type": "texteditoroperation"
},
"$:/core/modules/editor/operations/text/save-selection.js": {
"title": "$:/core/modules/editor/operations/text/save-selection.js",
"text": "/*\\\ntitle: $:/core/modules/editor/operations/text/save-selection.js\ntype: application/javascript\nmodule-type: texteditoroperation\n\nText editor operation to save the current selection in a specified tiddler\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nexports[\"save-selection\"] = function(event,operation) {\n\tvar tiddler = event.paramObject.tiddler,\n\t\tfield = event.paramObject.field || \"text\";\n\tif(tiddler && field) {\n\t\tthis.wiki.setText(tiddler,field,null,operation.text.substring(operation.selStart,operation.selEnd));\n\t}\n};\n\n})();\n",
"type": "application/javascript",
"module-type": "texteditoroperation"
},
"$:/core/modules/editor/operations/text/wrap-lines.js": {
"title": "$:/core/modules/editor/operations/text/wrap-lines.js",
"text": "/*\\\ntitle: $:/core/modules/editor/operations/text/wrap-lines.js\ntype: application/javascript\nmodule-type: texteditoroperation\n\nText editor operation to wrap the selected lines with a prefix and suffix\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nexports[\"wrap-lines\"] = function(event,operation) {\n\t// Cut just past the preceding line break, or the start of the text\n\toperation.cutStart = $tw.utils.findPrecedingLineBreak(operation.text,operation.selStart);\n\t// Cut to just past the following line break, or to the end of the text\n\toperation.cutEnd = $tw.utils.findFollowingLineBreak(operation.text,operation.selEnd);\n\t// Add the prefix and suffix\n\toperation.replacement = event.paramObject.prefix + \"\\n\" +\n\t\t\t\toperation.text.substring(operation.cutStart,operation.cutEnd) + \"\\n\" +\n\t\t\t\tevent.paramObject.suffix + \"\\n\";\n\toperation.newSelStart = operation.cutStart + event.paramObject.prefix.length + 1;\n\toperation.newSelEnd = operation.newSelStart + (operation.cutEnd - operation.cutStart);\n};\n\n})();\n",
"type": "application/javascript",
"module-type": "texteditoroperation"
},
"$:/core/modules/editor/operations/text/wrap-selection.js": {
"title": "$:/core/modules/editor/operations/text/wrap-selection.js",
"text": "/*\\\ntitle: $:/core/modules/editor/operations/text/wrap-selection.js\ntype: application/javascript\nmodule-type: texteditoroperation\n\nText editor operation to wrap the selection with the specified prefix and suffix\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nexports[\"wrap-selection\"] = function(event,operation) {\n\tif(operation.selStart === operation.selEnd) {\n\t\t// No selection; check if we're within the prefix/suffix\n\t\tif(operation.text.substring(operation.selStart - event.paramObject.prefix.length,operation.selStart + event.paramObject.suffix.length) === event.paramObject.prefix + event.paramObject.suffix) {\n\t\t\t// Remove the prefix and suffix\n\t\t\toperation.cutStart = operation.selStart - event.paramObject.prefix.length;\n\t\t\toperation.cutEnd = operation.selEnd + event.paramObject.suffix.length;\n\t\t\toperation.replacement = \"\";\n\t\t\toperation.newSelStart = operation.cutStart;\n\t\t\toperation.newSelEnd = operation.newSelStart;\n\t\t} else {\n\t\t\t// Wrap the cursor instead\n\t\t\toperation.cutStart = operation.selStart;\n\t\t\toperation.cutEnd = operation.selEnd;\n\t\t\toperation.replacement = event.paramObject.prefix + event.paramObject.suffix;\n\t\t\toperation.newSelStart = operation.selStart + event.paramObject.prefix.length;\n\t\t\toperation.newSelEnd = operation.newSelStart;\n\t\t}\n\t} else if(operation.text.substring(operation.selStart,operation.selStart + event.paramObject.prefix.length) === event.paramObject.prefix && operation.text.substring(operation.selEnd - event.paramObject.suffix.length,operation.selEnd) === event.paramObject.suffix) {\n\t\t// Prefix and suffix are already present, so remove them\n\t\toperation.cutStart = operation.selStart;\n\t\toperation.cutEnd = operation.selEnd;\n\t\toperation.replacement = operation.selection.substring(event.paramObject.prefix.length,operation.selection.length - event.paramObject.suffix.length);\n\t\toperation.newSelStart = operation.selStart;\n\t\toperation.newSelEnd = operation.selStart + operation.replacement.length;\n\t} else {\n\t\t// Add the prefix and suffix\n\t\toperation.cutStart = operation.selStart;\n\t\toperation.cutEnd = operation.selEnd;\n\t\toperation.replacement = event.paramObject.prefix + operation.selection + event.paramObject.suffix;\n\t\toperation.newSelStart = operation.selStart;\n\t\toperation.newSelEnd = operation.selStart + operation.replacement.length;\n\t}\n};\n\n})();\n",
"type": "application/javascript",
"module-type": "texteditoroperation"
},
"$:/core/modules/filters/addprefix.js": {
"title": "$:/core/modules/filters/addprefix.js",
"text": "/*\\\ntitle: $:/core/modules/filters/addprefix.js\ntype: application/javascript\nmodule-type: filteroperator\n\nFilter operator for adding a prefix to each title in the list. This is\nespecially useful in contexts where only a filter expression is allowed\nand macro substitution isn't available.\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n/*\nExport our filter function\n*/\nexports.addprefix = function(source,operator,options) {\n\tvar results = [];\n\tsource(function(tiddler,title) {\n\t\tresults.push(operator.operand + title);\n\t});\n\treturn results;\n};\n\n})();\n",
"type": "application/javascript",
"module-type": "filteroperator"
},
"$:/core/modules/filters/addsuffix.js": {
"title": "$:/core/modules/filters/addsuffix.js",
"text": "/*\\\ntitle: $:/core/modules/filters/addsuffix.js\ntype: application/javascript\nmodule-type: filteroperator\n\nFilter operator for adding a suffix to each title in the list. This is\nespecially useful in contexts where only a filter expression is allowed\nand macro substitution isn't available.\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n/*\nExport our filter function\n*/\nexports.addsuffix = function(source,operator,options) {\n\tvar results = [];\n\tsource(function(tiddler,title) {\n\t\tresults.push(title + operator.operand);\n\t});\n\treturn results;\n};\n\n})();\n",
"type": "application/javascript",
"module-type": "filteroperator"
},
"$:/core/modules/filters/after.js": {
"title": "$:/core/modules/filters/after.js",
"text": "/*\\\ntitle: $:/core/modules/filters/after.js\ntype: application/javascript\nmodule-type: filteroperator\n\nFilter operator returning the tiddler from the current list that is after the tiddler named in the operand.\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n/*\nExport our filter function\n*/\nexports.after = function(source,operator,options) {\n\tvar results = [];\n\tsource(function(tiddler,title) {\n\t\tresults.push(title);\n\t});\n\tvar index = results.indexOf(operator.operand);\n\tif(index === -1 || index > (results.length - 2)) {\n\t\treturn [];\n\t} else {\n\t\treturn [results[index + 1]];\n\t}\n};\n\n})();\n",
"type": "application/javascript",
"module-type": "filteroperator"
},
"$:/core/modules/filters/all/current.js": {
"title": "$:/core/modules/filters/all/current.js",
"text": "/*\\\ntitle: $:/core/modules/filters/all/current.js\ntype: application/javascript\nmodule-type: allfilteroperator\n\nFilter function for [all[current]]\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n/*\nExport our filter function\n*/\nexports.current = function(source,prefix,options) {\n\tvar currTiddlerTitle = options.widget && options.widget.getVariable(\"currentTiddler\");\n\tif(currTiddlerTitle) {\n\t\treturn [currTiddlerTitle];\n\t} else {\n\t\treturn [];\n\t}\n};\n\n})();\n",
"type": "application/javascript",
"module-type": "allfilteroperator"
},
"$:/core/modules/filters/all/missing.js": {
"title": "$:/core/modules/filters/all/missing.js",
"text": "/*\\\ntitle: $:/core/modules/filters/all/missing.js\ntype: application/javascript\nmodule-type: allfilteroperator\n\nFilter function for [all[missing]]\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n/*\nExport our filter function\n*/\nexports.missing = function(source,prefix,options) {\n\treturn options.wiki.getMissingTitles();\n};\n\n})();\n",
"type": "application/javascript",
"module-type": "allfilteroperator"
},
"$:/core/modules/filters/all/orphans.js": {
"title": "$:/core/modules/filters/all/orphans.js",
"text": "/*\\\ntitle: $:/core/modules/filters/all/orphans.js\ntype: application/javascript\nmodule-type: allfilteroperator\n\nFilter function for [all[orphans]]\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n/*\nExport our filter function\n*/\nexports.orphans = function(source,prefix,options) {\n\treturn options.wiki.getOrphanTitles();\n};\n\n})();\n",
"type": "application/javascript",
"module-type": "allfilteroperator"
},
"$:/core/modules/filters/all/shadows.js": {
"title": "$:/core/modules/filters/all/shadows.js",
"text": "/*\\\ntitle: $:/core/modules/filters/all/shadows.js\ntype: application/javascript\nmodule-type: allfilteroperator\n\nFilter function for [all[shadows]]\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n/*\nExport our filter function\n*/\nexports.shadows = function(source,prefix,options) {\n\treturn options.wiki.allShadowTitles();\n};\n\n})();\n",
"type": "application/javascript",
"module-type": "allfilteroperator"
},
"$:/core/modules/filters/all/tags.js": {
"title": "$:/core/modules/filters/all/tags.js",
"text": "/*\\\ntitle: $:/core/modules/filters/all/tags.js\ntype: application/javascript\nmodule-type: allfilteroperator\n\nFilter function for [all[tags]]\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n/*\nExport our filter function\n*/\nexports.tags = function(source,prefix,options) {\n\treturn Object.keys(options.wiki.getTagMap());\n};\n\n})();\n",
"type": "application/javascript",
"module-type": "allfilteroperator"
},
"$:/core/modules/filters/all/tiddlers.js": {
"title": "$:/core/modules/filters/all/tiddlers.js",
"text": "/*\\\ntitle: $:/core/modules/filters/all/tiddlers.js\ntype: application/javascript\nmodule-type: allfilteroperator\n\nFilter function for [all[tiddlers]]\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n/*\nExport our filter function\n*/\nexports.tiddlers = function(source,prefix,options) {\n\treturn options.wiki.allTitles();\n};\n\n})();\n",
"type": "application/javascript",
"module-type": "allfilteroperator"
},
"$:/core/modules/filters/all.js": {
"title": "$:/core/modules/filters/all.js",
"text": "/*\\\ntitle: $:/core/modules/filters/all.js\ntype: application/javascript\nmodule-type: filteroperator\n\nFilter operator for selecting tiddlers\n\n[all[shadows+tiddlers]]\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nvar allFilterOperators;\n\nfunction getAllFilterOperators() {\n\tif(!allFilterOperators) {\n\t\tallFilterOperators = {};\n\t\t$tw.modules.applyMethods(\"allfilteroperator\",allFilterOperators);\n\t}\n\treturn allFilterOperators;\n}\n\n/*\nExport our filter function\n*/\nexports.all = function(source,operator,options) {\n\t// Get our suboperators\n\tvar allFilterOperators = getAllFilterOperators();\n\t// Cycle through the suboperators accumulating their results\n\tvar results = [],\n\t\tsubops = operator.operand.split(\"+\");\n\t// Check for common optimisations\n\tif(subops.length === 1 && subops[0] === \"\") {\n\t\treturn source;\n\t} else if(subops.length === 1 && subops[0] === \"tiddlers\") {\n\t\treturn options.wiki.each;\n\t} else if(subops.length === 1 && subops[0] === \"shadows\") {\n\t\treturn options.wiki.eachShadow;\n\t} else if(subops.length === 2 && subops[0] === \"tiddlers\" && subops[1] === \"shadows\") {\n\t\treturn options.wiki.eachTiddlerPlusShadows;\n\t} else if(subops.length === 2 && subops[0] === \"shadows\" && subops[1] === \"tiddlers\") {\n\t\treturn options.wiki.eachShadowPlusTiddlers;\n\t}\n\t// Do it the hard way\n\tfor(var t=0; t<subops.length; t++) {\n\t\tvar subop = allFilterOperators[subops[t]];\n\t\tif(subop) {\n\t\t\t$tw.utils.pushTop(results,subop(source,operator.prefix,options));\n\t\t}\n\t}\n\treturn results;\n};\n\n})();\n",
"type": "application/javascript",
"module-type": "filteroperator"
},
"$:/core/modules/filters/backlinks.js": {
"title": "$:/core/modules/filters/backlinks.js",
"text": "/*\\\ntitle: $:/core/modules/filters/backlinks.js\ntype: application/javascript\nmodule-type: filteroperator\n\nFilter operator for returning all the backlinks from a tiddler\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n/*\nExport our filter function\n*/\nexports.backlinks = function(source,operator,options) {\n\tvar results = [];\n\tsource(function(tiddler,title) {\n\t\t$tw.utils.pushTop(results,options.wiki.getTiddlerBacklinks(title));\n\t});\n\treturn results;\n};\n\n})();\n",
"type": "application/javascript",
"module-type": "filteroperator"
},
"$:/core/modules/filters/before.js": {
"title": "$:/core/modules/filters/before.js",
"text": "/*\\\ntitle: $:/core/modules/filters/before.js\ntype: application/javascript\nmodule-type: filteroperator\n\nFilter operator returning the tiddler from the current list that is before the tiddler named in the operand.\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n/*\nExport our filter function\n*/\nexports.before = function(source,operator,options) {\n\tvar results = [];\n\tsource(function(tiddler,title) {\n\t\tresults.push(title);\n\t});\n\tvar index = results.indexOf(operator.operand);\n\tif(index <= 0) {\n\t\treturn [];\n\t} else {\n\t\treturn [results[index - 1]];\n\t}\n};\n\n})();\n",
"type": "application/javascript",
"module-type": "filteroperator"
},
"$:/core/modules/filters/commands.js": {
"title": "$:/core/modules/filters/commands.js",
"text": "/*\\\ntitle: $:/core/modules/filters/commands.js\ntype: application/javascript\nmodule-type: filteroperator\n\nFilter operator for returning the names of the commands available in this wiki\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n/*\nExport our filter function\n*/\nexports.commands = function(source,operator,options) {\n\tvar results = [];\n\t$tw.utils.each($tw.commands,function(commandInfo,name) {\n\t\tresults.push(name);\n\t});\n\tresults.sort();\n\treturn results;\n};\n\n})();\n",
"type": "application/javascript",
"module-type": "filteroperator"
},
"$:/core/modules/filters/compare.js": {
"title": "$:/core/modules/filters/compare.js",
"text": "/*\\\ntitle: $:/core/modules/filters/compare.js\ntype: application/javascript\nmodule-type: filteroperator\n\nGeneral purpose comparison operator\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nexports.compare = function(source,operator,options) {\n\tvar suffixes = operator.suffixes || [],\n\t\ttype = (suffixes[0] || [])[0],\n\t\tmode = (suffixes[1] || [])[0],\n\t\ttypeFn = types[type] || types.number,\n\t\tmodeFn = modes[mode] || modes.eq,\n\t\tinvert = operator.prefix === \"!\",\n\t\tresults = [];\n\tsource(function(tiddler,title) {\n\t\tif(modeFn(typeFn(title,operator.operand)) !== invert) {\n\t\t\tresults.push(title);\n\t\t}\n\t});\n\treturn results;\n};\n\nvar types = {\n\t\"number\": function(a,b) {\n\t\treturn compare($tw.utils.parseNumber(a),$tw.utils.parseNumber(b));\n\t},\n\t\"integer\": function(a,b) {\n\t\treturn compare($tw.utils.parseInt(a),$tw.utils.parseInt(b));\n\t},\n\t\"string\": function(a,b) {\n\t\treturn compare(\"\" + a,\"\" +b);\n\t},\n\t\"date\": function(a,b) {\n\t\tvar dateA = $tw.utils.parseDate(a),\n\t\t\tdateB = $tw.utils.parseDate(b);\n\t\tif(!isFinite(dateA)) {\n\t\t\tdateA = new Date(0);\n\t\t}\n\t\tif(!isFinite(dateB)) {\n\t\t\tdateB = new Date(0);\n\t\t}\n\t\treturn compare(dateA,dateB);\n\t},\n\t\"version\": function(a,b) {\n\t\treturn $tw.utils.compareVersions(a,b);\n\t}\n};\n\nfunction compare(a,b) {\n\tif(a > b) {\n\t\treturn +1;\n\t} else if(a < b) {\n\t\treturn -1;\n\t} else {\n\t\treturn 0;\n\t}\n};\n\nvar modes = {\n\t\"eq\": function(value) {return value === 0;},\n\t\"ne\": function(value) {return value !== 0;},\n\t\"gteq\": function(value) {return value >= 0;},\n\t\"gt\": function(value) {return value > 0;},\n\t\"lteq\": function(value) {return value <= 0;},\n\t\"lt\": function(value) {return value < 0;}\n}\n\n})();\n",
"type": "application/javascript",
"module-type": "filteroperator"
},
"$:/core/modules/filters/contains.js": {
"title": "$:/core/modules/filters/contains.js",
"text": "/*\\\ntitle: $:/core/modules/filters/contains.js\ntype: application/javascript\nmodule-type: filteroperator\n\nFilter operator for finding values in array fields\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n/*\nExport our filter function\n*/\nexports.contains = function(source,operator,options) {\n\tvar results = [],\n\t\tfieldname = (operator.suffix || \"list\").toLowerCase();\n\tif(operator.prefix === \"!\") {\n\t\tsource(function(tiddler,title) {\n\t\t\tif(tiddler) {\n\t\t\t\tvar list = tiddler.getFieldList(fieldname);\n\t\t\t\tif(list.indexOf(operator.operand) === -1) {\n\t\t\t\t\tresults.push(title);\n\t\t\t\t}\n\t\t\t} else {\n\t\t\t\tresults.push(title);\n\t\t\t}\n\t\t});\n\t} else {\n\t\tsource(function(tiddler,title) {\n\t\t\tif(tiddler) {\n\t\t\t\tvar list = tiddler.getFieldList(fieldname);\n\t\t\t\tif(list.indexOf(operator.operand) !== -1) {\n\t\t\t\t\tresults.push(title);\n\t\t\t\t}\n\t\t\t}\n\t\t});\n\t}\n\treturn results;\n};\n\n})();\n",
"type": "application/javascript",
"module-type": "filteroperator"
},
"$:/core/modules/filters/count.js": {
"title": "$:/core/modules/filters/count.js",
"text": "/*\\\ntitle: $:/core/modules/filters/count.js\ntype: application/javascript\nmodule-type: filteroperator\n\nFilter operator returning the number of entries in the current list.\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n/*\nExport our filter function\n*/\nexports.count = function(source,operator,options) {\n\tvar count = 0;\n\tsource(function(tiddler,title) {\n\t\tcount++;\n\t});\n\treturn [count + \"\"];\n};\n\n})();\n",
"type": "application/javascript",
"module-type": "filteroperator"
},
"$:/core/modules/filters/days.js": {
"title": "$:/core/modules/filters/days.js",
"text": "/*\\\ntitle: $:/core/modules/filters/days.js\ntype: application/javascript\nmodule-type: filteroperator\n\nFilter operator that selects tiddlers with a specified date field within a specified date interval.\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n/*\nExport our filter function\n*/\nexports.days = function(source,operator,options) {\n\tvar results = [],\n\t\tfieldName = operator.suffix || \"modified\",\n\t\tdayInterval = (parseInt(operator.operand,10)||0),\n\t\tdayIntervalSign = $tw.utils.sign(dayInterval),\n\t\ttargetTimeStamp = (new Date()).setHours(0,0,0,0) + 1000*60*60*24*dayInterval,\n\t\tisWithinDays = function(dateField) {\n\t\t\tvar sign = $tw.utils.sign(targetTimeStamp - (new Date(dateField)).setHours(0,0,0,0));\n\t\t\treturn sign === 0 || sign === dayIntervalSign;\n\t\t};\n\n\tif(operator.prefix === \"!\") {\n\t\ttargetTimeStamp = targetTimeStamp - 1000*60*60*24*dayIntervalSign;\n\t\tsource(function(tiddler,title) {\n\t\t\tif(tiddler && tiddler.fields[fieldName]) {\n\t\t\t\tif(!isWithinDays($tw.utils.parseDate(tiddler.fields[fieldName]))) {\n\t\t\t\t\tresults.push(title);\n\t\t\t\t}\n\t\t\t}\n\t\t});\n\t} else {\n\t\tsource(function(tiddler,title) {\n\t\t\tif(tiddler && tiddler.fields[fieldName]) {\n\t\t\t\tif(isWithinDays($tw.utils.parseDate(tiddler.fields[fieldName]))) {\n\t\t\t\t\tresults.push(title);\n\t\t\t\t}\n\t\t\t}\n\t\t});\n\t}\n\treturn results;\n};\n\n})();\n",
"type": "application/javascript",
"module-type": "filteroperator"
},
"$:/core/modules/filters/each.js": {
"title": "$:/core/modules/filters/each.js",
"text": "/*\\\ntitle: $:/core/modules/filters/each.js\ntype: application/javascript\nmodule-type: filteroperator\n\nFilter operator that selects one tiddler for each unique value of the specified field.\nWith suffix \"list\", selects all tiddlers that are values in a specified list field.\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n/*\nExport our filter function\n*/\nexports.each = function(source,operator,options) {\n\tvar results =[] ,\n\tvalue,values = {},\n\tfield = operator.operand || \"title\";\n\tif(operator.suffix === \"value\" && field === \"title\") {\n\t\tsource(function(tiddler,title) {\n\t\t\tif(!$tw.utils.hop(values,title)) {\n\t\t\t\tvalues[title] = true;\n\t\t\t\tresults.push(title);\n\t\t\t}\n\t\t});\n\t} else if(operator.suffix !== \"list-item\") {\n\t\tif(field === \"title\") {\n\t\t\tsource(function(tiddler,title) {\n\t\t\t\tif(tiddler && !$tw.utils.hop(values,title)) {\n\t\t\t\t\tvalues[title] = true;\n\t\t\t\t\tresults.push(title);\n\t\t\t\t}\n\t\t\t});\n\t\t} else {\n\t\t\tsource(function(tiddler,title) {\n\t\t\t\tif(tiddler) {\n\t\t\t\t\tvalue = tiddler.getFieldString(field);\n\t\t\t\t\tif(!$tw.utils.hop(values,value)) {\n\t\t\t\t\t\tvalues[value] = true;\n\t\t\t\t\t\tresults.push(title);\n\t\t\t\t\t}\n\t\t\t\t}\n\t\t\t});\n\t\t}\n\t} else {\n\t\tsource(function(tiddler,title) {\n\t\t\tif(tiddler) {\n\t\t\t\t$tw.utils.each(\n\t\t\t\t\toptions.wiki.getTiddlerList(title,field),\n\t\t\t\t\tfunction(value) {\n\t\t\t\t\t\tif(!$tw.utils.hop(values,value)) {\n\t\t\t\t\t\t\tvalues[value] = true;\n\t\t\t\t\t\t\tresults.push(value);\n\t\t\t\t\t\t}\n\t\t\t\t\t}\n\t\t\t\t);\n\t\t\t}\n\t\t});\n\t}\n\treturn results;\n};\n\n})();\n",
"type": "application/javascript",
"module-type": "filteroperator"
},
"$:/core/modules/filters/eachday.js": {
"title": "$:/core/modules/filters/eachday.js",
"text": "/*\\\ntitle: $:/core/modules/filters/eachday.js\ntype: application/javascript\nmodule-type: filteroperator\n\nFilter operator that selects one tiddler for each unique day covered by the specified date field\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n/*\nExport our filter function\n*/\nexports.eachday = function(source,operator,options) {\n\tvar results = [],\n\t\tvalues = [],\n\t\tfieldName = operator.operand || \"modified\";\n\t// Function to convert a date/time to a date integer\n\tvar toDate = function(value) {\n\t\tvalue = (new Date(value)).setHours(0,0,0,0);\n\t\treturn value+0;\n\t};\n\tsource(function(tiddler,title) {\n\t\tif(tiddler && tiddler.fields[fieldName]) {\n\t\t\tvar value = toDate($tw.utils.parseDate(tiddler.fields[fieldName]));\n\t\t\tif(values.indexOf(value) === -1) {\n\t\t\t\tvalues.push(value);\n\t\t\t\tresults.push(title);\n\t\t\t}\n\t\t}\n\t});\n\treturn results;\n};\n\n})();\n",
"type": "application/javascript",
"module-type": "filteroperator"
},
"$:/core/modules/filters/editiondescription.js": {
"title": "$:/core/modules/filters/editiondescription.js",
"text": "/*\\\ntitle: $:/core/modules/filters/editiondescription.js\ntype: application/javascript\nmodule-type: filteroperator\n\nFilter operator for returning the descriptions of the specified edition names\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n/*\nExport our filter function\n*/\nexports.editiondescription = function(source,operator,options) {\n\tvar results = [],\n\t\teditionInfo = $tw.utils.getEditionInfo();\n\tif(editionInfo) {\n\t\tsource(function(tiddler,title) {\n\t\t\tif($tw.utils.hop(editionInfo,title)) {\n\t\t\t\tresults.push(editionInfo[title].description || \"\");\t\t\t\t\n\t\t\t}\n\t\t});\n\t}\n\treturn results;\n};\n\n})();\n",
"type": "application/javascript",
"module-type": "filteroperator"
},
"$:/core/modules/filters/editions.js": {
"title": "$:/core/modules/filters/editions.js",
"text": "/*\\\ntitle: $:/core/modules/filters/editions.js\ntype: application/javascript\nmodule-type: filteroperator\n\nFilter operator for returning the names of the available editions in this wiki\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n/*\nExport our filter function\n*/\nexports.editions = function(source,operator,options) {\n\tvar results = [],\n\t\teditionInfo = $tw.utils.getEditionInfo();\n\tif(editionInfo) {\n\t\t$tw.utils.each(editionInfo,function(info,name) {\n\t\t\tresults.push(name);\n\t\t});\n\t}\n\tresults.sort();\n\treturn results;\n};\n\n})();\n",
"type": "application/javascript",
"module-type": "filteroperator"
},
"$:/core/modules/filters/else.js": {
"title": "$:/core/modules/filters/else.js",
"text": "/*\\\ntitle: $:/core/modules/filters/else.js\ntype: application/javascript\nmodule-type: filteroperator\n\nFilter operator for replacing an empty input list with a constant, passing a non-empty input list straight through\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n/*\nExport our filter function\n*/\nexports.else = function(source,operator,options) {\n\tvar results = [];\n\tsource(function(tiddler,title) {\n\t\tresults.push(title);\n\t});\n\tif(results.length === 0) {\n\t\treturn [operator.operand];\n\t} else {\n\t\treturn results;\n\t}\n};\n\n})();\n",
"type": "application/javascript",
"module-type": "filteroperator"
},
"$:/core/modules/filters/decodeuricomponent.js": {
"title": "$:/core/modules/filters/decodeuricomponent.js",
"text": "/*\\\ntitle: $:/core/modules/filters/decodeuricomponent.js\ntype: application/javascript\nmodule-type: filteroperator\n\nFilter operator for applying decodeURIComponent() to each item.\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n/*\nExport our filter functions\n*/\n\nexports.decodeuricomponent = function(source,operator,options) {\n\tvar results = [];\n\tsource(function(tiddler,title) {\n\t\tvar value = title;\n\t\ttry {\n\t\t\tvalue = decodeURIComponent(title);\n\t\t} catch(e) {\n\t\t}\n\t\tresults.push(value);\n\t});\n\treturn results;\n};\n\nexports.encodeuricomponent = function(source,operator,options) {\n\tvar results = [];\n\tsource(function(tiddler,title) {\n\t\tresults.push(encodeURIComponent(title));\n\t});\n\treturn results;\n};\n\nexports.decodeuri = function(source,operator,options) {\n\tvar results = [];\n\tsource(function(tiddler,title) {\n\t\tvar value = title;\n\t\ttry {\n\t\t\tvalue = decodeURI(title);\n\t\t} catch(e) {\n\t\t}\n\t\tresults.push(value);\n\t});\n\treturn results;\n};\n\nexports.encodeuri = function(source,operator,options) {\n\tvar results = [];\n\tsource(function(tiddler,title) {\n\t\tresults.push(encodeURI(title));\n\t});\n\treturn results;\n};\n\nexports.decodehtml = function(source,operator,options) {\n\tvar results = [];\n\tsource(function(tiddler,title) {\n\t\tresults.push($tw.utils.htmlDecode(title));\n\t});\n\treturn results;\n};\n\nexports.encodehtml = function(source,operator,options) {\n\tvar results = [];\n\tsource(function(tiddler,title) {\n\t\tresults.push($tw.utils.htmlEncode(title));\n\t});\n\treturn results;\n};\n\nexports.stringify = function(source,operator,options) {\n\tvar results = [];\n\tsource(function(tiddler,title) {\n\t\tresults.push($tw.utils.stringify(title));\n\t});\n\treturn results;\n};\n\nexports.jsonstringify = function(source,operator,options) {\n\tvar results = [];\n\tsource(function(tiddler,title) {\n\t\tresults.push($tw.utils.jsonStringify(title));\n\t});\n\treturn results;\n};\n\nexports.escaperegexp = function(source,operator,options) {\n\tvar results = [];\n\tsource(function(tiddler,title) {\n\t\tresults.push($tw.utils.escapeRegExp(title));\n\t});\n\treturn results;\n};\n\nexports.escapecss = function(source,operator,options) {\n\tvar results = [];\n\tsource(function(tiddler,title) {\n\t\t// escape any character with a special meaning in CSS using CSS.escape()\n\t\tresults.push(CSS.escape(title));\n\t});\n\treturn results;\n};\n\n})();\n",
"type": "application/javascript",
"module-type": "filteroperator"
},
"$:/core/modules/filters/enlist.js": {
"title": "$:/core/modules/filters/enlist.js",
"text": "/*\\\ntitle: $:/core/modules/filters/enlist.js\ntype: application/javascript\nmodule-type: filteroperator\n\nFilter operator returning its operand parsed as a list\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n/*\nExport our filter function\n*/\nexports.enlist = function(source,operator,options) {\n\tvar allowDuplicates = false;\n\tswitch(operator.suffix) {\n\t\tcase \"raw\":\n\t\t\tallowDuplicates = true;\n\t\t\tbreak;\n\t\tcase \"dedupe\":\n\t\t\tallowDuplicates = false;\n\t\t\tbreak;\n\t}\n\tvar list = $tw.utils.parseStringArray(operator.operand,allowDuplicates);\n\tif(operator.prefix === \"!\") {\n\t\tvar results = [];\n\t\tsource(function(tiddler,title) {\n\t\t\tif(list.indexOf(title) === -1) {\n\t\t\t\tresults.push(title);\n\t\t\t}\n\t\t});\n\t\treturn results;\n\t} else {\n\t\treturn list;\n\t}\n};\n\n})();\n",
"type": "application/javascript",
"module-type": "filteroperator"
},
"$:/core/modules/filters/field.js": {
"title": "$:/core/modules/filters/field.js",
"text": "/*\\\ntitle: $:/core/modules/filters/field.js\ntype: application/javascript\nmodule-type: filteroperator\n\nFilter operator for comparing fields for equality\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n/*\nExport our filter function\n*/\nexports.field = function(source,operator,options) {\n\tvar results = [],indexedResults,\n\t\tfieldname = (operator.suffix || operator.operator || \"title\").toLowerCase();\n\tif(operator.prefix === \"!\") {\n\t\tif(operator.regexp) {\n\t\t\tsource(function(tiddler,title) {\n\t\t\t\tif(tiddler) {\n\t\t\t\t\tvar text = tiddler.getFieldString(fieldname);\n\t\t\t\t\tif(text !== null && !operator.regexp.exec(text)) {\n\t\t\t\t\t\tresults.push(title);\n\t\t\t\t\t}\n\t\t\t\t} else {\n\t\t\t\t\tresults.push(title);\n\t\t\t\t}\n\t\t\t});\n\t\t} else {\n\t\t\tsource(function(tiddler,title) {\n\t\t\t\tif(tiddler) {\n\t\t\t\t\tvar text = tiddler.getFieldString(fieldname);\n\t\t\t\t\tif(text !== null && text !== operator.operand) {\n\t\t\t\t\t\tresults.push(title);\n\t\t\t\t\t}\n\t\t\t\t} else {\n\t\t\t\t\tresults.push(title);\n\t\t\t\t}\n\t\t\t});\n\t\t}\n\t} else {\n\t\tif(operator.regexp) {\n\t\t\tsource(function(tiddler,title) {\n\t\t\t\tif(tiddler) {\n\t\t\t\t\tvar text = tiddler.getFieldString(fieldname);\n\t\t\t\t\tif(text !== null && !!operator.regexp.exec(text)) {\n\t\t\t\t\t\tresults.push(title);\n\t\t\t\t\t}\n\t\t\t\t}\n\t\t\t});\n\t\t} else {\n\t\t\tif(source.byField && operator.operand) {\n\t\t\t\tindexedResults = source.byField(fieldname,operator.operand);\n\t\t\t\tif(indexedResults) {\n\t\t\t\t\treturn indexedResults\n\t\t\t\t}\n\t\t\t}\n\t\t\tsource(function(tiddler,title) {\n\t\t\t\tif(tiddler) {\n\t\t\t\t\tvar text = tiddler.getFieldString(fieldname);\n\t\t\t\t\tif(text !== null && text === operator.operand) {\n\t\t\t\t\t\tresults.push(title);\n\t\t\t\t\t}\n\t\t\t\t}\n\t\t\t});\n\t\t}\n\t}\n\treturn results;\n};\n\n})();\n",
"type": "application/javascript",
"module-type": "filteroperator"
},
"$:/core/modules/filters/fields.js": {
"title": "$:/core/modules/filters/fields.js",
"text": "/*\\\ntitle: $:/core/modules/filters/fields.js\ntype: application/javascript\nmodule-type: filteroperator\n\nFilter operator for returning the names of the fields on the selected tiddlers\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n/*\nExport our filter function\n*/\nexports.fields = function(source,operator,options) {\n\tvar results = [],\n\t\tfieldName,\n\t\tsuffixes = (operator.suffixes || [])[0] || [],\n\t\toperand = $tw.utils.parseStringArray(operator.operand);\n\t\n\tsource(function(tiddler,title) {\n\t\tif(tiddler) {\n\t\t\tif(suffixes.indexOf(\"include\") !== -1) {\n\t\t\t\tfor(fieldName in tiddler.fields) {\n\t\t\t\t\t(operand.indexOf(fieldName) !== -1) ? $tw.utils.pushTop(results,fieldName) : \"\";\n\t\t\t\t}\n\t\t\t} else if (suffixes.indexOf(\"exclude\") !== -1) {\n\t\t\t\tfor(fieldName in tiddler.fields) {\n\t\t\t\t\t(operand.indexOf(fieldName) !== -1) ? \"\" : $tw.utils.pushTop(results,fieldName);\n\t\t\t\t}\n\t\t\t} // else if\n\t\t\telse {\n\t\t\t\tfor(fieldName in tiddler.fields) {\n\t\t\t\t\t$tw.utils.pushTop(results,fieldName);\n\t\t\t\t}\n\t\t\t} // else\n\t\t} // if (tiddler)\n\t});\n\treturn results;\n};\n\n})();\n",
"type": "application/javascript",
"module-type": "filteroperator"
},
"$:/core/modules/filters/get.js": {
"title": "$:/core/modules/filters/get.js",
"text": "/*\\\ntitle: $:/core/modules/filters/get.js\ntype: application/javascript\nmodule-type: filteroperator\n\nFilter operator for replacing tiddler titles by the value of the field specified in the operand.\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n/*\nExport our filter function\n*/\nexports.get = function(source,operator,options) {\n\tvar results = [];\n\tsource(function(tiddler,title) {\n\t\tif(tiddler) {\n\t\t\tvar value = tiddler.getFieldString(operator.operand);\n\t\t\tif(value) {\n\t\t\t\tresults.push(value);\n\t\t\t}\n\t\t}\n\t});\n\treturn results;\n};\n\n})();\n",
"type": "application/javascript",
"module-type": "filteroperator"
},
"$:/core/modules/filters/getindex.js": {
"title": "$:/core/modules/filters/getindex.js",
"text": "/*\\\ntitle: $:/core/modules/filters/getindex.js\ntype: application/javascript\nmodule-type: filteroperator\n\nreturns the value at a given index of datatiddlers\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n/*\nExport our filter function\n*/\nexports.getindex = function(source,operator,options) {\n\tvar data,title,results = [];\n\tif(operator.operand){\n\t\tsource(function(tiddler,title) {\n\t\t\ttitle = tiddler ? tiddler.fields.title : title;\n\t\t\tdata = options.wiki.extractTiddlerDataItem(tiddler,operator.operand);\n\t\t\tif(data) {\n\t\t\t\tresults.push(data);\n\t\t\t}\n\t\t});\n\t}\n\treturn results;\n};\n\n})();\n",
"type": "application/javascript",
"module-type": "filteroperator"
},
"$:/core/modules/filters/getvariable.js": {
"title": "$:/core/modules/filters/getvariable.js",
"text": "/*\\\ntitle: $:/core/modules/filters/getvariable.js\ntype: application/javascript\nmodule-type: filteroperator\n\nFilter operator for replacing input values by the value of the variable with the same name, or blank if the variable is missing\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n/*\nExport our filter function\n*/\nexports.getvariable = function(source,operator,options) {\n\tvar results = [];\n\tsource(function(tiddler,title) {\n\t\tresults.push(options.widget.getVariable(title) || \"\");\n\t});\n\treturn results;\n};\n\n})();\n",
"type": "application/javascript",
"module-type": "filteroperator"
},
"$:/core/modules/filters/has.js": {
"title": "$:/core/modules/filters/has.js",
"text": "/*\\\ntitle: $:/core/modules/filters/has.js\ntype: application/javascript\nmodule-type: filteroperator\n\nFilter operator for checking if a tiddler has the specified field or index\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n/*\nExport our filter function\n*/\nexports.has = function(source,operator,options) {\n\tvar results = [],\n\t\tinvert = operator.prefix === \"!\";\n\n\tif(operator.suffix === \"field\") {\n\t\tif(invert) {\n\t\t\tsource(function(tiddler,title) {\n\t\t\t\tif(!tiddler || (tiddler && (!$tw.utils.hop(tiddler.fields,operator.operand)))) {\n\t\t\t\t\tresults.push(title);\n\t\t\t\t}\n\t\t\t});\n\t\t} else {\n\t\t\tsource(function(tiddler,title) {\n\t\t\t\tif(tiddler && $tw.utils.hop(tiddler.fields,operator.operand)) {\n\t\t\t\t\tresults.push(title);\n\t\t\t\t}\n\t\t\t});\n\t\t}\n\t}\n\telse if(operator.suffix === \"index\") {\n\t\tif(invert) {\n\t\t\tsource(function(tiddler,title) {\n\t\t\t\tif(!tiddler || (tiddler && (!$tw.utils.hop($tw.wiki.getTiddlerDataCached(tiddler,Object.create(null)),operator.operand)))) {\n\t\t\t\t\tresults.push(title);\n\t\t\t\t}\n\t\t\t});\n\t\t} else {\n\t\t\tsource(function(tiddler,title) {\n\t\t\t\tif(tiddler && $tw.utils.hop($tw.wiki.getTiddlerDataCached(tiddler,Object.create(null)),operator.operand)) {\n\t\t\t\t\tresults.push(title);\n\t\t\t\t}\n\t\t\t});\n\t\t}\n\t}\n\telse {\n\t\tif(invert) {\n\t\t\tsource(function(tiddler,title) {\n\t\t\t\tif(!tiddler || !$tw.utils.hop(tiddler.fields,operator.operand) || (tiddler.fields[operator.operand] === \"\")) {\n\t\t\t\t\tresults.push(title);\n\t\t\t\t}\n\t\t\t});\n\t\t} else {\n\t\t\tsource(function(tiddler,title) {\n\t\t\t\tif(tiddler && $tw.utils.hop(tiddler.fields,operator.operand) && !(tiddler.fields[operator.operand] === \"\" || tiddler.fields[operator.operand].length === 0)) {\n\t\t\t\t\tresults.push(title);\n\t\t\t\t}\n\t\t\t});\t\t\t\t\n\t\t}\n\t}\n\treturn results;\n};\n\n})();\n",
"type": "application/javascript",
"module-type": "filteroperator"
},
"$:/core/modules/filters/haschanged.js": {
"title": "$:/core/modules/filters/haschanged.js",
"text": "/*\\\ntitle: $:/core/modules/filters/haschanged.js\ntype: application/javascript\nmodule-type: filteroperator\n\nFilter operator returns tiddlers from the list that have a non-zero changecount.\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n/*\nExport our filter function\n*/\nexports.haschanged = function(source,operator,options) {\n\tvar results = [];\n\tif(operator.prefix === \"!\") {\n\t\tsource(function(tiddler,title) {\n\t\t\tif(options.wiki.getChangeCount(title) === 0) {\n\t\t\t\tresults.push(title);\n\t\t\t}\n\t\t});\n\t} else {\n\t\tsource(function(tiddler,title) {\n\t\t\tif(options.wiki.getChangeCount(title) > 0) {\n\t\t\t\tresults.push(title);\n\t\t\t}\n\t\t});\n\t}\n\treturn results;\n};\n\n})();\n",
"type": "application/javascript",
"module-type": "filteroperator"
},
"$:/core/modules/filters/indexes.js": {
"title": "$:/core/modules/filters/indexes.js",
"text": "/*\\\ntitle: $:/core/modules/filters/indexes.js\ntype: application/javascript\nmodule-type: filteroperator\n\nFilter operator for returning the indexes of a data tiddler\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n/*\nExport our filter function\n*/\nexports.indexes = function(source,operator,options) {\n\tvar results = [];\n\tsource(function(tiddler,title) {\n\t\tvar data = options.wiki.getTiddlerDataCached(title);\n\t\tif(data) {\n\t\t\t$tw.utils.pushTop(results,Object.keys(data));\n\t\t}\n\t});\n\tresults.sort();\n\treturn results;\n};\n\n})();\n",
"type": "application/javascript",
"module-type": "filteroperator"
},
"$:/core/modules/filters/insertbefore.js": {
"title": "$:/core/modules/filters/insertbefore.js",
"text": "/*\\\ntitle: $:/core/modules/filters/insertbefore.js\ntype: application/javascript\nmodule-type: filteroperator\n\nInsert an item before another item in a list\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n/*\nOrder a list\n*/\nexports.insertbefore = function(source,operator,options) {\n\tvar results = [];\n\tsource(function(tiddler,title) {\n\t\tresults.push(title);\n\t});\n\tvar target = options.widget && options.widget.getVariable(operator.suffix || \"currentTiddler\");\n\tif(target !== operator.operand) {\n\t\t// Remove the entry from the list if it is present\n\t\tvar pos = results.indexOf(operator.operand);\n\t\tif(pos !== -1) {\n\t\t\tresults.splice(pos,1);\n\t\t}\n\t\t// Insert the entry before the target marker\n\t\tpos = results.indexOf(target);\n\t\tif(pos !== -1) {\n\t\t\tresults.splice(pos,0,operator.operand);\n\t\t} else {\n\t\t\tresults.push(operator.operand);\n\t\t}\n\t}\n\treturn results;\n};\n\n})();\n",
"type": "application/javascript",
"module-type": "filteroperator"
},
"$:/core/modules/filters/is/binary.js": {
"title": "$:/core/modules/filters/is/binary.js",
"text": "/*\\\ntitle: $:/core/modules/filters/is/binary.js\ntype: application/javascript\nmodule-type: isfilteroperator\n\nFilter function for [is[binary]]\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n/*\nExport our filter function\n*/\nexports.binary = function(source,prefix,options) {\n\tvar results = [];\n\tif(prefix === \"!\") {\n\t\tsource(function(tiddler,title) {\n\t\t\tif(!options.wiki.isBinaryTiddler(title)) {\n\t\t\t\tresults.push(title);\n\t\t\t}\n\t\t});\n\t} else {\n\t\tsource(function(tiddler,title) {\n\t\t\tif(options.wiki.isBinaryTiddler(title)) {\n\t\t\t\tresults.push(title);\n\t\t\t}\n\t\t});\n\t}\n\treturn results;\n};\n\n})();\n",
"type": "application/javascript",
"module-type": "isfilteroperator"
},
"$:/core/modules/filters/is/blank.js": {
"title": "$:/core/modules/filters/is/blank.js",
"text": "/*\\\ntitle: $:/core/modules/filters/is/blank.js\ntype: application/javascript\nmodule-type: isfilteroperator\n\nFilter function for [is[blank]]\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n/*\nExport our filter function\n*/\nexports.blank = function(source,prefix,options) {\n\tvar results = [];\n\tif(prefix === \"!\") {\n\t\tsource(function(tiddler,title) {\n\t\t\tif(title) {\n\t\t\t\tresults.push(title);\n\t\t\t}\n\t\t});\n\t} else {\n\t\tsource(function(tiddler,title) {\n\t\t\tif(!title) {\n\t\t\t\tresults.push(title);\n\t\t\t}\n\t\t});\n\t}\n\treturn results;\n};\n\n})();\n",
"type": "application/javascript",
"module-type": "isfilteroperator"
},
"$:/core/modules/filters/is/current.js": {
"title": "$:/core/modules/filters/is/current.js",
"text": "/*\\\ntitle: $:/core/modules/filters/is/current.js\ntype: application/javascript\nmodule-type: isfilteroperator\n\nFilter function for [is[current]]\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n/*\nExport our filter function\n*/\nexports.current = function(source,prefix,options) {\n\tvar results = [],\n\t\tcurrTiddlerTitle = options.widget && options.widget.getVariable(\"currentTiddler\");\n\tif(prefix === \"!\") {\n\t\tsource(function(tiddler,title) {\n\t\t\tif(title !== currTiddlerTitle) {\n\t\t\t\tresults.push(title);\n\t\t\t}\n\t\t});\n\t} else {\n\t\tsource(function(tiddler,title) {\n\t\t\tif(title === currTiddlerTitle) {\n\t\t\t\tresults.push(title);\n\t\t\t}\n\t\t});\n\t}\n\treturn results;\n};\n\n})();\n",
"type": "application/javascript",
"module-type": "isfilteroperator"
},
"$:/core/modules/filters/is/image.js": {
"title": "$:/core/modules/filters/is/image.js",
"text": "/*\\\ntitle: $:/core/modules/filters/is/image.js\ntype: application/javascript\nmodule-type: isfilteroperator\n\nFilter function for [is[image]]\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n/*\nExport our filter function\n*/\nexports.image = function(source,prefix,options) {\n\tvar results = [];\n\tif(prefix === \"!\") {\n\t\tsource(function(tiddler,title) {\n\t\t\tif(!options.wiki.isImageTiddler(title)) {\n\t\t\t\tresults.push(title);\n\t\t\t}\n\t\t});\n\t} else {\n\t\tsource(function(tiddler,title) {\n\t\t\tif(options.wiki.isImageTiddler(title)) {\n\t\t\t\tresults.push(title);\n\t\t\t}\n\t\t});\n\t}\n\treturn results;\n};\n\n})();\n",
"type": "application/javascript",
"module-type": "isfilteroperator"
},
"$:/core/modules/filters/is/missing.js": {
"title": "$:/core/modules/filters/is/missing.js",
"text": "/*\\\ntitle: $:/core/modules/filters/is/missing.js\ntype: application/javascript\nmodule-type: isfilteroperator\n\nFilter function for [is[missing]]\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n/*\nExport our filter function\n*/\nexports.missing = function(source,prefix,options) {\n\tvar results = [];\n\tif(prefix === \"!\") {\n\t\tsource(function(tiddler,title) {\n\t\t\tif(options.wiki.tiddlerExists(title)) {\n\t\t\t\tresults.push(title);\n\t\t\t}\n\t\t});\n\t} else {\n\t\tsource(function(tiddler,title) {\n\t\t\tif(!options.wiki.tiddlerExists(title)) {\n\t\t\t\tresults.push(title);\n\t\t\t}\n\t\t});\n\t}\n\treturn results;\n};\n\n})();\n",
"type": "application/javascript",
"module-type": "isfilteroperator"
},
"$:/core/modules/filters/is/orphan.js": {
"title": "$:/core/modules/filters/is/orphan.js",
"text": "/*\\\ntitle: $:/core/modules/filters/is/orphan.js\ntype: application/javascript\nmodule-type: isfilteroperator\n\nFilter function for [is[orphan]]\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n/*\nExport our filter function\n*/\nexports.orphan = function(source,prefix,options) {\n\tvar results = [],\n\t\torphanTitles = options.wiki.getOrphanTitles();\n\tif(prefix === \"!\") {\n\t\tsource(function(tiddler,title) {\n\t\t\tif(orphanTitles.indexOf(title) === -1) {\n\t\t\t\tresults.push(title);\n\t\t\t}\n\t\t});\n\t} else {\n\t\tsource(function(tiddler,title) {\n\t\t\tif(orphanTitles.indexOf(title) !== -1) {\n\t\t\t\tresults.push(title);\n\t\t\t}\n\t\t});\n\t}\n\treturn results;\n};\n\n})();\n",
"type": "application/javascript",
"module-type": "isfilteroperator"
},
"$:/core/modules/filters/is/shadow.js": {
"title": "$:/core/modules/filters/is/shadow.js",
"text": "/*\\\ntitle: $:/core/modules/filters/is/shadow.js\ntype: application/javascript\nmodule-type: isfilteroperator\n\nFilter function for [is[shadow]]\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n/*\nExport our filter function\n*/\nexports.shadow = function(source,prefix,options) {\n\tvar results = [];\n\tif(prefix === \"!\") {\n\t\tsource(function(tiddler,title) {\n\t\t\tif(!options.wiki.isShadowTiddler(title)) {\n\t\t\t\tresults.push(title);\n\t\t\t}\n\t\t});\n\t} else {\n\t\tsource(function(tiddler,title) {\n\t\t\tif(options.wiki.isShadowTiddler(title)) {\n\t\t\t\tresults.push(title);\n\t\t\t}\n\t\t});\n\t}\n\treturn results;\n};\n\n})();\n",
"type": "application/javascript",
"module-type": "isfilteroperator"
},
"$:/core/modules/filters/is/system.js": {
"title": "$:/core/modules/filters/is/system.js",
"text": "/*\\\ntitle: $:/core/modules/filters/is/system.js\ntype: application/javascript\nmodule-type: isfilteroperator\n\nFilter function for [is[system]]\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n/*\nExport our filter function\n*/\nexports.system = function(source,prefix,options) {\n\tvar results = [];\n\tif(prefix === \"!\") {\n\t\tsource(function(tiddler,title) {\n\t\t\tif(!options.wiki.isSystemTiddler(title)) {\n\t\t\t\tresults.push(title);\n\t\t\t}\n\t\t});\n\t} else {\n\t\tsource(function(tiddler,title) {\n\t\t\tif(options.wiki.isSystemTiddler(title)) {\n\t\t\t\tresults.push(title);\n\t\t\t}\n\t\t});\n\t}\n\treturn results;\n};\n\n})();\n",
"type": "application/javascript",
"module-type": "isfilteroperator"
},
"$:/core/modules/filters/is/tag.js": {
"title": "$:/core/modules/filters/is/tag.js",
"text": "/*\\\ntitle: $:/core/modules/filters/is/tag.js\ntype: application/javascript\nmodule-type: isfilteroperator\n\nFilter function for [is[tag]]\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n/*\nExport our filter function\n*/\nexports.tag = function(source,prefix,options) {\n\tvar results = [],\n\t\ttagMap = options.wiki.getTagMap();\n\tif(prefix === \"!\") {\n\t\tsource(function(tiddler,title) {\n\t\t\tif(!$tw.utils.hop(tagMap,title)) {\n\t\t\t\tresults.push(title);\n\t\t\t}\n\t\t});\n\t} else {\n\t\tsource(function(tiddler,title) {\n\t\t\tif($tw.utils.hop(tagMap,title)) {\n\t\t\t\tresults.push(title);\n\t\t\t}\n\t\t});\n\t}\n\treturn results;\n};\n\n})();\n",
"type": "application/javascript",
"module-type": "isfilteroperator"
},
"$:/core/modules/filters/is/tiddler.js": {
"title": "$:/core/modules/filters/is/tiddler.js",
"text": "/*\\\ntitle: $:/core/modules/filters/is/tiddler.js\ntype: application/javascript\nmodule-type: isfilteroperator\n\nFilter function for [is[tiddler]]\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n/*\nExport our filter function\n*/\nexports.tiddler = function(source,prefix,options) {\n\tvar results = [];\n\tif(prefix === \"!\") {\n\t\tsource(function(tiddler,title) {\n\t\t\tif(!options.wiki.tiddlerExists(title)) {\n\t\t\t\tresults.push(title);\n\t\t\t}\n\t\t});\n\t} else {\n\t\tsource(function(tiddler,title) {\n\t\t\tif(options.wiki.tiddlerExists(title)) {\n\t\t\t\tresults.push(title);\n\t\t\t}\n\t\t});\n\t}\n\treturn results;\n};\n\n})();\n",
"type": "application/javascript",
"module-type": "isfilteroperator"
},
"$:/core/modules/filters/is/variable.js": {
"title": "$:/core/modules/filters/is/variable.js",
"text": "/*\\\ntitle: $:/core/modules/filters/is/variable.js\ntype: application/javascript\nmodule-type: isfilteroperator\n\nFilter function for [is[variable]]\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n/*\nExport our filter function\n*/\nexports.variable = function(source,prefix,options) {\n\tvar results = [];\n\tif(prefix === \"!\") {\n\t\tsource(function(tiddler,title) {\n\t\t\tif(!(title in options.widget.variables)) {\n\t\t\t\tresults.push(title);\n\t\t\t}\n\t\t});\n\t} else {\n\t\tsource(function(tiddler,title) {\n\t\t\tif(title in options.widget.variables) {\n\t\t\t\tresults.push(title);\n\t\t\t}\n\t\t});\n\t}\n\treturn results;\n};\n\n})();\n",
"type": "application/javascript",
"module-type": "isfilteroperator"
},
"$:/core/modules/filters/is.js": {
"title": "$:/core/modules/filters/is.js",
"text": "/*\\\ntitle: $:/core/modules/filters/is.js\ntype: application/javascript\nmodule-type: filteroperator\n\nFilter operator for checking tiddler properties\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nvar isFilterOperators;\n\nfunction getIsFilterOperators() {\n\tif(!isFilterOperators) {\n\t\tisFilterOperators = {};\n\t\t$tw.modules.applyMethods(\"isfilteroperator\",isFilterOperators);\n\t}\n\treturn isFilterOperators;\n}\n\n/*\nExport our filter function\n*/\nexports.is = function(source,operator,options) {\n\t// Dispatch to the correct isfilteroperator\n\tvar isFilterOperators = getIsFilterOperators();\n\tif(operator.operand) {\n\t\tvar isFilterOperator = isFilterOperators[operator.operand];\n\t\tif(isFilterOperator) {\n\t\t\treturn isFilterOperator(source,operator.prefix,options);\n\t\t} else {\n\t\t\treturn [$tw.language.getString(\"Error/IsFilterOperator\")];\n\t\t}\n\t} else {\n\t\t// Return all tiddlers if the operand is missing\n\t\tvar results = [];\n\t\tsource(function(tiddler,title) {\n\t\t\tresults.push(title);\n\t\t});\n\t\treturn results;\n\t}\n};\n\n})();",
"type": "application/javascript",
"module-type": "filteroperator"
},
"$:/core/modules/filters/limit.js": {
"title": "$:/core/modules/filters/limit.js",
"text": "/*\\\ntitle: $:/core/modules/filters/limit.js\ntype: application/javascript\nmodule-type: filteroperator\n\nFilter operator for chopping the results to a specified maximum number of entries\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n/*\nExport our filter function\n*/\nexports.limit = function(source,operator,options) {\n\tvar results = [];\n\t// Convert to an array\n\tsource(function(tiddler,title) {\n\t\tresults.push(title);\n\t});\n\t// Slice the array if necessary\n\tvar limit = Math.min(results.length,parseInt(operator.operand,10));\n\tif(operator.prefix === \"!\") {\n\t\tresults = results.slice(-limit);\n\t} else {\n\t\tresults = results.slice(0,limit);\n\t}\n\treturn results;\n};\n\n})();\n",
"type": "application/javascript",
"module-type": "filteroperator"
},
"$:/core/modules/filters/links.js": {
"title": "$:/core/modules/filters/links.js",
"text": "/*\\\ntitle: $:/core/modules/filters/links.js\ntype: application/javascript\nmodule-type: filteroperator\n\nFilter operator for returning all the links from a tiddler\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n/*\nExport our filter function\n*/\nexports.links = function(source,operator,options) {\n\tvar results = [];\n\tsource(function(tiddler,title) {\n\t\t$tw.utils.pushTop(results,options.wiki.getTiddlerLinks(title));\n\t});\n\treturn results;\n};\n\n})();\n",
"type": "application/javascript",
"module-type": "filteroperator"
},
"$:/core/modules/filters/list.js": {
"title": "$:/core/modules/filters/list.js",
"text": "/*\\\ntitle: $:/core/modules/filters/list.js\ntype: application/javascript\nmodule-type: filteroperator\n\nFilter operator returning the tiddlers whose title is listed in the operand tiddler\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n/*\nExport our filter function\n*/\nexports.list = function(source,operator,options) {\n\tvar results = [],\n\t\ttr = $tw.utils.parseTextReference(operator.operand),\n\t\tcurrTiddlerTitle = options.widget && options.widget.getVariable(\"currentTiddler\"),\n\t\tlist = options.wiki.getTiddlerList(tr.title || currTiddlerTitle,tr.field,tr.index);\n\tif(operator.prefix === \"!\") {\n\t\tsource(function(tiddler,title) {\n\t\t\tif(list.indexOf(title) === -1) {\n\t\t\t\tresults.push(title);\n\t\t\t}\n\t\t});\n\t} else {\n\t\tresults = list;\n\t}\n\treturn results;\n};\n\n})();\n",
"type": "application/javascript",
"module-type": "filteroperator"
},
"$:/core/modules/filters/listed.js": {
"title": "$:/core/modules/filters/listed.js",
"text": "/*\\\ntitle: $:/core/modules/filters/listed.js\ntype: application/javascript\nmodule-type: filteroperator\n\nFilter operator returning all tiddlers that have the selected tiddlers in a list\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n/*\nExport our filter function\n*/\nexports.listed = function(source,operator,options) {\n\tvar field = operator.operand || \"list\",\n\t\tresults = [];\n\tsource(function(tiddler,title) {\n\t\t$tw.utils.pushTop(results,options.wiki.findListingsOfTiddler(title,field));\n\t});\n\treturn results;\n};\n\n})();\n",
"type": "application/javascript",
"module-type": "filteroperator"
},
"$:/core/modules/filters/listops.js": {
"title": "$:/core/modules/filters/listops.js",
"text": "/*\\\ntitle: $:/core/modules/filters/listops.js\ntype: application/javascript\nmodule-type: filteroperator\n\nFilter operators for manipulating the current selection list\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n/*\nOrder a list\n*/\nexports.order = function(source,operator,options) {\n\tvar results = [];\n\tif(operator.operand.toLowerCase() === \"reverse\") {\n\t\tsource(function(tiddler,title) {\n\t\t\tresults.unshift(title);\n\t\t});\n\t} else {\n\t\tsource(function(tiddler,title) {\n\t\t\tresults.push(title);\n\t\t});\n\t}\n\treturn results;\n};\n\n/*\nReverse list\n*/\nexports.reverse = function(source,operator,options) {\n\tvar results = [];\n\tsource(function(tiddler,title) {\n\t\tresults.unshift(title);\n\t});\n\treturn results;\n};\n\n/*\nFirst entry/entries in list\n*/\nexports.first = function(source,operator,options) {\n\tvar count = $tw.utils.getInt(operator.operand,1),\n\t\tresults = [];\n\tsource(function(tiddler,title) {\n\t\tresults.push(title);\n\t});\n\treturn results.slice(0,count);\n};\n\n/*\nLast entry/entries in list\n*/\nexports.last = function(source,operator,options) {\n\tvar count = $tw.utils.getInt(operator.operand,1),\n\t\tresults = [];\n\tsource(function(tiddler,title) {\n\t\tresults.push(title);\n\t});\n\treturn results.slice(-count);\n};\n\n/*\nAll but the first entry/entries of the list\n*/\nexports.rest = function(source,operator,options) {\n\tvar count = $tw.utils.getInt(operator.operand,1),\n\t\tresults = [];\n\tsource(function(tiddler,title) {\n\t\tresults.push(title);\n\t});\n\treturn results.slice(count);\n};\nexports.butfirst = exports.rest;\nexports.bf = exports.rest;\n\n/*\nAll but the last entry/entries of the list\n*/\nexports.butlast = function(source,operator,options) {\n\tvar count = $tw.utils.getInt(operator.operand,1),\n\t\tresults = [];\n\tsource(function(tiddler,title) {\n\t\tresults.push(title);\n\t});\n\treturn results.slice(0,-count);\n};\nexports.bl = exports.butlast;\n\n/*\nThe nth member of the list\n*/\nexports.nth = function(source,operator,options) {\n\tvar count = $tw.utils.getInt(operator.operand,1),\n\t\tresults = [];\n\tsource(function(tiddler,title) {\n\t\tresults.push(title);\n\t});\n\treturn results.slice(count - 1,count);\n};\n\n})();\n",
"type": "application/javascript",
"module-type": "filteroperator"
},
"$:/core/modules/filters/lookup.js": {
"title": "$:/core/modules/filters/lookup.js",
"text": "/*\\\ntitle: $:/core/modules/filters/lookup.js\ntype: application/javascript\nmodule-type: filteroperator\n\nFilter operator that looks up values via a title prefix\n\n[lookup:<field>[<prefix>]]\n\nPrepends the prefix to the selected items and returns the specified field value\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n/*\nExport our filter function\n*/\nexports.lookup = function(source,operator,options) {\n\tvar results = [];\n\tsource(function(tiddler,title) {\n\t\tresults.push(options.wiki.getTiddlerText(operator.operand + title) || options.wiki.getTiddlerText(operator.operand + operator.suffix));\n\t});\n\treturn results;\n};\n\n})();\n",
"type": "application/javascript",
"module-type": "filteroperator"
},
"$:/core/modules/filters/match.js": {
"title": "$:/core/modules/filters/match.js",
"text": "/*\\\ntitle: $:/core/modules/filters/match.js\ntype: application/javascript\nmodule-type: filteroperator\n\nFilter operator for checking if a title matches a string\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n/*\nExport our filter function\n*/\nexports.match = function(source,operator,options) {\n\tvar results = [],\n\t\tsuffixes = (operator.suffixes || [])[0] || [];\n\tif(suffixes.indexOf(\"caseinsensitive\") !== -1) {\n\t\tif(operator.prefix === \"!\") {\n\t\t\tsource(function(tiddler,title) {\n\t\t\t\tif(title.toLowerCase() !== (operator.operand || \"\").toLowerCase()) {\n\t\t\t\t\tresults.push(title);\n\t\t\t\t}\n\t\t\t});\n\t\t} else {\n\t\t\tsource(function(tiddler,title) {\n\t\t\t\tif(title.toLowerCase() === (operator.operand || \"\").toLowerCase()) {\n\t\t\t\t\tresults.push(title);\n\t\t\t\t}\n\t\t\t});\n\t\t}\n\t} else {\n\t\tif(operator.prefix === \"!\") {\n\t\t\tsource(function(tiddler,title) {\n\t\t\t\tif(title !== operator.operand) {\n\t\t\t\t\tresults.push(title);\n\t\t\t\t}\n\t\t\t});\n\t\t} else {\n\t\t\tsource(function(tiddler,title) {\n\t\t\t\tif(title === operator.operand) {\n\t\t\t\t\tresults.push(title);\n\t\t\t\t}\n\t\t\t});\n\t\t}\n\t}\n\treturn results;\n};\n\n})();\n",
"type": "application/javascript",
"module-type": "filteroperator"
},
"$:/core/modules/filters/math.js": {
"title": "$:/core/modules/filters/math.js",
"text": "/*\\\ntitle: $:/core/modules/filters/math.js\ntype: application/javascript\nmodule-type: filteroperator\n\nFilter operators for math. Unary/binary operators work on each item in turn, and return a new item list.\n\nSum/product/maxall/minall operate on the entire list, returning a single item.\n\nNote that strings are converted to numbers automatically. Trailing non-digits are ignored.\n\n* \"\" converts to 0\n* \"12kk\" converts to 12\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nexports.negate = makeNumericBinaryOperator(\n\tfunction(a) {return -a}\n);\n\nexports.abs = makeNumericBinaryOperator(\n\tfunction(a) {return Math.abs(a)}\n);\n\nexports.ceil = makeNumericBinaryOperator(\n\tfunction(a) {return Math.ceil(a)}\n);\n\nexports.floor = makeNumericBinaryOperator(\n\tfunction(a) {return Math.floor(a)}\n);\n\nexports.round = makeNumericBinaryOperator(\n\tfunction(a) {return Math.round(a)}\n);\n\nexports.trunc = makeNumericBinaryOperator(\n\tfunction(a) {return Math.trunc(a)}\n);\n\nexports.untrunc = makeNumericBinaryOperator(\n\tfunction(a) {return Math.ceil(Math.abs(a)) * Math.sign(a)}\n);\n\nexports.sign = makeNumericBinaryOperator(\n\tfunction(a) {return Math.sign(a)}\n);\n\nexports.add = makeNumericBinaryOperator(\n\tfunction(a,b) {return a + b;}\n);\n\nexports.subtract = makeNumericBinaryOperator(\n\tfunction(a,b) {return a - b;}\n);\n\nexports.multiply = makeNumericBinaryOperator(\n\tfunction(a,b) {return a * b;}\n);\n\nexports.divide = makeNumericBinaryOperator(\n\tfunction(a,b) {return a / b;}\n);\n\nexports.remainder = makeNumericBinaryOperator(\n\tfunction(a,b) {return a % b;}\n);\n\nexports.max = makeNumericBinaryOperator(\n\tfunction(a,b) {return Math.max(a,b);}\n);\n\nexports.min = makeNumericBinaryOperator(\n\tfunction(a,b) {return Math.min(a,b);}\n);\n\nexports.fixed = makeNumericBinaryOperator(\n\tfunction(a,b) {return Number.prototype.toFixed.call(a,Math.min(Math.max(b,0),100));}\n);\n\nexports.precision = makeNumericBinaryOperator(\n\tfunction(a,b) {return Number.prototype.toPrecision.call(a,Math.min(Math.max(b,1),100));}\n);\n\nexports.exponential = makeNumericBinaryOperator(\n\tfunction(a,b) {return Number.prototype.toExponential.call(a,Math.min(Math.max(b,0),100));}\n);\n\nexports.sum = makeNumericReducingOperator(\n\tfunction(accumulator,value) {return accumulator + value},\n\t0 // Initial value\n);\n\nexports.product = makeNumericReducingOperator(\n\tfunction(accumulator,value) {return accumulator * value},\n\t1 // Initial value\n);\n\nexports.maxall = makeNumericReducingOperator(\n\tfunction(accumulator,value) {return Math.max(accumulator,value)},\n\t-Infinity // Initial value\n);\n\nexports.minall = makeNumericReducingOperator(\n\tfunction(accumulator,value) {return Math.min(accumulator,value)},\n\tInfinity // Initial value\n);\n\nfunction makeNumericBinaryOperator(fnCalc) {\n\treturn function(source,operator,options) {\n\t\tvar result = [],\n\t\t\tnumOperand = $tw.utils.parseNumber(operator.operand);\n\t\tsource(function(tiddler,title) {\n\t\t\tresult.push($tw.utils.stringifyNumber(fnCalc($tw.utils.parseNumber(title),numOperand)));\n\t\t});\n\t\treturn result;\n\t};\n}\n\nfunction makeNumericReducingOperator(fnCalc,initialValue) {\n\tinitialValue = initialValue || 0;\n\treturn function(source,operator,options) {\n\t\tvar result = [];\n\t\tsource(function(tiddler,title) {\n\t\t\tresult.push(title);\n\t\t});\n\t\treturn [$tw.utils.stringifyNumber(result.reduce(function(accumulator,currentValue) {\n\t\t\treturn fnCalc(accumulator,$tw.utils.parseNumber(currentValue));\n\t\t},initialValue))];\n\t};\n}\n\n})();\n",
"type": "application/javascript",
"module-type": "filteroperator"
},
"$:/core/modules/filters/minlength.js": {
"title": "$:/core/modules/filters/minlength.js",
"text": "/*\\\ntitle: $:/core/modules/filters/minlength.js\ntype: application/javascript\nmodule-type: filteroperator\n\nFilter operator for filtering out titles that don't meet the minimum length in the operand\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n/*\nExport our filter function\n*/\nexports.minlength = function(source,operator,options) {\n\tvar results = [],\n\t\tminLength = parseInt(operator.operand || \"\",10) || 0;\n\tsource(function(tiddler,title) {\n\t\tif(title.length >= minLength) {\n\t\t\tresults.push(title);\n\t\t}\n\t});\n\treturn results;\n};\n\n})();\n",
"type": "application/javascript",
"module-type": "filteroperator"
},
"$:/core/modules/filters/modules.js": {
"title": "$:/core/modules/filters/modules.js",
"text": "/*\\\ntitle: $:/core/modules/filters/modules.js\ntype: application/javascript\nmodule-type: filteroperator\n\nFilter operator for returning the titles of the modules of a given type in this wiki\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n/*\nExport our filter function\n*/\nexports.modules = function(source,operator,options) {\n\tvar results = [];\n\tsource(function(tiddler,title) {\n\t\t$tw.utils.each($tw.modules.types[title],function(moduleInfo,moduleName) {\n\t\t\tresults.push(moduleName);\n\t\t});\n\t});\n\tresults.sort();\n\treturn results;\n};\n\n})();\n",
"type": "application/javascript",
"module-type": "filteroperator"
},
"$:/core/modules/filters/moduletypes.js": {
"title": "$:/core/modules/filters/moduletypes.js",
"text": "/*\\\ntitle: $:/core/modules/filters/moduletypes.js\ntype: application/javascript\nmodule-type: filteroperator\n\nFilter operator for returning the names of the module types in this wiki\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n/*\nExport our filter function\n*/\nexports.moduletypes = function(source,operator,options) {\n\tvar results = [];\n\t$tw.utils.each($tw.modules.types,function(moduleInfo,type) {\n\t\tresults.push(type);\n\t});\n\tresults.sort();\n\treturn results;\n};\n\n})();\n",
"type": "application/javascript",
"module-type": "filteroperator"
},
"$:/core/modules/filters/next.js": {
"title": "$:/core/modules/filters/next.js",
"text": "/*\\\ntitle: $:/core/modules/filters/next.js\ntype: application/javascript\nmodule-type: filteroperator\n\nFilter operator returning the tiddler whose title occurs next in the list supplied in the operand tiddler\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n/*\nExport our filter function\n*/\nexports.next = function(source,operator,options) {\n\tvar results = [],\n\t\tlist = options.wiki.getTiddlerList(operator.operand);\n\tsource(function(tiddler,title) {\n\t\tvar match = list.indexOf(title);\n\t\t// increment match and then test if result is in range\n\t\tmatch++;\n\t\tif(match > 0 && match < list.length) {\n\t\t\tresults.push(list[match]);\n\t\t}\n\t});\n\treturn results;\n};\n\n})();\n",
"type": "application/javascript",
"module-type": "filteroperator"
},
"$:/core/modules/filters/plugintiddlers.js": {
"title": "$:/core/modules/filters/plugintiddlers.js",
"text": "/*\\\ntitle: $:/core/modules/filters/plugintiddlers.js\ntype: application/javascript\nmodule-type: filteroperator\n\nFilter operator for returning the titles of the shadow tiddlers within a plugin\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n/*\nExport our filter function\n*/\nexports.plugintiddlers = function(source,operator,options) {\n\tvar results = [];\n\tsource(function(tiddler,title) {\n\t\tvar pluginInfo = options.wiki.getPluginInfo(title) || options.wiki.getTiddlerDataCached(title,{tiddlers:[]});\n\t\tif(pluginInfo && pluginInfo.tiddlers) {\n\t\t\t$tw.utils.each(pluginInfo.tiddlers,function(fields,title) {\n\t\t\t\tresults.push(title);\n\t\t\t});\n\t\t}\n\t});\n\tresults.sort();\n\treturn results;\n};\n\n})();\n",
"type": "application/javascript",
"module-type": "filteroperator"
},
"$:/core/modules/filters/prefix.js": {
"title": "$:/core/modules/filters/prefix.js",
"text": "/*\\\ntitle: $:/core/modules/filters/prefix.js\ntype: application/javascript\nmodule-type: filteroperator\n\nFilter operator for checking if a title starts with a prefix\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n/*\nExport our filter function\n*/\nexports.prefix = function(source,operator,options) {\n\tvar results = [];\n\tif(operator.prefix === \"!\") {\n\t\tsource(function(tiddler,title) {\n\t\t\tif(title.substr(0,operator.operand.length) !== operator.operand) {\n\t\t\t\tresults.push(title);\n\t\t\t}\n\t\t});\n\t} else {\n\t\tsource(function(tiddler,title) {\n\t\t\tif(title.substr(0,operator.operand.length) === operator.operand) {\n\t\t\t\tresults.push(title);\n\t\t\t}\n\t\t});\n\t}\n\treturn results;\n};\n\n})();\n",
"type": "application/javascript",
"module-type": "filteroperator"
},
"$:/core/modules/filters/previous.js": {
"title": "$:/core/modules/filters/previous.js",
"text": "/*\\\ntitle: $:/core/modules/filters/previous.js\ntype: application/javascript\nmodule-type: filteroperator\n\nFilter operator returning the tiddler whose title occurs immediately prior in the list supplied in the operand tiddler\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n/*\nExport our filter function\n*/\nexports.previous = function(source,operator,options) {\n\tvar results = [],\n\t\tlist = options.wiki.getTiddlerList(operator.operand);\n\tsource(function(tiddler,title) {\n\t\tvar match = list.indexOf(title);\n\t\t// increment match and then test if result is in range\n\t\tmatch--;\n\t\tif(match >= 0) {\n\t\t\tresults.push(list[match]);\n\t\t}\n\t});\n\treturn results;\n};\n\n})();\n",
"type": "application/javascript",
"module-type": "filteroperator"
},
"$:/core/modules/filters/range.js": {
"title": "$:/core/modules/filters/range.js",
"text": "/*\\\ntitle: $:/core/modules/filters/range.js\ntype: application/javascript\nmodule-type: filteroperator\n\nFilter operator for generating a numeric range.\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n/*\nExport our filter function\n*/\nexports.range = function(source,operator,options) {\n\tvar results = [];\n\t// Split the operand into numbers delimited by these symbols\n\tvar parts = operator.operand.split(/[,:;]/g),\n\t\tbeg, end, inc, i, fixed = 0;\n\tfor (i=0; i<parts.length; i++) {\n\t\t// Validate real number\n\t\tif(!/^\\s*[+-]?((\\d+(\\.\\d*)?)|(\\.\\d+))\\s*$/.test(parts[i])) {\n\t\t\treturn [\"range: bad number \\\"\" + parts[i] + \"\\\"\"];\n\t\t}\n\t\t// Count digits; the most precise number determines decimal places in output.\n\t\tvar frac = /\\.\\d+/.exec(parts[i]);\n\t\tif(frac) {\n\t\t\tfixed = Math.max(fixed,frac[0].length-1);\n\t\t}\n\t\tparts[i] = parseFloat(parts[i]);\n\t}\n\tswitch(parts.length) {\n\t\tcase 1:\n\t\t\tend = parts[0];\n\t\t\tif (end >= 1) {\n\t\t\t\tbeg = 1;\n\t\t\t}\n\t\t\telse if (end <= -1) {\n\t\t\t\tbeg = -1;\n\t\t\t}\n\t\t\telse {\n\t\t\t\treturn [];\n\t\t\t}\n\t\t\tinc = 1;\n\t\t\tbreak;\n\t\tcase 2:\n\t\t\tbeg = parts[0];\n\t\t\tend = parts[1];\n\t\t\tinc = 1;\n\t\t\tbreak;\n\t\tcase 3:\n\t\t\tbeg = parts[0];\n\t\t\tend = parts[1];\n\t\t\tinc = Math.abs(parts[2]);\n\t\t\tbreak;\n\t}\n\tif(inc === 0) {\n\t\treturn [\"range: increment 0 causes infinite loop\"];\n\t}\n\t// May need to count backwards\n\tvar direction = ((end < beg) ? -1 : 1);\n\tinc *= direction;\n\t// Estimate number of resulting elements\n\tif((end - beg) / inc > 10000) {\n\t\treturn [\"range: too many steps (over 10K)\"];\n\t}\n\t// Avoid rounding error on last step\n\tend += direction * 0.5 * Math.pow(0.1,fixed);\n\tvar safety = 10010;\n\t// Enumerate the range\n\tif (end<beg) {\n\t\tfor(i=beg; i>end; i+=inc) {\n\t\t\tresults.push(i.toFixed(fixed));\n\t\t\tif(--safety<0) {\n\t\t\t\tbreak;\n\t\t\t}\n\t\t}\n\t} else {\n\t\tfor(i=beg; i<end; i+=inc) {\n\t\t\tresults.push(i.toFixed(fixed));\n\t\t\tif(--safety<0) {\n\t\t\t\tbreak;\n\t\t\t}\n\t\t}\n\t}\n\tif(safety<0) {\n\t\treturn [\"range: unexpectedly large output\"];\n\t}\n\t// Reverse?\n\tif(operator.prefix === \"!\") {\n\t\tresults.reverse();\n\t}\n\treturn results;\n};\n\n})();\n",
"type": "application/javascript",
"module-type": "filteroperator"
},
"$:/core/modules/filters/regexp.js": {
"title": "$:/core/modules/filters/regexp.js",
"text": "/*\\\ntitle: $:/core/modules/filters/regexp.js\ntype: application/javascript\nmodule-type: filteroperator\n\nFilter operator for regexp matching\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n/*\nExport our filter function\n*/\nexports.regexp = function(source,operator,options) {\n\tvar results = [],\n\t\tfieldname = (operator.suffix || \"title\").toLowerCase(),\n\t\tregexpString, regexp, flags = \"\", match,\n\t\tgetFieldString = function(tiddler,title) {\n\t\t\tif(tiddler) {\n\t\t\t\treturn tiddler.getFieldString(fieldname);\n\t\t\t} else if(fieldname === \"title\") {\n\t\t\t\treturn title;\n\t\t\t} else {\n\t\t\t\treturn null;\n\t\t\t}\n\t\t};\n\t// Process flags and construct regexp\n\tregexpString = operator.operand;\n\tmatch = /^\\(\\?([gim]+)\\)/.exec(regexpString);\n\tif(match) {\n\t\tflags = match[1];\n\t\tregexpString = regexpString.substr(match[0].length);\n\t} else {\n\t\tmatch = /\\(\\?([gim]+)\\)$/.exec(regexpString);\n\t\tif(match) {\n\t\t\tflags = match[1];\n\t\t\tregexpString = regexpString.substr(0,regexpString.length - match[0].length);\n\t\t}\n\t}\n\ttry {\n\t\tregexp = new RegExp(regexpString,flags);\n\t} catch(e) {\n\t\treturn [\"\" + e];\n\t}\n\t// Process the incoming tiddlers\n\tif(operator.prefix === \"!\") {\n\t\tsource(function(tiddler,title) {\n\t\t\tvar text = getFieldString(tiddler,title);\n\t\t\tif(text !== null) {\n\t\t\t\tif(!regexp.exec(text)) {\n\t\t\t\t\tresults.push(title);\n\t\t\t\t}\n\t\t\t}\n\t\t});\n\t} else {\n\t\tsource(function(tiddler,title) {\n\t\t\tvar text = getFieldString(tiddler,title);\n\t\t\tif(text !== null) {\n\t\t\t\tif(!!regexp.exec(text)) {\n\t\t\t\t\tresults.push(title);\n\t\t\t\t}\n\t\t\t}\n\t\t});\n\t}\n\treturn results;\n};\n\n})();\n",
"type": "application/javascript",
"module-type": "filteroperator"
},
"$:/core/modules/filters/removeprefix.js": {
"title": "$:/core/modules/filters/removeprefix.js",
"text": "/*\\\ntitle: $:/core/modules/filters/removeprefix.js\ntype: application/javascript\nmodule-type: filteroperator\n\nFilter operator for removing a prefix from each title in the list. Titles that do not start with the prefix are removed.\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n/*\nExport our filter function\n*/\nexports.removeprefix = function(source,operator,options) {\n\tvar results = [];\n\tsource(function(tiddler,title) {\n\t\tif(title.substr(0,operator.operand.length) === operator.operand) {\n\t\t\tresults.push(title.substr(operator.operand.length));\n\t\t}\n\t});\n\treturn results;\n};\n\n})();\n",
"type": "application/javascript",
"module-type": "filteroperator"
},
"$:/core/modules/filters/removesuffix.js": {
"title": "$:/core/modules/filters/removesuffix.js",
"text": "/*\\\ntitle: $:/core/modules/filters/removesuffix.js\ntype: application/javascript\nmodule-type: filteroperator\n\nFilter operator for removing a suffix from each title in the list. Titles that do not end with the suffix are removed.\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n/*\nExport our filter function\n*/\nexports.removesuffix = function(source,operator,options) {\n\tvar results = [];\n\tsource(function(tiddler,title) {\n\t\tif(title && title.substr(-operator.operand.length) === operator.operand) {\n\t\t\tresults.push(title.substr(0,title.length - operator.operand.length));\n\t\t}\n\t});\n\treturn results;\n};\n\n})();\n",
"type": "application/javascript",
"module-type": "filteroperator"
},
"$:/core/modules/filters/sameday.js": {
"title": "$:/core/modules/filters/sameday.js",
"text": "/*\\\ntitle: $:/core/modules/filters/sameday.js\ntype: application/javascript\nmodule-type: filteroperator\n\nFilter operator that selects tiddlers with a modified date field on the same day as the provided value.\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n/*\nExport our filter function\n*/\nexports.sameday = function(source,operator,options) {\n\tvar results = [],\n\t\tfieldName = operator.suffix || \"modified\",\n\t\ttargetDate = (new Date($tw.utils.parseDate(operator.operand))).setHours(0,0,0,0);\n\t// Function to convert a date/time to a date integer\n\tsource(function(tiddler,title) {\n\t\tif(tiddler) {\n\t\t\tif(tiddler.getFieldDay(fieldName) === targetDate) {\n\t\t\t\tresults.push(title);\n\t\t\t}\n\t\t}\n\t});\n\treturn results;\n};\n\n})();\n",
"type": "application/javascript",
"module-type": "filteroperator"
},
"$:/core/modules/filters/search.js": {
"title": "$:/core/modules/filters/search.js",
"text": "/*\\\ntitle: $:/core/modules/filters/search.js\ntype: application/javascript\nmodule-type: filteroperator\n\nFilter operator for searching for the text in the operand tiddler\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n/*\nExport our filter function\n*/\nexports.search = function(source,operator,options) {\n\tvar invert = operator.prefix === \"!\";\n\tif(operator.suffixes) {\n\t\tvar hasFlag = function(flag) {\n\t\t\t\treturn (operator.suffixes[1] || []).indexOf(flag) !== -1;\n\t\t\t},\n\t\t\texcludeFields = false,\n\t\t\tfieldList = operator.suffixes[0] || [],\n\t\t\tfirstField = fieldList[0] || \"\", \n\t\t\tfirstChar = firstField.charAt(0),\n\t\t\tfields;\n\t\tif(firstChar === \"-\") {\n\t\t\tfields = [firstField.slice(1)].concat(fieldList.slice(1));\n\t\t\texcludeFields = true;\n\t\t} else if(fieldList[0] === \"*\"){\n\t\t\tfields = [];\n\t\t\texcludeFields = true;\n\t\t} else {\n\t\t\tfields = fieldList.slice(0);\n\t\t}\n\t\treturn options.wiki.search(operator.operand,{\n\t\t\tsource: source,\n\t\t\tinvert: invert,\n\t\t\tfield: fields,\n\t\t\texcludeField: excludeFields,\n\t\t\tcaseSensitive: hasFlag(\"casesensitive\"),\n\t\t\tliteral: hasFlag(\"literal\"),\n\t\t\twhitespace: hasFlag(\"whitespace\"),\n\t\t\tanchored: hasFlag(\"anchored\"),\n\t\t\tregexp: hasFlag(\"regexp\"),\n\t\t\twords: hasFlag(\"words\")\n\t\t});\n\t} else {\n\t\treturn options.wiki.search(operator.operand,{\n\t\t\tsource: source,\n\t\t\tinvert: invert\n\t\t});\n\t}\n};\n\n})();\n",
"type": "application/javascript",
"module-type": "filteroperator"
},
"$:/core/modules/filters/shadowsource.js": {
"title": "$:/core/modules/filters/shadowsource.js",
"text": "/*\\\ntitle: $:/core/modules/filters/shadowsource.js\ntype: application/javascript\nmodule-type: filteroperator\n\nFilter operator for returning the source plugins for shadow tiddlers\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n/*\nExport our filter function\n*/\nexports.shadowsource = function(source,operator,options) {\n\tvar results = [];\n\tsource(function(tiddler,title) {\n\t\tvar source = options.wiki.getShadowSource(title);\n\t\tif(source) {\n\t\t\t$tw.utils.pushTop(results,source);\n\t\t}\n\t});\n\tresults.sort();\n\treturn results;\n};\n\n})();\n",
"type": "application/javascript",
"module-type": "filteroperator"
},
"$:/core/modules/filters/sort.js": {
"title": "$:/core/modules/filters/sort.js",
"text": "/*\\\ntitle: $:/core/modules/filters/sort.js\ntype: application/javascript\nmodule-type: filteroperator\n\nFilter operator for sorting\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n/*\nExport our filter function\n*/\nexports.sort = function(source,operator,options) {\n\tvar results = prepare_results(source);\n\toptions.wiki.sortTiddlers(results,operator.operand || \"title\",operator.prefix === \"!\",false,false);\n\treturn results;\n};\n\nexports.nsort = function(source,operator,options) {\n\tvar results = prepare_results(source);\n\toptions.wiki.sortTiddlers(results,operator.operand || \"title\",operator.prefix === \"!\",false,true);\n\treturn results;\n};\n\nexports.sortan = function(source, operator, options) {\n\tvar results = prepare_results(source);\n\toptions.wiki.sortTiddlers(results, operator.operand || \"title\", operator.prefix === \"!\",false,false,true);\n\treturn results;\n};\n\nexports.sortcs = function(source,operator,options) {\n\tvar results = prepare_results(source);\n\toptions.wiki.sortTiddlers(results,operator.operand || \"title\",operator.prefix === \"!\",true,false);\n\treturn results;\n};\n\nexports.nsortcs = function(source,operator,options) {\n\tvar results = prepare_results(source);\n\toptions.wiki.sortTiddlers(results,operator.operand || \"title\",operator.prefix === \"!\",true,true);\n\treturn results;\n};\n\nvar prepare_results = function (source) {\n\tvar results = [];\n\tsource(function(tiddler,title) {\n\t\tresults.push(title);\n\t});\n\treturn results;\n};\n\n})();\n",
"type": "application/javascript",
"module-type": "filteroperator"
},
"$:/core/modules/filters/splitbefore.js": {
"title": "$:/core/modules/filters/splitbefore.js",
"text": "/*\\\ntitle: $:/core/modules/filters/splitbefore.js\ntype: application/javascript\nmodule-type: filteroperator\n\nFilter operator that splits each result on the first occurance of the specified separator and returns the unique values.\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n/*\nExport our filter function\n*/\nexports.splitbefore = function(source,operator,options) {\n\tvar results = [];\n\tsource(function(tiddler,title) {\n\t\tvar parts = title.split(operator.operand);\n\t\tif(parts.length === 1) {\n\t\t\t$tw.utils.pushTop(results,parts[0]);\n\t\t} else {\n\t\t\t$tw.utils.pushTop(results,parts[0] + operator.operand);\n\t\t}\n\t});\n\treturn results;\n};\n\n})();\n",
"type": "application/javascript",
"module-type": "filteroperator"
},
"$:/core/modules/filters/storyviews.js": {
"title": "$:/core/modules/filters/storyviews.js",
"text": "/*\\\ntitle: $:/core/modules/filters/storyviews.js\ntype: application/javascript\nmodule-type: filteroperator\n\nFilter operator for returning the names of the story views in this wiki\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n/*\nExport our filter function\n*/\nexports.storyviews = function(source,operator,options) {\n\tvar results = [],\n\t\tstoryviews = {};\n\t$tw.modules.applyMethods(\"storyview\",storyviews);\n\t$tw.utils.each(storyviews,function(info,name) {\n\t\tresults.push(name);\n\t});\n\tresults.sort();\n\treturn results;\n};\n\n})();\n",
"type": "application/javascript",
"module-type": "filteroperator"
},
"$:/core/modules/filters/strings.js": {
"title": "$:/core/modules/filters/strings.js",
"text": "/*\\\ntitle: $:/core/modules/filters/strings.js\ntype: application/javascript\nmodule-type: filteroperator\n\nFilter operators for strings. Unary/binary operators work on each item in turn, and return a new item list.\n\nSum/product/maxall/minall operate on the entire list, returning a single item.\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nexports.length = makeStringBinaryOperator(\n\tfunction(a) {return [\"\" + (\"\" + a).length];}\n);\n\nexports.uppercase = makeStringBinaryOperator(\n\tfunction(a) {return [(\"\" + a).toUpperCase()];}\n);\n\nexports.lowercase = makeStringBinaryOperator(\n\tfunction(a) {return [(\"\" + a).toLowerCase()];}\n);\n\nexports.sentencecase = makeStringBinaryOperator(\n\tfunction(a) {return [$tw.utils.toSentenceCase(a)];}\n);\n\nexports.titlecase = makeStringBinaryOperator(\n\tfunction(a) {return [$tw.utils.toTitleCase(a)];}\n);\n\nexports.trim = makeStringBinaryOperator(\n\tfunction(a) {return [$tw.utils.trim(a)];}\n);\n\nexports.split = makeStringBinaryOperator(\n\tfunction(a,b) {return (\"\" + a).split(b);}\n);\n\nexports.join = makeStringReducingOperator(\n\tfunction(accumulator,value,operand) {\n\t\tif(accumulator === null) {\n\t\t\treturn value;\n\t\t} else {\n\t\t\treturn accumulator + operand + value;\n\t\t}\n\t},null\n);\n\nfunction makeStringBinaryOperator(fnCalc) {\n\treturn function(source,operator,options) {\n\t\tvar result = [];\n\t\tsource(function(tiddler,title) {\n\t\t\tArray.prototype.push.apply(result,fnCalc(title,operator.operand || \"\"));\n\t\t});\n\t\treturn result;\n\t};\n}\n\nfunction makeStringReducingOperator(fnCalc,initialValue) {\n\treturn function(source,operator,options) {\n\t\tvar result = [];\n\t\tsource(function(tiddler,title) {\n\t\t\tresult.push(title);\n\t\t});\n\t\treturn [result.reduce(function(accumulator,currentValue) {\n\t\t\treturn fnCalc(accumulator,currentValue,operator.operand || \"\");\n\t\t},initialValue) || \"\"];\n\t};\n}\n\nexports.splitregexp = function(source,operator,options) {\n\tvar result = [],\n\t\tsuffix = operator.suffix || \"\",\n\t\tflags = (suffix.indexOf(\"m\") !== -1 ? \"m\" : \"\") + (suffix.indexOf(\"i\") !== -1 ? \"i\" : \"\"),\n\t\tregExp;\n\ttry {\n\t\tregExp = new RegExp(operator.operand || \"\",flags);\t\t\n\t} catch(ex) {\n\t\treturn [\"RegExp error: \" + ex];\n\t}\n\tsource(function(tiddler,title) {\n\t\tArray.prototype.push.apply(result,title.split(regExp));\n\t});\t\t\n\treturn result;\n};\n\n})();\n",
"type": "application/javascript",
"module-type": "filteroperator"
},
"$:/core/modules/filters/subfilter.js": {
"title": "$:/core/modules/filters/subfilter.js",
"text": "/*\\\ntitle: $:/core/modules/filters/subfilter.js\ntype: application/javascript\nmodule-type: filteroperator\n\nFilter operator returning its operand evaluated as a filter\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n/*\nExport our filter function\n*/\nexports.subfilter = function(source,operator,options) {\n\tvar list = options.wiki.filterTiddlers(operator.operand,options.widget,source);\n\tif(operator.prefix === \"!\") {\n\t\tvar results = [];\n\t\tsource(function(tiddler,title) {\n\t\t\tif(list.indexOf(title) === -1) {\n\t\t\t\tresults.push(title);\n\t\t\t}\n\t\t});\n\t\treturn results;\n\t} else {\n\t\treturn list;\n\t}\n};\n\n})();\n",
"type": "application/javascript",
"module-type": "filteroperator"
},
"$:/core/modules/filters/subtiddlerfields.js": {
"title": "$:/core/modules/filters/subtiddlerfields.js",
"text": "/*\\\ntitle: $:/core/modules/filters/subtiddlerfields.js\ntype: application/javascript\nmodule-type: filteroperator\n\nFilter operator for returning the names of the fields on the selected subtiddlers of the plugin named in the operand\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n/*\nExport our filter function\n*/\nexports.subtiddlerfields = function(source,operator,options) {\n\tvar results = [];\n\tsource(function(tiddler,title) {\n\t\tvar subtiddler = options.wiki.getSubTiddler(operator.operand,title);\n\t\tif(subtiddler) {\n\t\t\tfor(var fieldName in subtiddler.fields) {\n\t\t\t\t$tw.utils.pushTop(results,fieldName);\n\t\t\t}\n\t\t}\n\t});\n\treturn results;\n};\n\n})();\n",
"type": "application/javascript",
"module-type": "filteroperator"
},
"$:/core/modules/filters/suffix.js": {
"title": "$:/core/modules/filters/suffix.js",
"text": "/*\\\ntitle: $:/core/modules/filters/suffix.js\ntype: application/javascript\nmodule-type: filteroperator\n\nFilter operator for checking if a title ends with a suffix\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n/*\nExport our filter function\n*/\nexports.suffix = function(source,operator,options) {\n\tvar results = [];\n\tif(operator.prefix === \"!\") {\n\t\tsource(function(tiddler,title) {\n\t\t\tif(title.substr(-operator.operand.length) !== operator.operand) {\n\t\t\t\tresults.push(title);\n\t\t\t}\n\t\t});\n\t} else {\n\t\tsource(function(tiddler,title) {\n\t\t\tif(title.substr(-operator.operand.length) === operator.operand) {\n\t\t\t\tresults.push(title);\n\t\t\t}\n\t\t});\n\t}\n\treturn results;\n};\n\n})();\n",
"type": "application/javascript",
"module-type": "filteroperator"
},
"$:/core/modules/filters/tag.js": {
"title": "$:/core/modules/filters/tag.js",
"text": "/*\\\ntitle: $:/core/modules/filters/tag.js\ntype: application/javascript\nmodule-type: filteroperator\n\nFilter operator for checking for the presence of a tag\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n/*\nExport our filter function\n*/\nexports.tag = function(source,operator,options) {\n\tvar results = [],indexedResults;\n\tif((operator.suffix || \"\").toLowerCase() === \"strict\" && !operator.operand) {\n\t\t// New semantics:\n\t\t// Always return copy of input if operator.operand is missing\n\t\tsource(function(tiddler,title) {\n\t\t\tresults.push(title);\n\t\t});\n\t} else {\n\t\t// Old semantics:\n\t\tvar tiddlers;\n\t\tif(operator.prefix === \"!\") {\n\t\t\t// Returns a copy of the input if operator.operand is missing\n\t\t\ttiddlers = options.wiki.getTiddlersWithTag(operator.operand);\n\t\t\tsource(function(tiddler,title) {\n\t\t\t\tif(tiddlers.indexOf(title) === -1) {\n\t\t\t\t\tresults.push(title);\n\t\t\t\t}\n\t\t\t});\n\t\t} else {\n\t\t\t// Returns empty results if operator.operand is missing\n\t\t\tif(source.byTag) {\n\t\t\t\tindexedResults = source.byTag(operator.operand);\n\t\t\t\tif(indexedResults) {\n\t\t\t\t\treturn indexedResults;\n\t\t\t\t}\n\t\t\t} else {\n\t\t\t\ttiddlers = options.wiki.getTiddlersWithTag(operator.operand);\n\t\t\t\tsource(function(tiddler,title) {\n\t\t\t\t\tif(tiddlers.indexOf(title) !== -1) {\n\t\t\t\t\t\tresults.push(title);\n\t\t\t\t\t}\n\t\t\t\t});\n\t\t\t\tresults = options.wiki.sortByList(results,operator.operand);\n\t\t\t}\n\t\t}\t\t\n\t}\n\treturn results;\n};\n\n})();\n",
"type": "application/javascript",
"module-type": "filteroperator"
},
"$:/core/modules/filters/tagging.js": {
"title": "$:/core/modules/filters/tagging.js",
"text": "/*\\\ntitle: $:/core/modules/filters/tagging.js\ntype: application/javascript\nmodule-type: filteroperator\n\nFilter operator returning all tiddlers that are tagged with the selected tiddlers\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n/*\nExport our filter function\n*/\nexports.tagging = function(source,operator,options) {\n\tvar results = [];\n\tsource(function(tiddler,title) {\n\t\t$tw.utils.pushTop(results,options.wiki.getTiddlersWithTag(title));\n\t});\n\treturn results;\n};\n\n})();\n",
"type": "application/javascript",
"module-type": "filteroperator"
},
"$:/core/modules/filters/tags.js": {
"title": "$:/core/modules/filters/tags.js",
"text": "/*\\\ntitle: $:/core/modules/filters/tags.js\ntype: application/javascript\nmodule-type: filteroperator\n\nFilter operator returning all the tags of the selected tiddlers\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n/*\nExport our filter function\n*/\nexports.tags = function(source,operator,options) {\n\tvar tags = {};\n\tsource(function(tiddler,title) {\n\t\tvar t, length;\n\t\tif(tiddler && tiddler.fields.tags) {\n\t\t\tfor(t=0, length=tiddler.fields.tags.length; t<length; t++) {\n\t\t\t\ttags[tiddler.fields.tags[t]] = true;\n\t\t\t}\n\t\t}\n\t});\n\treturn Object.keys(tags);\n};\n\n})();\n",
"type": "application/javascript",
"module-type": "filteroperator"
},
"$:/core/modules/filters/then.js": {
"title": "$:/core/modules/filters/then.js",
"text": "/*\\\ntitle: $:/core/modules/filters/then.js\ntype: application/javascript\nmodule-type: filteroperator\n\nFilter operator for replacing any titles with a constant\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n/*\nExport our filter function\n*/\nexports.then = function(source,operator,options) {\n\tvar results = [];\n\tsource(function(tiddler,title) {\n\t\tresults.push(operator.operand);\n\t});\n\treturn results;\n};\n\n})();\n",
"type": "application/javascript",
"module-type": "filteroperator"
},
"$:/core/modules/filters/title.js": {
"title": "$:/core/modules/filters/title.js",
"text": "/*\\\ntitle: $:/core/modules/filters/title.js\ntype: application/javascript\nmodule-type: filteroperator\n\nFilter operator for comparing title fields for equality\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n/*\nExport our filter function\n*/\nexports.title = function(source,operator,options) {\n\tvar results = [];\n\tif(operator.prefix === \"!\") {\n\t\tsource(function(tiddler,title) {\n\t\t\tif(tiddler && tiddler.fields.title !== operator.operand) {\n\t\t\t\tresults.push(title);\n\t\t\t}\n\t\t});\n\t} else {\n\t\tresults.push(operator.operand);\n\t}\n\treturn results;\n};\n\n})();\n",
"type": "application/javascript",
"module-type": "filteroperator"
},
"$:/core/modules/filters/untagged.js": {
"title": "$:/core/modules/filters/untagged.js",
"text": "/*\\\ntitle: $:/core/modules/filters/untagged.js\ntype: application/javascript\nmodule-type: filteroperator\n\nFilter operator returning all the selected tiddlers that are untagged\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n/*\nExport our filter function\n*/\nexports.untagged = function(source,operator,options) {\n\tvar results = [];\n\tif(operator.prefix === \"!\") {\n\t\tsource(function(tiddler,title) {\n\t\t\tif(tiddler && $tw.utils.isArray(tiddler.fields.tags) && tiddler.fields.tags.length > 0) {\n\t\t\t\t$tw.utils.pushTop(results,title);\n\t\t\t}\n\t\t});\n\t} else {\n\t\tsource(function(tiddler,title) {\n\t\t\tif(!tiddler || !tiddler.hasField(\"tags\") || ($tw.utils.isArray(tiddler.fields.tags) && tiddler.fields.tags.length === 0)) {\n\t\t\t\t$tw.utils.pushTop(results,title);\n\t\t\t}\n\t\t});\n\t}\n\treturn results;\n};\n\n})();\n",
"type": "application/javascript",
"module-type": "filteroperator"
},
"$:/core/modules/filters/variables.js": {
"title": "$:/core/modules/filters/variables.js",
"text": "/*\\\ntitle: $:/core/modules/filters/variables.js\ntype: application/javascript\nmodule-type: filteroperator\n\nFilter operator for returning the names of the active variables\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n/*\nExport our filter function\n*/\nexports.variables = function(source,operator,options) {\n\tvar names = [];\n\tfor(var variable in options.widget.variables) {\n\t\tnames.push(variable);\n\t}\n\treturn names.sort();\n};\n\n})();\n",
"type": "application/javascript",
"module-type": "filteroperator"
},
"$:/core/modules/filters/wikiparserrules.js": {
"title": "$:/core/modules/filters/wikiparserrules.js",
"text": "/*\\\ntitle: $:/core/modules/filters/wikiparserrules.js\ntype: application/javascript\nmodule-type: filteroperator\n\nFilter operator for returning the names of the wiki parser rules in this wiki\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n/*\nExport our filter function\n*/\nexports.wikiparserrules = function(source,operator,options) {\n\tvar results = [],\n\t\toperand = operator.operand;\n\t$tw.utils.each($tw.modules.types.wikirule,function(mod) {\n\t\tvar exp = mod.exports;\n\t\tif(!operand || exp.types[operand]) {\n\t\t\tresults.push(exp.name);\n\t\t}\n\t});\n\tresults.sort();\n\treturn results;\n};\n\n})();\n",
"type": "application/javascript",
"module-type": "filteroperator"
},
"$:/core/modules/filters/x-listops.js": {
"title": "$:/core/modules/filters/x-listops.js",
"text": "/*\\\ntitle: $:/core/modules/filters/x-listops.js\ntype: application/javascript\nmodule-type: filteroperator\n\nExtended filter operators to manipulate the current list.\n\n\\*/\n(function () {\n\n /*jslint node: true, browser: true */\n /*global $tw: false */\n \"use strict\";\n\n /*\n Fetch titles from the current list\n */\n var prepare_results = function (source) {\n var results = [];\n source(function (tiddler, title) {\n results.push(title);\n });\n return results;\n };\n\n /*\n Moves a number of items from the tail of the current list before the item named in the operand\n */\n exports.putbefore = function (source, operator) {\n var results = prepare_results(source),\n index = results.indexOf(operator.operand),\n count = $tw.utils.getInt(operator.suffix,1);\n return (index === -1) ?\n results.slice(0, -1) :\n results.slice(0, index).concat(results.slice(-count)).concat(results.slice(index, -count));\n };\n\n /*\n Moves a number of items from the tail of the current list after the item named in the operand\n */\n exports.putafter = function (source, operator) {\n var results = prepare_results(source),\n index = results.indexOf(operator.operand),\n count = $tw.utils.getInt(operator.suffix,1);\n return (index === -1) ?\n results.slice(0, -1) :\n results.slice(0, index + 1).concat(results.slice(-count)).concat(results.slice(index + 1, -count));\n };\n\n /*\n Replaces the item named in the operand with a number of items from the tail of the current list\n */\n exports.replace = function (source, operator) {\n var results = prepare_results(source),\n index = results.indexOf(operator.operand),\n count = $tw.utils.getInt(operator.suffix,1);\n return (index === -1) ?\n results.slice(0, -count) :\n results.slice(0, index).concat(results.slice(-count)).concat(results.slice(index + 1, -count));\n };\n\n /*\n Moves a number of items from the tail of the current list to the head of the list\n */\n exports.putfirst = function (source, operator) {\n var results = prepare_results(source),\n count = $tw.utils.getInt(operator.suffix,1);\n return results.slice(-count).concat(results.slice(0, -count));\n };\n\n /*\n Moves a number of items from the head of the current list to the tail of the list\n */\n exports.putlast = function (source, operator) {\n var results = prepare_results(source),\n count = $tw.utils.getInt(operator.suffix,1);\n return results.slice(count).concat(results.slice(0, count));\n };\n\n /*\n Moves the item named in the operand a number of places forward or backward in the list\n */\n exports.move = function (source, operator) {\n var results = prepare_results(source),\n index = results.indexOf(operator.operand),\n count = $tw.utils.getInt(operator.suffix,1),\n marker = results.splice(index, 1),\n offset = (index + count) > 0 ? index + count : 0;\n return results.slice(0, offset).concat(marker).concat(results.slice(offset));\n };\n\n /*\n Returns the items from the current list that are after the item named in the operand\n */\n exports.allafter = function (source, operator) {\n var results = prepare_results(source),\n index = results.indexOf(operator.operand);\n return (index === -1) ? [] :\n (operator.suffix) ? results.slice(index) :\n results.slice(index + 1);\n };\n\n /*\n Returns the items from the current list that are before the item named in the operand\n */\n exports.allbefore = function (source, operator) {\n var results = prepare_results(source),\n index = results.indexOf(operator.operand);\n return (index === -1) ? [] :\n (operator.suffix) ? results.slice(0, index + 1) :\n results.slice(0, index);\n };\n\n /*\n Appends the items listed in the operand array to the tail of the current list\n */\n exports.append = function (source, operator) {\n var append = $tw.utils.parseStringArray(operator.operand, \"true\"),\n results = prepare_results(source),\n count = parseInt(operator.suffix) || append.length;\n return (append.length === 0) ? results :\n (operator.prefix) ? results.concat(append.slice(-count)) :\n results.concat(append.slice(0, count));\n };\n\n /*\n Prepends the items listed in the operand array to the head of the current list\n */\n exports.prepend = function (source, operator) {\n var prepend = $tw.utils.parseStringArray(operator.operand, \"true\"),\n results = prepare_results(source),\n count = $tw.utils.getInt(operator.suffix,prepend.length);\n return (prepend.length === 0) ? results :\n (operator.prefix) ? prepend.slice(-count).concat(results) :\n prepend.slice(0, count).concat(results);\n };\n\n /*\n Returns all items from the current list except the items listed in the operand array\n */\n exports.remove = function (source, operator) {\n var array = $tw.utils.parseStringArray(operator.operand, \"true\"),\n results = prepare_results(source),\n count = parseInt(operator.suffix) || array.length,\n p,\n len,\n index;\n len = array.length - 1;\n for (p = 0; p < count; ++p) {\n if (operator.prefix) {\n index = results.indexOf(array[len - p]);\n } else {\n index = results.indexOf(array[p]);\n }\n if (index !== -1) {\n results.splice(index, 1);\n }\n }\n return results;\n };\n\n /*\n Returns all items from the current list sorted in the order of the items in the operand array\n */\n exports.sortby = function (source, operator) {\n var results = prepare_results(source);\n if (!results || results.length < 2) {\n return results;\n }\n var lookup = $tw.utils.parseStringArray(operator.operand, \"true\");\n results.sort(function (a, b) {\n return lookup.indexOf(a) - lookup.indexOf(b);\n });\n return results;\n };\n\n /*\n Removes all duplicate items from the current list\n */\n exports.unique = function (source, operator) {\n var results = prepare_results(source);\n var set = results.reduce(function (a, b) {\n if (a.indexOf(b) < 0) {\n a.push(b);\n }\n return a;\n }, []);\n return set;\n };\n})();\n",
"type": "application/javascript",
"module-type": "filteroperator"
},
"$:/core/modules/filters.js": {
"title": "$:/core/modules/filters.js",
"text": "/*\\\ntitle: $:/core/modules/filters.js\ntype: application/javascript\nmodule-type: wikimethod\n\nAdds tiddler filtering methods to the $tw.Wiki object.\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n/*\nParses an operation (i.e. a run) within a filter string\n\toperators: Array of array of operator nodes into which results should be inserted\n\tfilterString: filter string\n\tp: start position within the string\nReturns the new start position, after the parsed operation\n*/\nfunction parseFilterOperation(operators,filterString,p) {\n\tvar nextBracketPos, operator;\n\t// Skip the starting square bracket\n\tif(filterString.charAt(p++) !== \"[\") {\n\t\tthrow \"Missing [ in filter expression\";\n\t}\n\t// Process each operator in turn\n\tdo {\n\t\toperator = {};\n\t\t// Check for an operator prefix\n\t\tif(filterString.charAt(p) === \"!\") {\n\t\t\toperator.prefix = filterString.charAt(p++);\n\t\t}\n\t\t// Get the operator name\n\t\tnextBracketPos = filterString.substring(p).search(/[\\[\\{<\\/]/);\n\t\tif(nextBracketPos === -1) {\n\t\t\tthrow \"Missing [ in filter expression\";\n\t\t}\n\t\tnextBracketPos += p;\n\t\tvar bracket = filterString.charAt(nextBracketPos);\n\t\toperator.operator = filterString.substring(p,nextBracketPos);\n\t\t// Any suffix?\n\t\tvar colon = operator.operator.indexOf(':');\n\t\tif(colon > -1) {\n\t\t\t// The raw suffix for older filters\n\t\t\toperator.suffix = operator.operator.substring(colon + 1);\n\t\t\toperator.operator = operator.operator.substring(0,colon) || \"field\";\n\t\t\t// The processed suffix for newer filters\n\t\t\toperator.suffixes = [];\n\t\t\t$tw.utils.each(operator.suffix.split(\":\"),function(subsuffix) {\n\t\t\t\toperator.suffixes.push([]);\n\t\t\t\t$tw.utils.each(subsuffix.split(\",\"),function(entry) {\n\t\t\t\t\tentry = $tw.utils.trim(entry);\n\t\t\t\t\tif(entry) {\n\t\t\t\t\t\toperator.suffixes[operator.suffixes.length - 1].push(entry); \n\t\t\t\t\t}\n\t\t\t\t});\n\t\t\t});\n\t\t}\n\t\t// Empty operator means: title\n\t\telse if(operator.operator === \"\") {\n\t\t\toperator.operator = \"title\";\n\t\t}\n\n\t\tp = nextBracketPos + 1;\n\t\tswitch (bracket) {\n\t\t\tcase \"{\": // Curly brackets\n\t\t\t\toperator.indirect = true;\n\t\t\t\tnextBracketPos = filterString.indexOf(\"}\",p);\n\t\t\t\tbreak;\n\t\t\tcase \"[\": // Square brackets\n\t\t\t\tnextBracketPos = filterString.indexOf(\"]\",p);\n\t\t\t\tbreak;\n\t\t\tcase \"<\": // Angle brackets\n\t\t\t\toperator.variable = true;\n\t\t\t\tnextBracketPos = filterString.indexOf(\">\",p);\n\t\t\t\tbreak;\n\t\t\tcase \"/\": // regexp brackets\n\t\t\t\tvar rex = /^((?:[^\\\\\\/]*|\\\\.)*)\\/(?:\\(([mygi]+)\\))?/g,\n\t\t\t\t\trexMatch = rex.exec(filterString.substring(p));\n\t\t\t\tif(rexMatch) {\n\t\t\t\t\toperator.regexp = new RegExp(rexMatch[1], rexMatch[2]);\n// DEPRECATION WARNING\nconsole.log(\"WARNING: Filter\",operator.operator,\"has a deprecated regexp operand\",operator.regexp);\n\t\t\t\t\tnextBracketPos = p + rex.lastIndex - 1;\n\t\t\t\t}\n\t\t\t\telse {\n\t\t\t\t\tthrow \"Unterminated regular expression in filter expression\";\n\t\t\t\t}\n\t\t\t\tbreak;\n\t\t}\n\n\t\tif(nextBracketPos === -1) {\n\t\t\tthrow \"Missing closing bracket in filter expression\";\n\t\t}\n\t\tif(!operator.regexp) {\n\t\t\toperator.operand = filterString.substring(p,nextBracketPos);\n\t\t}\n\t\tp = nextBracketPos + 1;\n\n\t\t// Push this operator\n\t\toperators.push(operator);\n\t} while(filterString.charAt(p) !== \"]\");\n\t// Skip the ending square bracket\n\tif(filterString.charAt(p++) !== \"]\") {\n\t\tthrow \"Missing ] in filter expression\";\n\t}\n\t// Return the parsing position\n\treturn p;\n}\n\n/*\nParse a filter string\n*/\nexports.parseFilter = function(filterString) {\n\tfilterString = filterString || \"\";\n\tvar results = [], // Array of arrays of operator nodes {operator:,operand:}\n\t\tp = 0, // Current position in the filter string\n\t\tmatch;\n\tvar whitespaceRegExp = /(\\s+)/mg,\n\t\toperandRegExp = /((?:\\+|\\-|~|=)?)(?:(\\[)|(?:\"([^\"]*)\")|(?:'([^']*)')|([^\\s\\[\\]]+))/mg;\n\twhile(p < filterString.length) {\n\t\t// Skip any whitespace\n\t\twhitespaceRegExp.lastIndex = p;\n\t\tmatch = whitespaceRegExp.exec(filterString);\n\t\tif(match && match.index === p) {\n\t\t\tp = p + match[0].length;\n\t\t}\n\t\t// Match the start of the operation\n\t\tif(p < filterString.length) {\n\t\t\toperandRegExp.lastIndex = p;\n\t\t\tmatch = operandRegExp.exec(filterString);\n\t\t\tif(!match || match.index !== p) {\n\t\t\t\tthrow $tw.language.getString(\"Error/FilterSyntax\");\n\t\t\t}\n\t\t\tvar operation = {\n\t\t\t\tprefix: \"\",\n\t\t\t\toperators: []\n\t\t\t};\n\t\t\tif(match[1]) {\n\t\t\t\toperation.prefix = match[1];\n\t\t\t\tp++;\n\t\t\t}\n\t\t\tif(match[2]) { // Opening square bracket\n\t\t\t\tp = parseFilterOperation(operation.operators,filterString,p);\n\t\t\t} else {\n\t\t\t\tp = match.index + match[0].length;\n\t\t\t}\n\t\t\tif(match[3] || match[4] || match[5]) { // Double quoted string, single quoted string or unquoted title\n\t\t\t\toperation.operators.push(\n\t\t\t\t\t{operator: \"title\", operand: match[3] || match[4] || match[5]}\n\t\t\t\t);\n\t\t\t}\n\t\t\tresults.push(operation);\n\t\t}\n\t}\n\treturn results;\n};\n\nexports.getFilterOperators = function() {\n\tif(!this.filterOperators) {\n\t\t$tw.Wiki.prototype.filterOperators = {};\n\t\t$tw.modules.applyMethods(\"filteroperator\",this.filterOperators);\n\t}\n\treturn this.filterOperators;\n};\n\nexports.filterTiddlers = function(filterString,widget,source) {\n\tvar fn = this.compileFilter(filterString);\n\treturn fn.call(this,source,widget);\n};\n\n/*\nCompile a filter into a function with the signature fn(source,widget) where:\nsource: an iterator function for the source tiddlers, called source(iterator), where iterator is called as iterator(tiddler,title)\nwidget: an optional widget node for retrieving the current tiddler etc.\n*/\nexports.compileFilter = function(filterString) {\n\tvar filterParseTree;\n\ttry {\n\t\tfilterParseTree = this.parseFilter(filterString);\n\t} catch(e) {\n\t\treturn function(source,widget) {\n\t\t\treturn [$tw.language.getString(\"Error/Filter\") + \": \" + e];\n\t\t};\n\t}\n\t// Get the hashmap of filter operator functions\n\tvar filterOperators = this.getFilterOperators();\n\t// Assemble array of functions, one for each operation\n\tvar operationFunctions = [];\n\t// Step through the operations\n\tvar self = this;\n\t$tw.utils.each(filterParseTree,function(operation) {\n\t\t// Create a function for the chain of operators in the operation\n\t\tvar operationSubFunction = function(source,widget) {\n\t\t\tvar accumulator = source,\n\t\t\t\tresults = [],\n\t\t\t\tcurrTiddlerTitle = widget && widget.getVariable(\"currentTiddler\");\n\t\t\t$tw.utils.each(operation.operators,function(operator) {\n\t\t\t\tvar operand = operator.operand,\n\t\t\t\t\toperatorFunction;\n\t\t\t\tif(!operator.operator) {\n\t\t\t\t\toperatorFunction = filterOperators.title;\n\t\t\t\t} else if(!filterOperators[operator.operator]) {\n\t\t\t\t\toperatorFunction = filterOperators.field;\n\t\t\t\t} else {\n\t\t\t\t\toperatorFunction = filterOperators[operator.operator];\n\t\t\t\t}\n\t\t\t\tif(operator.indirect) {\n\t\t\t\t\toperand = self.getTextReference(operator.operand,\"\",currTiddlerTitle);\n\t\t\t\t}\n\t\t\t\tif(operator.variable) {\n\t\t\t\t\toperand = widget.getVariable(operator.operand,{defaultValue: \"\"});\n\t\t\t\t}\n\t\t\t\t// Invoke the appropriate filteroperator module\n\t\t\t\tresults = operatorFunction(accumulator,{\n\t\t\t\t\t\t\toperator: operator.operator,\n\t\t\t\t\t\t\toperand: operand,\n\t\t\t\t\t\t\tprefix: operator.prefix,\n\t\t\t\t\t\t\tsuffix: operator.suffix,\n\t\t\t\t\t\t\tsuffixes: operator.suffixes,\n\t\t\t\t\t\t\tregexp: operator.regexp\n\t\t\t\t\t\t},{\n\t\t\t\t\t\t\twiki: self,\n\t\t\t\t\t\t\twidget: widget\n\t\t\t\t\t\t});\n\t\t\t\tif($tw.utils.isArray(results)) {\n\t\t\t\t\taccumulator = self.makeTiddlerIterator(results);\n\t\t\t\t} else {\n\t\t\t\t\taccumulator = results;\n\t\t\t\t}\n\t\t\t});\n\t\t\tif($tw.utils.isArray(results)) {\n\t\t\t\treturn results;\n\t\t\t} else {\n\t\t\t\tvar resultArray = [];\n\t\t\t\tresults(function(tiddler,title) {\n\t\t\t\t\tresultArray.push(title);\n\t\t\t\t});\n\t\t\t\treturn resultArray;\n\t\t\t}\n\t\t};\n\t\t// Wrap the operator functions in a wrapper function that depends on the prefix\n\t\toperationFunctions.push((function() {\n\t\t\tswitch(operation.prefix || \"\") {\n\t\t\t\tcase \"\": // No prefix means that the operation is unioned into the result\n\t\t\t\t\treturn function(results,source,widget) {\n\t\t\t\t\t\t$tw.utils.pushTop(results,operationSubFunction(source,widget));\n\t\t\t\t\t};\n\t\t\t\tcase \"=\": // The results of the operation are pushed into the result without deduplication\n\t\t\t\t\treturn function(results,source,widget) {\n\t\t\t\t\t\tArray.prototype.push.apply(results,operationSubFunction(source,widget));\n\t\t\t\t\t};\n\t\t\t\tcase \"-\": // The results of this operation are removed from the main result\n\t\t\t\t\treturn function(results,source,widget) {\n\t\t\t\t\t\t$tw.utils.removeArrayEntries(results,operationSubFunction(source,widget));\n\t\t\t\t\t};\n\t\t\t\tcase \"+\": // This operation is applied to the main results so far\n\t\t\t\t\treturn function(results,source,widget) {\n\t\t\t\t\t\t// This replaces all the elements of the array, but keeps the actual array so that references to it are preserved\n\t\t\t\t\t\tsource = self.makeTiddlerIterator(results);\n\t\t\t\t\t\tresults.splice(0,results.length);\n\t\t\t\t\t\t$tw.utils.pushTop(results,operationSubFunction(source,widget));\n\t\t\t\t\t};\n\t\t\t\tcase \"~\": // This operation is unioned into the result only if the main result so far is empty\n\t\t\t\t\treturn function(results,source,widget) {\n\t\t\t\t\t\tif(results.length === 0) {\n\t\t\t\t\t\t\t// Main result so far is empty\n\t\t\t\t\t\t\t$tw.utils.pushTop(results,operationSubFunction(source,widget));\n\t\t\t\t\t\t}\n\t\t\t\t\t};\n\t\t\t}\n\t\t})());\n\t});\n\t// Return a function that applies the operations to a source iterator of tiddler titles\n\treturn $tw.perf.measure(\"filter: \" + filterString,function filterFunction(source,widget) {\n\t\tif(!source) {\n\t\t\tsource = self.each;\n\t\t} else if(typeof source === \"object\") { // Array or hashmap\n\t\t\tsource = self.makeTiddlerIterator(source);\n\t\t}\n\t\tvar results = [];\n\t\t$tw.utils.each(operationFunctions,function(operationFunction) {\n\t\t\toperationFunction(results,source,widget);\n\t\t});\n\t\treturn results;\n\t});\n};\n\n})();\n",
"type": "application/javascript",
"module-type": "wikimethod"
},
"$:/core/modules/indexers/backlinks-indexer.js": {
"title": "$:/core/modules/indexers/backlinks-indexer.js",
"text": "/*\\\ntitle: $:/core/modules/indexers/backlinks-indexer.js\ntype: application/javascript\nmodule-type: indexer\n\nIndexes the tiddlers' backlinks\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global modules: false */\n\"use strict\";\n\n\nfunction BacklinksIndexer(wiki) {\n\tthis.wiki = wiki;\n}\n\nBacklinksIndexer.prototype.init = function() {\n\tthis.index = null;\n}\n\nBacklinksIndexer.prototype.rebuild = function() {\n\tthis.index = null;\n}\n\nBacklinksIndexer.prototype._getLinks = function(tiddler) {\n\tvar parser = this.wiki.parseText(tiddler.fields.type, tiddler.fields.text, {});\n\tif(parser) {\n\t\treturn this.wiki.extractLinks(parser.tree);\n\t}\n\treturn [];\n}\n\nBacklinksIndexer.prototype.update = function(updateDescriptor) {\n\tif(!this.index) {\n\t\treturn;\n\t}\n\tvar newLinks = [],\n\t oldLinks = [],\n\t self = this;\n\tif(updateDescriptor.old.exists) {\n\t\toldLinks = this._getLinks(updateDescriptor.old.tiddler);\n\t}\n\tif(updateDescriptor.new.exists) {\n\t\tnewLinks = this._getLinks(updateDescriptor.new.tiddler);\n\t}\n\n\t$tw.utils.each(oldLinks,function(link) {\n\t\tif(self.index[link]) {\n\t\t\tdelete self.index[link][updateDescriptor.old.tiddler.fields.title];\n\t\t}\n\t});\n\t$tw.utils.each(newLinks,function(link) {\n\t\tif(!self.index[link]) {\n\t\t\tself.index[link] = Object.create(null);\n\t\t}\n\t\tself.index[link][updateDescriptor.new.tiddler.fields.title] = true;\n\t});\n}\n\nBacklinksIndexer.prototype.lookup = function(title) {\n\tif(!this.index) {\n\t\tthis.index = Object.create(null);\n\t\tvar self = this;\n\t\tthis.wiki.forEachTiddler(function(title,tiddler) {\n\t\t\tvar links = self._getLinks(tiddler);\n\t\t\t$tw.utils.each(links, function(link) {\n\t\t\t\tif(!self.index[link]) {\n\t\t\t\t\tself.index[link] = Object.create(null);\n\t\t\t\t}\n\t\t\t\tself.index[link][title] = true;\n\t\t\t});\n\t\t});\n\t}\n\tif(this.index[title]) {\n\t\treturn Object.keys(this.index[title]);\n\t} else {\n\t\treturn [];\n\t}\n}\n\nexports.BacklinksIndexer = BacklinksIndexer;\n\n})();\n",
"type": "application/javascript",
"module-type": "indexer"
},
"$:/core/modules/indexers/field-indexer.js": {
"title": "$:/core/modules/indexers/field-indexer.js",
"text": "/*\\\ntitle: $:/core/modules/indexers/field-indexer.js\ntype: application/javascript\nmodule-type: indexer\n\nIndexes the tiddlers with each field value\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global modules: false */\n\"use strict\";\n\nvar DEFAULT_MAXIMUM_INDEXED_VALUE_LENGTH = 128;\n\nfunction FieldIndexer(wiki) {\n\tthis.wiki = wiki;\n}\n\nFieldIndexer.prototype.init = function() {\n\tthis.index = null;\n\tthis.maxIndexedValueLength = DEFAULT_MAXIMUM_INDEXED_VALUE_LENGTH;\n\tthis.addIndexMethods();\n}\n\n// Provided for testing\nFieldIndexer.prototype.setMaxIndexedValueLength = function(length) {\n\tthis.index = null;\n\tthis.maxIndexedValueLength = length;\n};\n\nFieldIndexer.prototype.addIndexMethods = function() {\n\tvar self = this;\n\tthis.wiki.each.byField = function(name,value) {\n\t\tvar titles = self.wiki.allTitles(),\n\t\t\tlookup = self.lookup(name,value);\n\t\treturn lookup && lookup.filter(function(title) {\n\t\t\treturn titles.indexOf(title) !== -1;\n\t\t});\n\t};\n\tthis.wiki.eachShadow.byField = function(name,value) {\n\t\tvar titles = self.wiki.allShadowTitles(),\n\t\t\tlookup = self.lookup(name,value);\n\t\treturn lookup && lookup.filter(function(title) {\n\t\t\treturn titles.indexOf(title) !== -1;\n\t\t});\n\t};\n\tthis.wiki.eachTiddlerPlusShadows.byField = function(name,value) {\n\t\tvar lookup = self.lookup(name,value);\n\t\treturn lookup ? lookup.slice(0) : null;\n\t};\n\tthis.wiki.eachShadowPlusTiddlers.byField = function(name,value) {\n\t\tvar lookup = self.lookup(name,value);\n\t\treturn lookup ? lookup.slice(0) : null;\n\t};\n};\n\n/*\nTear down and then rebuild the index as if all tiddlers have changed\n*/\nFieldIndexer.prototype.rebuild = function() {\n\t// Invalidate the index so that it will be rebuilt when it is next used\n\tthis.index = null;\n};\n\n/*\nBuild the index for a particular field\n*/\nFieldIndexer.prototype.buildIndexForField = function(name) {\n\tvar self = this;\n\t// Hashmap by field name of hashmap by field value of array of tiddler titles\n\tthis.index = this.index || Object.create(null);\n\tthis.index[name] = Object.create(null);\n\tvar baseIndex = this.index[name];\n\t// Update the index for each tiddler\n\tthis.wiki.eachTiddlerPlusShadows(function(tiddler,title) {\n\t\tif(name in tiddler.fields) {\n\t\t\tvar value = tiddler.getFieldString(name);\n\t\t\t// Skip any values above the maximum length\n\t\t\tif(value.length < self.maxIndexedValueLength) {\n\t\t\t\tbaseIndex[value] = baseIndex[value] || [];\n\t\t\t\tbaseIndex[value].push(title);\n\t\t\t}\n\t\t}\n\t});\n};\n\n/*\nUpdate the index in the light of a tiddler value changing; note that the title must be identical. (Renames are handled as a separate delete and create)\nupdateDescriptor: {old: {tiddler: <tiddler>, shadow: <boolean>, exists: <boolean>},new: {tiddler: <tiddler>, shadow: <boolean>, exists: <boolean>}}\n*/\nFieldIndexer.prototype.update = function(updateDescriptor) {\n\tvar self = this;\n\t// Don't do anything if the index hasn't been built yet\n\tif(this.index === null) {\n\t\treturn;\n\t}\n\t// Remove the old tiddler from the index\n\tif(updateDescriptor.old.tiddler) {\n\t\t$tw.utils.each(this.index,function(indexEntry,name) {\n\t\t\tif(name in updateDescriptor.old.tiddler.fields) {\n\t\t\t\tvar value = updateDescriptor.old.tiddler.getFieldString(name),\n\t\t\t\t\ttiddlerList = indexEntry[value];\n\t\t\t\tif(tiddlerList) {\n\t\t\t\t\tvar index = tiddlerList.indexOf(updateDescriptor.old.tiddler.fields.title);\n\t\t\t\t\tif(index !== -1) {\n\t\t\t\t\t\ttiddlerList.splice(index,1);\n\t\t\t\t\t}\n\t\t\t\t}\n\t\t\t}\n\t\t});\n\t}\n\t// Add the new tiddler to the index\n\tif(updateDescriptor[\"new\"].tiddler) {\n\t\t$tw.utils.each(this.index,function(indexEntry,name) {\n\t\t\tif(name in updateDescriptor[\"new\"].tiddler.fields) {\n\t\t\t\tvar value = updateDescriptor[\"new\"].tiddler.getFieldString(name);\n\t\t\t\tif(value.length < self.maxIndexedValueLength) {\n\t\t\t\t\tindexEntry[value] = indexEntry[value] || [];\n\t\t\t\t\tindexEntry[value].push(updateDescriptor[\"new\"].tiddler.fields.title);\n\t\t\t\t}\n\t\t\t}\n\t\t});\t\t\n\t}\n};\n\n// Lookup the given field returning a list of tiddler titles\nFieldIndexer.prototype.lookup = function(name,value) {\n\t// Fail the lookup if the value is too long\n\tif(value.length >= this.maxIndexedValueLength) {\n\t\treturn null;\n\t}\n\t// Update the index if it has yet to be built\n\tif(this.index === null || !this.index[name]) {\n\t\tthis.buildIndexForField(name);\n\t}\n\treturn this.index[name][value] || [];\n};\n\nexports.FieldIndexer = FieldIndexer;\n\n})();\n",
"type": "application/javascript",
"module-type": "indexer"
},
"$:/core/modules/indexers/tag-indexer.js": {
"title": "$:/core/modules/indexers/tag-indexer.js",
"text": "/*\\\ntitle: $:/core/modules/indexers/tag-indexer.js\ntype: application/javascript\nmodule-type: indexer\n\nIndexes the tiddlers with each tag\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global modules: false */\n\"use strict\";\n\nfunction TagIndexer(wiki) {\n\tthis.wiki = wiki;\n}\n\nTagIndexer.prototype.init = function() {\n\tthis.subIndexers = [\n\t\tnew TagSubIndexer(this,\"each\"),\n\t\tnew TagSubIndexer(this,\"eachShadow\"),\n\t\tnew TagSubIndexer(this,\"eachTiddlerPlusShadows\"),\n\t\tnew TagSubIndexer(this,\"eachShadowPlusTiddlers\")\n\t];\n\t$tw.utils.each(this.subIndexers,function(subIndexer) {\n\t\tsubIndexer.addIndexMethod();\n\t});\n};\n\nTagIndexer.prototype.rebuild = function() {\n\t$tw.utils.each(this.subIndexers,function(subIndexer) {\n\t\tsubIndexer.rebuild();\n\t});\n};\n\nTagIndexer.prototype.update = function(updateDescriptor) {\n\t$tw.utils.each(this.subIndexers,function(subIndexer) {\n\t\tsubIndexer.update(updateDescriptor);\n\t});\n};\n\nfunction TagSubIndexer(indexer,iteratorMethod) {\n\tthis.indexer = indexer;\n\tthis.iteratorMethod = iteratorMethod;\n\tthis.index = null; // Hashmap of tag title to {isSorted: bool, titles: [array]} or null if not yet initialised\n}\n\nTagSubIndexer.prototype.addIndexMethod = function() {\n\tvar self = this;\n\tthis.indexer.wiki[this.iteratorMethod].byTag = function(tag) {\n\t\treturn self.lookup(tag).slice(0);\n\t};\n};\n\nTagSubIndexer.prototype.rebuild = function() {\n\tvar self = this;\n\t// Hashmap by tag of array of {isSorted:, titles:[]}\n\tthis.index = Object.create(null);\n\t// Add all the tags\n\tthis.indexer.wiki[this.iteratorMethod](function(tiddler,title) {\n\t\t$tw.utils.each(tiddler.fields.tags,function(tag) {\n\t\t\tif(!self.index[tag]) {\n\t\t\t\tself.index[tag] = {isSorted: false, titles: [title]};\n\t\t\t} else {\n\t\t\t\tself.index[tag].titles.push(title);\n\t\t\t}\n\t\t});\t\t\n\t});\n};\n\nTagSubIndexer.prototype.update = function(updateDescriptor) {\n\tthis.index = null;\n};\n\nTagSubIndexer.prototype.lookup = function(tag) {\n\t// Update the index if it has yet to be built\n\tif(this.index === null) {\n\t\tthis.rebuild();\n\t}\n\tvar indexRecord = this.index[tag];\n\tif(indexRecord) {\n\t\tif(!indexRecord.isSorted) {\n\t\t\tif(this.indexer.wiki.sortByList) {\n\t\t\t\tindexRecord.titles = this.indexer.wiki.sortByList(indexRecord.titles,tag);\n\t\t\t}\t\t\t\n\t\t\tindexRecord.isSorted = true;\n\t\t}\n\t\treturn indexRecord.titles;\n\t} else {\n\t\treturn [];\n\t}\n};\n\n\nexports.TagIndexer = TagIndexer;\n\n})();\n",
"type": "application/javascript",
"module-type": "indexer"
},
"$:/core/modules/info/platform.js": {
"title": "$:/core/modules/info/platform.js",
"text": "/*\\\ntitle: $:/core/modules/info/platform.js\ntype: application/javascript\nmodule-type: info\n\nInitialise basic platform $:/info/ tiddlers\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nexports.getInfoTiddlerFields = function() {\n\tvar mapBoolean = function(value) {return value ? \"yes\" : \"no\";},\n\t\tinfoTiddlerFields = [];\n\t// Basics\n\tinfoTiddlerFields.push({title: \"$:/info/browser\", text: mapBoolean(!!$tw.browser)});\n\tinfoTiddlerFields.push({title: \"$:/info/node\", text: mapBoolean(!!$tw.node)});\n\tif($tw.browser) {\n\t\t// Document location\n\t\tvar setLocationProperty = function(name,value) {\n\t\t\t\tinfoTiddlerFields.push({title: \"$:/info/url/\" + name, text: value});\t\t\t\n\t\t\t},\n\t\t\tlocation = document.location;\n\t\tsetLocationProperty(\"full\", (location.toString()).split(\"#\")[0]);\n\t\tsetLocationProperty(\"host\", location.host);\n\t\tsetLocationProperty(\"hostname\", location.hostname);\n\t\tsetLocationProperty(\"protocol\", location.protocol);\n\t\tsetLocationProperty(\"port\", location.port);\n\t\tsetLocationProperty(\"pathname\", location.pathname);\n\t\tsetLocationProperty(\"search\", location.search);\n\t\tsetLocationProperty(\"origin\", location.origin);\n\t\t// Screen size\n\t\tinfoTiddlerFields.push({title: \"$:/info/browser/screen/width\", text: window.screen.width.toString()});\n\t\tinfoTiddlerFields.push({title: \"$:/info/browser/screen/height\", text: window.screen.height.toString()});\n\t\t// Language\n\t\tinfoTiddlerFields.push({title: \"$:/info/browser/language\", text: navigator.language || \"\"});\n\t}\n\treturn infoTiddlerFields;\n};\n\n})();\n",
"type": "application/javascript",
"module-type": "info"
},
"$:/core/modules/keyboard.js": {
"title": "$:/core/modules/keyboard.js",
"text": "/*\\\ntitle: $:/core/modules/keyboard.js\ntype: application/javascript\nmodule-type: global\n\nKeyboard handling utilities\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nvar namedKeys = {\n\t\"cancel\": 3,\n\t\"help\": 6,\n\t\"backspace\": 8,\n\t\"tab\": 9,\n\t\"clear\": 12,\n\t\"return\": 13,\n\t\"enter\": 13,\n\t\"pause\": 19,\n\t\"escape\": 27,\n\t\"space\": 32,\n\t\"page_up\": 33,\n\t\"page_down\": 34,\n\t\"end\": 35,\n\t\"home\": 36,\n\t\"left\": 37,\n\t\"up\": 38,\n\t\"right\": 39,\n\t\"down\": 40,\n\t\"printscreen\": 44,\n\t\"insert\": 45,\n\t\"delete\": 46,\n\t\"0\": 48,\n\t\"1\": 49,\n\t\"2\": 50,\n\t\"3\": 51,\n\t\"4\": 52,\n\t\"5\": 53,\n\t\"6\": 54,\n\t\"7\": 55,\n\t\"8\": 56,\n\t\"9\": 57,\n\t\"firefoxsemicolon\": 59,\n\t\"firefoxequals\": 61,\n\t\"a\": 65,\n\t\"b\": 66,\n\t\"c\": 67,\n\t\"d\": 68,\n\t\"e\": 69,\n\t\"f\": 70,\n\t\"g\": 71,\n\t\"h\": 72,\n\t\"i\": 73,\n\t\"j\": 74,\n\t\"k\": 75,\n\t\"l\": 76,\n\t\"m\": 77,\n\t\"n\": 78,\n\t\"o\": 79,\n\t\"p\": 80,\n\t\"q\": 81,\n\t\"r\": 82,\n\t\"s\": 83,\n\t\"t\": 84,\n\t\"u\": 85,\n\t\"v\": 86,\n\t\"w\": 87,\n\t\"x\": 88,\n\t\"y\": 89,\n\t\"z\": 90,\n\t\"numpad0\": 96,\n\t\"numpad1\": 97,\n\t\"numpad2\": 98,\n\t\"numpad3\": 99,\n\t\"numpad4\": 100,\n\t\"numpad5\": 101,\n\t\"numpad6\": 102,\n\t\"numpad7\": 103,\n\t\"numpad8\": 104,\n\t\"numpad9\": 105,\n\t\"multiply\": 106,\n\t\"add\": 107,\n\t\"separator\": 108,\n\t\"subtract\": 109,\n\t\"decimal\": 110,\n\t\"divide\": 111,\n\t\"f1\": 112,\n\t\"f2\": 113,\n\t\"f3\": 114,\n\t\"f4\": 115,\n\t\"f5\": 116,\n\t\"f6\": 117,\n\t\"f7\": 118,\n\t\"f8\": 119,\n\t\"f9\": 120,\n\t\"f10\": 121,\n\t\"f11\": 122,\n\t\"f12\": 123,\n\t\"f13\": 124,\n\t\"f14\": 125,\n\t\"f15\": 126,\n\t\"f16\": 127,\n\t\"f17\": 128,\n\t\"f18\": 129,\n\t\"f19\": 130,\n\t\"f20\": 131,\n\t\"f21\": 132,\n\t\"f22\": 133,\n\t\"f23\": 134,\n\t\"f24\": 135,\n\t\"firefoxminus\": 173,\n\t\"semicolon\": 186,\n\t\"equals\": 187,\n\t\"comma\": 188,\n\t\"dash\": 189,\n\t\"period\": 190,\n\t\"slash\": 191,\n\t\"backquote\": 192,\n\t\"openbracket\": 219,\n\t\"backslash\": 220,\n\t\"closebracket\": 221,\n\t\"quote\": 222\n};\n\nfunction KeyboardManager(options) {\n\tvar self = this;\n\toptions = options || \"\";\n\t// Save the named key hashmap\n\tthis.namedKeys = namedKeys;\n\t// Create a reverse mapping of code to keyname\n\tthis.keyNames = [];\n\t$tw.utils.each(namedKeys,function(keyCode,name) {\n\t\tself.keyNames[keyCode] = name.substr(0,1).toUpperCase() + name.substr(1);\n\t});\n\t// Save the platform-specific name of the \"meta\" key\n\tthis.metaKeyName = $tw.platform.isMac ? \"cmd-\" : \"win-\";\n\tthis.shortcutKeysList = [], // Stores the shortcut-key descriptors\n\tthis.shortcutActionList = [], // Stores the corresponding action strings\n\tthis.shortcutParsedList = []; // Stores the parsed key descriptors\n\tthis.lookupNames = [\"shortcuts\"];\n\tthis.lookupNames.push($tw.platform.isMac ? \"shortcuts-mac\" : \"shortcuts-not-mac\")\n\tthis.lookupNames.push($tw.platform.isWindows ? \"shortcuts-windows\" : \"shortcuts-not-windows\");\n\tthis.lookupNames.push($tw.platform.isLinux ? \"shortcuts-linux\" : \"shortcuts-not-linux\");\n\tthis.updateShortcutLists(this.getShortcutTiddlerList());\n\t$tw.wiki.addEventListener(\"change\",function(changes) {\n\t\tself.handleShortcutChanges(changes);\n\t});\n}\n\n/*\nReturn an array of keycodes for the modifier keys ctrl, shift, alt, meta\n*/\nKeyboardManager.prototype.getModifierKeys = function() {\n\treturn [\n\t\t16, // Shift\n\t\t17, // Ctrl\n\t\t18, // Alt\n\t\t20, // CAPS LOCK\n\t\t91, // Meta (left)\n\t\t93, // Meta (right)\n\t\t224 // Meta (Firefox)\n\t]\n};\n\n/*\nParses a key descriptor into the structure:\n{\n\tkeyCode: numeric keycode\n\tshiftKey: boolean\n\taltKey: boolean\n\tctrlKey: boolean\n\tmetaKey: boolean\n}\nKey descriptors have the following format:\n\tctrl+enter\n\tctrl+shift+alt+A\n*/\nKeyboardManager.prototype.parseKeyDescriptor = function(keyDescriptor) {\n\tvar components = keyDescriptor.split(/\\+|\\-/),\n\t\tinfo = {\n\t\t\tkeyCode: 0,\n\t\t\tshiftKey: false,\n\t\t\taltKey: false,\n\t\t\tctrlKey: false,\n\t\t\tmetaKey: false\n\t\t};\n\tfor(var t=0; t<components.length; t++) {\n\t\tvar s = components[t].toLowerCase(),\n\t\t\tc = s.charCodeAt(0);\n\t\t// Look for modifier keys\n\t\tif(s === \"ctrl\") {\n\t\t\tinfo.ctrlKey = true;\n\t\t} else if(s === \"shift\") {\n\t\t\tinfo.shiftKey = true;\n\t\t} else if(s === \"alt\") {\n\t\t\tinfo.altKey = true;\n\t\t} else if(s === \"meta\" || s === \"cmd\" || s === \"win\") {\n\t\t\tinfo.metaKey = true;\n\t\t}\n\t\t// Replace named keys with their code\n\t\tif(this.namedKeys[s]) {\n\t\t\tinfo.keyCode = this.namedKeys[s];\n\t\t}\n\t}\n\tif(info.keyCode) {\n\t\treturn info;\n\t} else {\n\t\treturn null;\n\t}\n};\n\n/*\nParse a list of key descriptors into an array of keyInfo objects. The key descriptors can be passed as an array of strings or a space separated string\n*/\nKeyboardManager.prototype.parseKeyDescriptors = function(keyDescriptors,options) {\n\tvar self = this;\n\toptions = options || {};\n\toptions.stack = options.stack || [];\n\tvar wiki = options.wiki || $tw.wiki;\n\tif(typeof keyDescriptors === \"string\" && keyDescriptors === \"\") {\n\t\treturn [];\n\t}\n\tif(!$tw.utils.isArray(keyDescriptors)) {\n\t\tkeyDescriptors = keyDescriptors.split(\" \");\n\t}\n\tvar result = [];\n\t$tw.utils.each(keyDescriptors,function(keyDescriptor) {\n\t\t// Look for a named shortcut\n\t\tif(keyDescriptor.substr(0,2) === \"((\" && keyDescriptor.substr(-2,2) === \"))\") {\n\t\t\tif(options.stack.indexOf(keyDescriptor) === -1) {\n\t\t\t\toptions.stack.push(keyDescriptor);\n\t\t\t\tvar name = keyDescriptor.substring(2,keyDescriptor.length - 2),\n\t\t\t\t\tlookupName = function(configName) {\n\t\t\t\t\t\tvar keyDescriptors = wiki.getTiddlerText(\"$:/config/\" + configName + \"/\" + name);\n\t\t\t\t\t\tif(keyDescriptors) {\n\t\t\t\t\t\t\tresult.push.apply(result,self.parseKeyDescriptors(keyDescriptors,options));\n\t\t\t\t\t\t}\n\t\t\t\t\t};\n\t\t\t\t$tw.utils.each(self.lookupNames,function(platformDescriptor) {\n\t\t\t\t\tlookupName(platformDescriptor);\n\t\t\t\t});\n\t\t\t}\n\t\t} else {\n\t\t\tresult.push(self.parseKeyDescriptor(keyDescriptor));\n\t\t}\n\t});\n\treturn result;\n};\n\nKeyboardManager.prototype.getPrintableShortcuts = function(keyInfoArray) {\n\tvar self = this,\n\t\tresult = [];\n\t$tw.utils.each(keyInfoArray,function(keyInfo) {\n\t\tif(keyInfo) {\n\t\t\tresult.push((keyInfo.ctrlKey ? \"ctrl-\" : \"\") + \n\t\t\t\t (keyInfo.shiftKey ? \"shift-\" : \"\") + \n\t\t\t\t (keyInfo.altKey ? \"alt-\" : \"\") + \n\t\t\t\t (keyInfo.metaKey ? self.metaKeyName : \"\") + \n\t\t\t\t (self.keyNames[keyInfo.keyCode]));\n\t\t}\n\t});\n\treturn result;\n}\n\nKeyboardManager.prototype.checkKeyDescriptor = function(event,keyInfo) {\n\treturn keyInfo &&\n\t\t\tevent.keyCode === keyInfo.keyCode && \n\t\t\tevent.shiftKey === keyInfo.shiftKey && \n\t\t\tevent.altKey === keyInfo.altKey && \n\t\t\tevent.ctrlKey === keyInfo.ctrlKey && \n\t\t\tevent.metaKey === keyInfo.metaKey;\n};\n\nKeyboardManager.prototype.checkKeyDescriptors = function(event,keyInfoArray) {\n\tfor(var t=0; t<keyInfoArray.length; t++) {\n\t\tif(this.checkKeyDescriptor(event,keyInfoArray[t])) {\n\t\t\treturn true;\n\t\t}\n\t}\n\treturn false;\n};\n\nKeyboardManager.prototype.getShortcutTiddlerList = function() {\n\treturn $tw.wiki.getTiddlersWithTag(\"$:/tags/KeyboardShortcut\");\n};\n\nKeyboardManager.prototype.updateShortcutLists = function(tiddlerList) {\n\tthis.shortcutTiddlers = tiddlerList;\n\tfor(var i=0; i<tiddlerList.length; i++) {\n\t\tvar title = tiddlerList[i],\n\t\t\ttiddlerFields = $tw.wiki.getTiddler(title).fields;\n\t\tthis.shortcutKeysList[i] = tiddlerFields.key !== undefined ? tiddlerFields.key : undefined;\n\t\tthis.shortcutActionList[i] = tiddlerFields.text;\n\t\tthis.shortcutParsedList[i] = this.shortcutKeysList[i] !== undefined ? this.parseKeyDescriptors(this.shortcutKeysList[i]) : undefined;\n\t}\n};\n\nKeyboardManager.prototype.handleKeydownEvent = function(event) {\n\tvar key, action;\n\tfor(var i=0; i<this.shortcutTiddlers.length; i++) {\n\t\tif(this.shortcutParsedList[i] !== undefined && this.checkKeyDescriptors(event,this.shortcutParsedList[i])) {\n\t\t\tkey = this.shortcutParsedList[i];\n\t\t\taction = this.shortcutActionList[i];\n\t\t}\n\t}\n\tif(key !== undefined) {\n\t\tevent.preventDefault();\n\t\tevent.stopPropagation();\n\t\t$tw.rootWidget.invokeActionString(action,$tw.rootWidget);\n\t\treturn true;\n\t}\n\treturn false;\n};\n\nKeyboardManager.prototype.detectNewShortcuts = function(changedTiddlers) {\n\tvar shortcutConfigTiddlers = [],\n\t\thandled = false;\n\t$tw.utils.each(this.lookupNames,function(platformDescriptor) {\n\t\tvar descriptorString = \"$:/config/\" + platformDescriptor + \"/\";\n\t\tObject.keys(changedTiddlers).forEach(function(configTiddler) {\n\t\t\tvar configString = configTiddler.substr(0, configTiddler.lastIndexOf(\"/\") + 1);\n\t\t\tif(configString === descriptorString) {\n\t\t\t\tshortcutConfigTiddlers.push(configTiddler);\n\t\t\t\thandled = true;\n\t\t\t}\n\t\t});\n\t});\n\tif(handled) {\n\t\treturn $tw.utils.hopArray(changedTiddlers,shortcutConfigTiddlers);\n\t} else {\n\t\treturn false;\n\t}\n};\n\nKeyboardManager.prototype.handleShortcutChanges = function(changedTiddlers) {\n\tvar newList = this.getShortcutTiddlerList();\n\tvar hasChanged = $tw.utils.hopArray(changedTiddlers,this.shortcutTiddlers) ? true :\n\t\t($tw.utils.hopArray(changedTiddlers,newList) ? true :\n\t\t(this.detectNewShortcuts(changedTiddlers))\n\t);\n\t// Re-cache shortcuts if something changed\n\tif(hasChanged) {\n\t\tthis.updateShortcutLists(newList);\n\t}\n};\n\nexports.KeyboardManager = KeyboardManager;\n\n})();\n",
"type": "application/javascript",
"module-type": "global"
},
"$:/core/modules/language.js": {
"title": "$:/core/modules/language.js",
"text": "/*\\\ntitle: $:/core/modules/language.js\ntype: application/javascript\nmodule-type: global\n\nThe $tw.Language() manages translateable strings\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n/*\nCreate an instance of the language manager. Options include:\nwiki: wiki from which to retrieve translation tiddlers\n*/\nfunction Language(options) {\n\toptions = options || \"\";\n\tthis.wiki = options.wiki || $tw.wiki;\n}\n\n/*\nReturn a wikified translateable string. The title is automatically prefixed with \"$:/language/\"\nOptions include:\nvariables: optional hashmap of variables to supply to the language wikification\n*/\nLanguage.prototype.getString = function(title,options) {\n\toptions = options || {};\n\ttitle = \"$:/language/\" + title;\n\treturn this.wiki.renderTiddler(\"text/plain\",title,{variables: options.variables});\n};\n\n/*\nReturn a raw, unwikified translateable string. The title is automatically prefixed with \"$:/language/\"\n*/\nLanguage.prototype.getRawString = function(title) {\n\ttitle = \"$:/language/\" + title;\n\treturn this.wiki.getTiddlerText(title);\n};\n\nexports.Language = Language;\n\n})();\n",
"type": "application/javascript",
"module-type": "global"
},
"$:/core/modules/macros/changecount.js": {
"title": "$:/core/modules/macros/changecount.js",
"text": "/*\\\ntitle: $:/core/modules/macros/changecount.js\ntype: application/javascript\nmodule-type: macro\n\nMacro to return the changecount for the current tiddler\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n/*\nInformation about this macro\n*/\n\nexports.name = \"changecount\";\n\nexports.params = [];\n\n/*\nRun the macro\n*/\nexports.run = function() {\n\treturn this.wiki.getChangeCount(this.getVariable(\"currentTiddler\")) + \"\";\n};\n\n})();\n",
"type": "application/javascript",
"module-type": "macro"
},
"$:/core/modules/macros/contrastcolour.js": {
"title": "$:/core/modules/macros/contrastcolour.js",
"text": "/*\\\ntitle: $:/core/modules/macros/contrastcolour.js\ntype: application/javascript\nmodule-type: macro\n\nMacro to choose which of two colours has the highest contrast with a base colour\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n/*\nInformation about this macro\n*/\n\nexports.name = \"contrastcolour\";\n\nexports.params = [\n\t{name: \"target\"},\n\t{name: \"fallbackTarget\"},\n\t{name: \"colourA\"},\n\t{name: \"colourB\"}\n];\n\n/*\nRun the macro\n*/\nexports.run = function(target,fallbackTarget,colourA,colourB) {\n\tvar rgbTarget = $tw.utils.parseCSSColor(target) || $tw.utils.parseCSSColor(fallbackTarget);\n\tif(!rgbTarget) {\n\t\treturn colourA;\n\t}\n\tvar rgbColourA = $tw.utils.parseCSSColor(colourA),\n\t\trgbColourB = $tw.utils.parseCSSColor(colourB);\n\tif(rgbColourA && !rgbColourB) {\n\t\treturn rgbColourA;\n\t}\n\tif(rgbColourB && !rgbColourA) {\n\t\treturn rgbColourB;\n\t}\n\tif(!rgbColourA && !rgbColourB) {\n\t\t// If neither colour is readable, return a crude inverse of the target\n\t\treturn [255 - rgbTarget[0],255 - rgbTarget[1],255 - rgbTarget[2],rgbTarget[3]];\n\t}\n\t// Colour brightness formula derived from http://www.w3.org/WAI/ER/WD-AERT/#color-contrast\n\tvar brightnessTarget = rgbTarget[0] * 0.299 + rgbTarget[1] * 0.587 + rgbTarget[2] * 0.114,\n\t\tbrightnessA = rgbColourA[0] * 0.299 + rgbColourA[1] * 0.587 + rgbColourA[2] * 0.114,\n\t\tbrightnessB = rgbColourB[0] * 0.299 + rgbColourB[1] * 0.587 + rgbColourB[2] * 0.114;\n\treturn Math.abs(brightnessTarget - brightnessA) > Math.abs(brightnessTarget - brightnessB) ? colourA : colourB;\n};\n\n})();\n",
"type": "application/javascript",
"module-type": "macro"
},
"$:/core/modules/macros/csvtiddlers.js": {
"title": "$:/core/modules/macros/csvtiddlers.js",
"text": "/*\\\ntitle: $:/core/modules/macros/csvtiddlers.js\ntype: application/javascript\nmodule-type: macro\n\nMacro to output tiddlers matching a filter to CSV\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n/*\nInformation about this macro\n*/\n\nexports.name = \"csvtiddlers\";\n\nexports.params = [\n\t{name: \"filter\"},\n\t{name: \"format\"},\n];\n\n/*\nRun the macro\n*/\nexports.run = function(filter,format) {\n\tvar self = this,\n\t\ttiddlers = this.wiki.filterTiddlers(filter),\n\t\ttiddler,\n\t\tfields = [],\n\t\tt,f;\n\t// Collect all the fields\n\tfor(t=0;t<tiddlers.length; t++) {\n\t\ttiddler = this.wiki.getTiddler(tiddlers[t]);\n\t\tfor(f in tiddler.fields) {\n\t\t\tif(fields.indexOf(f) === -1) {\n\t\t\t\tfields.push(f);\n\t\t\t}\n\t\t}\n\t}\n\t// Sort the fields and bring the standard ones to the front\n\tfields.sort();\n\t\"title text modified modifier created creator\".split(\" \").reverse().forEach(function(value,index) {\n\t\tvar p = fields.indexOf(value);\n\t\tif(p !== -1) {\n\t\t\tfields.splice(p,1);\n\t\t\tfields.unshift(value)\n\t\t}\n\t});\n\t// Output the column headings\n\tvar output = [], row = [];\n\tfields.forEach(function(value) {\n\t\trow.push(quoteAndEscape(value))\n\t});\n\toutput.push(row.join(\",\"));\n\t// Output each tiddler\n\tfor(var t=0;t<tiddlers.length; t++) {\n\t\trow = [];\n\t\ttiddler = this.wiki.getTiddler(tiddlers[t]);\n\t\t\tfor(f=0; f<fields.length; f++) {\n\t\t\t\trow.push(quoteAndEscape(tiddler ? tiddler.getFieldString(fields[f]) || \"\" : \"\"));\n\t\t\t}\n\t\toutput.push(row.join(\",\"));\n\t}\n\treturn output.join(\"\\n\");\n};\n\nfunction quoteAndEscape(value) {\n\treturn \"\\\"\" + value.replace(/\"/mg,\"\\\"\\\"\") + \"\\\"\";\n}\n\n})();\n",
"type": "application/javascript",
"module-type": "macro"
},
"$:/core/modules/macros/displayshortcuts.js": {
"title": "$:/core/modules/macros/displayshortcuts.js",
"text": "/*\\\ntitle: $:/core/modules/macros/displayshortcuts.js\ntype: application/javascript\nmodule-type: macro\n\nMacro to display a list of keyboard shortcuts in human readable form. Notably, it resolves named shortcuts like `((bold))` to the underlying keystrokes.\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n/*\nInformation about this macro\n*/\n\nexports.name = \"displayshortcuts\";\n\nexports.params = [\n\t{name: \"shortcuts\"},\n\t{name: \"prefix\"},\n\t{name: \"separator\"},\n\t{name: \"suffix\"}\n];\n\n/*\nRun the macro\n*/\nexports.run = function(shortcuts,prefix,separator,suffix) {\n\tvar shortcutArray = $tw.keyboardManager.getPrintableShortcuts($tw.keyboardManager.parseKeyDescriptors(shortcuts,{\n\t\twiki: this.wiki\n\t}));\n\tif(shortcutArray.length > 0) {\n\t\tshortcutArray.sort(function(a,b) {\n\t\t return a.toLowerCase().localeCompare(b.toLowerCase());\n\t\t})\n\t\treturn prefix + shortcutArray.join(separator) + suffix;\n\t} else {\n\t\treturn \"\";\n\t}\n};\n\n})();\n",
"type": "application/javascript",
"module-type": "macro"
},
"$:/core/modules/macros/jsontiddler.js": {
"title": "$:/core/modules/macros/jsontiddler.js",
"text": "/*\\\ntitle: $:/core/modules/macros/jsontiddler.js\ntype: application/javascript\nmodule-type: macro\n\nMacro to output a single tiddler to JSON\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n/*\nInformation about this macro\n*/\n\nexports.name = \"jsontiddler\";\n\nexports.params = [\n\t{name: \"title\"}\n];\n\n/*\nRun the macro\n*/\nexports.run = function(title) {\n\ttitle = title || this.getVariable(\"currentTiddler\");\n\tvar tiddler = !!title && this.wiki.getTiddler(title),\n\t\tfields = new Object();\n\tif(tiddler) {\n\t\tfor(var field in tiddler.fields) {\n\t\t\tfields[field] = tiddler.getFieldString(field);\n\t\t}\n\t}\n\treturn JSON.stringify(fields,null,$tw.config.preferences.jsonSpaces);\n};\n\n})();\n",
"type": "application/javascript",
"module-type": "macro"
},
"$:/core/modules/macros/jsontiddlers.js": {
"title": "$:/core/modules/macros/jsontiddlers.js",
"text": "/*\\\ntitle: $:/core/modules/macros/jsontiddlers.js\ntype: application/javascript\nmodule-type: macro\n\nMacro to output tiddlers matching a filter to JSON\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n/*\nInformation about this macro\n*/\n\nexports.name = \"jsontiddlers\";\n\nexports.params = [\n\t{name: \"filter\"},\n\t{name: \"spaces\"}\n];\n\n/*\nRun the macro\n*/\nexports.run = function(filter,spaces) {\n\treturn this.wiki.getTiddlersAsJson(filter,$tw.utils.parseInt(spaces));\n};\n\n})();\n",
"type": "application/javascript",
"module-type": "macro"
},
"$:/core/modules/macros/makedatauri.js": {
"title": "$:/core/modules/macros/makedatauri.js",
"text": "/*\\\ntitle: $:/core/modules/macros/makedatauri.js\ntype: application/javascript\nmodule-type: macro\n\nMacro to convert a string of text to a data URI\n\n<<makedatauri text:\"Text to be converted\" type:\"text/vnd.tiddlywiki\">>\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n/*\nInformation about this macro\n*/\n\nexports.name = \"makedatauri\";\n\nexports.params = [\n\t{name: \"text\"},\n\t{name: \"type\"},\n\t{name: \"_canonical_uri\"}\n];\n\n/*\nRun the macro\n*/\nexports.run = function(text,type,_canonical_uri) {\n\treturn $tw.utils.makeDataUri(text,type,_canonical_uri);\n};\n\n})();\n",
"type": "application/javascript",
"module-type": "macro"
},
"$:/core/modules/macros/now.js": {
"title": "$:/core/modules/macros/now.js",
"text": "/*\\\ntitle: $:/core/modules/macros/now.js\ntype: application/javascript\nmodule-type: macro\n\nMacro to return a formatted version of the current time\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n/*\nInformation about this macro\n*/\n\nexports.name = \"now\";\n\nexports.params = [\n\t{name: \"format\"}\n];\n\n/*\nRun the macro\n*/\nexports.run = function(format) {\n\treturn $tw.utils.formatDateString(new Date(),format || \"0hh:0mm, DDth MMM YYYY\");\n};\n\n})();\n",
"type": "application/javascript",
"module-type": "macro"
},
"$:/core/modules/macros/qualify.js": {
"title": "$:/core/modules/macros/qualify.js",
"text": "/*\\\ntitle: $:/core/modules/macros/qualify.js\ntype: application/javascript\nmodule-type: macro\n\nMacro to qualify a state tiddler title according\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n/*\nInformation about this macro\n*/\n\nexports.name = \"qualify\";\n\nexports.params = [\n\t{name: \"title\"}\n];\n\n/*\nRun the macro\n*/\nexports.run = function(title) {\n\treturn title + \"-\" + this.getStateQualifier();\n};\n\n})();\n",
"type": "application/javascript",
"module-type": "macro"
},
"$:/core/modules/macros/resolvepath.js": {
"title": "$:/core/modules/macros/resolvepath.js",
"text": "/*\\\ntitle: $:/core/modules/macros/resolvepath.js\ntype: application/javascript\nmodule-type: macro\n\nResolves a relative path for an absolute rootpath.\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nexports.name = \"resolvepath\";\n\nexports.params = [\n\t{name: \"source\"},\n\t{name: \"root\"}\n];\n\n/*\nRun the macro\n*/\nexports.run = function(source, root) {\n\treturn $tw.utils.resolvePath(source, root);\n};\n\n})();\n",
"type": "application/javascript",
"module-type": "macro"
},
"$:/core/modules/macros/unusedtitle.js": {
"title": "$:/core/modules/macros/unusedtitle.js",
"text": "/*\\\ntitle: $:/core/modules/macros/unusedtitle.js\ntype: application/javascript\nmodule-type: macro\nMacro to return a new title that is unused in the wiki. It can be given a name as a base.\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n/*\nInformation about this macro\n*/\n\nexports.name = \"unusedtitle\";\n\nexports.params = [\n\t{name: \"baseName\"},\n\t{name: \"options\"}\n];\n\n/*\nRun the macro\n*/\nexports.run = function(baseName, options) {\n\tif(!baseName) {\n\t\tbaseName = $tw.language.getString(\"DefaultNewTiddlerTitle\");\n\t}\n\treturn this.wiki.generateNewTitle(baseName, options);\n};\n\n})();\n",
"type": "application/javascript",
"module-type": "macro"
},
"$:/core/modules/macros/version.js": {
"title": "$:/core/modules/macros/version.js",
"text": "/*\\\ntitle: $:/core/modules/macros/version.js\ntype: application/javascript\nmodule-type: macro\n\nMacro to return the TiddlyWiki core version number\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n/*\nInformation about this macro\n*/\n\nexports.name = \"version\";\n\nexports.params = [];\n\n/*\nRun the macro\n*/\nexports.run = function() {\n\treturn $tw.version;\n};\n\n})();\n",
"type": "application/javascript",
"module-type": "macro"
},
"$:/core/modules/parsers/audioparser.js": {
"title": "$:/core/modules/parsers/audioparser.js",
"text": "/*\\\ntitle: $:/core/modules/parsers/audioparser.js\ntype: application/javascript\nmodule-type: parser\n\nThe audio parser parses an audio tiddler into an embeddable HTML element\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nvar AudioParser = function(type,text,options) {\n\tvar element = {\n\t\t\ttype: \"element\",\n\t\t\ttag: \"audio\",\n\t\t\tattributes: {\n\t\t\t\tcontrols: {type: \"string\", value: \"controls\"},\n\t\t\t\tstyle: {type: \"string\", value: \"width: 100%; object-fit: contain\"}\n\t\t\t}\n\t\t},\n\t\tsrc;\n\tif(options._canonical_uri) {\n\t\telement.attributes.src = {type: \"string\", value: options._canonical_uri};\n\t} else if(text) {\n\t\telement.attributes.src = {type: \"string\", value: \"data:\" + type + \";base64,\" + text};\n\t}\n\tthis.tree = [element];\n};\n\nexports[\"audio/ogg\"] = AudioParser;\nexports[\"audio/mpeg\"] = AudioParser;\nexports[\"audio/mp3\"] = AudioParser;\nexports[\"audio/mp4\"] = AudioParser;\n\n})();\n\n",
"type": "application/javascript",
"module-type": "parser"
},
"$:/core/modules/parsers/binaryparser.js": {
"title": "$:/core/modules/parsers/binaryparser.js",
"text": "/*\\\ntitle: $:/core/modules/parsers/binaryparser.js\ntype: application/javascript\nmodule-type: parser\n\nThe binary parser parses a binary tiddler into a warning message and download link\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nvar BINARY_WARNING_MESSAGE = \"$:/core/ui/BinaryWarning\";\nvar EXPORT_BUTTON_IMAGE = \"$:/core/images/export-button\";\n\nvar BinaryParser = function(type,text,options) {\n\t// Transclude the binary data tiddler warning message\n\tvar warn = {\n\t\ttype: \"element\",\n\t\ttag: \"p\",\n\t\tchildren: [{\n\t\t\ttype: \"transclude\",\n\t\t\tattributes: {\n\t\t\t\ttiddler: {type: \"string\", value: BINARY_WARNING_MESSAGE}\n\t\t\t}\n\t\t}]\n\t};\n\t// Create download link based on binary tiddler title\n\tvar link = {\n\t\ttype: \"element\",\n\t\ttag: \"a\",\n\t\tattributes: {\n\t\t\ttitle: {type: \"indirect\", textReference: \"!!title\"},\n\t\t\tdownload: {type: \"indirect\", textReference: \"!!title\"}\n\t\t},\n\t\tchildren: [{\n\t\t\ttype: \"transclude\",\n\t\t\tattributes: {\n\t\t\t\ttiddler: {type: \"string\", value: EXPORT_BUTTON_IMAGE}\n\t\t\t}\n\t\t}]\n\t};\n\t// Set the link href to external or internal data URI\n\tif(options._canonical_uri) {\n\t\tlink.attributes.href = {\n\t\t\ttype: \"string\", \n\t\t\tvalue: options._canonical_uri\n\t\t};\n\t} else if(text) {\n\t\tlink.attributes.href = {\n\t\t\ttype: \"string\", \n\t\t\tvalue: \"data:\" + type + \";base64,\" + text\n\t\t};\n\t}\n\t// Combine warning message and download link in a div\n\tvar element = {\n\t\ttype: \"element\",\n\t\ttag: \"div\",\n\t\tattributes: {\n\t\t\tclass: {type: \"string\", value: \"tc-binary-warning\"}\n\t\t},\n\t\tchildren: [warn, link]\n\t}\n\tthis.tree = [element];\n};\n\nexports[\"application/octet-stream\"] = BinaryParser;\n\n})();\n\n",
"type": "application/javascript",
"module-type": "parser"
},
"$:/core/modules/parsers/csvparser.js": {
"title": "$:/core/modules/parsers/csvparser.js",
"text": "/*\\\ntitle: $:/core/modules/parsers/csvparser.js\ntype: application/javascript\nmodule-type: parser\n\nThe CSV text parser processes CSV files into a table wrapped in a scrollable widget\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nvar CsvParser = function(type,text,options) {\n\t// Table framework\n\tthis.tree = [{\n\t\t\"type\": \"scrollable\", \"children\": [{\n\t\t\t\"type\": \"element\", \"tag\": \"table\", \"children\": [{\n\t\t\t\t\"type\": \"element\", \"tag\": \"tbody\", \"children\": []\n\t\t\t}], \"attributes\": {\n\t\t\t\t\"class\": {\"type\": \"string\", \"value\": \"tc-csv-table\"}\n\t\t\t}\n\t\t}]\n\t}];\n\t// Split the text into lines\n\tvar lines = text.split(/\\r?\\n/mg),\n\t\ttag = \"th\";\n\tfor(var line=0; line<lines.length; line++) {\n\t\tvar lineText = lines[line];\n\t\tif(lineText) {\n\t\t\tvar row = {\n\t\t\t\t\t\"type\": \"element\", \"tag\": \"tr\", \"children\": []\n\t\t\t\t};\n\t\t\tvar columns = lineText.split(\",\");\n\t\t\tfor(var column=0; column<columns.length; column++) {\n\t\t\t\trow.children.push({\n\t\t\t\t\t\t\"type\": \"element\", \"tag\": tag, \"children\": [{\n\t\t\t\t\t\t\t\"type\": \"text\",\n\t\t\t\t\t\t\t\"text\": columns[column]\n\t\t\t\t\t\t}]\n\t\t\t\t\t});\n\t\t\t}\n\t\t\ttag = \"td\";\n\t\t\tthis.tree[0].children[0].children[0].children.push(row);\n\t\t}\n\t}\n};\n\nexports[\"text/csv\"] = CsvParser;\n\n})();\n\n",
"type": "application/javascript",
"module-type": "parser"
},
"$:/core/modules/parsers/htmlparser.js": {
"title": "$:/core/modules/parsers/htmlparser.js",
"text": "/*\\\ntitle: $:/core/modules/parsers/htmlparser.js\ntype: application/javascript\nmodule-type: parser\n\nThe HTML parser displays text as raw HTML\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nvar HtmlParser = function(type,text,options) {\n\tvar src;\n\tif(options._canonical_uri) {\n\t\tsrc = options._canonical_uri;\n\t} else if(text) {\n\t\tsrc = \"data:text/html;charset=utf-8,\" + encodeURIComponent(text);\n\t}\n\tthis.tree = [{\n\t\ttype: \"element\",\n\t\ttag: \"iframe\",\n\t\tattributes: {\n\t\t\tsrc: {type: \"string\", value: src},\n\t\t\tsandbox: {type: \"string\", value: \"\"}\n\t\t}\n\t}];\n};\n\nexports[\"text/html\"] = HtmlParser;\n\n})();\n\n",
"type": "application/javascript",
"module-type": "parser"
},
"$:/core/modules/parsers/imageparser.js": {
"title": "$:/core/modules/parsers/imageparser.js",
"text": "/*\\\ntitle: $:/core/modules/parsers/imageparser.js\ntype: application/javascript\nmodule-type: parser\n\nThe image parser parses an image into an embeddable HTML element\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nvar ImageParser = function(type,text,options) {\n\tvar element = {\n\t\t\ttype: \"element\",\n\t\t\ttag: \"img\",\n\t\t\tattributes: {}\n\t\t};\n\tif(options._canonical_uri) {\n\t\telement.attributes.src = {type: \"string\", value: options._canonical_uri};\n\t} else if(text) {\n\t\tif(type === \"image/svg+xml\" || type === \".svg\") {\n\t\t\telement.attributes.src = {type: \"string\", value: \"data:image/svg+xml,\" + encodeURIComponent(text)};\n\t\t} else {\n\t\t\telement.attributes.src = {type: \"string\", value: \"data:\" + type + \";base64,\" + text};\n\t\t}\n\t}\n\tthis.tree = [element];\n};\n\nexports[\"image/svg+xml\"] = ImageParser;\nexports[\"image/jpg\"] = ImageParser;\nexports[\"image/jpeg\"] = ImageParser;\nexports[\"image/png\"] = ImageParser;\nexports[\"image/gif\"] = ImageParser;\nexports[\"image/webp\"] = ImageParser;\nexports[\"image/heic\"] = ImageParser;\nexports[\"image/heif\"] = ImageParser;\nexports[\"image/x-icon\"] = ImageParser;\n\n})();\n\n",
"type": "application/javascript",
"module-type": "parser"
},
"$:/core/modules/utils/parseutils.js": {
"title": "$:/core/modules/utils/parseutils.js",
"text": "/*\\\ntitle: $:/core/modules/utils/parseutils.js\ntype: application/javascript\nmodule-type: utils\n\nUtility functions concerned with parsing text into tokens.\n\nMost functions have the following pattern:\n\n* The parameters are:\n** `source`: the source string being parsed\n** `pos`: the current parse position within the string\n** Any further parameters are used to identify the token that is being parsed\n* The return value is:\n** null if the token was not found at the specified position\n** an object representing the token with the following standard fields:\n*** `type`: string indicating the type of the token\n*** `start`: start position of the token in the source string\n*** `end`: end position of the token in the source string\n*** Any further fields required to describe the token\n\nThe exception is `skipWhiteSpace`, which just returns the position after the whitespace.\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n/*\nLook for a whitespace token. Returns null if not found, otherwise returns {type: \"whitespace\", start:, end:,}\n*/\nexports.parseWhiteSpace = function(source,pos) {\n\tvar p = pos,c;\n\twhile(true) {\n\t\tc = source.charAt(p);\n\t\tif((c === \" \") || (c === \"\\f\") || (c === \"\\n\") || (c === \"\\r\") || (c === \"\\t\") || (c === \"\\v\") || (c === \"\\u00a0\")) { // Ignores some obscure unicode spaces\n\t\t\tp++;\n\t\t} else {\n\t\t\tbreak;\n\t\t}\n\t}\n\tif(p === pos) {\n\t\treturn null;\n\t} else {\n\t\treturn {\n\t\t\ttype: \"whitespace\",\n\t\t\tstart: pos,\n\t\t\tend: p\n\t\t}\n\t}\n};\n\n/*\nConvenience wrapper for parseWhiteSpace. Returns the position after the whitespace\n*/\nexports.skipWhiteSpace = function(source,pos) {\n\tvar c;\n\twhile(true) {\n\t\tc = source.charAt(pos);\n\t\tif((c === \" \") || (c === \"\\f\") || (c === \"\\n\") || (c === \"\\r\") || (c === \"\\t\") || (c === \"\\v\") || (c === \"\\u00a0\")) { // Ignores some obscure unicode spaces\n\t\t\tpos++;\n\t\t} else {\n\t\t\treturn pos;\n\t\t}\n\t}\n};\n\n/*\nLook for a given string token. Returns null if not found, otherwise returns {type: \"token\", value:, start:, end:,}\n*/\nexports.parseTokenString = function(source,pos,token) {\n\tvar match = source.indexOf(token,pos) === pos;\n\tif(match) {\n\t\treturn {\n\t\t\ttype: \"token\",\n\t\t\tvalue: token,\n\t\t\tstart: pos,\n\t\t\tend: pos + token.length\n\t\t};\n\t}\n\treturn null;\n};\n\n/*\nLook for a token matching a regex. Returns null if not found, otherwise returns {type: \"regexp\", match:, start:, end:,}\n*/\nexports.parseTokenRegExp = function(source,pos,reToken) {\n\tvar node = {\n\t\ttype: \"regexp\",\n\t\tstart: pos\n\t};\n\treToken.lastIndex = pos;\n\tnode.match = reToken.exec(source);\n\tif(node.match && node.match.index === pos) {\n\t\tnode.end = pos + node.match[0].length;\n\t\treturn node;\n\t} else {\n\t\treturn null;\n\t}\n};\n\n/*\nLook for a string literal. Returns null if not found, otherwise returns {type: \"string\", value:, start:, end:,}\n*/\nexports.parseStringLiteral = function(source,pos) {\n\tvar node = {\n\t\ttype: \"string\",\n\t\tstart: pos\n\t};\n\tvar reString = /(?:\"\"\"([\\s\\S]*?)\"\"\"|\"([^\"]*)\")|(?:'([^']*)')/g;\n\treString.lastIndex = pos;\n\tvar match = reString.exec(source);\n\tif(match && match.index === pos) {\n\t\tnode.value = match[1] !== undefined ? match[1] :(\n\t\t\tmatch[2] !== undefined ? match[2] : match[3] \n\t\t\t\t\t);\n\t\tnode.end = pos + match[0].length;\n\t\treturn node;\n\t} else {\n\t\treturn null;\n\t}\n};\n\n/*\nLook for a macro invocation parameter. Returns null if not found, or {type: \"macro-parameter\", name:, value:, start:, end:}\n*/\nexports.parseMacroParameter = function(source,pos) {\n\tvar node = {\n\t\ttype: \"macro-parameter\",\n\t\tstart: pos\n\t};\n\t// Define our regexp\n\tvar reMacroParameter = /(?:([A-Za-z0-9\\-_]+)\\s*:)?(?:\\s*(?:\"\"\"([\\s\\S]*?)\"\"\"|\"([^\"]*)\"|'([^']*)'|\\[\\[([^\\]]*)\\]\\]|([^\\s>\"'=]+)))/g;\n\t// Skip whitespace\n\tpos = $tw.utils.skipWhiteSpace(source,pos);\n\t// Look for the parameter\n\tvar token = $tw.utils.parseTokenRegExp(source,pos,reMacroParameter);\n\tif(!token) {\n\t\treturn null;\n\t}\n\tpos = token.end;\n\t// Get the parameter details\n\tnode.value = token.match[2] !== undefined ? token.match[2] : (\n\t\t\t\t\ttoken.match[3] !== undefined ? token.match[3] : (\n\t\t\t\t\t\ttoken.match[4] !== undefined ? token.match[4] : (\n\t\t\t\t\t\t\ttoken.match[5] !== undefined ? token.match[5] : (\n\t\t\t\t\t\t\t\ttoken.match[6] !== undefined ? token.match[6] : (\n\t\t\t\t\t\t\t\t\t\"\"\n\t\t\t\t\t\t\t\t)\n\t\t\t\t\t\t\t)\n\t\t\t\t\t\t)\n\t\t\t\t\t)\n\t\t\t\t);\n\tif(token.match[1]) {\n\t\tnode.name = token.match[1];\n\t}\n\t// Update the end position\n\tnode.end = pos;\n\treturn node;\n};\n\n/*\nLook for a macro invocation. Returns null if not found, or {type: \"macrocall\", name:, parameters:, start:, end:}\n*/\nexports.parseMacroInvocation = function(source,pos) {\n\tvar node = {\n\t\ttype: \"macrocall\",\n\t\tstart: pos,\n\t\tparams: []\n\t};\n\t// Define our regexps\n\tvar reMacroName = /([^\\s>\"'=]+)/g;\n\t// Skip whitespace\n\tpos = $tw.utils.skipWhiteSpace(source,pos);\n\t// Look for a double less than sign\n\tvar token = $tw.utils.parseTokenString(source,pos,\"<<\");\n\tif(!token) {\n\t\treturn null;\n\t}\n\tpos = token.end;\n\t// Get the macro name\n\tvar name = $tw.utils.parseTokenRegExp(source,pos,reMacroName);\n\tif(!name) {\n\t\treturn null;\n\t}\n\tnode.name = name.match[1];\n\tpos = name.end;\n\t// Process parameters\n\tvar parameter = $tw.utils.parseMacroParameter(source,pos);\n\twhile(parameter) {\n\t\tnode.params.push(parameter);\n\t\tpos = parameter.end;\n\t\t// Get the next parameter\n\t\tparameter = $tw.utils.parseMacroParameter(source,pos);\n\t}\n\t// Skip whitespace\n\tpos = $tw.utils.skipWhiteSpace(source,pos);\n\t// Look for a double greater than sign\n\ttoken = $tw.utils.parseTokenString(source,pos,\">>\");\n\tif(!token) {\n\t\treturn null;\n\t}\n\tpos = token.end;\n\t// Update the end position\n\tnode.end = pos;\n\treturn node;\n};\n\n/*\nLook for an HTML attribute definition. Returns null if not found, otherwise returns {type: \"attribute\", name:, valueType: \"string|indirect|macro\", value:, start:, end:,}\n*/\nexports.parseAttribute = function(source,pos) {\n\tvar node = {\n\t\tstart: pos\n\t};\n\t// Define our regexps\n\tvar reAttributeName = /([^\\/\\s>\"'=]+)/g,\n\t\treUnquotedAttribute = /([^\\/\\s<>\"'=]+)/g,\n\t\treFilteredValue = /\\{\\{\\{(.+?)\\}\\}\\}/g,\n\t\treIndirectValue = /\\{\\{([^\\}]+)\\}\\}/g;\n\t// Skip whitespace\n\tpos = $tw.utils.skipWhiteSpace(source,pos);\n\t// Get the attribute name\n\tvar name = $tw.utils.parseTokenRegExp(source,pos,reAttributeName);\n\tif(!name) {\n\t\treturn null;\n\t}\n\tnode.name = name.match[1];\n\tpos = name.end;\n\t// Skip whitespace\n\tpos = $tw.utils.skipWhiteSpace(source,pos);\n\t// Look for an equals sign\n\tvar token = $tw.utils.parseTokenString(source,pos,\"=\");\n\tif(token) {\n\t\tpos = token.end;\n\t\t// Skip whitespace\n\t\tpos = $tw.utils.skipWhiteSpace(source,pos);\n\t\t// Look for a string literal\n\t\tvar stringLiteral = $tw.utils.parseStringLiteral(source,pos);\n\t\tif(stringLiteral) {\n\t\t\tpos = stringLiteral.end;\n\t\t\tnode.type = \"string\";\n\t\t\tnode.value = stringLiteral.value;\n\t\t} else {\n\t\t\t// Look for a filtered value\n\t\t\tvar filteredValue = $tw.utils.parseTokenRegExp(source,pos,reFilteredValue);\n\t\t\tif(filteredValue) {\n\t\t\t\tpos = filteredValue.end;\n\t\t\t\tnode.type = \"filtered\";\n\t\t\t\tnode.filter = filteredValue.match[1];\n\t\t\t} else {\n\t\t\t\t// Look for an indirect value\n\t\t\t\tvar indirectValue = $tw.utils.parseTokenRegExp(source,pos,reIndirectValue);\n\t\t\t\tif(indirectValue) {\n\t\t\t\t\tpos = indirectValue.end;\n\t\t\t\t\tnode.type = \"indirect\";\n\t\t\t\t\tnode.textReference = indirectValue.match[1];\n\t\t\t\t} else {\n\t\t\t\t\t// Look for a unquoted value\n\t\t\t\t\tvar unquotedValue = $tw.utils.parseTokenRegExp(source,pos,reUnquotedAttribute);\n\t\t\t\t\tif(unquotedValue) {\n\t\t\t\t\t\tpos = unquotedValue.end;\n\t\t\t\t\t\tnode.type = \"string\";\n\t\t\t\t\t\tnode.value = unquotedValue.match[1];\n\t\t\t\t\t} else {\n\t\t\t\t\t\t// Look for a macro invocation value\n\t\t\t\t\t\tvar macroInvocation = $tw.utils.parseMacroInvocation(source,pos);\n\t\t\t\t\t\tif(macroInvocation) {\n\t\t\t\t\t\t\tpos = macroInvocation.end;\n\t\t\t\t\t\t\tnode.type = \"macro\";\n\t\t\t\t\t\t\tnode.value = macroInvocation;\n\t\t\t\t\t\t} else {\n\t\t\t\t\t\t\tnode.type = \"string\";\n\t\t\t\t\t\t\tnode.value = \"true\";\n\t\t\t\t\t\t}\n\t\t\t\t\t}\n\t\t\t\t}\n\t\t\t}\n\t\t}\n\t} else {\n\t\tnode.type = \"string\";\n\t\tnode.value = \"true\";\n\t}\n\t// Update the end position\n\tnode.end = pos;\n\treturn node;\n};\n\n})();\n",
"type": "application/javascript",
"module-type": "utils"
},
"$:/core/modules/parsers/pdfparser.js": {
"title": "$:/core/modules/parsers/pdfparser.js",
"text": "/*\\\ntitle: $:/core/modules/parsers/pdfparser.js\ntype: application/javascript\nmodule-type: parser\n\nThe PDF parser embeds a PDF viewer\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nvar ImageParser = function(type,text,options) {\n\tvar element = {\n\t\t\ttype: \"element\",\n\t\t\ttag: \"embed\",\n\t\t\tattributes: {}\n\t\t},\n\t\tsrc;\n\tif(options._canonical_uri) {\n\t\telement.attributes.src = {type: \"string\", value: options._canonical_uri};\n\t} else if(text) {\n\t\telement.attributes.src = {type: \"string\", value: \"data:application/pdf;base64,\" + text};\n\t}\n\tthis.tree = [element];\n};\n\nexports[\"application/pdf\"] = ImageParser;\n\n})();\n\n",
"type": "application/javascript",
"module-type": "parser"
},
"$:/core/modules/parsers/textparser.js": {
"title": "$:/core/modules/parsers/textparser.js",
"text": "/*\\\ntitle: $:/core/modules/parsers/textparser.js\ntype: application/javascript\nmodule-type: parser\n\nThe plain text parser processes blocks of source text into a degenerate parse tree consisting of a single text node\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nvar TextParser = function(type,text,options) {\n\tthis.tree = [{\n\t\ttype: \"codeblock\",\n\t\tattributes: {\n\t\t\tcode: {type: \"string\", value: text},\n\t\t\tlanguage: {type: \"string\", value: type}\n\t\t}\n\t}];\n};\n\nexports[\"text/plain\"] = TextParser;\nexports[\"text/x-tiddlywiki\"] = TextParser;\nexports[\"application/javascript\"] = TextParser;\nexports[\"application/json\"] = TextParser;\nexports[\"text/css\"] = TextParser;\nexports[\"application/x-tiddler-dictionary\"] = TextParser;\n\n})();\n\n",
"type": "application/javascript",
"module-type": "parser"
},
"$:/core/modules/parsers/videoparser.js": {
"title": "$:/core/modules/parsers/videoparser.js",
"text": "/*\\\ntitle: $:/core/modules/parsers/videoparser.js\ntype: application/javascript\nmodule-type: parser\n\nThe video parser parses a video tiddler into an embeddable HTML element\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nvar VideoParser = function(type,text,options) {\n\tvar element = {\n\t\t\ttype: \"element\",\n\t\t\ttag: \"video\",\n\t\t\tattributes: {\n\t\t\t\tcontrols: {type: \"string\", value: \"controls\"},\n\t\t\t\tstyle: {type: \"string\", value: \"width: 100%; object-fit: contain\"}\n\t\t\t}\n\t\t},\n\t\tsrc;\n\tif(options._canonical_uri) {\n\t\telement.attributes.src = {type: \"string\", value: options._canonical_uri};\n\t} else if(text) {\n\t\telement.attributes.src = {type: \"string\", value: \"data:\" + type + \";base64,\" + text};\n\t}\n\tthis.tree = [element];\n};\n\nexports[\"video/ogg\"] = VideoParser;\nexports[\"video/webm\"] = VideoParser;\nexports[\"video/mp4\"] = VideoParser;\nexports[\"video/quicktime\"] = VideoParser;\n\n})();\n",
"type": "application/javascript",
"module-type": "parser"
},
"$:/core/modules/parsers/wikiparser/rules/codeblock.js": {
"title": "$:/core/modules/parsers/wikiparser/rules/codeblock.js",
"text": "/*\\\ntitle: $:/core/modules/parsers/wikiparser/rules/codeblock.js\ntype: application/javascript\nmodule-type: wikirule\n\nWiki text rule for code blocks. For example:\n\n```\n\t```\n\tThis text will not be //wikified//\n\t```\n```\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nexports.name = \"codeblock\";\nexports.types = {block: true};\n\nexports.init = function(parser) {\n\tthis.parser = parser;\n\t// Regexp to match and get language if defined\n\tthis.matchRegExp = /```([\\w-]*)\\r?\\n/mg;\n};\n\nexports.parse = function() {\n\tvar reEnd = /(\\r?\\n```$)/mg;\n\t// Move past the match\n\tthis.parser.pos = this.matchRegExp.lastIndex;\n\n\t// Look for the end of the block\n\treEnd.lastIndex = this.parser.pos;\n\tvar match = reEnd.exec(this.parser.source),\n\t\ttext;\n\t// Process the block\n\tif(match) {\n\t\ttext = this.parser.source.substring(this.parser.pos,match.index);\n\t\tthis.parser.pos = match.index + match[0].length;\n\t} else {\n\t\ttext = this.parser.source.substr(this.parser.pos);\n\t\tthis.parser.pos = this.parser.sourceLength;\n\t}\n\t// Return the $codeblock widget\n\treturn [{\n\t\t\ttype: \"codeblock\",\n\t\t\tattributes: {\n\t\t\t\t\tcode: {type: \"string\", value: text},\n\t\t\t\t\tlanguage: {type: \"string\", value: this.match[1]}\n\t\t\t}\n\t}];\n};\n\n})();\n",
"type": "application/javascript",
"module-type": "wikirule"
},
"$:/core/modules/parsers/wikiparser/rules/codeinline.js": {
"title": "$:/core/modules/parsers/wikiparser/rules/codeinline.js",
"text": "/*\\\ntitle: $:/core/modules/parsers/wikiparser/rules/codeinline.js\ntype: application/javascript\nmodule-type: wikirule\n\nWiki text inline rule for code runs. For example:\n\n```\n\tThis is a `code run`.\n\tThis is another ``code run``\n```\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nexports.name = \"codeinline\";\nexports.types = {inline: true};\n\nexports.init = function(parser) {\n\tthis.parser = parser;\n\t// Regexp to match\n\tthis.matchRegExp = /(``?)/mg;\n};\n\nexports.parse = function() {\n\t// Move past the match\n\tthis.parser.pos = this.matchRegExp.lastIndex;\n\tvar reEnd = new RegExp(this.match[1], \"mg\");\n\t// Look for the end marker\n\treEnd.lastIndex = this.parser.pos;\n\tvar match = reEnd.exec(this.parser.source),\n\t\ttext;\n\t// Process the text\n\tif(match) {\n\t\ttext = this.parser.source.substring(this.parser.pos,match.index);\n\t\tthis.parser.pos = match.index + match[0].length;\n\t} else {\n\t\ttext = this.parser.source.substr(this.parser.pos);\n\t\tthis.parser.pos = this.parser.sourceLength;\n\t}\n\treturn [{\n\t\ttype: \"element\",\n\t\ttag: \"code\",\n\t\tchildren: [{\n\t\t\ttype: \"text\",\n\t\t\ttext: text\n\t\t}]\n\t}];\n};\n\n})();\n",
"type": "application/javascript",
"module-type": "wikirule"
},
"$:/core/modules/parsers/wikiparser/rules/commentblock.js": {
"title": "$:/core/modules/parsers/wikiparser/rules/commentblock.js",
"text": "/*\\\ntitle: $:/core/modules/parsers/wikiparser/rules/commentblock.js\ntype: application/javascript\nmodule-type: wikirule\n\nWiki text block rule for HTML comments. For example:\n\n```\n<!-- This is a comment -->\n```\n\nNote that the syntax for comments is simplified to an opening \"<!--\" sequence and a closing \"-->\" sequence -- HTML itself implements a more complex format (see http://ostermiller.org/findhtmlcomment.html)\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nexports.name = \"commentblock\";\nexports.types = {block: true};\n\nexports.init = function(parser) {\n\tthis.parser = parser;\n\tthis.matchRegExp = /<!--/mg;\n\tthis.endMatchRegExp = /-->/mg;\n};\n\nexports.findNextMatch = function(startPos) {\n\tthis.matchRegExp.lastIndex = startPos;\n\tthis.match = this.matchRegExp.exec(this.parser.source);\n\tif(this.match) {\n\t\tthis.endMatchRegExp.lastIndex = startPos + this.match[0].length;\n\t\tthis.endMatch = this.endMatchRegExp.exec(this.parser.source);\n\t\tif(this.endMatch) {\n\t\t\treturn this.match.index;\n\t\t}\n\t}\n\treturn undefined;\n};\n\nexports.parse = function() {\n\t// Move past the match\n\tthis.parser.pos = this.endMatchRegExp.lastIndex;\n\t// Don't return any elements\n\treturn [];\n};\n\n})();\n",
"type": "application/javascript",
"module-type": "wikirule"
},
"$:/core/modules/parsers/wikiparser/rules/commentinline.js": {
"title": "$:/core/modules/parsers/wikiparser/rules/commentinline.js",
"text": "/*\\\ntitle: $:/core/modules/parsers/wikiparser/rules/commentinline.js\ntype: application/javascript\nmodule-type: wikirule\n\nWiki text inline rule for HTML comments. For example:\n\n```\n<!-- This is a comment -->\n```\n\nNote that the syntax for comments is simplified to an opening \"<!--\" sequence and a closing \"-->\" sequence -- HTML itself implements a more complex format (see http://ostermiller.org/findhtmlcomment.html)\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nexports.name = \"commentinline\";\nexports.types = {inline: true};\n\nexports.init = function(parser) {\n\tthis.parser = parser;\n\tthis.matchRegExp = /<!--/mg;\n\tthis.endMatchRegExp = /-->/mg;\n};\n\nexports.findNextMatch = function(startPos) {\n\tthis.matchRegExp.lastIndex = startPos;\n\tthis.match = this.matchRegExp.exec(this.parser.source);\n\tif(this.match) {\n\t\tthis.endMatchRegExp.lastIndex = startPos + this.match[0].length;\n\t\tthis.endMatch = this.endMatchRegExp.exec(this.parser.source);\n\t\tif(this.endMatch) {\n\t\t\treturn this.match.index;\n\t\t}\n\t}\n\treturn undefined;\n};\n\nexports.parse = function() {\n\t// Move past the match\n\tthis.parser.pos = this.endMatchRegExp.lastIndex;\n\t// Don't return any elements\n\treturn [];\n};\n\n})();\n",
"type": "application/javascript",
"module-type": "wikirule"
},
"$:/core/modules/parsers/wikiparser/rules/dash.js": {
"title": "$:/core/modules/parsers/wikiparser/rules/dash.js",
"text": "/*\\\ntitle: $:/core/modules/parsers/wikiparser/rules/dash.js\ntype: application/javascript\nmodule-type: wikirule\n\nWiki text inline rule for dashes. For example:\n\n```\nThis is an en-dash: --\n\nThis is an em-dash: ---\n```\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nexports.name = \"dash\";\nexports.types = {inline: true};\n\nexports.init = function(parser) {\n\tthis.parser = parser;\n\t// Regexp to match\n\tthis.matchRegExp = /-{2,3}(?!-)/mg;\n};\n\nexports.parse = function() {\n\t// Move past the match\n\tthis.parser.pos = this.matchRegExp.lastIndex;\n\tvar dash = this.match[0].length === 2 ? \"–\" : \"—\";\n\treturn [{\n\t\ttype: \"entity\",\n\t\tentity: dash\n\t}];\n};\n\n})();\n",
"type": "application/javascript",
"module-type": "wikirule"
},
"$:/core/modules/parsers/wikiparser/rules/emphasis/bold.js": {
"title": "$:/core/modules/parsers/wikiparser/rules/emphasis/bold.js",
"text": "/*\\\ntitle: $:/core/modules/parsers/wikiparser/rules/emphasis/bold.js\ntype: application/javascript\nmodule-type: wikirule\n\nWiki text inline rule for emphasis - bold. For example:\n\n```\n\tThis is ''bold'' text\n```\n\nThis wikiparser can be modified using the rules eg:\n\n```\n\\rules except bold \n\\rules only bold \n```\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nexports.name = \"bold\";\nexports.types = {inline: true};\n\nexports.init = function(parser) {\n\tthis.parser = parser;\n\t// Regexp to match\n\tthis.matchRegExp = /''/mg;\n};\n\nexports.parse = function() {\n\t// Move past the match\n\tthis.parser.pos = this.matchRegExp.lastIndex;\n\n\t// Parse the run including the terminator\n\tvar tree = this.parser.parseInlineRun(/''/mg,{eatTerminator: true});\n\n\t// Return the classed span\n\treturn [{\n\t\ttype: \"element\",\n\t\ttag: \"strong\",\n\t\tchildren: tree\n\t}];\n};\n\n})();",
"type": "application/javascript",
"module-type": "wikirule"
},
"$:/core/modules/parsers/wikiparser/rules/emphasis/italic.js": {
"title": "$:/core/modules/parsers/wikiparser/rules/emphasis/italic.js",
"text": "/*\\\ntitle: $:/core/modules/parsers/wikiparser/rules/emphasis/italic.js\ntype: application/javascript\nmodule-type: wikirule\n\nWiki text inline rule for emphasis - italic. For example:\n\n```\n\tThis is //italic// text\n```\n\nThis wikiparser can be modified using the rules eg:\n\n```\n\\rules except italic\n\\rules only italic\n```\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nexports.name = \"italic\";\nexports.types = {inline: true};\n\nexports.init = function(parser) {\n\tthis.parser = parser;\n\t// Regexp to match\n\tthis.matchRegExp = /\\/\\//mg;\n};\n\nexports.parse = function() {\n\t// Move past the match\n\tthis.parser.pos = this.matchRegExp.lastIndex;\n\n\t// Parse the run including the terminator\n\tvar tree = this.parser.parseInlineRun(/\\/\\//mg,{eatTerminator: true});\n\n\t// Return the classed span\n\treturn [{\n\t\ttype: \"element\",\n\t\ttag: \"em\",\n\t\tchildren: tree\n\t}];\n};\n\n})();",
"type": "application/javascript",
"module-type": "wikirule"
},
"$:/core/modules/parsers/wikiparser/rules/emphasis/strikethrough.js": {
"title": "$:/core/modules/parsers/wikiparser/rules/emphasis/strikethrough.js",
"text": "/*\\\ntitle: $:/core/modules/parsers/wikiparser/rules/emphasis/strikethrough.js\ntype: application/javascript\nmodule-type: wikirule\n\nWiki text inline rule for emphasis - strikethrough. For example:\n\n```\n\tThis is ~~strikethrough~~ text\n```\n\nThis wikiparser can be modified using the rules eg:\n\n```\n\\rules except strikethrough \n\\rules only strikethrough \n```\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nexports.name = \"strikethrough\";\nexports.types = {inline: true};\n\nexports.init = function(parser) {\n\tthis.parser = parser;\n\t// Regexp to match\n\tthis.matchRegExp = /~~/mg;\n};\n\nexports.parse = function() {\n\t// Move past the match\n\tthis.parser.pos = this.matchRegExp.lastIndex;\n\n\t// Parse the run including the terminator\n\tvar tree = this.parser.parseInlineRun(/~~/mg,{eatTerminator: true});\n\n\t// Return the classed span\n\treturn [{\n\t\ttype: \"element\",\n\t\ttag: \"strike\",\n\t\tchildren: tree\n\t}];\n};\n\n})();\n",
"type": "application/javascript",
"module-type": "wikirule"
},
"$:/core/modules/parsers/wikiparser/rules/emphasis/subscript.js": {
"title": "$:/core/modules/parsers/wikiparser/rules/emphasis/subscript.js",
"text": "/*\\\ntitle: $:/core/modules/parsers/wikiparser/rules/emphasis/subscript.js\ntype: application/javascript\nmodule-type: wikirule\n\nWiki text inline rule for emphasis - subscript. For example:\n\n```\n\tThis is ,,subscript,, text\n```\n\nThis wikiparser can be modified using the rules eg:\n\n```\n\\rules except subscript \n\\rules only subscript \n```\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nexports.name = \"subscript\";\nexports.types = {inline: true};\n\nexports.init = function(parser) {\n\tthis.parser = parser;\n\t// Regexp to match\n\tthis.matchRegExp = /,,/mg;\n};\n\nexports.parse = function() {\n\t// Move past the match\n\tthis.parser.pos = this.matchRegExp.lastIndex;\n\n\t// Parse the run including the terminator\n\tvar tree = this.parser.parseInlineRun(/,,/mg,{eatTerminator: true});\n\n\t// Return the classed span\n\treturn [{\n\t\ttype: \"element\",\n\t\ttag: \"sub\",\n\t\tchildren: tree\n\t}];\n};\n\n})();\n",
"type": "application/javascript",
"module-type": "wikirule"
},
"$:/core/modules/parsers/wikiparser/rules/emphasis/superscript.js": {
"title": "$:/core/modules/parsers/wikiparser/rules/emphasis/superscript.js",
"text": "/*\\\ntitle: $:/core/modules/parsers/wikiparser/rules/emphasis/superscript.js\ntype: application/javascript\nmodule-type: wikirule\n\nWiki text inline rule for emphasis - superscript. For example:\n\n```\n\tThis is ^^superscript^^ text\n```\n\nThis wikiparser can be modified using the rules eg:\n\n```\n\\rules except superscript \n\\rules only superscript \n```\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nexports.name = \"superscript\";\nexports.types = {inline: true};\n\nexports.init = function(parser) {\n\tthis.parser = parser;\n\t// Regexp to match\n\tthis.matchRegExp = /\\^\\^/mg;\n};\n\nexports.parse = function() {\n\t// Move past the match\n\tthis.parser.pos = this.matchRegExp.lastIndex;\n\n\t// Parse the run including the terminator\n\tvar tree = this.parser.parseInlineRun(/\\^\\^/mg,{eatTerminator: true});\n\n\t// Return the classed span\n\treturn [{\n\t\ttype: \"element\",\n\t\ttag: \"sup\",\n\t\tchildren: tree\n\t}];\n};\n\n})();",
"type": "application/javascript",
"module-type": "wikirule"
},
"$:/core/modules/parsers/wikiparser/rules/emphasis/underscore.js": {
"title": "$:/core/modules/parsers/wikiparser/rules/emphasis/underscore.js",
"text": "/*\\\ntitle: $:/core/modules/parsers/wikiparser/rules/emphasis/underscore.js\ntype: application/javascript\nmodule-type: wikirule\n\nWiki text inline rule for emphasis - underscore. For example:\n\n```\n\tThis is __underscore__ text\n```\n\nThis wikiparser can be modified using the rules eg:\n\n```\n\\rules except underscore \n\\rules only underscore\n```\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nexports.name = \"underscore\";\nexports.types = {inline: true};\n\nexports.init = function(parser) {\n\tthis.parser = parser;\n\t// Regexp to match\n\tthis.matchRegExp = /__/mg;\n};\n\nexports.parse = function() {\n\t// Move past the match\n\tthis.parser.pos = this.matchRegExp.lastIndex;\n\n\t// Parse the run including the terminator\n\tvar tree = this.parser.parseInlineRun(/__/mg,{eatTerminator: true});\n\n\t// Return the classed span\n\treturn [{\n\t\ttype: \"element\",\n\t\ttag: \"u\",\n\t\tchildren: tree\n\t}];\n};\n\n})();",
"type": "application/javascript",
"module-type": "wikirule"
},
"$:/core/modules/parsers/wikiparser/rules/entity.js": {
"title": "$:/core/modules/parsers/wikiparser/rules/entity.js",
"text": "/*\\\ntitle: $:/core/modules/parsers/wikiparser/rules/entity.js\ntype: application/javascript\nmodule-type: wikirule\n\nWiki text inline rule for HTML entities. For example:\n\n```\n\tThis is a copyright symbol: ©\n```\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nexports.name = \"entity\";\nexports.types = {inline: true};\n\nexports.init = function(parser) {\n\tthis.parser = parser;\n\t// Regexp to match\n\tthis.matchRegExp = /(&#?[a-zA-Z0-9]{2,8};)/mg;\n};\n\n/*\nParse the most recent match\n*/\nexports.parse = function() {\n\t// Get all the details of the match\n\tvar entityString = this.match[1];\n\t// Move past the macro call\n\tthis.parser.pos = this.matchRegExp.lastIndex;\n\t// Return the entity\n\treturn [{type: \"entity\", entity: this.match[0]}];\n};\n\n})();\n",
"type": "application/javascript",
"module-type": "wikirule"
},
"$:/core/modules/parsers/wikiparser/rules/extlink.js": {
"title": "$:/core/modules/parsers/wikiparser/rules/extlink.js",
"text": "/*\\\ntitle: $:/core/modules/parsers/wikiparser/rules/extlink.js\ntype: application/javascript\nmodule-type: wikirule\n\nWiki text inline rule for external links. For example:\n\n```\nAn external link: https://www.tiddlywiki.com/\n\nA suppressed external link: ~http://www.tiddlyspace.com/\n```\n\nExternal links can be suppressed by preceding them with `~`.\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nexports.name = \"extlink\";\nexports.types = {inline: true};\n\nexports.init = function(parser) {\n\tthis.parser = parser;\n\t// Regexp to match\n\tthis.matchRegExp = /~?(?:file|http|https|mailto|ftp|irc|news|data|skype):[^\\s<>{}\\[\\]`|\"\\\\^]+(?:\\/|\\b)/mg;\n};\n\nexports.parse = function() {\n\t// Move past the match\n\tthis.parser.pos = this.matchRegExp.lastIndex;\n\t// Create the link unless it is suppressed\n\tif(this.match[0].substr(0,1) === \"~\") {\n\t\treturn [{type: \"text\", text: this.match[0].substr(1)}];\n\t} else {\n\t\treturn [{\n\t\t\ttype: \"element\",\n\t\t\ttag: \"a\",\n\t\t\tattributes: {\n\t\t\t\thref: {type: \"string\", value: this.match[0]},\n\t\t\t\t\"class\": {type: \"string\", value: \"tc-tiddlylink-external\"},\n\t\t\t\ttarget: {type: \"string\", value: \"_blank\"},\n\t\t\t\trel: {type: \"string\", value: \"noopener noreferrer\"}\n\t\t\t},\n\t\t\tchildren: [{\n\t\t\t\ttype: \"text\", text: this.match[0]\n\t\t\t}]\n\t\t}];\n\t}\n};\n\n})();\n",
"type": "application/javascript",
"module-type": "wikirule"
},
"$:/core/modules/parsers/wikiparser/rules/filteredtranscludeblock.js": {
"title": "$:/core/modules/parsers/wikiparser/rules/filteredtranscludeblock.js",
"text": "/*\\\ntitle: $:/core/modules/parsers/wikiparser/rules/filteredtranscludeblock.js\ntype: application/javascript\nmodule-type: wikirule\n\nWiki text rule for block-level filtered transclusion. For example:\n\n```\n{{{ [tag[docs]] }}}\n{{{ [tag[docs]] |tooltip}}}\n{{{ [tag[docs]] ||TemplateTitle}}}\n{{{ [tag[docs]] |tooltip||TemplateTitle}}}\n{{{ [tag[docs]] }}width:40;height:50;}.class.class\n```\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nexports.name = \"filteredtranscludeblock\";\nexports.types = {block: true};\n\nexports.init = function(parser) {\n\tthis.parser = parser;\n\t// Regexp to match\n\tthis.matchRegExp = /\\{\\{\\{([^\\|]+?)(?:\\|([^\\|\\{\\}]+))?(?:\\|\\|([^\\|\\{\\}]+))?\\}\\}([^\\}]*)\\}(?:\\.(\\S+))?(?:\\r?\\n|$)/mg;\n};\n\nexports.parse = function() {\n\t// Move past the match\n\tthis.parser.pos = this.matchRegExp.lastIndex;\n\t// Get the match details\n\tvar filter = this.match[1],\n\t\ttooltip = this.match[2],\n\t\ttemplate = $tw.utils.trim(this.match[3]),\n\t\tstyle = this.match[4],\n\t\tclasses = this.match[5];\n\t// Return the list widget\n\tvar node = {\n\t\ttype: \"list\",\n\t\tattributes: {\n\t\t\tfilter: {type: \"string\", value: filter}\n\t\t},\n\t\tisBlock: true\n\t};\n\tif(tooltip) {\n\t\tnode.attributes.tooltip = {type: \"string\", value: tooltip};\n\t}\n\tif(template) {\n\t\tnode.attributes.template = {type: \"string\", value: template};\n\t}\n\tif(style) {\n\t\tnode.attributes.style = {type: \"string\", value: style};\n\t}\n\tif(classes) {\n\t\tnode.attributes.itemClass = {type: \"string\", value: classes.split(\".\").join(\" \")};\n\t}\n\treturn [node];\n};\n\n})();\n",
"type": "application/javascript",
"module-type": "wikirule"
},
"$:/core/modules/parsers/wikiparser/rules/filteredtranscludeinline.js": {
"title": "$:/core/modules/parsers/wikiparser/rules/filteredtranscludeinline.js",
"text": "/*\\\ntitle: $:/core/modules/parsers/wikiparser/rules/filteredtranscludeinline.js\ntype: application/javascript\nmodule-type: wikirule\n\nWiki text rule for inline filtered transclusion. For example:\n\n```\n{{{ [tag[docs]] }}}\n{{{ [tag[docs]] |tooltip}}}\n{{{ [tag[docs]] ||TemplateTitle}}}\n{{{ [tag[docs]] |tooltip||TemplateTitle}}}\n{{{ [tag[docs]] }}width:40;height:50;}.class.class\n```\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nexports.name = \"filteredtranscludeinline\";\nexports.types = {inline: true};\n\nexports.init = function(parser) {\n\tthis.parser = parser;\n\t// Regexp to match\n\tthis.matchRegExp = /\\{\\{\\{([^\\|]+?)(?:\\|([^\\|\\{\\}]+))?(?:\\|\\|([^\\|\\{\\}]+))?\\}\\}([^\\}]*)\\}(?:\\.(\\S+))?/mg;\n};\n\nexports.parse = function() {\n\t// Move past the match\n\tthis.parser.pos = this.matchRegExp.lastIndex;\n\t// Get the match details\n\tvar filter = this.match[1],\n\t\ttooltip = this.match[2],\n\t\ttemplate = $tw.utils.trim(this.match[3]),\n\t\tstyle = this.match[4],\n\t\tclasses = this.match[5];\n\t// Return the list widget\n\tvar node = {\n\t\ttype: \"list\",\n\t\tattributes: {\n\t\t\tfilter: {type: \"string\", value: filter}\n\t\t}\n\t};\n\tif(tooltip) {\n\t\tnode.attributes.tooltip = {type: \"string\", value: tooltip};\n\t}\n\tif(template) {\n\t\tnode.attributes.template = {type: \"string\", value: template};\n\t}\n\tif(style) {\n\t\tnode.attributes.style = {type: \"string\", value: style};\n\t}\n\tif(classes) {\n\t\tnode.attributes.itemClass = {type: \"string\", value: classes.split(\".\").join(\" \")};\n\t}\n\treturn [node];\n};\n\n})();\n",
"type": "application/javascript",
"module-type": "wikirule"
},
"$:/core/modules/parsers/wikiparser/rules/hardlinebreaks.js": {
"title": "$:/core/modules/parsers/wikiparser/rules/hardlinebreaks.js",
"text": "/*\\\ntitle: $:/core/modules/parsers/wikiparser/rules/hardlinebreaks.js\ntype: application/javascript\nmodule-type: wikirule\n\nWiki text inline rule for marking areas with hard line breaks. For example:\n\n```\n\"\"\"\nThis is some text\nThat is set like\nIt is a Poem\nWhen it is\nClearly\nNot\n\"\"\"\n```\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nexports.name = \"hardlinebreaks\";\nexports.types = {inline: true};\n\nexports.init = function(parser) {\n\tthis.parser = parser;\n\t// Regexp to match\n\tthis.matchRegExp = /\"\"\"(?:\\r?\\n)?/mg;\n};\n\nexports.parse = function() {\n\tvar reEnd = /(\"\"\")|(\\r?\\n)/mg,\n\t\ttree = [],\n\t\tmatch;\n\t// Move past the match\n\tthis.parser.pos = this.matchRegExp.lastIndex;\n\tdo {\n\t\t// Parse the run up to the terminator\n\t\ttree.push.apply(tree,this.parser.parseInlineRun(reEnd,{eatTerminator: false}));\n\t\t// Redo the terminator match\n\t\treEnd.lastIndex = this.parser.pos;\n\t\tmatch = reEnd.exec(this.parser.source);\n\t\tif(match) {\n\t\t\tthis.parser.pos = reEnd.lastIndex;\n\t\t\t// Add a line break if the terminator was a line break\n\t\t\tif(match[2]) {\n\t\t\t\ttree.push({type: \"element\", tag: \"br\"});\n\t\t\t}\n\t\t}\n\t} while(match && !match[1]);\n\t// Return the nodes\n\treturn tree;\n};\n\n})();\n",
"type": "application/javascript",
"module-type": "wikirule"
},
"$:/core/modules/parsers/wikiparser/rules/heading.js": {
"title": "$:/core/modules/parsers/wikiparser/rules/heading.js",
"text": "/*\\\ntitle: $:/core/modules/parsers/wikiparser/rules/heading.js\ntype: application/javascript\nmodule-type: wikirule\n\nWiki text block rule for headings\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nexports.name = \"heading\";\nexports.types = {block: true};\n\nexports.init = function(parser) {\n\tthis.parser = parser;\n\t// Regexp to match\n\tthis.matchRegExp = /(!{1,6})/mg;\n};\n\n/*\nParse the most recent match\n*/\nexports.parse = function() {\n\t// Get all the details of the match\n\tvar headingLevel = this.match[1].length;\n\t// Move past the !s\n\tthis.parser.pos = this.matchRegExp.lastIndex;\n\t// Parse any classes, whitespace and then the heading itself\n\tvar classes = this.parser.parseClasses();\n\tthis.parser.skipWhitespace({treatNewlinesAsNonWhitespace: true});\n\tvar tree = this.parser.parseInlineRun(/(\\r?\\n)/mg);\n\t// Return the heading\n\treturn [{\n\t\ttype: \"element\",\n\t\ttag: \"h\" + headingLevel, \n\t\tattributes: {\n\t\t\t\"class\": {type: \"string\", value: classes.join(\" \")}\n\t\t},\n\t\tchildren: tree\n\t}];\n};\n})();\n",
"type": "application/javascript",
"module-type": "wikirule"
},
"$:/core/modules/parsers/wikiparser/rules/horizrule.js": {
"title": "$:/core/modules/parsers/wikiparser/rules/horizrule.js",
"text": "/*\\\ntitle: $:/core/modules/parsers/wikiparser/rules/horizrule.js\ntype: application/javascript\nmodule-type: wikirule\n\nWiki text block rule for rules. For example:\n\n```\n---\n```\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nexports.name = \"horizrule\";\nexports.types = {block: true};\n\nexports.init = function(parser) {\n\tthis.parser = parser;\n\t// Regexp to match\n\tthis.matchRegExp = /-{3,}\\r?(?:\\n|$)/mg;\n};\n\nexports.parse = function() {\n\t// Move past the match\n\tthis.parser.pos = this.matchRegExp.lastIndex;\n\treturn [{type: \"element\", tag: \"hr\"}];\n};\n\n})();\n",
"type": "application/javascript",
"module-type": "wikirule"
},
"$:/core/modules/parsers/wikiparser/rules/html.js": {
"title": "$:/core/modules/parsers/wikiparser/rules/html.js",
"text": "/*\\\ntitle: $:/core/modules/parsers/wikiparser/rules/html.js\ntype: application/javascript\nmodule-type: wikirule\n\nWiki rule for HTML elements and widgets. For example:\n\n{{{\n<aside>\nThis is an HTML5 aside element\n</aside>\n\n<$slider target=\"MyTiddler\">\nThis is a widget invocation\n</$slider>\n\n}}}\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nexports.name = \"html\";\nexports.types = {inline: true, block: true};\n\nexports.init = function(parser) {\n\tthis.parser = parser;\n};\n\nexports.findNextMatch = function(startPos) {\n\t// Find the next tag\n\tthis.nextTag = this.findNextTag(this.parser.source,startPos,{\n\t\trequireLineBreak: this.is.block\n\t});\n\treturn this.nextTag ? this.nextTag.start : undefined;\n};\n\n/*\nParse the most recent match\n*/\nexports.parse = function() {\n\t// Retrieve the most recent match so that recursive calls don't overwrite it\n\tvar tag = this.nextTag;\n\tthis.nextTag = null;\n\t// Advance the parser position to past the tag\n\tthis.parser.pos = tag.end;\n\t// Check for an immediately following double linebreak\n\tvar hasLineBreak = !tag.isSelfClosing && !!$tw.utils.parseTokenRegExp(this.parser.source,this.parser.pos,/([^\\S\\n\\r]*\\r?\\n(?:[^\\S\\n\\r]*\\r?\\n|$))/g);\n\t// Set whether we're in block mode\n\ttag.isBlock = this.is.block || hasLineBreak;\n\t// Parse the body if we need to\n\tif(!tag.isSelfClosing && $tw.config.htmlVoidElements.indexOf(tag.tag) === -1) {\n\t\t\tvar reEndString = \"</\" + $tw.utils.escapeRegExp(tag.tag) + \">\",\n\t\t\t\treEnd = new RegExp(\"(\" + reEndString + \")\",\"mg\");\n\t\tif(hasLineBreak) {\n\t\t\ttag.children = this.parser.parseBlocks(reEndString);\n\t\t} else {\n\t\t\ttag.children = this.parser.parseInlineRun(reEnd);\n\t\t}\n\t\treEnd.lastIndex = this.parser.pos;\n\t\tvar endMatch = reEnd.exec(this.parser.source);\n\t\tif(endMatch && endMatch.index === this.parser.pos) {\n\t\t\tthis.parser.pos = endMatch.index + endMatch[0].length;\n\t\t}\n\t}\n\t// Return the tag\n\treturn [tag];\n};\n\n/*\nLook for an HTML tag. Returns null if not found, otherwise returns {type: \"element\", name:, attributes: [], isSelfClosing:, start:, end:,}\n*/\nexports.parseTag = function(source,pos,options) {\n\toptions = options || {};\n\tvar token,\n\t\tnode = {\n\t\t\ttype: \"element\",\n\t\t\tstart: pos,\n\t\t\tattributes: {}\n\t\t};\n\t// Define our regexps\n\tvar reTagName = /([a-zA-Z0-9\\-\\$]+)/g;\n\t// Skip whitespace\n\tpos = $tw.utils.skipWhiteSpace(source,pos);\n\t// Look for a less than sign\n\ttoken = $tw.utils.parseTokenString(source,pos,\"<\");\n\tif(!token) {\n\t\treturn null;\n\t}\n\tpos = token.end;\n\t// Get the tag name\n\ttoken = $tw.utils.parseTokenRegExp(source,pos,reTagName);\n\tif(!token) {\n\t\treturn null;\n\t}\n\tnode.tag = token.match[1];\n\tif(node.tag.slice(1).indexOf(\"$\") !== -1) {\n\t\treturn null;\n\t}\n\tif(node.tag.charAt(0) === \"$\") {\n\t\tnode.type = node.tag.substr(1);\n\t}\n\tpos = token.end;\n\t// Check that the tag is terminated by a space, / or >\n\tif(!$tw.utils.parseWhiteSpace(source,pos) && !(source.charAt(pos) === \"/\") && !(source.charAt(pos) === \">\") ) {\n\t\treturn null;\n\t}\n\t// Process attributes\n\tvar attribute = $tw.utils.parseAttribute(source,pos);\n\twhile(attribute) {\n\t\tnode.attributes[attribute.name] = attribute;\n\t\tpos = attribute.end;\n\t\t// Get the next attribute\n\t\tattribute = $tw.utils.parseAttribute(source,pos);\n\t}\n\t// Skip whitespace\n\tpos = $tw.utils.skipWhiteSpace(source,pos);\n\t// Look for a closing slash\n\ttoken = $tw.utils.parseTokenString(source,pos,\"/\");\n\tif(token) {\n\t\tpos = token.end;\n\t\tnode.isSelfClosing = true;\n\t}\n\t// Look for a greater than sign\n\ttoken = $tw.utils.parseTokenString(source,pos,\">\");\n\tif(!token) {\n\t\treturn null;\n\t}\n\tpos = token.end;\n\t// Check for a required line break\n\tif(options.requireLineBreak) {\n\t\ttoken = $tw.utils.parseTokenRegExp(source,pos,/([^\\S\\n\\r]*\\r?\\n(?:[^\\S\\n\\r]*\\r?\\n|$))/g);\n\t\tif(!token) {\n\t\t\treturn null;\n\t\t}\n\t}\n\t// Update the end position\n\tnode.end = pos;\n\treturn node;\n};\n\nexports.findNextTag = function(source,pos,options) {\n\t// A regexp for finding candidate HTML tags\n\tvar reLookahead = /<([a-zA-Z\\-\\$]+)/g;\n\t// Find the next candidate\n\treLookahead.lastIndex = pos;\n\tvar match = reLookahead.exec(source);\n\twhile(match) {\n\t\t// Try to parse the candidate as a tag\n\t\tvar tag = this.parseTag(source,match.index,options);\n\t\t// Return success\n\t\tif(tag && this.isLegalTag(tag)) {\n\t\t\treturn tag;\n\t\t}\n\t\t// Look for the next match\n\t\treLookahead.lastIndex = match.index + 1;\n\t\tmatch = reLookahead.exec(source);\n\t}\n\t// Failed\n\treturn null;\n};\n\nexports.isLegalTag = function(tag) {\n\t// Widgets are always OK\n\tif(tag.type !== \"element\") {\n\t\treturn true;\n\t// If it's an HTML tag that starts with a dash then it's not legal\n\t} else if(tag.tag.charAt(0) === \"-\") {\n\t\treturn false;\n\t} else {\n\t\t// Otherwise it's OK\n\t\treturn true;\n\t}\n};\n\n})();\n",
"type": "application/javascript",
"module-type": "wikirule"
},
"$:/core/modules/parsers/wikiparser/rules/image.js": {
"title": "$:/core/modules/parsers/wikiparser/rules/image.js",
"text": "/*\\\ntitle: $:/core/modules/parsers/wikiparser/rules/image.js\ntype: application/javascript\nmodule-type: wikirule\n\nWiki text inline rule for embedding images. For example:\n\n```\n[img[https://tiddlywiki.com/fractalveg.jpg]]\n[img width=23 height=24 [https://tiddlywiki.com/fractalveg.jpg]]\n[img width={{!!width}} height={{!!height}} [https://tiddlywiki.com/fractalveg.jpg]]\n[img[Description of image|https://tiddlywiki.com/fractalveg.jpg]]\n[img[TiddlerTitle]]\n[img[Description of image|TiddlerTitle]]\n```\n\nGenerates the `<$image>` widget.\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nexports.name = \"image\";\nexports.types = {inline: true};\n\nexports.init = function(parser) {\n\tthis.parser = parser;\n};\n\nexports.findNextMatch = function(startPos) {\n\t// Find the next tag\n\tthis.nextImage = this.findNextImage(this.parser.source,startPos);\n\treturn this.nextImage ? this.nextImage.start : undefined;\n};\n\nexports.parse = function() {\n\t// Move past the match\n\tthis.parser.pos = this.nextImage.end;\n\tvar node = {\n\t\ttype: \"image\",\n\t\tattributes: this.nextImage.attributes\n\t};\n\treturn [node];\n};\n\n/*\nFind the next image from the current position\n*/\nexports.findNextImage = function(source,pos) {\n\t// A regexp for finding candidate HTML tags\n\tvar reLookahead = /(\\[img)/g;\n\t// Find the next candidate\n\treLookahead.lastIndex = pos;\n\tvar match = reLookahead.exec(source);\n\twhile(match) {\n\t\t// Try to parse the candidate as a tag\n\t\tvar tag = this.parseImage(source,match.index);\n\t\t// Return success\n\t\tif(tag) {\n\t\t\treturn tag;\n\t\t}\n\t\t// Look for the next match\n\t\treLookahead.lastIndex = match.index + 1;\n\t\tmatch = reLookahead.exec(source);\n\t}\n\t// Failed\n\treturn null;\n};\n\n/*\nLook for an image at the specified position. Returns null if not found, otherwise returns {type: \"image\", attributes: [], isSelfClosing:, start:, end:,}\n*/\nexports.parseImage = function(source,pos) {\n\tvar token,\n\t\tnode = {\n\t\t\ttype: \"image\",\n\t\t\tstart: pos,\n\t\t\tattributes: {}\n\t\t};\n\t// Skip whitespace\n\tpos = $tw.utils.skipWhiteSpace(source,pos);\n\t// Look for the `[img`\n\ttoken = $tw.utils.parseTokenString(source,pos,\"[img\");\n\tif(!token) {\n\t\treturn null;\n\t}\n\tpos = token.end;\n\t// Skip whitespace\n\tpos = $tw.utils.skipWhiteSpace(source,pos);\n\t// Process attributes\n\tif(source.charAt(pos) !== \"[\") {\n\t\tvar attribute = $tw.utils.parseAttribute(source,pos);\n\t\twhile(attribute) {\n\t\t\tnode.attributes[attribute.name] = attribute;\n\t\t\tpos = attribute.end;\n\t\t\tpos = $tw.utils.skipWhiteSpace(source,pos);\n\t\t\tif(source.charAt(pos) !== \"[\") {\n\t\t\t\t// Get the next attribute\n\t\t\t\tattribute = $tw.utils.parseAttribute(source,pos);\n\t\t\t} else {\n\t\t\t\tattribute = null;\n\t\t\t}\n\t\t}\n\t}\n\t// Skip whitespace\n\tpos = $tw.utils.skipWhiteSpace(source,pos);\n\t// Look for the `[` after the attributes\n\ttoken = $tw.utils.parseTokenString(source,pos,\"[\");\n\tif(!token) {\n\t\treturn null;\n\t}\n\tpos = token.end;\n\t// Skip whitespace\n\tpos = $tw.utils.skipWhiteSpace(source,pos);\n\t// Get the source up to the terminating `]]`\n\ttoken = $tw.utils.parseTokenRegExp(source,pos,/(?:([^|\\]]*?)\\|)?([^\\]]+?)\\]\\]/g);\n\tif(!token) {\n\t\treturn null;\n\t}\n\tpos = token.end;\n\tif(token.match[1]) {\n\t\tnode.attributes.tooltip = {type: \"string\", value: token.match[1].trim()};\n\t}\n\tnode.attributes.source = {type: \"string\", value: (token.match[2] || \"\").trim()};\n\t// Update the end position\n\tnode.end = pos;\n\treturn node;\n};\n\n})();\n",
"type": "application/javascript",
"module-type": "wikirule"
},
"$:/core/modules/parsers/wikiparser/rules/import.js": {
"title": "$:/core/modules/parsers/wikiparser/rules/import.js",
"text": "/*\\\ntitle: $:/core/modules/parsers/wikiparser/rules/import.js\ntype: application/javascript\nmodule-type: wikirule\n\nWiki pragma rule for importing variable definitions\n\n```\n\\import [[$:/core/ui/PageMacros]] [all[shadows+tiddlers]tag[$:/tags/Macro]!has[draft.of]]\n```\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nexports.name = \"import\";\nexports.types = {pragma: true};\n\n/*\nInstantiate parse rule\n*/\nexports.init = function(parser) {\n\tthis.parser = parser;\n\t// Regexp to match\n\tthis.matchRegExp = /^\\\\import[^\\S\\n]/mg;\n};\n\n/*\nParse the most recent match\n*/\nexports.parse = function() {\n\tvar self = this;\n\t// Move past the pragma invocation\n\tthis.parser.pos = this.matchRegExp.lastIndex;\n\t// Parse the filter terminated by a line break\n\tvar reMatch = /(.*)(\\r?\\n)|$/mg;\n\treMatch.lastIndex = this.parser.pos;\n\tvar match = reMatch.exec(this.parser.source);\n\tthis.parser.pos = reMatch.lastIndex;\n\t// Parse tree nodes to return\n\treturn [{\n\t\ttype: \"importvariables\",\n\t\tattributes: {\n\t\t\tfilter: {type: \"string\", value: match[1]}\n\t\t},\n\t\tchildren: []\n\t}];\n};\n\n})();\n",
"type": "application/javascript",
"module-type": "wikirule"
},
"$:/core/modules/parsers/wikiparser/rules/list.js": {
"title": "$:/core/modules/parsers/wikiparser/rules/list.js",
"text": "/*\\\ntitle: $:/core/modules/parsers/wikiparser/rules/list.js\ntype: application/javascript\nmodule-type: wikirule\n\nWiki text block rule for lists. For example:\n\n```\n* This is an unordered list\n* It has two items\n\n# This is a numbered list\n## With a subitem\n# And a third item\n\n; This is a term that is being defined\n: This is the definition of that term\n```\n\nNote that lists can be nested arbitrarily:\n\n```\n#** One\n#* Two\n#** Three\n#**** Four\n#**# Five\n#**## Six\n## Seven\n### Eight\n## Nine\n```\n\nA CSS class can be applied to a list item as follows:\n\n```\n* List item one\n*.active List item two has the class `active`\n* List item three\n```\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nexports.name = \"list\";\nexports.types = {block: true};\n\nexports.init = function(parser) {\n\tthis.parser = parser;\n\t// Regexp to match\n\tthis.matchRegExp = /([\\*#;:>]+)/mg;\n};\n\nvar listTypes = {\n\t\"*\": {listTag: \"ul\", itemTag: \"li\"},\n\t\"#\": {listTag: \"ol\", itemTag: \"li\"},\n\t\";\": {listTag: \"dl\", itemTag: \"dt\"},\n\t\":\": {listTag: \"dl\", itemTag: \"dd\"},\n\t\">\": {listTag: \"blockquote\", itemTag: \"div\"}\n};\n\n/*\nParse the most recent match\n*/\nexports.parse = function() {\n\t// Array of parse tree nodes for the previous row of the list\n\tvar listStack = [];\n\t// Cycle through the items in the list\n\twhile(true) {\n\t\t// Match the list marker\n\t\tvar reMatch = /([\\*#;:>]+)/mg;\n\t\treMatch.lastIndex = this.parser.pos;\n\t\tvar match = reMatch.exec(this.parser.source);\n\t\tif(!match || match.index !== this.parser.pos) {\n\t\t\tbreak;\n\t\t}\n\t\t// Check whether the list type of the top level matches\n\t\tvar listInfo = listTypes[match[0].charAt(0)];\n\t\tif(listStack.length > 0 && listStack[0].tag !== listInfo.listTag) {\n\t\t\tbreak;\n\t\t}\n\t\t// Move past the list marker\n\t\tthis.parser.pos = match.index + match[0].length;\n\t\t// Walk through the list markers for the current row\n\t\tfor(var t=0; t<match[0].length; t++) {\n\t\t\tlistInfo = listTypes[match[0].charAt(t)];\n\t\t\t// Remove any stacked up element if we can't re-use it because the list type doesn't match\n\t\t\tif(listStack.length > t && listStack[t].tag !== listInfo.listTag) {\n\t\t\t\tlistStack.splice(t,listStack.length - t);\n\t\t\t}\n\t\t\t// Construct the list element or reuse the previous one at this level\n\t\t\tif(listStack.length <= t) {\n\t\t\t\tvar listElement = {type: \"element\", tag: listInfo.listTag, children: [\n\t\t\t\t\t{type: \"element\", tag: listInfo.itemTag, children: []}\n\t\t\t\t]};\n\t\t\t\t// Link this list element into the last child item of the parent list item\n\t\t\t\tif(t) {\n\t\t\t\t\tvar prevListItem = listStack[t-1].children[listStack[t-1].children.length-1];\n\t\t\t\t\tprevListItem.children.push(listElement);\n\t\t\t\t}\n\t\t\t\t// Save this element in the stack\n\t\t\t\tlistStack[t] = listElement;\n\t\t\t} else if(t === (match[0].length - 1)) {\n\t\t\t\tlistStack[t].children.push({type: \"element\", tag: listInfo.itemTag, children: []});\n\t\t\t}\n\t\t}\n\t\tif(listStack.length > match[0].length) {\n\t\t\tlistStack.splice(match[0].length,listStack.length - match[0].length);\n\t\t}\n\t\t// Process the body of the list item into the last list item\n\t\tvar lastListChildren = listStack[listStack.length-1].children,\n\t\t\tlastListItem = lastListChildren[lastListChildren.length-1],\n\t\t\tclasses = this.parser.parseClasses();\n\t\tthis.parser.skipWhitespace({treatNewlinesAsNonWhitespace: true});\n\t\tvar tree = this.parser.parseInlineRun(/(\\r?\\n)/mg);\n\t\tlastListItem.children.push.apply(lastListItem.children,tree);\n\t\tif(classes.length > 0) {\n\t\t\t$tw.utils.addClassToParseTreeNode(lastListItem,classes.join(\" \"));\n\t\t}\n\t\t// Consume any whitespace following the list item\n\t\tthis.parser.skipWhitespace();\n\t}\n\t// Return the root element of the list\n\treturn [listStack[0]];\n};\n\n})();\n",
"type": "application/javascript",
"module-type": "wikirule"
},
"$:/core/modules/parsers/wikiparser/rules/macrocallblock.js": {
"title": "$:/core/modules/parsers/wikiparser/rules/macrocallblock.js",
"text": "/*\\\ntitle: $:/core/modules/parsers/wikiparser/rules/macrocallblock.js\ntype: application/javascript\nmodule-type: wikirule\n\nWiki rule for block macro calls\n\n```\n<<name value value2>>\n```\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nexports.name = \"macrocallblock\";\nexports.types = {block: true};\n\nexports.init = function(parser) {\n\tthis.parser = parser;\n\t// Regexp to match\n\tthis.matchRegExp = /<<([^>\\s]+)(?:\\s*)((?:[^>]|(?:>(?!>)))*?)>>(?:\\r?\\n|$)/mg;\n};\n\n/*\nParse the most recent match\n*/\nexports.parse = function() {\n\t// Get all the details of the match\n\tvar macroName = this.match[1],\n\t\tparamString = this.match[2];\n\t// Move past the macro call\n\tthis.parser.pos = this.matchRegExp.lastIndex;\n\tvar params = [],\n\t\treParam = /\\s*(?:([A-Za-z0-9\\-_]+)\\s*:)?(?:\\s*(?:\"\"\"([\\s\\S]*?)\"\"\"|\"([^\"]*)\"|'([^']*)'|\\[\\[([^\\]]*)\\]\\]|([^\"'\\s]+)))/mg,\n\t\tparamMatch = reParam.exec(paramString);\n\twhile(paramMatch) {\n\t\t// Process this parameter\n\t\tvar paramInfo = {\n\t\t\tvalue: paramMatch[2] || paramMatch[3] || paramMatch[4] || paramMatch[5] || paramMatch[6]\n\t\t};\n\t\tif(paramMatch[1]) {\n\t\t\tparamInfo.name = paramMatch[1];\n\t\t}\n\t\tparams.push(paramInfo);\n\t\t// Find the next match\n\t\tparamMatch = reParam.exec(paramString);\n\t}\n\treturn [{\n\t\ttype: \"macrocall\",\n\t\tname: macroName,\n\t\tparams: params,\n\t\tisBlock: true\n\t}];\n};\n\n})();\n",
"type": "application/javascript",
"module-type": "wikirule"
},
"$:/core/modules/parsers/wikiparser/rules/macrocallinline.js": {
"title": "$:/core/modules/parsers/wikiparser/rules/macrocallinline.js",
"text": "/*\\\ntitle: $:/core/modules/parsers/wikiparser/rules/macrocallinline.js\ntype: application/javascript\nmodule-type: wikirule\n\nWiki rule for macro calls\n\n```\n<<name value value2>>\n```\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nexports.name = \"macrocallinline\";\nexports.types = {inline: true};\n\nexports.init = function(parser) {\n\tthis.parser = parser;\n\t// Regexp to match\n\tthis.matchRegExp = /<<([^\\s>]+)\\s*([\\s\\S]*?)>>/mg;\n};\n\n/*\nParse the most recent match\n*/\nexports.parse = function() {\n\t// Get all the details of the match\n\tvar macroName = this.match[1],\n\t\tparamString = this.match[2];\n\t// Move past the macro call\n\tthis.parser.pos = this.matchRegExp.lastIndex;\n\tvar params = [],\n\t\treParam = /\\s*(?:([A-Za-z0-9\\-_]+)\\s*:)?(?:\\s*(?:\"\"\"([\\s\\S]*?)\"\"\"|\"([^\"]*)\"|'([^']*)'|\\[\\[([^\\]]*)\\]\\]|([^\"'\\s]+)))/mg,\n\t\tparamMatch = reParam.exec(paramString);\n\twhile(paramMatch) {\n\t\t// Process this parameter\n\t\tvar paramInfo = {\n\t\t\tvalue: paramMatch[2] || paramMatch[3] || paramMatch[4] || paramMatch[5]|| paramMatch[6]\n\t\t};\n\t\tif(paramMatch[1]) {\n\t\t\tparamInfo.name = paramMatch[1];\n\t\t}\n\t\tparams.push(paramInfo);\n\t\t// Find the next match\n\t\tparamMatch = reParam.exec(paramString);\n\t}\n\treturn [{\n\t\ttype: \"macrocall\",\n\t\tname: macroName,\n\t\tparams: params\n\t}];\n};\n\n})();\n",
"type": "application/javascript",
"module-type": "wikirule"
},
"$:/core/modules/parsers/wikiparser/rules/macrodef.js": {
"title": "$:/core/modules/parsers/wikiparser/rules/macrodef.js",
"text": "/*\\\ntitle: $:/core/modules/parsers/wikiparser/rules/macrodef.js\ntype: application/javascript\nmodule-type: wikirule\n\nWiki pragma rule for macro definitions\n\n```\n\\define name(param:defaultvalue,param2:defaultvalue)\ndefinition text, including $param$ markers\n\\end\n```\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nexports.name = \"macrodef\";\nexports.types = {pragma: true};\n\n/*\nInstantiate parse rule\n*/\nexports.init = function(parser) {\n\tthis.parser = parser;\n\t// Regexp to match\n\tthis.matchRegExp = /^\\\\define\\s+([^(\\s]+)\\(\\s*([^)]*)\\)(\\s*\\r?\\n)?/mg;\n};\n\n/*\nParse the most recent match\n*/\nexports.parse = function() {\n\t// Move past the macro name and parameters\n\tthis.parser.pos = this.matchRegExp.lastIndex;\n\t// Parse the parameters\n\tvar paramString = this.match[2],\n\t\tparams = [];\n\tif(paramString !== \"\") {\n\t\tvar reParam = /\\s*([A-Za-z0-9\\-_]+)(?:\\s*:\\s*(?:\"\"\"([\\s\\S]*?)\"\"\"|\"([^\"]*)\"|'([^']*)'|\\[\\[([^\\]]*)\\]\\]|([^\"'\\s]+)))?/mg,\n\t\t\tparamMatch = reParam.exec(paramString);\n\t\twhile(paramMatch) {\n\t\t\t// Save the parameter details\n\t\t\tvar paramInfo = {name: paramMatch[1]},\n\t\t\t\tdefaultValue = paramMatch[2] || paramMatch[3] || paramMatch[4] || paramMatch[5] || paramMatch[6];\n\t\t\tif(defaultValue) {\n\t\t\t\tparamInfo[\"default\"] = defaultValue;\n\t\t\t}\n\t\t\tparams.push(paramInfo);\n\t\t\t// Look for the next parameter\n\t\t\tparamMatch = reParam.exec(paramString);\n\t\t}\n\t}\n\t// Is this a multiline definition?\n\tvar reEnd;\n\tif(this.match[3]) {\n\t\t// If so, the end of the body is marked with \\end\n\t\treEnd = /(\\r?\\n\\\\end[^\\S\\n\\r]*(?:$|\\r?\\n))/mg;\n\t} else {\n\t\t// Otherwise, the end of the definition is marked by the end of the line\n\t\treEnd = /($|\\r?\\n)/mg;\n\t\t// Move past any whitespace\n\t\tthis.parser.pos = $tw.utils.skipWhiteSpace(this.parser.source,this.parser.pos);\n\t}\n\t// Find the end of the definition\n\treEnd.lastIndex = this.parser.pos;\n\tvar text,\n\t\tendMatch = reEnd.exec(this.parser.source);\n\tif(endMatch) {\n\t\ttext = this.parser.source.substring(this.parser.pos,endMatch.index);\n\t\tthis.parser.pos = endMatch.index + endMatch[0].length;\n\t} else {\n\t\t// We didn't find the end of the definition, so we'll make it blank\n\t\ttext = \"\";\n\t}\n\t// Save the macro definition\n\treturn [{\n\t\ttype: \"set\",\n\t\tattributes: {\n\t\t\tname: {type: \"string\", value: this.match[1]},\n\t\t\tvalue: {type: \"string\", value: text}\n\t\t},\n\t\tchildren: [],\n\t\tparams: params,\n\t\tisMacroDefinition: true\n\t}];\n};\n\n})();\n",
"type": "application/javascript",
"module-type": "wikirule"
},
"$:/core/modules/parsers/wikiparser/rules/prettyextlink.js": {
"title": "$:/core/modules/parsers/wikiparser/rules/prettyextlink.js",
"text": "/*\\\ntitle: $:/core/modules/parsers/wikiparser/rules/prettyextlink.js\ntype: application/javascript\nmodule-type: wikirule\n\nWiki text inline rule for external links. For example:\n\n```\n[ext[https://tiddlywiki.com/fractalveg.jpg]]\n[ext[Tooltip|https://tiddlywiki.com/fractalveg.jpg]]\n```\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nexports.name = \"prettyextlink\";\nexports.types = {inline: true};\n\nexports.init = function(parser) {\n\tthis.parser = parser;\n};\n\nexports.findNextMatch = function(startPos) {\n\t// Find the next tag\n\tthis.nextLink = this.findNextLink(this.parser.source,startPos);\n\treturn this.nextLink ? this.nextLink.start : undefined;\n};\n\nexports.parse = function() {\n\t// Move past the match\n\tthis.parser.pos = this.nextLink.end;\n\treturn [this.nextLink];\n};\n\n/*\nFind the next link from the current position\n*/\nexports.findNextLink = function(source,pos) {\n\t// A regexp for finding candidate links\n\tvar reLookahead = /(\\[ext\\[)/g;\n\t// Find the next candidate\n\treLookahead.lastIndex = pos;\n\tvar match = reLookahead.exec(source);\n\twhile(match) {\n\t\t// Try to parse the candidate as a link\n\t\tvar link = this.parseLink(source,match.index);\n\t\t// Return success\n\t\tif(link) {\n\t\t\treturn link;\n\t\t}\n\t\t// Look for the next match\n\t\treLookahead.lastIndex = match.index + 1;\n\t\tmatch = reLookahead.exec(source);\n\t}\n\t// Failed\n\treturn null;\n};\n\n/*\nLook for an link at the specified position. Returns null if not found, otherwise returns {type: \"element\", tag: \"a\", attributes: [], isSelfClosing:, start:, end:,}\n*/\nexports.parseLink = function(source,pos) {\n\tvar token,\n\t\ttextNode = {\n\t\t\ttype: \"text\"\n\t\t},\n\t\tnode = {\n\t\t\ttype: \"element\",\n\t\t\ttag: \"a\",\n\t\t\tstart: pos,\n\t\t\tattributes: {\n\t\t\t\t\"class\": {type: \"string\", value: \"tc-tiddlylink-external\"},\n\t\t\t},\n\t\t\tchildren: [textNode]\n\t\t};\n\t// Skip whitespace\n\tpos = $tw.utils.skipWhiteSpace(source,pos);\n\t// Look for the `[ext[`\n\ttoken = $tw.utils.parseTokenString(source,pos,\"[ext[\");\n\tif(!token) {\n\t\treturn null;\n\t}\n\tpos = token.end;\n\t// Look ahead for the terminating `]]`\n\tvar closePos = source.indexOf(\"]]\",pos);\n\tif(closePos === -1) {\n\t\treturn null;\n\t}\n\t// Look for a `|` separating the tooltip\n\tvar splitPos = source.indexOf(\"|\",pos);\n\tif(splitPos === -1 || splitPos > closePos) {\n\t\tsplitPos = null;\n\t}\n\t// Pull out the tooltip and URL\n\tvar tooltip, URL;\n\tif(splitPos) {\n\t\tURL = source.substring(splitPos + 1,closePos).trim();\n\t\ttextNode.text = source.substring(pos,splitPos).trim();\n\t} else {\n\t\tURL = source.substring(pos,closePos).trim();\n\t\ttextNode.text = URL;\n\t}\n\tnode.attributes.href = {type: \"string\", value: URL};\n\tnode.attributes.target = {type: \"string\", value: \"_blank\"};\n\tnode.attributes.rel = {type: \"string\", value: \"noopener noreferrer\"};\n\t// Update the end position\n\tnode.end = closePos + 2;\n\treturn node;\n};\n\n})();\n",
"type": "application/javascript",
"module-type": "wikirule"
},
"$:/core/modules/parsers/wikiparser/rules/prettylink.js": {
"title": "$:/core/modules/parsers/wikiparser/rules/prettylink.js",
"text": "/*\\\ntitle: $:/core/modules/parsers/wikiparser/rules/prettylink.js\ntype: application/javascript\nmodule-type: wikirule\n\nWiki text inline rule for pretty links. For example:\n\n```\n[[Introduction]]\n\n[[Link description|TiddlerTitle]]\n```\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nexports.name = \"prettylink\";\nexports.types = {inline: true};\n\nexports.init = function(parser) {\n\tthis.parser = parser;\n\t// Regexp to match\n\tthis.matchRegExp = /\\[\\[(.*?)(?:\\|(.*?))?\\]\\]/mg;\n};\n\nexports.parse = function() {\n\t// Move past the match\n\tthis.parser.pos = this.matchRegExp.lastIndex;\n\t// Process the link\n\tvar text = this.match[1],\n\t\tlink = this.match[2] || text;\n\tif($tw.utils.isLinkExternal(link)) {\n\t\treturn [{\n\t\t\ttype: \"element\",\n\t\t\ttag: \"a\",\n\t\t\tattributes: {\n\t\t\t\thref: {type: \"string\", value: link},\n\t\t\t\t\"class\": {type: \"string\", value: \"tc-tiddlylink-external\"},\n\t\t\t\ttarget: {type: \"string\", value: \"_blank\"},\n\t\t\t\trel: {type: \"string\", value: \"noopener noreferrer\"}\n\t\t\t},\n\t\t\tchildren: [{\n\t\t\t\ttype: \"text\", text: text\n\t\t\t}]\n\t\t}];\n\t} else {\n\t\treturn [{\n\t\t\ttype: \"link\",\n\t\t\tattributes: {\n\t\t\t\tto: {type: \"string\", value: link}\n\t\t\t},\n\t\t\tchildren: [{\n\t\t\t\ttype: \"text\", text: text\n\t\t\t}]\n\t\t}];\n\t}\n};\n\n})();\n",
"type": "application/javascript",
"module-type": "wikirule"
},
"$:/core/modules/parsers/wikiparser/rules/quoteblock.js": {
"title": "$:/core/modules/parsers/wikiparser/rules/quoteblock.js",
"text": "/*\\\ntitle: $:/core/modules/parsers/wikiparser/rules/quoteblock.js\ntype: application/javascript\nmodule-type: wikirule\n\nWiki text rule for quote blocks. For example:\n\n```\n\t<<<.optionalClass(es) optional cited from\n\ta quote\n\t<<<\n\t\n\t<<<.optionalClass(es)\n\ta quote\n\t<<< optional cited from\n```\n\nQuotes can be quoted by putting more <s\n\n```\n\t<<<\n\tQuote Level 1\n\t\n\t<<<<\n\tQuoteLevel 2\n\t<<<<\n\t\n\t<<<\n```\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nexports.name = \"quoteblock\";\nexports.types = {block: true};\n\nexports.init = function(parser) {\n\tthis.parser = parser;\n\t// Regexp to match\n\tthis.matchRegExp = /(<<<+)/mg;\n};\n\nexports.parse = function() {\n\tvar classes = [\"tc-quote\"];\n\t// Get all the details of the match\n\tvar reEndString = \"^\" + this.match[1] + \"(?!<)\";\n\t// Move past the <s\n\tthis.parser.pos = this.matchRegExp.lastIndex;\n\t\n\t// Parse any classes, whitespace and then the optional cite itself\n\tclasses.push.apply(classes, this.parser.parseClasses());\n\tthis.parser.skipWhitespace({treatNewlinesAsNonWhitespace: true});\n\tvar cite = this.parser.parseInlineRun(/(\\r?\\n)/mg);\n\t// before handling the cite, parse the body of the quote\n\tvar tree= this.parser.parseBlocks(reEndString);\n\t// If we got a cite, put it before the text\n\tif(cite.length > 0) {\n\t\ttree.unshift({\n\t\t\ttype: \"element\",\n\t\t\ttag: \"cite\",\n\t\t\tchildren: cite\n\t\t});\n\t}\n\t// Parse any optional cite\n\tthis.parser.skipWhitespace({treatNewlinesAsNonWhitespace: true});\n\tcite = this.parser.parseInlineRun(/(\\r?\\n)/mg);\n\t// If we got a cite, push it\n\tif(cite.length > 0) {\n\t\ttree.push({\n\t\t\ttype: \"element\",\n\t\t\ttag: \"cite\",\n\t\t\tchildren: cite\n\t\t});\n\t}\n\t// Return the blockquote element\n\treturn [{\n\t\ttype: \"element\",\n\t\ttag: \"blockquote\",\n\t\tattributes: {\n\t\t\tclass: { type: \"string\", value: classes.join(\" \") },\n\t\t},\n\t\tchildren: tree\n\t}];\n};\n\n})();\n",
"type": "application/javascript",
"module-type": "wikirule"
},
"$:/core/modules/parsers/wikiparser/rules/rules.js": {
"title": "$:/core/modules/parsers/wikiparser/rules/rules.js",
"text": "/*\\\ntitle: $:/core/modules/parsers/wikiparser/rules/rules.js\ntype: application/javascript\nmodule-type: wikirule\n\nWiki pragma rule for rules specifications\n\n```\n\\rules except ruleone ruletwo rulethree\n\\rules only ruleone ruletwo rulethree\n```\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nexports.name = \"rules\";\nexports.types = {pragma: true};\n\n/*\nInstantiate parse rule\n*/\nexports.init = function(parser) {\n\tthis.parser = parser;\n\t// Regexp to match\n\tthis.matchRegExp = /^\\\\rules[^\\S\\n]/mg;\n};\n\n/*\nParse the most recent match\n*/\nexports.parse = function() {\n\t// Move past the pragma invocation\n\tthis.parser.pos = this.matchRegExp.lastIndex;\n\t// Parse whitespace delimited tokens terminated by a line break\n\tvar reMatch = /[^\\S\\n]*(\\S+)|(\\r?\\n)/mg,\n\t\ttokens = [];\n\treMatch.lastIndex = this.parser.pos;\n\tvar match = reMatch.exec(this.parser.source);\n\twhile(match && match.index === this.parser.pos) {\n\t\tthis.parser.pos = reMatch.lastIndex;\n\t\t// Exit if we've got the line break\n\t\tif(match[2]) {\n\t\t\tbreak;\n\t\t}\n\t\t// Process the token\n\t\tif(match[1]) {\n\t\t\ttokens.push(match[1]);\n\t\t}\n\t\t// Match the next token\n\t\tmatch = reMatch.exec(this.parser.source);\n\t}\n\t// Process the tokens\n\tif(tokens.length > 0) {\n\t\tthis.parser.amendRules(tokens[0],tokens.slice(1));\n\t}\n\t// No parse tree nodes to return\n\treturn [];\n};\n\n})();\n",
"type": "application/javascript",
"module-type": "wikirule"
},
"$:/core/modules/parsers/wikiparser/rules/styleblock.js": {
"title": "$:/core/modules/parsers/wikiparser/rules/styleblock.js",
"text": "/*\\\ntitle: $:/core/modules/parsers/wikiparser/rules/styleblock.js\ntype: application/javascript\nmodule-type: wikirule\n\nWiki text block rule for assigning styles and classes to paragraphs and other blocks. For example:\n\n```\n@@.myClass\n@@background-color:red;\nThis paragraph will have the CSS class `myClass`.\n\n* The `<ul>` around this list will also have the class `myClass`\n* List item 2\n\n@@\n```\n\nNote that classes and styles can be mixed subject to the rule that styles must precede classes. For example\n\n```\n@@.myFirstClass.mySecondClass\n@@width:100px;.myThirdClass\nThis is a paragraph\n@@\n```\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nexports.name = \"styleblock\";\nexports.types = {block: true};\n\nexports.init = function(parser) {\n\tthis.parser = parser;\n\t// Regexp to match\n\tthis.matchRegExp = /@@((?:[^\\.\\r\\n\\s:]+:[^\\r\\n;]+;)+)?(?:\\.([^\\r\\n\\s]+))?\\r?\\n/mg;\n};\n\nexports.parse = function() {\n\tvar reEndString = \"^@@(?:\\\\r?\\\\n)?\";\n\tvar classes = [], styles = [];\n\tdo {\n\t\t// Get the class and style\n\t\tif(this.match[1]) {\n\t\t\tstyles.push(this.match[1]);\n\t\t}\n\t\tif(this.match[2]) {\n\t\t\tclasses.push(this.match[2].split(\".\").join(\" \"));\n\t\t}\n\t\t// Move past the match\n\t\tthis.parser.pos = this.matchRegExp.lastIndex;\n\t\t// Look for another line of classes and styles\n\t\tthis.match = this.matchRegExp.exec(this.parser.source);\n\t} while(this.match && this.match.index === this.parser.pos);\n\t// Parse the body\n\tvar tree = this.parser.parseBlocks(reEndString);\n\tfor(var t=0; t<tree.length; t++) {\n\t\tif(classes.length > 0) {\n\t\t\t$tw.utils.addClassToParseTreeNode(tree[t],classes.join(\" \"));\n\t\t}\n\t\tif(styles.length > 0) {\n\t\t\t$tw.utils.addAttributeToParseTreeNode(tree[t],\"style\",styles.join(\"\"));\n\t\t}\n\t}\n\treturn tree;\n};\n\n})();\n",
"type": "application/javascript",
"module-type": "wikirule"
},
"$:/core/modules/parsers/wikiparser/rules/styleinline.js": {
"title": "$:/core/modules/parsers/wikiparser/rules/styleinline.js",
"text": "/*\\\ntitle: $:/core/modules/parsers/wikiparser/rules/styleinline.js\ntype: application/javascript\nmodule-type: wikirule\n\nWiki text inline rule for assigning styles and classes to inline runs. For example:\n\n```\n@@.myClass This is some text with a class@@\n@@background-color:red;This is some text with a background colour@@\n@@width:100px;.myClass This is some text with a class and a width@@\n```\n\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nexports.name = \"styleinline\";\nexports.types = {inline: true};\n\nexports.init = function(parser) {\n\tthis.parser = parser;\n\t// Regexp to match\n\tthis.matchRegExp = /@@((?:[^\\.\\r\\n\\s:]+:[^\\r\\n;]+;)+)?(\\.(?:[^\\r\\n\\s]+)\\s+)?/mg;\n};\n\nexports.parse = function() {\n\tvar reEnd = /@@/g;\n\t// Get the styles and class\n\tvar stylesString = this.match[1],\n\t\tclassString = this.match[2] ? this.match[2].split(\".\").join(\" \") : undefined;\n\t// Move past the match\n\tthis.parser.pos = this.matchRegExp.lastIndex;\n\t// Parse the run up to the terminator\n\tvar tree = this.parser.parseInlineRun(reEnd,{eatTerminator: true});\n\t// Return the classed span\n\tvar node = {\n\t\ttype: \"element\",\n\t\ttag: \"span\",\n\t\tattributes: {\n\t\t\t\"class\": {type: \"string\", value: \"tc-inline-style\"}\n\t\t},\n\t\tchildren: tree\n\t};\n\tif(classString) {\n\t\t$tw.utils.addClassToParseTreeNode(node,classString);\n\t}\n\tif(stylesString) {\n\t\t$tw.utils.addAttributeToParseTreeNode(node,\"style\",stylesString);\n\t}\n\treturn [node];\n};\n\n})();\n",
"type": "application/javascript",
"module-type": "wikirule"
},
"$:/core/modules/parsers/wikiparser/rules/syslink.js": {
"title": "$:/core/modules/parsers/wikiparser/rules/syslink.js",
"text": "/*\\\ntitle: $:/core/modules/parsers/wikiparser/rules/syslink.js\ntype: application/javascript\nmodule-type: wikirule\n\nWiki text inline rule for system tiddler links.\nCan be suppressed preceding them with `~`.\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nexports.name = \"syslink\";\nexports.types = {inline: true};\n\nexports.init = function(parser) {\n\tthis.parser = parser;\n\t// Regexp to match\n\tthis.matchRegExp = new RegExp(\n\t\t\"~?\\\\$:\\\\/[\" +\n\t\t$tw.config.textPrimitives.anyLetter.substr(1,$tw.config.textPrimitives.anyLetter.length - 2) +\n\t\t\"\\/._-]+\",\n\t\t\"mg\"\n\t);\n};\n\nexports.parse = function() {\n\tvar match = this.match[0];\n\t// Move past the match\n\tthis.parser.pos = this.matchRegExp.lastIndex;\n\t// Create the link unless it is suppressed\n\tif(match.substr(0,1) === \"~\") {\n\t\treturn [{type: \"text\", text: match.substr(1)}];\n\t} else {\n\t\treturn [{\n\t\t\ttype: \"link\",\n\t\t\tattributes: {\n\t\t\t\tto: {type: \"string\", value: match}\n\t\t\t},\n\t\t\tchildren: [{\n\t\t\t\ttype: \"text\",\n\t\t\t\ttext: match\n\t\t\t}]\n\t\t}];\n\t}\n};\n\n})();",
"type": "application/javascript",
"module-type": "wikirule"
},
"$:/core/modules/parsers/wikiparser/rules/table.js": {
"title": "$:/core/modules/parsers/wikiparser/rules/table.js",
"text": "/*\\\ntitle: $:/core/modules/parsers/wikiparser/rules/table.js\ntype: application/javascript\nmodule-type: wikirule\n\nWiki text block rule for tables.\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nexports.name = \"table\";\nexports.types = {block: true};\n\nexports.init = function(parser) {\n\tthis.parser = parser;\n\t// Regexp to match\n\tthis.matchRegExp = /^\\|(?:[^\\n]*)\\|(?:[fhck]?)\\r?(?:\\n|$)/mg;\n};\n\nvar processRow = function(prevColumns) {\n\tvar cellRegExp = /(?:\\|([^\\n\\|]*)\\|)|(\\|[fhck]?\\r?(?:\\n|$))/mg,\n\t\tcellTermRegExp = /((?:\\x20*)\\|)/mg,\n\t\ttree = [],\n\t\tcol = 0,\n\t\tcolSpanCount = 1,\n\t\tprevCell,\n\t\tvAlign;\n\t// Match a single cell\n\tcellRegExp.lastIndex = this.parser.pos;\n\tvar cellMatch = cellRegExp.exec(this.parser.source);\n\twhile(cellMatch && cellMatch.index === this.parser.pos) {\n\t\tif(cellMatch[1] === \"~\") {\n\t\t\t// Rowspan\n\t\t\tvar last = prevColumns[col];\n\t\t\tif(last) {\n\t\t\t\tlast.rowSpanCount++;\n\t\t\t\t$tw.utils.addAttributeToParseTreeNode(last.element,\"rowspan\",last.rowSpanCount);\n\t\t\t\tvAlign = $tw.utils.getAttributeValueFromParseTreeNode(last.element,\"valign\",\"center\");\n\t\t\t\t$tw.utils.addAttributeToParseTreeNode(last.element,\"valign\",vAlign);\n\t\t\t\tif(colSpanCount > 1) {\n\t\t\t\t\t$tw.utils.addAttributeToParseTreeNode(last.element,\"colspan\",colSpanCount);\n\t\t\t\t\tcolSpanCount = 1;\n\t\t\t\t}\n\t\t\t}\n\t\t\t// Move to just before the `|` terminating the cell\n\t\t\tthis.parser.pos = cellRegExp.lastIndex - 1;\n\t\t} else if(cellMatch[1] === \">\") {\n\t\t\t// Colspan\n\t\t\tcolSpanCount++;\n\t\t\t// Move to just before the `|` terminating the cell\n\t\t\tthis.parser.pos = cellRegExp.lastIndex - 1;\n\t\t} else if(cellMatch[1] === \"<\" && prevCell) {\n\t\t\tcolSpanCount = 1 + $tw.utils.getAttributeValueFromParseTreeNode(prevCell,\"colspan\",1);\n\t\t\t$tw.utils.addAttributeToParseTreeNode(prevCell,\"colspan\",colSpanCount);\n\t\t\tcolSpanCount = 1;\n\t\t\t// Move to just before the `|` terminating the cell\n\t\t\tthis.parser.pos = cellRegExp.lastIndex - 1;\n\t\t} else if(cellMatch[2]) {\n\t\t\t// End of row\n\t\t\tif(prevCell && colSpanCount > 1) {\n\t\t\t\tif(prevCell.attributes && prevCell.attributes && prevCell.attributes.colspan) {\n\t\t\t\t\t\tcolSpanCount += prevCell.attributes.colspan.value;\n\t\t\t\t} else {\n\t\t\t\t\tcolSpanCount -= 1;\n\t\t\t\t}\n\t\t\t\t$tw.utils.addAttributeToParseTreeNode(prevCell,\"colspan\",colSpanCount);\n\t\t\t}\n\t\t\tthis.parser.pos = cellRegExp.lastIndex - 1;\n\t\t\tbreak;\n\t\t} else {\n\t\t\t// For ordinary cells, step beyond the opening `|`\n\t\t\tthis.parser.pos++;\n\t\t\t// Look for a space at the start of the cell\n\t\t\tvar spaceLeft = false;\n\t\t\tvAlign = null;\n\t\t\tif(this.parser.source.substr(this.parser.pos).search(/^\\^([^\\^]|\\^\\^)/) === 0) {\n\t\t\t\tvAlign = \"top\";\n\t\t\t} else if(this.parser.source.substr(this.parser.pos).search(/^,([^,]|,,)/) === 0) {\n\t\t\t\tvAlign = \"bottom\";\n\t\t\t}\n\t\t\tif(vAlign) {\n\t\t\t\tthis.parser.pos++;\n\t\t\t}\n\t\t\tvar chr = this.parser.source.substr(this.parser.pos,1);\n\t\t\twhile(chr === \" \") {\n\t\t\t\tspaceLeft = true;\n\t\t\t\tthis.parser.pos++;\n\t\t\t\tchr = this.parser.source.substr(this.parser.pos,1);\n\t\t\t}\n\t\t\t// Check whether this is a heading cell\n\t\t\tvar cell;\n\t\t\tif(chr === \"!\") {\n\t\t\t\tthis.parser.pos++;\n\t\t\t\tcell = {type: \"element\", tag: \"th\", children: []};\n\t\t\t} else {\n\t\t\t\tcell = {type: \"element\", tag: \"td\", children: []};\n\t\t\t}\n\t\t\ttree.push(cell);\n\t\t\t// Record information about this cell\n\t\t\tprevCell = cell;\n\t\t\tprevColumns[col] = {rowSpanCount:1,element:cell};\n\t\t\t// Check for a colspan\n\t\t\tif(colSpanCount > 1) {\n\t\t\t\t$tw.utils.addAttributeToParseTreeNode(cell,\"colspan\",colSpanCount);\n\t\t\t\tcolSpanCount = 1;\n\t\t\t}\n\t\t\t// Parse the cell\n\t\t\tcell.children = this.parser.parseInlineRun(cellTermRegExp,{eatTerminator: true});\n\t\t\t// Set the alignment for the cell\n\t\t\tif(vAlign) {\n\t\t\t\t$tw.utils.addAttributeToParseTreeNode(cell,\"valign\",vAlign);\n\t\t\t}\n\t\t\tif(this.parser.source.substr(this.parser.pos - 2,1) === \" \") { // spaceRight\n\t\t\t\t$tw.utils.addAttributeToParseTreeNode(cell,\"align\",spaceLeft ? \"center\" : \"left\");\n\t\t\t} else if(spaceLeft) {\n\t\t\t\t$tw.utils.addAttributeToParseTreeNode(cell,\"align\",\"right\");\n\t\t\t}\n\t\t\t// Move back to the closing `|`\n\t\t\tthis.parser.pos--;\n\t\t}\n\t\tcol++;\n\t\tcellRegExp.lastIndex = this.parser.pos;\n\t\tcellMatch = cellRegExp.exec(this.parser.source);\n\t}\n\treturn tree;\n};\n\nexports.parse = function() {\n\tvar rowContainerTypes = {\"c\":\"caption\", \"h\":\"thead\", \"\":\"tbody\", \"f\":\"tfoot\"},\n\t\ttable = {type: \"element\", tag: \"table\", children: []},\n\t\trowRegExp = /^\\|([^\\n]*)\\|([fhck]?)\\r?(?:\\n|$)/mg,\n\t\trowTermRegExp = /(\\|(?:[fhck]?)\\r?(?:\\n|$))/mg,\n\t\tprevColumns = [],\n\t\tcurrRowType,\n\t\trowContainer,\n\t\trowCount = 0;\n\t// Match the row\n\trowRegExp.lastIndex = this.parser.pos;\n\tvar rowMatch = rowRegExp.exec(this.parser.source);\n\twhile(rowMatch && rowMatch.index === this.parser.pos) {\n\t\tvar rowType = rowMatch[2];\n\t\t// Check if it is a class assignment\n\t\tif(rowType === \"k\") {\n\t\t\t$tw.utils.addClassToParseTreeNode(table,rowMatch[1]);\n\t\t\tthis.parser.pos = rowMatch.index + rowMatch[0].length;\n\t\t} else {\n\t\t\t// Otherwise, create a new row if this one is of a different type\n\t\t\tif(rowType !== currRowType) {\n\t\t\t\trowContainer = {type: \"element\", tag: rowContainerTypes[rowType], children: []};\n\t\t\t\ttable.children.push(rowContainer);\n\t\t\t\tcurrRowType = rowType;\n\t\t\t}\n\t\t\t// Is this a caption row?\n\t\t\tif(currRowType === \"c\") {\n\t\t\t\t// If so, move past the opening `|` of the row\n\t\t\t\tthis.parser.pos++;\n\t\t\t\t// Move the caption to the first row if it isn't already\n\t\t\t\tif(table.children.length !== 1) {\n\t\t\t\t\ttable.children.pop(); // Take rowContainer out of the children array\n\t\t\t\t\ttable.children.splice(0,0,rowContainer); // Insert it at the bottom\t\t\t\t\t\t\n\t\t\t\t}\n\t\t\t\t// Set the alignment - TODO: figure out why TW did this\n//\t\t\t\trowContainer.attributes.align = rowCount === 0 ? \"top\" : \"bottom\";\n\t\t\t\t// Parse the caption\n\t\t\t\trowContainer.children = this.parser.parseInlineRun(rowTermRegExp,{eatTerminator: true});\n\t\t\t} else {\n\t\t\t\t// Create the row\n\t\t\t\tvar theRow = {type: \"element\", tag: \"tr\", children: []};\n\t\t\t\t$tw.utils.addClassToParseTreeNode(theRow,rowCount%2 ? \"oddRow\" : \"evenRow\");\n\t\t\t\trowContainer.children.push(theRow);\n\t\t\t\t// Process the row\n\t\t\t\ttheRow.children = processRow.call(this,prevColumns);\n\t\t\t\tthis.parser.pos = rowMatch.index + rowMatch[0].length;\n\t\t\t\t// Increment the row count\n\t\t\t\trowCount++;\n\t\t\t}\n\t\t}\n\t\trowMatch = rowRegExp.exec(this.parser.source);\n\t}\n\treturn [table];\n};\n\n})();\n",
"type": "application/javascript",
"module-type": "wikirule"
},
"$:/core/modules/parsers/wikiparser/rules/transcludeblock.js": {
"title": "$:/core/modules/parsers/wikiparser/rules/transcludeblock.js",
"text": "/*\\\ntitle: $:/core/modules/parsers/wikiparser/rules/transcludeblock.js\ntype: application/javascript\nmodule-type: wikirule\n\nWiki text rule for block-level transclusion. For example:\n\n```\n{{MyTiddler}}\n{{MyTiddler||TemplateTitle}}\n```\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nexports.name = \"transcludeblock\";\nexports.types = {block: true};\n\nexports.init = function(parser) {\n\tthis.parser = parser;\n\t// Regexp to match\n\tthis.matchRegExp = /\\{\\{([^\\{\\}\\|]*)(?:\\|\\|([^\\|\\{\\}]+))?\\}\\}(?:\\r?\\n|$)/mg;\n};\n\nexports.parse = function() {\n\t// Move past the match\n\tthis.parser.pos = this.matchRegExp.lastIndex;\n\t// Get the match details\n\tvar template = $tw.utils.trim(this.match[2]),\n\t\ttextRef = $tw.utils.trim(this.match[1]);\n\t// Prepare the transclude widget\n\tvar transcludeNode = {\n\t\t\ttype: \"transclude\",\n\t\t\tattributes: {},\n\t\t\tisBlock: true\n\t\t};\n\t// Prepare the tiddler widget\n\tvar tr, targetTitle, targetField, targetIndex, tiddlerNode;\n\tif(textRef) {\n\t\ttr = $tw.utils.parseTextReference(textRef);\n\t\ttargetTitle = tr.title;\n\t\ttargetField = tr.field;\n\t\ttargetIndex = tr.index;\n\t\ttiddlerNode = {\n\t\t\ttype: \"tiddler\",\n\t\t\tattributes: {\n\t\t\t\ttiddler: {type: \"string\", value: targetTitle}\n\t\t\t},\n\t\t\tisBlock: true,\n\t\t\tchildren: [transcludeNode]\n\t\t};\n\t}\n\tif(template) {\n\t\ttranscludeNode.attributes.tiddler = {type: \"string\", value: template};\n\t\tif(textRef) {\n\t\t\treturn [tiddlerNode];\n\t\t} else {\n\t\t\treturn [transcludeNode];\n\t\t}\n\t} else {\n\t\tif(textRef) {\n\t\t\ttranscludeNode.attributes.tiddler = {type: \"string\", value: targetTitle};\n\t\t\tif(targetField) {\n\t\t\t\ttranscludeNode.attributes.field = {type: \"string\", value: targetField};\n\t\t\t}\n\t\t\tif(targetIndex) {\n\t\t\t\ttranscludeNode.attributes.index = {type: \"string\", value: targetIndex};\n\t\t\t}\n\t\t\treturn [tiddlerNode];\n\t\t} else {\n\t\t\treturn [transcludeNode];\n\t\t}\n\t}\n};\n\n})();\n",
"type": "application/javascript",
"module-type": "wikirule"
},
"$:/core/modules/parsers/wikiparser/rules/transcludeinline.js": {
"title": "$:/core/modules/parsers/wikiparser/rules/transcludeinline.js",
"text": "/*\\\ntitle: $:/core/modules/parsers/wikiparser/rules/transcludeinline.js\ntype: application/javascript\nmodule-type: wikirule\n\nWiki text rule for inline-level transclusion. For example:\n\n```\n{{MyTiddler}}\n{{MyTiddler||TemplateTitle}}\n```\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nexports.name = \"transcludeinline\";\nexports.types = {inline: true};\n\nexports.init = function(parser) {\n\tthis.parser = parser;\n\t// Regexp to match\n\tthis.matchRegExp = /\\{\\{([^\\{\\}\\|]*)(?:\\|\\|([^\\|\\{\\}]+))?\\}\\}/mg;\n};\n\nexports.parse = function() {\n\t// Move past the match\n\tthis.parser.pos = this.matchRegExp.lastIndex;\n\t// Get the match details\n\tvar template = $tw.utils.trim(this.match[2]),\n\t\ttextRef = $tw.utils.trim(this.match[1]);\n\t// Prepare the transclude widget\n\tvar transcludeNode = {\n\t\t\ttype: \"transclude\",\n\t\t\tattributes: {}\n\t\t};\n\t// Prepare the tiddler widget\n\tvar tr, targetTitle, targetField, targetIndex, tiddlerNode;\n\tif(textRef) {\n\t\ttr = $tw.utils.parseTextReference(textRef);\n\t\ttargetTitle = tr.title;\n\t\ttargetField = tr.field;\n\t\ttargetIndex = tr.index;\n\t\ttiddlerNode = {\n\t\t\ttype: \"tiddler\",\n\t\t\tattributes: {\n\t\t\t\ttiddler: {type: \"string\", value: targetTitle}\n\t\t\t},\n\t\t\tchildren: [transcludeNode]\n\t\t};\n\t}\n\tif(template) {\n\t\ttranscludeNode.attributes.tiddler = {type: \"string\", value: template};\n\t\tif(textRef) {\n\t\t\treturn [tiddlerNode];\n\t\t} else {\n\t\t\treturn [transcludeNode];\n\t\t}\n\t} else {\n\t\tif(textRef) {\n\t\t\ttranscludeNode.attributes.tiddler = {type: \"string\", value: targetTitle};\n\t\t\tif(targetField) {\n\t\t\t\ttranscludeNode.attributes.field = {type: \"string\", value: targetField};\n\t\t\t}\n\t\t\tif(targetIndex) {\n\t\t\t\ttranscludeNode.attributes.index = {type: \"string\", value: targetIndex};\n\t\t\t}\n\t\t\treturn [tiddlerNode];\n\t\t} else {\n\t\t\treturn [transcludeNode];\n\t\t}\n\t}\n};\n\n})();\n",
"type": "application/javascript",
"module-type": "wikirule"
},
"$:/core/modules/parsers/wikiparser/rules/typedblock.js": {
"title": "$:/core/modules/parsers/wikiparser/rules/typedblock.js",
"text": "/*\\\ntitle: $:/core/modules/parsers/wikiparser/rules/typedblock.js\ntype: application/javascript\nmodule-type: wikirule\n\nWiki text rule for typed blocks. For example:\n\n```\n$$$.js\nThis will be rendered as JavaScript\n$$$\n\n$$$.svg\n<svg xmlns=\"http://www.w3.org/2000/svg\" width=\"150\" height=\"100\">\n <circle cx=\"100\" cy=\"50\" r=\"40\" stroke=\"black\" stroke-width=\"2\" fill=\"red\" />\n</svg>\n$$$\n\n$$$text/vnd.tiddlywiki>text/html\nThis will be rendered as an //HTML representation// of WikiText\n$$$\n```\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nvar widget = require(\"$:/core/modules/widgets/widget.js\");\n\nexports.name = \"typedblock\";\nexports.types = {block: true};\n\nexports.init = function(parser) {\n\tthis.parser = parser;\n\t// Regexp to match\n\tthis.matchRegExp = /\\$\\$\\$([^ >\\r\\n]*)(?: *> *([^ \\r\\n]+))?\\r?\\n/mg;\n};\n\nexports.parse = function() {\n\tvar reEnd = /\\r?\\n\\$\\$\\$\\r?(?:\\n|$)/mg;\n\t// Save the type\n\tvar parseType = this.match[1],\n\t\trenderType = this.match[2];\n\t// Move past the match\n\tthis.parser.pos = this.matchRegExp.lastIndex;\n\t// Look for the end of the block\n\treEnd.lastIndex = this.parser.pos;\n\tvar match = reEnd.exec(this.parser.source),\n\t\ttext;\n\t// Process the block\n\tif(match) {\n\t\ttext = this.parser.source.substring(this.parser.pos,match.index);\n\t\tthis.parser.pos = match.index + match[0].length;\n\t} else {\n\t\ttext = this.parser.source.substr(this.parser.pos);\n\t\tthis.parser.pos = this.parser.sourceLength;\n\t}\n\t// Parse the block according to the specified type\n\tvar parser = this.parser.wiki.parseText(parseType,text,{defaultType: \"text/plain\"});\n\t// If there's no render type, just return the parse tree\n\tif(!renderType) {\n\t\treturn parser.tree;\n\t} else {\n\t\t// Otherwise, render to the rendertype and return in a <PRE> tag\n\t\tvar widgetNode = this.parser.wiki.makeWidget(parser),\n\t\t\tcontainer = $tw.fakeDocument.createElement(\"div\");\n\t\twidgetNode.render(container,null);\n\t\ttext = renderType === \"text/html\" ? container.innerHTML : container.textContent;\n\t\treturn [{\n\t\t\ttype: \"element\",\n\t\t\ttag: \"pre\",\n\t\t\tchildren: [{\n\t\t\t\ttype: \"text\",\n\t\t\t\ttext: text\n\t\t\t}]\n\t\t}];\n\t}\n};\n\n})();\n",
"type": "application/javascript",
"module-type": "wikirule"
},
"$:/core/modules/parsers/wikiparser/rules/whitespace.js": {
"title": "$:/core/modules/parsers/wikiparser/rules/whitespace.js",
"text": "/*\\\ntitle: $:/core/modules/parsers/wikiparser/rules/whitespace.js\ntype: application/javascript\nmodule-type: wikirule\n\nWiki pragma rule for whitespace specifications\n\n```\n\\whitespace trim\n\\whitespace notrim\n```\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nexports.name = \"whitespace\";\nexports.types = {pragma: true};\n\n/*\nInstantiate parse rule\n*/\nexports.init = function(parser) {\n\tthis.parser = parser;\n\t// Regexp to match\n\tthis.matchRegExp = /^\\\\whitespace[^\\S\\n]/mg;\n};\n\n/*\nParse the most recent match\n*/\nexports.parse = function() {\n\tvar self = this;\n\t// Move past the pragma invocation\n\tthis.parser.pos = this.matchRegExp.lastIndex;\n\t// Parse whitespace delimited tokens terminated by a line break\n\tvar reMatch = /[^\\S\\n]*(\\S+)|(\\r?\\n)/mg,\n\t\ttokens = [];\n\treMatch.lastIndex = this.parser.pos;\n\tvar match = reMatch.exec(this.parser.source);\n\twhile(match && match.index === this.parser.pos) {\n\t\tthis.parser.pos = reMatch.lastIndex;\n\t\t// Exit if we've got the line break\n\t\tif(match[2]) {\n\t\t\tbreak;\n\t\t}\n\t\t// Process the token\n\t\tif(match[1]) {\n\t\t\ttokens.push(match[1]);\n\t\t}\n\t\t// Match the next token\n\t\tmatch = reMatch.exec(this.parser.source);\n\t}\n\t// Process the tokens\n\t$tw.utils.each(tokens,function(token) {\n\t\tswitch(token) {\n\t\t\tcase \"trim\":\n\t\t\t\tself.parser.configTrimWhiteSpace = true;\n\t\t\t\tbreak;\n\t\t\tcase \"notrim\":\n\t\t\t\tself.parser.configTrimWhiteSpace = false;\n\t\t\t\tbreak;\n\t\t}\n\t});\n\t// No parse tree nodes to return\n\treturn [];\n};\n\n})();\n",
"type": "application/javascript",
"module-type": "wikirule"
},
"$:/core/modules/parsers/wikiparser/rules/wikilink.js": {
"title": "$:/core/modules/parsers/wikiparser/rules/wikilink.js",
"text": "/*\\\ntitle: $:/core/modules/parsers/wikiparser/rules/wikilink.js\ntype: application/javascript\nmodule-type: wikirule\n\nWiki text inline rule for wiki links. For example:\n\n```\nAWikiLink\nAnotherLink\n~SuppressedLink\n```\n\nPrecede a camel case word with `~` to prevent it from being recognised as a link.\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nexports.name = \"wikilink\";\nexports.types = {inline: true};\n\nexports.init = function(parser) {\n\tthis.parser = parser;\n\t// Regexp to match\n\tthis.matchRegExp = new RegExp($tw.config.textPrimitives.unWikiLink + \"?\" + $tw.config.textPrimitives.wikiLink,\"mg\");\n};\n\n/*\nParse the most recent match\n*/\nexports.parse = function() {\n\t// Get the details of the match\n\tvar linkText = this.match[0];\n\t// Move past the macro call\n\tthis.parser.pos = this.matchRegExp.lastIndex;\n\t// If the link starts with the unwikilink character then just output it as plain text\n\tif(linkText.substr(0,1) === $tw.config.textPrimitives.unWikiLink) {\n\t\treturn [{type: \"text\", text: linkText.substr(1)}];\n\t}\n\t// If the link has been preceded with a blocked letter then don't treat it as a link\n\tif(this.match.index > 0) {\n\t\tvar preRegExp = new RegExp($tw.config.textPrimitives.blockPrefixLetters,\"mg\");\n\t\tpreRegExp.lastIndex = this.match.index-1;\n\t\tvar preMatch = preRegExp.exec(this.parser.source);\n\t\tif(preMatch && preMatch.index === this.match.index-1) {\n\t\t\treturn [{type: \"text\", text: linkText}];\n\t\t}\n\t}\n\treturn [{\n\t\ttype: \"link\",\n\t\tattributes: {\n\t\t\tto: {type: \"string\", value: linkText}\n\t\t},\n\t\tchildren: [{\n\t\t\ttype: \"text\",\n\t\t\ttext: linkText\n\t\t}]\n\t}];\n};\n\n})();\n",
"type": "application/javascript",
"module-type": "wikirule"
},
"$:/core/modules/parsers/wikiparser/wikiparser.js": {
"title": "$:/core/modules/parsers/wikiparser/wikiparser.js",
"text": "/*\\\ntitle: $:/core/modules/parsers/wikiparser/wikiparser.js\ntype: application/javascript\nmodule-type: parser\n\nThe wiki text parser processes blocks of source text into a parse tree.\n\nThe parse tree is made up of nested arrays of these JavaScript objects:\n\n\t{type: \"element\", tag: <string>, attributes: {}, children: []} - an HTML element\n\t{type: \"text\", text: <string>} - a text node\n\t{type: \"entity\", value: <string>} - an entity\n\t{type: \"raw\", html: <string>} - raw HTML\n\nAttributes are stored as hashmaps of the following objects:\n\n\t{type: \"string\", value: <string>} - literal string\n\t{type: \"indirect\", textReference: <textReference>} - indirect through a text reference\n\t{type: \"macro\", macro: <TBD>} - indirect through a macro invocation\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nvar WikiParser = function(type,text,options) {\n\tthis.wiki = options.wiki;\n\tvar self = this;\n\t// Check for an externally linked tiddler\n\tif($tw.browser && (text || \"\") === \"\" && options._canonical_uri) {\n\t\tthis.loadRemoteTiddler(options._canonical_uri);\n\t\ttext = $tw.language.getRawString(\"LazyLoadingWarning\");\n\t}\n\t// Initialise the classes if we don't have them already\n\tif(!this.pragmaRuleClasses) {\n\t\tWikiParser.prototype.pragmaRuleClasses = $tw.modules.createClassesFromModules(\"wikirule\",\"pragma\",$tw.WikiRuleBase);\n\t\tthis.setupRules(WikiParser.prototype.pragmaRuleClasses,\"$:/config/WikiParserRules/Pragmas/\");\n\t}\n\tif(!this.blockRuleClasses) {\n\t\tWikiParser.prototype.blockRuleClasses = $tw.modules.createClassesFromModules(\"wikirule\",\"block\",$tw.WikiRuleBase);\n\t\tthis.setupRules(WikiParser.prototype.blockRuleClasses,\"$:/config/WikiParserRules/Block/\");\n\t}\n\tif(!this.inlineRuleClasses) {\n\t\tWikiParser.prototype.inlineRuleClasses = $tw.modules.createClassesFromModules(\"wikirule\",\"inline\",$tw.WikiRuleBase);\n\t\tthis.setupRules(WikiParser.prototype.inlineRuleClasses,\"$:/config/WikiParserRules/Inline/\");\n\t}\n\t// Save the parse text\n\tthis.type = type || \"text/vnd.tiddlywiki\";\n\tthis.source = text || \"\";\n\tthis.sourceLength = this.source.length;\n\t// Flag for ignoring whitespace\n\tthis.configTrimWhiteSpace = false;\n\t// Set current parse position\n\tthis.pos = 0;\n\t// Instantiate the pragma parse rules\n\tthis.pragmaRules = this.instantiateRules(this.pragmaRuleClasses,\"pragma\",0);\n\t// Instantiate the parser block and inline rules\n\tthis.blockRules = this.instantiateRules(this.blockRuleClasses,\"block\",0);\n\tthis.inlineRules = this.instantiateRules(this.inlineRuleClasses,\"inline\",0);\n\t// Parse any pragmas\n\tthis.tree = [];\n\tvar topBranch = this.parsePragmas();\n\t// Parse the text into inline runs or blocks\n\tif(options.parseAsInline) {\n\t\ttopBranch.push.apply(topBranch,this.parseInlineRun());\n\t} else {\n\t\ttopBranch.push.apply(topBranch,this.parseBlocks());\n\t}\n\t// Return the parse tree\n};\n\n/*\n*/\nWikiParser.prototype.loadRemoteTiddler = function(url) {\n\tvar self = this;\n\t$tw.utils.httpRequest({\n\t\turl: url,\n\t\ttype: \"GET\",\n\t\tcallback: function(err,data) {\n\t\t\tif(!err) {\n\t\t\t\tvar tiddlers = self.wiki.deserializeTiddlers(\".tid\",data,self.wiki.getCreationFields());\n\t\t\t\t$tw.utils.each(tiddlers,function(tiddler) {\n\t\t\t\t\ttiddler[\"_canonical_uri\"] = url;\n\t\t\t\t});\n\t\t\t\tif(tiddlers) {\n\t\t\t\t\tself.wiki.addTiddlers(tiddlers);\n\t\t\t\t}\n\t\t\t}\n\t\t}\n\t});\n};\n\n/*\n*/\nWikiParser.prototype.setupRules = function(proto,configPrefix) {\n\tvar self = this;\n\tif(!$tw.safemode) {\n\t\t$tw.utils.each(proto,function(object,name) {\n\t\t\tif(self.wiki.getTiddlerText(configPrefix + name,\"enable\") !== \"enable\") {\n\t\t\t\tdelete proto[name];\n\t\t\t}\n\t\t});\n\t}\n};\n\n/*\nInstantiate an array of parse rules\n*/\nWikiParser.prototype.instantiateRules = function(classes,type,startPos) {\n\tvar rulesInfo = [],\n\t\tself = this;\n\t$tw.utils.each(classes,function(RuleClass) {\n\t\t// Instantiate the rule\n\t\tvar rule = new RuleClass(self);\n\t\trule.is = {};\n\t\trule.is[type] = true;\n\t\trule.init(self);\n\t\tvar matchIndex = rule.findNextMatch(startPos);\n\t\tif(matchIndex !== undefined) {\n\t\t\trulesInfo.push({\n\t\t\t\trule: rule,\n\t\t\t\tmatchIndex: matchIndex\n\t\t\t});\n\t\t}\n\t});\n\treturn rulesInfo;\n};\n\n/*\nSkip any whitespace at the current position. Options are:\n\ttreatNewlinesAsNonWhitespace: true if newlines are NOT to be treated as whitespace\n*/\nWikiParser.prototype.skipWhitespace = function(options) {\n\toptions = options || {};\n\tvar whitespaceRegExp = options.treatNewlinesAsNonWhitespace ? /([^\\S\\n]+)/mg : /(\\s+)/mg;\n\twhitespaceRegExp.lastIndex = this.pos;\n\tvar whitespaceMatch = whitespaceRegExp.exec(this.source);\n\tif(whitespaceMatch && whitespaceMatch.index === this.pos) {\n\t\tthis.pos = whitespaceRegExp.lastIndex;\n\t}\n};\n\n/*\nGet the next match out of an array of parse rule instances\n*/\nWikiParser.prototype.findNextMatch = function(rules,startPos) {\n\t// Find the best matching rule by finding the closest match position\n\tvar matchingRule,\n\t\tmatchingRulePos = this.sourceLength;\n\t// Step through each rule\n\tfor(var t=0; t<rules.length; t++) {\n\t\tvar ruleInfo = rules[t];\n\t\t// Ask the rule to get the next match if we've moved past the current one\n\t\tif(ruleInfo.matchIndex !== undefined && ruleInfo.matchIndex < startPos) {\n\t\t\truleInfo.matchIndex = ruleInfo.rule.findNextMatch(startPos);\n\t\t}\n\t\t// Adopt this match if it's closer than the current best match\n\t\tif(ruleInfo.matchIndex !== undefined && ruleInfo.matchIndex <= matchingRulePos) {\n\t\t\tmatchingRule = ruleInfo;\n\t\t\tmatchingRulePos = ruleInfo.matchIndex;\n\t\t}\n\t}\n\treturn matchingRule;\n};\n\n/*\nParse any pragmas at the beginning of a block of parse text\n*/\nWikiParser.prototype.parsePragmas = function() {\n\tvar currentTreeBranch = this.tree;\n\twhile(true) {\n\t\t// Skip whitespace\n\t\tthis.skipWhitespace();\n\t\t// Check for the end of the text\n\t\tif(this.pos >= this.sourceLength) {\n\t\t\tbreak;\n\t\t}\n\t\t// Check if we've arrived at a pragma rule match\n\t\tvar nextMatch = this.findNextMatch(this.pragmaRules,this.pos);\n\t\t// If not, just exit\n\t\tif(!nextMatch || nextMatch.matchIndex !== this.pos) {\n\t\t\tbreak;\n\t\t}\n\t\t// Process the pragma rule\n\t\tvar subTree = nextMatch.rule.parse();\n\t\tif(subTree.length > 0) {\n\t\t\t// Quick hack; we only cope with a single parse tree node being returned, which is true at the moment\n\t\t\tcurrentTreeBranch.push.apply(currentTreeBranch,subTree);\n\t\t\tsubTree[0].children = [];\n\t\t\tcurrentTreeBranch = subTree[0].children;\n\t\t}\n\t}\n\treturn currentTreeBranch;\n};\n\n/*\nParse a block from the current position\n\tterminatorRegExpString: optional regular expression string that identifies the end of plain paragraphs. Must not include capturing parenthesis\n*/\nWikiParser.prototype.parseBlock = function(terminatorRegExpString) {\n\tvar terminatorRegExp = terminatorRegExpString ? new RegExp(\"(\" + terminatorRegExpString + \"|\\\\r?\\\\n\\\\r?\\\\n)\",\"mg\") : /(\\r?\\n\\r?\\n)/mg;\n\tthis.skipWhitespace();\n\tif(this.pos >= this.sourceLength) {\n\t\treturn [];\n\t}\n\t// Look for a block rule that applies at the current position\n\tvar nextMatch = this.findNextMatch(this.blockRules,this.pos);\n\tif(nextMatch && nextMatch.matchIndex === this.pos) {\n\t\treturn nextMatch.rule.parse();\n\t}\n\t// Treat it as a paragraph if we didn't find a block rule\n\treturn [{type: \"element\", tag: \"p\", children: this.parseInlineRun(terminatorRegExp)}];\n};\n\n/*\nParse a series of blocks of text until a terminating regexp is encountered or the end of the text\n\tterminatorRegExpString: terminating regular expression\n*/\nWikiParser.prototype.parseBlocks = function(terminatorRegExpString) {\n\tif(terminatorRegExpString) {\n\t\treturn this.parseBlocksTerminated(terminatorRegExpString);\n\t} else {\n\t\treturn this.parseBlocksUnterminated();\n\t}\n};\n\n/*\nParse a block from the current position to the end of the text\n*/\nWikiParser.prototype.parseBlocksUnterminated = function() {\n\tvar tree = [];\n\twhile(this.pos < this.sourceLength) {\n\t\ttree.push.apply(tree,this.parseBlock());\n\t}\n\treturn tree;\n};\n\n/*\nParse blocks of text until a terminating regexp is encountered\n*/\nWikiParser.prototype.parseBlocksTerminated = function(terminatorRegExpString) {\n\tvar terminatorRegExp = new RegExp(\"(\" + terminatorRegExpString + \")\",\"mg\"),\n\t\ttree = [];\n\t// Skip any whitespace\n\tthis.skipWhitespace();\n\t// Check if we've got the end marker\n\tterminatorRegExp.lastIndex = this.pos;\n\tvar match = terminatorRegExp.exec(this.source);\n\t// Parse the text into blocks\n\twhile(this.pos < this.sourceLength && !(match && match.index === this.pos)) {\n\t\tvar blocks = this.parseBlock(terminatorRegExpString);\n\t\ttree.push.apply(tree,blocks);\n\t\t// Skip any whitespace\n\t\tthis.skipWhitespace();\n\t\t// Check if we've got the end marker\n\t\tterminatorRegExp.lastIndex = this.pos;\n\t\tmatch = terminatorRegExp.exec(this.source);\n\t}\n\tif(match && match.index === this.pos) {\n\t\tthis.pos = match.index + match[0].length;\n\t}\n\treturn tree;\n};\n\n/*\nParse a run of text at the current position\n\tterminatorRegExp: a regexp at which to stop the run\n\toptions: see below\nOptions available:\n\teatTerminator: move the parse position past any encountered terminator (default false)\n*/\nWikiParser.prototype.parseInlineRun = function(terminatorRegExp,options) {\n\tif(terminatorRegExp) {\n\t\treturn this.parseInlineRunTerminated(terminatorRegExp,options);\n\t} else {\n\t\treturn this.parseInlineRunUnterminated(options);\n\t}\n};\n\nWikiParser.prototype.parseInlineRunUnterminated = function(options) {\n\tvar tree = [];\n\t// Find the next occurrence of an inline rule\n\tvar nextMatch = this.findNextMatch(this.inlineRules,this.pos);\n\t// Loop around the matches until we've reached the end of the text\n\twhile(this.pos < this.sourceLength && nextMatch) {\n\t\t// Process the text preceding the run rule\n\t\tif(nextMatch.matchIndex > this.pos) {\n\t\t\tthis.pushTextWidget(tree,this.source.substring(this.pos,nextMatch.matchIndex));\n\t\t\tthis.pos = nextMatch.matchIndex;\n\t\t}\n\t\t// Process the run rule\n\t\ttree.push.apply(tree,nextMatch.rule.parse());\n\t\t// Look for the next run rule\n\t\tnextMatch = this.findNextMatch(this.inlineRules,this.pos);\n\t}\n\t// Process the remaining text\n\tif(this.pos < this.sourceLength) {\n\t\tthis.pushTextWidget(tree,this.source.substr(this.pos));\n\t}\n\tthis.pos = this.sourceLength;\n\treturn tree;\n};\n\nWikiParser.prototype.parseInlineRunTerminated = function(terminatorRegExp,options) {\n\toptions = options || {};\n\tvar tree = [];\n\t// Find the next occurrence of the terminator\n\tterminatorRegExp.lastIndex = this.pos;\n\tvar terminatorMatch = terminatorRegExp.exec(this.source);\n\t// Find the next occurrence of a inlinerule\n\tvar inlineRuleMatch = this.findNextMatch(this.inlineRules,this.pos);\n\t// Loop around until we've reached the end of the text\n\twhile(this.pos < this.sourceLength && (terminatorMatch || inlineRuleMatch)) {\n\t\t// Return if we've found the terminator, and it precedes any inline rule match\n\t\tif(terminatorMatch) {\n\t\t\tif(!inlineRuleMatch || inlineRuleMatch.matchIndex >= terminatorMatch.index) {\n\t\t\t\tif(terminatorMatch.index > this.pos) {\n\t\t\t\t\tthis.pushTextWidget(tree,this.source.substring(this.pos,terminatorMatch.index));\n\t\t\t\t}\n\t\t\t\tthis.pos = terminatorMatch.index;\n\t\t\t\tif(options.eatTerminator) {\n\t\t\t\t\tthis.pos += terminatorMatch[0].length;\n\t\t\t\t}\n\t\t\t\treturn tree;\n\t\t\t}\n\t\t}\n\t\t// Process any inline rule, along with the text preceding it\n\t\tif(inlineRuleMatch) {\n\t\t\t// Preceding text\n\t\t\tif(inlineRuleMatch.matchIndex > this.pos) {\n\t\t\t\tthis.pushTextWidget(tree,this.source.substring(this.pos,inlineRuleMatch.matchIndex));\n\t\t\t\tthis.pos = inlineRuleMatch.matchIndex;\n\t\t\t}\n\t\t\t// Process the inline rule\n\t\t\ttree.push.apply(tree,inlineRuleMatch.rule.parse());\n\t\t\t// Look for the next inline rule\n\t\t\tinlineRuleMatch = this.findNextMatch(this.inlineRules,this.pos);\n\t\t\t// Look for the next terminator match\n\t\t\tterminatorRegExp.lastIndex = this.pos;\n\t\t\tterminatorMatch = terminatorRegExp.exec(this.source);\n\t\t}\n\t}\n\t// Process the remaining text\n\tif(this.pos < this.sourceLength) {\n\t\tthis.pushTextWidget(tree,this.source.substr(this.pos));\n\t}\n\tthis.pos = this.sourceLength;\n\treturn tree;\n};\n\n/*\nPush a text widget onto an array, respecting the configTrimWhiteSpace setting\n*/\nWikiParser.prototype.pushTextWidget = function(array,text) {\n\tif(this.configTrimWhiteSpace) {\n\t\ttext = $tw.utils.trim(text);\n\t}\n\tif(text) {\n\t\tarray.push({type: \"text\", text: text});\t\t\n\t}\n};\n\n/*\nParse zero or more class specifiers `.classname`\n*/\nWikiParser.prototype.parseClasses = function() {\n\tvar classRegExp = /\\.([^\\s\\.]+)/mg,\n\t\tclassNames = [];\n\tclassRegExp.lastIndex = this.pos;\n\tvar match = classRegExp.exec(this.source);\n\twhile(match && match.index === this.pos) {\n\t\tthis.pos = match.index + match[0].length;\n\t\tclassNames.push(match[1]);\n\t\tmatch = classRegExp.exec(this.source);\n\t}\n\treturn classNames;\n};\n\n/*\nAmend the rules used by this instance of the parser\n\ttype: `only` keeps just the named rules, `except` keeps all but the named rules\n\tnames: array of rule names\n*/\nWikiParser.prototype.amendRules = function(type,names) {\n\tnames = names || [];\n\t// Define the filter function\n\tvar keepFilter;\n\tif(type === \"only\") {\n\t\tkeepFilter = function(name) {\n\t\t\treturn names.indexOf(name) !== -1;\n\t\t};\n\t} else if(type === \"except\") {\n\t\tkeepFilter = function(name) {\n\t\t\treturn names.indexOf(name) === -1;\n\t\t};\n\t} else {\n\t\treturn;\n\t}\n\t// Define a function to process each of our rule arrays\n\tvar processRuleArray = function(ruleArray) {\n\t\tfor(var t=ruleArray.length-1; t>=0; t--) {\n\t\t\tif(!keepFilter(ruleArray[t].rule.name)) {\n\t\t\t\truleArray.splice(t,1);\n\t\t\t}\n\t\t}\n\t};\n\t// Process each rule array\n\tprocessRuleArray(this.pragmaRules);\n\tprocessRuleArray(this.blockRules);\n\tprocessRuleArray(this.inlineRules);\n};\n\nexports[\"text/vnd.tiddlywiki\"] = WikiParser;\n\n})();\n\n",
"type": "application/javascript",
"module-type": "parser"
},
"$:/core/modules/parsers/wikiparser/rules/wikirulebase.js": {
"title": "$:/core/modules/parsers/wikiparser/rules/wikirulebase.js",
"text": "/*\\\ntitle: $:/core/modules/parsers/wikiparser/rules/wikirulebase.js\ntype: application/javascript\nmodule-type: global\n\nBase class for wiki parser rules\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n/*\nThis constructor is always overridden with a blank constructor, and so shouldn't be used\n*/\nvar WikiRuleBase = function() {\n};\n\n/*\nTo be overridden by individual rules\n*/\nWikiRuleBase.prototype.init = function(parser) {\n\tthis.parser = parser;\n};\n\n/*\nDefault implementation of findNextMatch uses RegExp matching\n*/\nWikiRuleBase.prototype.findNextMatch = function(startPos) {\n\tthis.matchRegExp.lastIndex = startPos;\n\tthis.match = this.matchRegExp.exec(this.parser.source);\n\treturn this.match ? this.match.index : undefined;\n};\n\nexports.WikiRuleBase = WikiRuleBase;\n\n})();\n",
"type": "application/javascript",
"module-type": "global"
},
"$:/core/modules/pluginswitcher.js": {
"title": "$:/core/modules/pluginswitcher.js",
"text": "/*\\\ntitle: $:/core/modules/pluginswitcher.js\ntype: application/javascript\nmodule-type: global\n\nManages switching plugins for themes and languages.\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n/*\noptions:\nwiki: wiki store to be used\npluginType: type of plugin to be switched\ncontrollerTitle: title of tiddler used to control switching of this resource\ndefaultPlugins: array of default plugins to be used if nominated plugin isn't found\nonSwitch: callback when plugin is switched (single parameter is array of plugin titles)\n*/\nfunction PluginSwitcher(options) {\n\tthis.wiki = options.wiki;\n\tthis.pluginType = options.pluginType;\n\tthis.controllerTitle = options.controllerTitle;\n\tthis.defaultPlugins = options.defaultPlugins || [];\n\tthis.onSwitch = options.onSwitch;\n\t// Switch to the current plugin\n\tthis.switchPlugins();\n\t// Listen for changes to the selected plugin\n\tvar self = this;\n\tthis.wiki.addEventListener(\"change\",function(changes) {\n\t\tif($tw.utils.hop(changes,self.controllerTitle)) {\n\t\t\tself.switchPlugins();\n\t\t}\n\t});\n}\n\nPluginSwitcher.prototype.switchPlugins = function() {\n\t// Get the name of the current theme\n\tvar selectedPluginTitle = this.wiki.getTiddlerText(this.controllerTitle);\n\t// If it doesn't exist, then fallback to one of the default themes\n\tvar index = 0;\n\twhile(!this.wiki.getTiddler(selectedPluginTitle) && index < this.defaultPlugins.length) {\n\t\tselectedPluginTitle = this.defaultPlugins[index++];\n\t}\n\t// Accumulate the titles of the plugins that we need to load\n\tvar plugins = [],\n\t\tself = this,\n\t\taccumulatePlugin = function(title) {\n\t\t\tvar tiddler = self.wiki.getTiddler(title);\n\t\t\tif(tiddler && tiddler.isPlugin() && plugins.indexOf(title) === -1) {\n\t\t\t\tplugins.push(title);\n\t\t\t\tvar pluginInfo = JSON.parse(self.wiki.getTiddlerText(title)),\n\t\t\t\t\tdependents = $tw.utils.parseStringArray(tiddler.fields.dependents || \"\");\n\t\t\t\t$tw.utils.each(dependents,function(title) {\n\t\t\t\t\taccumulatePlugin(title);\n\t\t\t\t});\n\t\t\t}\n\t\t};\n\taccumulatePlugin(selectedPluginTitle);\n\t// Read the plugin info for the incoming plugins\n\tvar changes = $tw.wiki.readPluginInfo(plugins);\n\t// Unregister any existing theme tiddlers\n\tvar unregisteredTiddlers = $tw.wiki.unregisterPluginTiddlers(this.pluginType);\n\t// Register any new theme tiddlers\n\tvar registeredTiddlers = $tw.wiki.registerPluginTiddlers(this.pluginType,plugins);\n\t// Unpack the current theme tiddlers\n\t$tw.wiki.unpackPluginTiddlers();\n\t// Call the switch handler\n\tif(this.onSwitch) {\n\t\tthis.onSwitch(plugins);\n\t}\n};\n\nexports.PluginSwitcher = PluginSwitcher;\n\n})();\n",
"type": "application/javascript",
"module-type": "global"
},
"$:/core/modules/saver-handler.js": {
"title": "$:/core/modules/saver-handler.js",
"text": "/*\\\ntitle: $:/core/modules/saver-handler.js\ntype: application/javascript\nmodule-type: global\n\nThe saver handler tracks changes to the store and handles saving the entire wiki via saver modules.\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n/*\nInstantiate the saver handler with the following options:\nwiki: wiki to be synced\ndirtyTracking: true if dirty tracking should be performed\n*/\nfunction SaverHandler(options) {\n\tvar self = this;\n\tthis.wiki = options.wiki;\n\tthis.dirtyTracking = options.dirtyTracking;\n\tthis.preloadDirty = options.preloadDirty || [];\n\tthis.pendingAutoSave = false;\n\t// Make a logger\n\tthis.logger = new $tw.utils.Logger(\"saver-handler\");\n\t// Initialise our savers\n\tif($tw.browser) {\n\t\tthis.initSavers();\n\t}\n\t// Only do dirty tracking if required\n\tif($tw.browser && this.dirtyTracking) {\n\t\t// Compile the dirty tiddler filter\n\t\tthis.filterFn = this.wiki.compileFilter(this.wiki.getTiddlerText(this.titleSyncFilter));\n\t\t// Count of changes that have not yet been saved\n\t\tvar filteredChanges = self.filterFn.call(self.wiki,function(iterator) {\n\t\t\t\t$tw.utils.each(self.preloadDirty,function(title) {\n\t\t\t\t\tvar tiddler = self.wiki.getTiddler(title);\n\t\t\t\t\titerator(tiddler,title);\n\t\t\t\t});\n\t\t});\n\t\tthis.numChanges = filteredChanges.length;\n\t\t// Listen out for changes to tiddlers\n\t\tthis.wiki.addEventListener(\"change\",function(changes) {\n\t\t\t// Filter the changes so that we only count changes to tiddlers that we care about\n\t\t\tvar filteredChanges = self.filterFn.call(self.wiki,function(iterator) {\n\t\t\t\t$tw.utils.each(changes,function(change,title) {\n\t\t\t\t\tvar tiddler = self.wiki.getTiddler(title);\n\t\t\t\t\titerator(tiddler,title);\n\t\t\t\t});\n\t\t\t});\n\t\t\t// Adjust the number of changes\n\t\t\tself.numChanges += filteredChanges.length;\n\t\t\tself.updateDirtyStatus();\n\t\t\t// Do any autosave if one is pending and there's no more change events\n\t\t\tif(self.pendingAutoSave && self.wiki.getSizeOfTiddlerEventQueue() === 0) {\n\t\t\t\t// Check if we're dirty\n\t\t\t\tif(self.numChanges > 0) {\n\t\t\t\t\tself.saveWiki({\n\t\t\t\t\t\tmethod: \"autosave\",\n\t\t\t\t\t\tdownloadType: \"text/plain\"\n\t\t\t\t\t});\n\t\t\t\t}\n\t\t\t\tself.pendingAutoSave = false;\n\t\t\t}\n\t\t});\n\t\t// Listen for the autosave event\n\t\t$tw.rootWidget.addEventListener(\"tm-auto-save-wiki\",function(event) {\n\t\t\t// Do the autosave unless there are outstanding tiddler change events\n\t\t\tif(self.wiki.getSizeOfTiddlerEventQueue() === 0) {\n\t\t\t\t// Check if we're dirty\n\t\t\t\tif(self.numChanges > 0) {\n\t\t\t\t\tself.saveWiki({\n\t\t\t\t\t\tmethod: \"autosave\",\n\t\t\t\t\t\tdownloadType: \"text/plain\"\n\t\t\t\t\t});\n\t\t\t\t}\n\t\t\t} else {\n\t\t\t\t// Otherwise put ourselves in the \"pending autosave\" state and wait for the change event before we do the autosave\n\t\t\t\tself.pendingAutoSave = true;\n\t\t\t}\n\t\t});\n\t\t// Set up our beforeunload handler\n\t\t$tw.addUnloadTask(function(event) {\n\t\t\tvar confirmationMessage;\n\t\t\tif(self.isDirty()) {\n\t\t\t\tconfirmationMessage = $tw.language.getString(\"UnsavedChangesWarning\");\n\t\t\t\tevent.returnValue = confirmationMessage; // Gecko\n\t\t\t}\n\t\t\treturn confirmationMessage;\n\t\t});\n\t}\n\t// Install the save action handlers\n\tif($tw.browser) {\n\t\t$tw.rootWidget.addEventListener(\"tm-save-wiki\",function(event) {\n\t\t\tself.saveWiki({\n\t\t\t\ttemplate: event.param,\n\t\t\t\tdownloadType: \"text/plain\",\n\t\t\t\tvariables: event.paramObject\n\t\t\t});\n\t\t});\n\t\t$tw.rootWidget.addEventListener(\"tm-download-file\",function(event) {\n\t\t\tself.saveWiki({\n\t\t\t\tmethod: \"download\",\n\t\t\t\ttemplate: event.param,\n\t\t\t\tdownloadType: \"text/plain\",\n\t\t\t\tvariables: event.paramObject\n\t\t\t});\n\t\t});\n\t}\n}\n\nSaverHandler.prototype.titleSyncFilter = \"$:/config/SaverFilter\";\nSaverHandler.prototype.titleAutoSave = \"$:/config/AutoSave\";\nSaverHandler.prototype.titleSavedNotification = \"$:/language/Notifications/Save/Done\";\n\n/*\nSelect the appropriate saver modules and set them up\n*/\nSaverHandler.prototype.initSavers = function(moduleType) {\n\tmoduleType = moduleType || \"saver\";\n\t// Instantiate the available savers\n\tthis.savers = [];\n\tvar self = this;\n\t$tw.modules.forEachModuleOfType(moduleType,function(title,module) {\n\t\tif(module.canSave(self)) {\n\t\t\tself.savers.push(module.create(self.wiki));\n\t\t}\n\t});\n\t// Sort the savers into priority order\n\tthis.savers.sort(function(a,b) {\n\t\tif(a.info.priority < b.info.priority) {\n\t\t\treturn -1;\n\t\t} else {\n\t\t\tif(a.info.priority > b.info.priority) {\n\t\t\t\treturn +1;\n\t\t\t} else {\n\t\t\t\treturn 0;\n\t\t\t}\n\t\t}\n\t});\n};\n\n/*\nSave the wiki contents. Options are:\n\tmethod: \"save\", \"autosave\" or \"download\"\n\ttemplate: the tiddler containing the template to save\n\tdownloadType: the content type for the saved file\n*/\nSaverHandler.prototype.saveWiki = function(options) {\n\toptions = options || {};\n\tvar self = this,\n\t\tmethod = options.method || \"save\";\n\t// Ignore autosave if disabled\n\tif(method === \"autosave\" && this.wiki.getTiddlerText(this.titleAutoSave,\"yes\") !== \"yes\") {\n\t\treturn false;\n\t}\n\tvar\tvariables = options.variables || {},\n\t\ttemplate = options.template || \"$:/core/save/all\",\n\t\tdownloadType = options.downloadType || \"text/plain\",\n\t\ttext = this.wiki.renderTiddler(downloadType,template,options),\n\t\tcallback = function(err) {\n\t\t\tif(err) {\n\t\t\t\talert($tw.language.getString(\"Error/WhileSaving\") + \":\\n\\n\" + err);\n\t\t\t} else {\n\t\t\t\t// Clear the task queue if we're saving (rather than downloading)\n\t\t\t\tif(method !== \"download\") {\n\t\t\t\t\tself.numChanges = 0;\n\t\t\t\t\tself.updateDirtyStatus();\n\t\t\t\t}\n\t\t\t\t$tw.notifier.display(self.titleSavedNotification);\n\t\t\t\tif(options.callback) {\n\t\t\t\t\toptions.callback();\n\t\t\t\t}\n\t\t\t}\n\t\t};\n\t// Call the highest priority saver that supports this method\n\tfor(var t=this.savers.length-1; t>=0; t--) {\n\t\tvar saver = this.savers[t];\n\t\tif(saver.info.capabilities.indexOf(method) !== -1 && saver.save(text,method,callback,{variables: {filename: variables.filename}})) {\n\t\t\tthis.logger.log(\"Saving wiki with method\",method,\"through saver\",saver.info.name);\n\t\t\treturn true;\n\t\t}\n\t}\n\treturn false;\n};\n\n/*\nChecks whether the wiki is dirty (ie the window shouldn't be closed)\n*/\nSaverHandler.prototype.isDirty = function() {\n\treturn this.numChanges > 0;\n};\n\n/*\nUpdate the document body with the class \"tc-dirty\" if the wiki has unsaved/unsynced changes\n*/\nSaverHandler.prototype.updateDirtyStatus = function() {\n\tif($tw.browser) {\n\t\t$tw.utils.toggleClass(document.body,\"tc-dirty\",this.isDirty());\n\t}\n};\n\nexports.SaverHandler = SaverHandler;\n\n})();\n",
"type": "application/javascript",
"module-type": "global"
},
"$:/core/modules/savers/andtidwiki.js": {
"title": "$:/core/modules/savers/andtidwiki.js",
"text": "/*\\\ntitle: $:/core/modules/savers/andtidwiki.js\ntype: application/javascript\nmodule-type: saver\n\nHandles saving changes via the AndTidWiki Android app\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false, netscape: false, Components: false */\n\"use strict\";\n\nvar AndTidWiki = function(wiki) {\n};\n\nAndTidWiki.prototype.save = function(text,method,callback,options) {\n\tvar filename = options && options.variables ? options.variables.filename : null;\n\tif (method === \"download\") {\n\t\t// Support download\n\t\tif (window.twi.saveDownload) {\n\t\t\ttry {\n\t\t\t\twindow.twi.saveDownload(text,filename);\n\t\t\t} catch(err) {\n\t\t\t\tif (err.message === \"Method not found\") {\n\t\t\t\t\twindow.twi.saveDownload(text);\n\t\t\t\t}\n\t\t\t}\n\t\t} else {\n\t\t\tvar link = document.createElement(\"a\");\n\t\t\tlink.setAttribute(\"href\",\"data:text/plain,\" + encodeURIComponent(text));\n\t\t\tif (filename) {\n\t\t\t link.setAttribute(\"download\",filename);\n\t\t\t}\n\t\t\tdocument.body.appendChild(link);\n\t\t\tlink.click();\n\t\t\tdocument.body.removeChild(link);\n\t\t}\n\t} else if (window.twi.saveWiki) {\n\t\t// Direct save in Tiddloid\n\t\twindow.twi.saveWiki(text);\n\t} else {\n\t\t// Get the pathname of this document\n\t\tvar pathname = decodeURIComponent(document.location.toString().split(\"#\")[0]);\n\t\t// Strip the file://\n\t\tif(pathname.indexOf(\"file://\") === 0) {\n\t\t\tpathname = pathname.substr(7);\n\t\t}\n\t\t// Strip any query or location part\n\t\tvar p = pathname.indexOf(\"?\");\n\t\tif(p !== -1) {\n\t\t\tpathname = pathname.substr(0,p);\n\t\t}\n\t\tp = pathname.indexOf(\"#\");\n\t\tif(p !== -1) {\n\t\t\tpathname = pathname.substr(0,p);\n\t\t}\n\t\t// Save the file\n\t\twindow.twi.saveFile(pathname,text);\n\t}\n\t// Call the callback\n\tcallback(null);\n\treturn true;\n};\n\n/*\nInformation about this saver\n*/\nAndTidWiki.prototype.info = {\n\tname: \"andtidwiki\",\n\tpriority: 1600,\n\tcapabilities: [\"save\", \"autosave\", \"download\"]\n};\n\n/*\nStatic method that returns true if this saver is capable of working\n*/\nexports.canSave = function(wiki) {\n\treturn !!window.twi && !!window.twi.saveFile;\n};\n\n/*\nCreate an instance of this saver\n*/\nexports.create = function(wiki) {\n\treturn new AndTidWiki(wiki);\n};\n\n})();\n",
"type": "application/javascript",
"module-type": "saver"
},
"$:/core/modules/savers/beaker.js": {
"title": "$:/core/modules/savers/beaker.js",
"text": "/*\\\ntitle: $:/core/modules/savers/beaker.js\ntype: application/javascript\nmodule-type: saver\n\nSaves files using the Beaker browser's (https://beakerbrowser.com) Dat protocol (https://datproject.org/)\nCompatible with beaker >= V0.7.2\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n/*\nSet up the saver\n*/\nvar BeakerSaver = function(wiki) {\n\tthis.wiki = wiki;\n};\n\nBeakerSaver.prototype.save = function(text,method,callback) {\n\tvar dat = new DatArchive(\"\" + window.location),\n\t\tpathname = (\"\" + window.location.pathname).split(\"#\")[0];\n\tdat.stat(pathname).then(function(value) {\n\t\tif(value.isDirectory()) {\n\t\t\tpathname = pathname + \"/index.html\";\n\t\t}\n\t\tdat.writeFile(pathname,text,\"utf8\").then(function(value) {\n\t\t\tcallback(null);\n\t\t},function(reason) {\n\t\t\tcallback(\"Beaker Saver Write Error: \" + reason);\n\t\t});\n\t},function(reason) {\n\t\tcallback(\"Beaker Saver Stat Error: \" + reason);\n\t});\n\treturn true;\n};\n\n/*\nInformation about this saver\n*/\nBeakerSaver.prototype.info = {\n\tname: \"beaker\",\n\tpriority: 3000,\n\tcapabilities: [\"save\", \"autosave\"]\n};\n\n/*\nStatic method that returns true if this saver is capable of working\n*/\nexports.canSave = function(wiki) {\n\treturn !!window.DatArchive && location.protocol===\"dat:\";\n};\n\n/*\nCreate an instance of this saver\n*/\nexports.create = function(wiki) {\n\treturn new BeakerSaver(wiki);\n};\n\n})();\n",
"type": "application/javascript",
"module-type": "saver"
},
"$:/core/modules/savers/download.js": {
"title": "$:/core/modules/savers/download.js",
"text": "/*\\\ntitle: $:/core/modules/savers/download.js\ntype: application/javascript\nmodule-type: saver\n\nHandles saving changes via HTML5's download APIs\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n/*\nSelect the appropriate saver module and set it up\n*/\nvar DownloadSaver = function(wiki) {\n};\n\nDownloadSaver.prototype.save = function(text,method,callback,options) {\n\toptions = options || {};\n\t// Get the current filename\n\tvar filename = options.variables.filename;\n\tif(!filename) {\n\t\tvar p = document.location.pathname.lastIndexOf(\"/\");\n\t\tif(p !== -1) {\n\t\t\t// We decode the pathname because document.location is URL encoded by the browser\n\t\t\tfilename = decodeURIComponent(document.location.pathname.substr(p+1));\n\t\t}\n\t}\n\tif(!filename) {\n\t\tfilename = \"tiddlywiki.html\";\n\t}\n\t// Set up the link\n\tvar link = document.createElement(\"a\");\n\tif(Blob !== undefined) {\n\t\tvar blob = new Blob([text], {type: \"text/html\"});\n\t\tlink.setAttribute(\"href\", URL.createObjectURL(blob));\n\t} else {\n\t\tlink.setAttribute(\"href\",\"data:text/html,\" + encodeURIComponent(text));\n\t}\n\tlink.setAttribute(\"download\",filename);\n\tdocument.body.appendChild(link);\n\tlink.click();\n\tdocument.body.removeChild(link);\n\t// Callback that we succeeded\n\tcallback(null);\n\treturn true;\n};\n\n/*\nInformation about this saver\n*/\nDownloadSaver.prototype.info = {\n\tname: \"download\",\n\tpriority: 100\n};\n\nObject.defineProperty(DownloadSaver.prototype.info, \"capabilities\", {\n\tget: function() {\n\t\tvar capabilities = [\"save\", \"download\"];\n\t\tif(($tw.wiki.getTextReference(\"$:/config/DownloadSaver/AutoSave\") || \"\").toLowerCase() === \"yes\") {\n\t\t\tcapabilities.push(\"autosave\");\n\t\t}\n\t\treturn capabilities;\n\t}\n});\n\n/*\nStatic method that returns true if this saver is capable of working\n*/\nexports.canSave = function(wiki) {\n\treturn document.createElement(\"a\").download !== undefined;\n};\n\n/*\nCreate an instance of this saver\n*/\nexports.create = function(wiki) {\n\treturn new DownloadSaver(wiki);\n};\n\n})();\n",
"type": "application/javascript",
"module-type": "saver"
},
"$:/core/modules/savers/fsosaver.js": {
"title": "$:/core/modules/savers/fsosaver.js",
"text": "/*\\\ntitle: $:/core/modules/savers/fsosaver.js\ntype: application/javascript\nmodule-type: saver\n\nHandles saving changes via MS FileSystemObject ActiveXObject\n\nNote: Since TiddlyWiki's markup contains the MOTW, the FileSystemObject normally won't be available. \nHowever, if the wiki is loaded as an .HTA file (Windows HTML Applications) then the FSO can be used.\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n/*\nSelect the appropriate saver module and set it up\n*/\nvar FSOSaver = function(wiki) {\n};\n\nFSOSaver.prototype.save = function(text,method,callback) {\n\t// Get the pathname of this document\n\tvar pathname = unescape(document.location.pathname);\n\t// Test for a Windows path of the form /x:\\blah...\n\tif(/^\\/[A-Z]\\:\\\\[^\\\\]+/i.test(pathname)) {\t// ie: ^/[a-z]:/[^/]+\n\t\t// Remove the leading slash\n\t\tpathname = pathname.substr(1);\n\t} else if(document.location.hostname !== \"\" && /^\\/\\\\[^\\\\]+\\\\[^\\\\]+/i.test(pathname)) {\t// test for \\\\server\\share\\blah... - ^/[^/]+/[^/]+\n\t\t// Remove the leading slash\n\t\tpathname = pathname.substr(1);\n\t\t// reconstruct UNC path\n\t\tpathname = \"\\\\\\\\\" + document.location.hostname + pathname;\n\t} else {\n\t\treturn false;\n\t}\n\t// Save the file (as UTF-16)\n\tvar fso = new ActiveXObject(\"Scripting.FileSystemObject\");\n\tvar file = fso.OpenTextFile(pathname,2,-1,-1);\n\tfile.Write(text);\n\tfile.Close();\n\t// Callback that we succeeded\n\tcallback(null);\n\treturn true;\n};\n\n/*\nInformation about this saver\n*/\nFSOSaver.prototype.info = {\n\tname: \"FSOSaver\",\n\tpriority: 120,\n\tcapabilities: [\"save\", \"autosave\"]\n};\n\n/*\nStatic method that returns true if this saver is capable of working\n*/\nexports.canSave = function(wiki) {\n\ttry {\n\t\treturn (window.location.protocol === \"file:\") && !!(new ActiveXObject(\"Scripting.FileSystemObject\"));\n\t} catch(e) { return false; }\n};\n\n/*\nCreate an instance of this saver\n*/\nexports.create = function(wiki) {\n\treturn new FSOSaver(wiki);\n};\n\n})();\n",
"type": "application/javascript",
"module-type": "saver"
},
"$:/core/modules/savers/gitea.js": {
"title": "$:/core/modules/savers/gitea.js",
"text": "/*\\\ntitle: $:/core/modules/savers/gitea.js\ntype: application/javascript\nmodule-type: saver\n\nSaves wiki by pushing a commit to the gitea\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n/*\nSelect the appropriate saver module and set it up\n*/\nvar GiteaSaver = function(wiki) {\n\tthis.wiki = wiki;\n};\n\nGiteaSaver.prototype.save = function(text,method,callback) {\n\tvar self = this,\n\t\tusername = this.wiki.getTiddlerText(\"$:/Gitea/Username\"),\n\t\tpassword = $tw.utils.getPassword(\"Gitea\"),\n\t\trepo = this.wiki.getTiddlerText(\"$:/Gitea/Repo\"),\n\t\tpath = this.wiki.getTiddlerText(\"$:/Gitea/Path\",\"\"),\n\t\tfilename = this.wiki.getTiddlerText(\"$:/Gitea/Filename\"),\n\t\tbranch = this.wiki.getTiddlerText(\"$:/Gitea/Branch\") || \"master\",\n\t\tendpoint = this.wiki.getTiddlerText(\"$:/Gitea/ServerURL\") || \"https://gitea\",\n\t\theaders = {\n\t\t\t\"Accept\": \"application/json\",\n\t\t\t\"Content-Type\": \"application/json;charset=UTF-8\",\n\t\t\t\"Authorization\": \"Basic \" + window.btoa(username + \":\" + password)\n\t\t};\n\t// Bail if we don't have everything we need\n\tif(!username || !password || !repo || !path || !filename) {\n\t\treturn false;\n\t}\n\t// Make sure the path start and ends with a slash\n\tif(path.substring(0,1) !== \"/\") {\n\t\tpath = \"/\" + path;\n\t}\n\tif(path.substring(path.length - 1) !== \"/\") {\n\t\tpath = path + \"/\";\n\t}\n\t// Compose the base URI\n\tvar uri = endpoint + \"/repos/\" + repo + \"/contents\" + path;\n\t// Perform a get request to get the details (inc shas) of files in the same path as our file\n\t$tw.utils.httpRequest({\n\t\turl: uri,\n\t\ttype: \"GET\",\n\t\theaders: headers,\n\t\tdata: {\n\t\t\tref: branch\n\t\t},\n\t\tcallback: function(err,getResponseDataJson,xhr) {\n\t\t\tvar getResponseData,sha = \"\";\n\t\t\tif(err && xhr.status !== 404) {\n\t\t\t\treturn callback(err);\n\t\t\t}\n\t\t\tvar use_put = true;\n\t\t\tif(xhr.status !== 404) {\n\t\t\t\tgetResponseData = JSON.parse(getResponseDataJson);\n\t\t\t\t$tw.utils.each(getResponseData,function(details) {\n\t\t\t\t\tif(details.name === filename) {\n\t\t\t\t\t\tsha = details.sha;\n\t\t\t\t\t}\n\t\t\t\t});\n\t\t\t\tif(sha === \"\"){\n\t\t\t\t\tuse_put = false;\n\t\t\t\t}\n\t\t\t}\n\t\t\tvar data = {\n\t\t\t\tmessage: $tw.language.getRawString(\"ControlPanel/Saving/GitService/CommitMessage\"),\n\t\t\t\tcontent: $tw.utils.base64Encode(text),\n\t\t\t\tsha: sha\n\t\t\t};\n\t\t\t$tw.utils.httpRequest({\n\t\t\t\turl: endpoint + \"/repos/\" + repo + \"/branches/\" + branch,\n\t\t\t\ttype: \"GET\",\n\t\t\t\theaders: headers,\n\t\t\t\tcallback: function(err,getResponseDataJson,xhr) {\n\t\t\t\t\tif(xhr.status === 404) {\n\t\t\t\t\t\tcallback(\"Please ensure the branch in the Gitea repo exists\");\n\t\t\t\t\t}else{\n\t\t\t\t\t\tdata[\"branch\"] = branch;\n\t\t\t\t\t\tself.upload(uri + filename, use_put?\"PUT\":\"POST\", headers, data, callback);\n\t\t\t\t\t}\n\t\t\t\t}\n\t\t\t});\n\t\t}\n\t});\n\treturn true;\n};\n\nGiteaSaver.prototype.upload = function(uri,method,headers,data,callback) {\n\t$tw.utils.httpRequest({\n\t\turl: uri,\n\t\ttype: method,\n\t\theaders: headers,\n\t\tdata: JSON.stringify(data),\n\t\tcallback: function(err,putResponseDataJson,xhr) {\n\t\t\tif(err) {\n\t\t\t\treturn callback(err);\n\t\t\t}\n\t\t\tvar putResponseData = JSON.parse(putResponseDataJson);\n\t\t\tcallback(null);\n\t\t}\n\t});\n};\n\n/*\nInformation about this saver\n*/\nGiteaSaver.prototype.info = {\n\tname: \"Gitea\",\n\tpriority: 2000,\n\tcapabilities: [\"save\", \"autosave\"]\n};\n\n/*\nStatic method that returns true if this saver is capable of working\n*/\nexports.canSave = function(wiki) {\n\treturn true;\n};\n\n/*\nCreate an instance of this saver\n*/\nexports.create = function(wiki) {\n\treturn new GiteaSaver(wiki);\n};\n\n})();\n",
"type": "application/javascript",
"module-type": "saver"
},
"$:/core/modules/savers/github.js": {
"title": "$:/core/modules/savers/github.js",
"text": "/*\\\ntitle: $:/core/modules/savers/github.js\ntype: application/javascript\nmodule-type: saver\n\nSaves wiki by pushing a commit to the GitHub v3 REST API\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n/*\nSelect the appropriate saver module and set it up\n*/\nvar GitHubSaver = function(wiki) {\n\tthis.wiki = wiki;\n};\n\nGitHubSaver.prototype.save = function(text,method,callback) {\n\tvar self = this,\n\t\tusername = this.wiki.getTiddlerText(\"$:/GitHub/Username\"),\n\t\tpassword = $tw.utils.getPassword(\"github\"),\n\t\trepo = this.wiki.getTiddlerText(\"$:/GitHub/Repo\"),\n\t\tpath = this.wiki.getTiddlerText(\"$:/GitHub/Path\",\"\"),\n\t\tfilename = this.wiki.getTiddlerText(\"$:/GitHub/Filename\"),\n\t\tbranch = this.wiki.getTiddlerText(\"$:/GitHub/Branch\") || \"master\",\n\t\tendpoint = this.wiki.getTiddlerText(\"$:/GitHub/ServerURL\") || \"https://api.github.com\",\n\t\theaders = {\n\t\t\t\"Accept\": \"application/vnd.github.v3+json\",\n\t\t\t\"Content-Type\": \"application/json;charset=UTF-8\",\n\t\t\t\"Authorization\": \"Basic \" + window.btoa(username + \":\" + password)\n\t\t};\n\t// Bail if we don't have everything we need\n\tif(!username || !password || !repo || !path || !filename) {\n\t\treturn false;\n\t}\n\t// Make sure the path start and ends with a slash\n\tif(path.substring(0,1) !== \"/\") {\n\t\tpath = \"/\" + path;\n\t}\n\tif(path.substring(path.length - 1) !== \"/\") {\n\t\tpath = path + \"/\";\n\t}\n\t// Compose the base URI\n\tvar uri = endpoint + \"/repos/\" + repo + \"/contents\" + path;\n\t// Perform a get request to get the details (inc shas) of files in the same path as our file\n\t$tw.utils.httpRequest({\n\t\turl: uri,\n\t\ttype: \"GET\",\n\t\theaders: headers,\n\t\tdata: {\n\t\t\tref: branch\n\t\t},\n\t\tcallback: function(err,getResponseDataJson,xhr) {\n\t\t\tvar getResponseData,sha = \"\";\n\t\t\tif(err && xhr.status !== 404) {\n\t\t\t\treturn callback(err);\n\t\t\t}\n\t\t\tif(xhr.status !== 404) {\n\t\t\t\tgetResponseData = JSON.parse(getResponseDataJson);\n\t\t\t\t$tw.utils.each(getResponseData,function(details) {\n\t\t\t\t\tif(details.name === filename) {\n\t\t\t\t\t\tsha = details.sha;\n\t\t\t\t\t}\n\t\t\t\t});\n\t\t\t}\n\t\t\tvar data = {\n\t\t\t\tmessage: $tw.language.getRawString(\"ControlPanel/Saving/GitService/CommitMessage\"),\n\t\t\t\tcontent: $tw.utils.base64Encode(text),\n\t\t\t\tbranch: branch,\n\t\t\t\tsha: sha\n\t\t\t};\n\t\t\t// Perform a PUT request to save the file\n\t\t\t$tw.utils.httpRequest({\n\t\t\t\turl: uri + filename,\n\t\t\t\ttype: \"PUT\",\n\t\t\t\theaders: headers,\n\t\t\t\tdata: JSON.stringify(data),\n\t\t\t\tcallback: function(err,putResponseDataJson,xhr) {\n\t\t\t\t\tif(err) {\n\t\t\t\t\t\treturn callback(err);\n\t\t\t\t\t}\n\t\t\t\t\tvar putResponseData = JSON.parse(putResponseDataJson);\n\t\t\t\t\tcallback(null);\n\t\t\t\t}\n\t\t\t});\n\t\t}\n\t});\n\treturn true;\n};\n\n/*\nInformation about this saver\n*/\nGitHubSaver.prototype.info = {\n\tname: \"github\",\n\tpriority: 2000,\n\tcapabilities: [\"save\", \"autosave\"]\n};\n\n/*\nStatic method that returns true if this saver is capable of working\n*/\nexports.canSave = function(wiki) {\n\treturn true;\n};\n\n/*\nCreate an instance of this saver\n*/\nexports.create = function(wiki) {\n\treturn new GitHubSaver(wiki);\n};\n\n})();\n",
"type": "application/javascript",
"module-type": "saver"
},
"$:/core/modules/savers/gitlab.js": {
"title": "$:/core/modules/savers/gitlab.js",
"text": "/*\\\ntitle: $:/core/modules/savers/gitlab.js\ntype: application/javascript\nmodule-type: saver\n\nSaves wiki by pushing a commit to the GitLab REST API\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: true */\n\"use strict\";\n\n/*\nSelect the appropriate saver module and set it up\n*/\nvar GitLabSaver = function(wiki) {\n\tthis.wiki = wiki;\n};\n\nGitLabSaver.prototype.save = function(text,method,callback) {\n\t/* See https://docs.gitlab.com/ee/api/repository_files.html */\n\tvar self = this,\n\t\tusername = this.wiki.getTiddlerText(\"$:/GitLab/Username\"),\n\t\tpassword = $tw.utils.getPassword(\"gitlab\"),\n\t\trepo = this.wiki.getTiddlerText(\"$:/GitLab/Repo\"),\n\t\tpath = this.wiki.getTiddlerText(\"$:/GitLab/Path\",\"\"),\n\t\tfilename = this.wiki.getTiddlerText(\"$:/GitLab/Filename\"),\n\t\tbranch = this.wiki.getTiddlerText(\"$:/GitLab/Branch\") || \"master\",\n\t\tendpoint = this.wiki.getTiddlerText(\"$:/GitLab/ServerURL\") || \"https://gitlab.com/api/v4\",\n\t\theaders = {\n\t\t\t\"Content-Type\": \"application/json;charset=UTF-8\",\n\t\t\t\"Private-Token\": password\n\t\t};\n\t// Bail if we don't have everything we need\n\tif(!username || !password || !repo || !path || !filename) {\n\t\treturn false;\n\t}\n\t// Make sure the path start and ends with a slash\n\tif(path.substring(0,1) !== \"/\") {\n\t\tpath = \"/\" + path;\n\t}\n\tif(path.substring(path.length - 1) !== \"/\") {\n\t\tpath = path + \"/\";\n\t}\n\t// Compose the base URI\n\tvar uri = endpoint + \"/projects/\" + encodeURIComponent(repo) + \"/repository/\";\n\t// Perform a get request to get the details (inc shas) of files in the same path as our file\n\t$tw.utils.httpRequest({\n\t\turl: uri + \"tree/?path=\" + encodeURIComponent(path.replace(/^\\/+|\\/$/g, '')) + \"&branch=\" + encodeURIComponent(branch.replace(/^\\/+|\\/$/g, '')),\n\t\ttype: \"GET\",\n\t\theaders: headers,\n\t\tcallback: function(err,getResponseDataJson,xhr) {\n\t\t\tvar getResponseData,sha = \"\";\n\t\t\tif(err && xhr.status !== 404) {\n\t\t\t\treturn callback(err);\n\t\t\t}\n\t\t\tvar requestType = \"POST\";\n\t\t\tif(xhr.status !== 404) {\n\t\t\t\tgetResponseData = JSON.parse(getResponseDataJson);\n\t\t\t\t$tw.utils.each(getResponseData,function(details) {\n\t\t\t\t\tif(details.name === filename) {\n\t\t\t\t\t\trequestType = \"PUT\";\n\t\t\t\t\t\tsha = details.sha;\n\t\t\t\t\t}\n\t\t\t\t});\n\t\t\t}\n\t\t\tvar data = {\n\t\t\t\tcommit_message: $tw.language.getRawString(\"ControlPanel/Saving/GitService/CommitMessage\"),\n\t\t\t\tcontent: text,\n\t\t\t\tbranch: branch,\n\t\t\t\tsha: sha\n\t\t\t};\n\t\t\t// Perform a request to save the file\n\t\t\t$tw.utils.httpRequest({\n\t\t\t\turl: uri + \"files/\" + encodeURIComponent(path.replace(/^\\/+/, '') + filename),\n\t\t\t\ttype: requestType,\n\t\t\t\theaders: headers,\n\t\t\t\tdata: JSON.stringify(data),\n\t\t\t\tcallback: function(err,putResponseDataJson,xhr) {\n\t\t\t\t\tif(err) {\n\t\t\t\t\t\treturn callback(err);\n\t\t\t\t\t}\n\t\t\t\t\tvar putResponseData = JSON.parse(putResponseDataJson);\n\t\t\t\t\tcallback(null);\n\t\t\t\t}\n\t\t\t});\n\t\t}\n\t});\n\treturn true;\n};\n\n/*\nInformation about this saver\n*/\nGitLabSaver.prototype.info = {\n\tname: \"gitlab\",\n\tpriority: 2000,\n\tcapabilities: [\"save\", \"autosave\"]\n};\n\n/*\nStatic method that returns true if this saver is capable of working\n*/\nexports.canSave = function(wiki) {\n\treturn true;\n};\n\n/*\nCreate an instance of this saver\n*/\nexports.create = function(wiki) {\n\treturn new GitLabSaver(wiki);\n};\n\n})();\n",
"type": "application/javascript",
"module-type": "saver"
},
"$:/core/modules/savers/manualdownload.js": {
"title": "$:/core/modules/savers/manualdownload.js",
"text": "/*\\\ntitle: $:/core/modules/savers/manualdownload.js\ntype: application/javascript\nmodule-type: saver\n\nHandles saving changes via HTML5's download APIs\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n// Title of the tiddler containing the download message\nvar downloadInstructionsTitle = \"$:/language/Modals/Download\";\n\n/*\nSelect the appropriate saver module and set it up\n*/\nvar ManualDownloadSaver = function(wiki) {\n};\n\nManualDownloadSaver.prototype.save = function(text,method,callback) {\n\t$tw.modal.display(downloadInstructionsTitle,{\n\t\tdownloadLink: \"data:text/html,\" + encodeURIComponent(text)\n\t});\n\t// Callback that we succeeded\n\tcallback(null);\n\treturn true;\n};\n\n/*\nInformation about this saver\n*/\nManualDownloadSaver.prototype.info = {\n\tname: \"manualdownload\",\n\tpriority: 0,\n\tcapabilities: [\"save\", \"download\"]\n};\n\n/*\nStatic method that returns true if this saver is capable of working\n*/\nexports.canSave = function(wiki) {\n\treturn true;\n};\n\n/*\nCreate an instance of this saver\n*/\nexports.create = function(wiki) {\n\treturn new ManualDownloadSaver(wiki);\n};\n\n})();\n",
"type": "application/javascript",
"module-type": "saver"
},
"$:/core/modules/savers/msdownload.js": {
"title": "$:/core/modules/savers/msdownload.js",
"text": "/*\\\ntitle: $:/core/modules/savers/msdownload.js\ntype: application/javascript\nmodule-type: saver\n\nHandles saving changes via window.navigator.msSaveBlob()\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n/*\nSelect the appropriate saver module and set it up\n*/\nvar MsDownloadSaver = function(wiki) {\n};\n\nMsDownloadSaver.prototype.save = function(text,method,callback) {\n\t// Get the current filename\n\tvar filename = \"tiddlywiki.html\",\n\t\tp = document.location.pathname.lastIndexOf(\"/\");\n\tif(p !== -1) {\n\t\tfilename = document.location.pathname.substr(p+1);\n\t}\n\t// Set up the link\n\tvar blob = new Blob([text], {type: \"text/html\"});\n\twindow.navigator.msSaveBlob(blob,filename);\n\t// Callback that we succeeded\n\tcallback(null);\n\treturn true;\n};\n\n/*\nInformation about this saver\n*/\nMsDownloadSaver.prototype.info = {\n\tname: \"msdownload\",\n\tpriority: 110,\n\tcapabilities: [\"save\", \"download\"]\n};\n\n/*\nStatic method that returns true if this saver is capable of working\n*/\nexports.canSave = function(wiki) {\n\treturn !!window.navigator.msSaveBlob;\n};\n\n/*\nCreate an instance of this saver\n*/\nexports.create = function(wiki) {\n\treturn new MsDownloadSaver(wiki);\n};\n\n})();\n",
"type": "application/javascript",
"module-type": "saver"
},
"$:/core/modules/savers/put.js": {
"title": "$:/core/modules/savers/put.js",
"text": "/*\\\ntitle: $:/core/modules/savers/put.js\ntype: application/javascript\nmodule-type: saver\n\nSaves wiki by performing a PUT request to the server\n\nWorks with any server which accepts a PUT request\nto the current URL, such as a WebDAV server.\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n/*\nRetrieve ETag if available\n*/\nvar retrieveETag = function(self) {\n\tvar headers = {\n\t\tAccept: \"*/*;charset=UTF-8\"\n\t};\n\t$tw.utils.httpRequest({\n\t\turl: self.uri(),\n\t\ttype: \"HEAD\",\n\t\theaders: headers,\n\t\tcallback: function(err,data,xhr) {\n\t\t\tif(err) {\n\t\t\t\treturn;\n\t\t\t}\n\t\t\tvar etag = xhr.getResponseHeader(\"ETag\");\n\t\t\tif(!etag) {\n\t\t\t\treturn;\n\t\t\t}\n\t\t\tself.etag = etag.replace(/^W\\//,\"\");\n\t\t}\n\t});\n};\n\n\n/*\nSelect the appropriate saver module and set it up\n*/\nvar PutSaver = function(wiki) {\n\tthis.wiki = wiki;\n\tvar self = this;\n\tvar uri = this.uri();\n\t// Async server probe. Until probe finishes, save will fail fast\n\t// See also https://github.com/Jermolene/TiddlyWiki5/issues/2276\n\t$tw.utils.httpRequest({\n\t\turl: uri,\n\t\ttype: \"OPTIONS\",\n\t\tcallback: function(err,data,xhr) {\n\t\t\t// Check DAV header http://www.webdav.org/specs/rfc2518.html#rfc.section.9.1\n\t\t\tif(!err) {\n\t\t\t\tself.serverAcceptsPuts = xhr.status === 200 && !!xhr.getResponseHeader(\"dav\");\n\t\t\t}\n\t\t}\n\t});\n\tretrieveETag(this);\n};\n\nPutSaver.prototype.uri = function() {\n\treturn document.location.toString().split(\"#\")[0];\n};\n\n// TODO: in case of edit conflict\n// Prompt: Do you want to save over this? Y/N\n// Merging would be ideal, and may be possible using future generic merge flow\nPutSaver.prototype.save = function(text,method,callback) {\n\tif(!this.serverAcceptsPuts) {\n\t\treturn false;\n\t}\n\tvar self = this;\n\tvar headers = {\n\t\t\"Content-Type\": \"text/html;charset=UTF-8\"\n\t};\n\tif(this.etag) {\n\t\theaders[\"If-Match\"] = this.etag;\n\t}\n\t$tw.utils.httpRequest({\n\t\turl: this.uri(),\n\t\ttype: \"PUT\",\n\t\theaders: headers,\n\t\tdata: text,\n\t\tcallback: function(err,data,xhr) {\n\t\t\tif(err) {\n\t\t\t\t// response is textual: \"XMLHttpRequest error code: 412\"\n\t\t\t\tvar status = Number(err.substring(err.indexOf(':') + 2, err.length))\n\t\t\t\tif(status === 412) { // edit conflict\n\t\t\t\t\tvar message = $tw.language.getString(\"Error/EditConflict\");\n\t\t\t\t\tcallback(message);\n\t\t\t\t} else {\n\t\t\t\t\tcallback(err); // fail\n\t\t\t\t}\n\t\t\t} else {\n\t\t\t\tself.etag = xhr.getResponseHeader(\"ETag\");\n\t\t\t\tif(self.etag == null) {\n\t\t\t\t\tretrieveETag(self);\n\t\t\t\t}\n\t\t\t\tcallback(null); // success\n\t\t\t}\n\t\t}\n\t});\n\treturn true;\n};\n\n/*\nInformation about this saver\n*/\nPutSaver.prototype.info = {\n\tname: \"put\",\n\tpriority: 2000,\n\tcapabilities: [\"save\",\"autosave\"]\n};\n\n/*\nStatic method that returns true if this saver is capable of working\n*/\nexports.canSave = function(wiki) {\n\treturn /^https?:/.test(location.protocol);\n};\n\n/*\nCreate an instance of this saver\n*/\nexports.create = function(wiki) {\n\treturn new PutSaver(wiki);\n};\n\n})();\n",
"type": "application/javascript",
"module-type": "saver"
},
"$:/core/modules/savers/tiddlyfox.js": {
"title": "$:/core/modules/savers/tiddlyfox.js",
"text": "/*\\\ntitle: $:/core/modules/savers/tiddlyfox.js\ntype: application/javascript\nmodule-type: saver\n\nHandles saving changes via the TiddlyFox file extension\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false, netscape: false, Components: false */\n\"use strict\";\n\nvar TiddlyFoxSaver = function(wiki) {\n};\n\nTiddlyFoxSaver.prototype.save = function(text,method,callback) {\n\tvar messageBox = document.getElementById(\"tiddlyfox-message-box\");\n\tif(messageBox) {\n\t\t// Get the pathname of this document\n\t\tvar pathname = document.location.toString().split(\"#\")[0];\n\t\t// Replace file://localhost/ with file:///\n\t\tif(pathname.indexOf(\"file://localhost/\") === 0) {\n\t\t\tpathname = \"file://\" + pathname.substr(16);\n\t\t}\n\t\t// Windows path file:///x:/blah/blah --> x:\\blah\\blah\n\t\tif(/^file\\:\\/\\/\\/[A-Z]\\:\\//i.test(pathname)) {\n\t\t\t// Remove the leading slash and convert slashes to backslashes\n\t\t\tpathname = pathname.substr(8).replace(/\\//g,\"\\\\\");\n\t\t// Firefox Windows network path file://///server/share/blah/blah --> //server/share/blah/blah\n\t\t} else if(pathname.indexOf(\"file://///\") === 0) {\n\t\t\tpathname = \"\\\\\\\\\" + unescape(pathname.substr(10)).replace(/\\//g,\"\\\\\");\n\t\t// Mac/Unix local path file:///path/path --> /path/path\n\t\t} else if(pathname.indexOf(\"file:///\") === 0) {\n\t\t\tpathname = unescape(pathname.substr(7));\n\t\t// Mac/Unix local path file:/path/path --> /path/path\n\t\t} else if(pathname.indexOf(\"file:/\") === 0) {\n\t\t\tpathname = unescape(pathname.substr(5));\n\t\t// Otherwise Windows networth path file://server/share/path/path --> \\\\server\\share\\path\\path\n\t\t} else {\n\t\t\tpathname = \"\\\\\\\\\" + unescape(pathname.substr(7)).replace(new RegExp(\"/\",\"g\"),\"\\\\\");\n\t\t}\n\t\t// Create the message element and put it in the message box\n\t\tvar message = document.createElement(\"div\");\n\t\tmessage.setAttribute(\"data-tiddlyfox-path\",decodeURIComponent(pathname));\n\t\tmessage.setAttribute(\"data-tiddlyfox-content\",text);\n\t\tmessageBox.appendChild(message);\n\t\t// Add an event handler for when the file has been saved\n\t\tmessage.addEventListener(\"tiddlyfox-have-saved-file\",function(event) {\n\t\t\tcallback(null);\n\t\t}, false);\n\t\t// Create and dispatch the custom event to the extension\n\t\tvar event = document.createEvent(\"Events\");\n\t\tevent.initEvent(\"tiddlyfox-save-file\",true,false);\n\t\tmessage.dispatchEvent(event);\n\t\treturn true;\n\t} else {\n\t\treturn false;\n\t}\n};\n\n/*\nInformation about this saver\n*/\nTiddlyFoxSaver.prototype.info = {\n\tname: \"tiddlyfox\",\n\tpriority: 1500,\n\tcapabilities: [\"save\", \"autosave\"]\n};\n\n/*\nStatic method that returns true if this saver is capable of working\n*/\nexports.canSave = function(wiki) {\n\treturn true;\n};\n\n/*\nCreate an instance of this saver\n*/\nexports.create = function(wiki) {\n\treturn new TiddlyFoxSaver(wiki);\n};\n\n})();\n",
"type": "application/javascript",
"module-type": "saver"
},
"$:/core/modules/savers/tiddlyie.js": {
"title": "$:/core/modules/savers/tiddlyie.js",
"text": "/*\\\ntitle: $:/core/modules/savers/tiddlyie.js\ntype: application/javascript\nmodule-type: saver\n\nHandles saving changes via Internet Explorer BHO extenion (TiddlyIE)\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n/*\nSelect the appropriate saver module and set it up\n*/\nvar TiddlyIESaver = function(wiki) {\n};\n\nTiddlyIESaver.prototype.save = function(text,method,callback) {\n\t// Check existence of TiddlyIE BHO extension (note: only works after document is complete)\n\tif(typeof(window.TiddlyIE) != \"undefined\") {\n\t\t// Get the pathname of this document\n\t\tvar pathname = unescape(document.location.pathname);\n\t\t// Test for a Windows path of the form /x:/blah...\n\t\tif(/^\\/[A-Z]\\:\\/[^\\/]+/i.test(pathname)) {\t// ie: ^/[a-z]:/[^/]+ (is this better?: ^/[a-z]:/[^/]+(/[^/]+)*\\.[^/]+ )\n\t\t\t// Remove the leading slash\n\t\t\tpathname = pathname.substr(1);\n\t\t\t// Convert slashes to backslashes\n\t\t\tpathname = pathname.replace(/\\//g,\"\\\\\");\n\t\t} else if(document.hostname !== \"\" && /^\\/[^\\/]+\\/[^\\/]+/i.test(pathname)) {\t// test for \\\\server\\share\\blah... - ^/[^/]+/[^/]+\n\t\t\t// Convert slashes to backslashes\n\t\t\tpathname = pathname.replace(/\\//g,\"\\\\\");\n\t\t\t// reconstruct UNC path\n\t\t\tpathname = \"\\\\\\\\\" + document.location.hostname + pathname;\n\t\t} else return false;\n\t\t// Prompt the user to save the file\n\t\twindow.TiddlyIE.save(pathname, text);\n\t\t// Callback that we succeeded\n\t\tcallback(null);\n\t\treturn true;\n\t} else {\n\t\treturn false;\n\t}\n};\n\n/*\nInformation about this saver\n*/\nTiddlyIESaver.prototype.info = {\n\tname: \"tiddlyiesaver\",\n\tpriority: 1500,\n\tcapabilities: [\"save\"]\n};\n\n/*\nStatic method that returns true if this saver is capable of working\n*/\nexports.canSave = function(wiki) {\n\treturn (window.location.protocol === \"file:\");\n};\n\n/*\nCreate an instance of this saver\n*/\nexports.create = function(wiki) {\n\treturn new TiddlyIESaver(wiki);\n};\n\n})();\n",
"type": "application/javascript",
"module-type": "saver"
},
"$:/core/modules/savers/twedit.js": {
"title": "$:/core/modules/savers/twedit.js",
"text": "/*\\\ntitle: $:/core/modules/savers/twedit.js\ntype: application/javascript\nmodule-type: saver\n\nHandles saving changes via the TWEdit iOS app\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false, netscape: false, Components: false */\n\"use strict\";\n\nvar TWEditSaver = function(wiki) {\n};\n\nTWEditSaver.prototype.save = function(text,method,callback) {\n\t// Bail if we're not running under TWEdit\n\tif(typeof DeviceInfo !== \"object\") {\n\t\treturn false;\n\t}\n\t// Get the pathname of this document\n\tvar pathname = decodeURIComponent(document.location.pathname);\n\t// Strip any query or location part\n\tvar p = pathname.indexOf(\"?\");\n\tif(p !== -1) {\n\t\tpathname = pathname.substr(0,p);\n\t}\n\tp = pathname.indexOf(\"#\");\n\tif(p !== -1) {\n\t\tpathname = pathname.substr(0,p);\n\t}\n\t// Remove the leading \"/Documents\" from path\n\tvar prefix = \"/Documents\";\n\tif(pathname.indexOf(prefix) === 0) {\n\t\tpathname = pathname.substr(prefix.length);\n\t}\n\t// Error handler\n\tvar errorHandler = function(event) {\n\t\t// Error\n\t\tcallback($tw.language.getString(\"Error/SavingToTWEdit\") + \": \" + event.target.error.code);\n\t};\n\t// Get the file system\n\twindow.requestFileSystem(LocalFileSystem.PERSISTENT,0,function(fileSystem) {\n\t\t// Now we've got the filesystem, get the fileEntry\n\t\tfileSystem.root.getFile(pathname, {create: true}, function(fileEntry) {\n\t\t\t// Now we've got the fileEntry, create the writer\n\t\t\tfileEntry.createWriter(function(writer) {\n\t\t\t\twriter.onerror = errorHandler;\n\t\t\t\twriter.onwrite = function() {\n\t\t\t\t\tcallback(null);\n\t\t\t\t};\n\t\t\t\twriter.position = 0;\n\t\t\t\twriter.write(text);\n\t\t\t},errorHandler);\n\t\t}, errorHandler);\n\t}, errorHandler);\n\treturn true;\n};\n\n/*\nInformation about this saver\n*/\nTWEditSaver.prototype.info = {\n\tname: \"twedit\",\n\tpriority: 1600,\n\tcapabilities: [\"save\", \"autosave\"]\n};\n\n/*\nStatic method that returns true if this saver is capable of working\n*/\nexports.canSave = function(wiki) {\n\treturn true;\n};\n\n/*\nCreate an instance of this saver\n*/\nexports.create = function(wiki) {\n\treturn new TWEditSaver(wiki);\n};\n\n/////////////////////////// Hack\n// HACK: This ensures that TWEdit recognises us as a TiddlyWiki document\nif($tw.browser) {\n\twindow.version = {title: \"TiddlyWiki\"};\n}\n\n})();\n",
"type": "application/javascript",
"module-type": "saver"
},
"$:/core/modules/savers/upload.js": {
"title": "$:/core/modules/savers/upload.js",
"text": "/*\\\ntitle: $:/core/modules/savers/upload.js\ntype: application/javascript\nmodule-type: saver\n\nHandles saving changes via upload to a server.\n\nDesigned to be compatible with BidiX's UploadPlugin at http://tiddlywiki.bidix.info/#UploadPlugin\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n/*\nSelect the appropriate saver module and set it up\n*/\nvar UploadSaver = function(wiki) {\n\tthis.wiki = wiki;\n};\n\nUploadSaver.prototype.save = function(text,method,callback) {\n\t// Get the various parameters we need\n\tvar backupDir = this.wiki.getTextReference(\"$:/UploadBackupDir\") || \".\",\n\t\tusername = this.wiki.getTextReference(\"$:/UploadName\"),\n\t\tpassword = $tw.utils.getPassword(\"upload\"),\n\t\tuploadDir = this.wiki.getTextReference(\"$:/UploadDir\") || \".\",\n\t\tuploadFilename = this.wiki.getTextReference(\"$:/UploadFilename\") || \"index.html\",\n\t\turl = this.wiki.getTextReference(\"$:/UploadURL\");\n\t// Bail out if we don't have the bits we need\n\tif(!username || username.toString().trim() === \"\" || !password || password.toString().trim() === \"\") {\n\t\treturn false;\n\t}\n\t// Construct the url if not provided\n\tif(!url) {\n\t\turl = \"http://\" + username + \".tiddlyspot.com/store.cgi\";\n\t}\n\t// Assemble the header\n\tvar boundary = \"---------------------------\" + \"AaB03x\";\t\n\tvar uploadFormName = \"UploadPlugin\";\n\tvar head = [];\n\thead.push(\"--\" + boundary + \"\\r\\nContent-disposition: form-data; name=\\\"UploadPlugin\\\"\\r\\n\");\n\thead.push(\"backupDir=\" + backupDir + \";user=\" + username + \";password=\" + password + \";uploaddir=\" + uploadDir + \";;\"); \n\thead.push(\"\\r\\n\" + \"--\" + boundary);\n\thead.push(\"Content-disposition: form-data; name=\\\"userfile\\\"; filename=\\\"\" + uploadFilename + \"\\\"\");\n\thead.push(\"Content-Type: text/html;charset=UTF-8\");\n\thead.push(\"Content-Length: \" + text.length + \"\\r\\n\");\n\thead.push(\"\");\n\t// Assemble the tail and the data itself\n\tvar tail = \"\\r\\n--\" + boundary + \"--\\r\\n\",\n\t\tdata = head.join(\"\\r\\n\") + text + tail;\n\t// Do the HTTP post\n\tvar http = new XMLHttpRequest();\n\thttp.open(\"POST\",url,true,username,password);\n\thttp.setRequestHeader(\"Content-Type\",\"multipart/form-data; charset=UTF-8; boundary=\" + boundary);\n\thttp.onreadystatechange = function() {\n\t\tif(http.readyState == 4 && http.status == 200) {\n\t\t\tif(http.responseText.substr(0,4) === \"0 - \") {\n\t\t\t\tcallback(null);\n\t\t\t} else {\n\t\t\t\tcallback(http.responseText);\n\t\t\t}\n\t\t}\n\t};\n\ttry {\n\t\thttp.send(data);\n\t} catch(ex) {\n\t\treturn callback($tw.language.getString(\"Error/Caption\") + \":\" + ex);\n\t}\n\t$tw.notifier.display(\"$:/language/Notifications/Save/Starting\");\n\treturn true;\n};\n\n/*\nInformation about this saver\n*/\nUploadSaver.prototype.info = {\n\tname: \"upload\",\n\tpriority: 2000,\n\tcapabilities: [\"save\", \"autosave\"]\n};\n\n/*\nStatic method that returns true if this saver is capable of working\n*/\nexports.canSave = function(wiki) {\n\treturn true;\n};\n\n/*\nCreate an instance of this saver\n*/\nexports.create = function(wiki) {\n\treturn new UploadSaver(wiki);\n};\n\n})();\n",
"type": "application/javascript",
"module-type": "saver"
},
"$:/core/modules/server/authenticators/basic.js": {
"title": "$:/core/modules/server/authenticators/basic.js",
"text": "/*\\\ntitle: $:/core/modules/server/authenticators/basic.js\ntype: application/javascript\nmodule-type: authenticator\n\nAuthenticator for WWW basic authentication\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nif($tw.node) {\n\tvar util = require(\"util\"),\n\t\tfs = require(\"fs\"),\n\t\turl = require(\"url\"),\n\t\tpath = require(\"path\");\n}\n\nfunction BasicAuthenticator(server) {\n\tthis.server = server;\n\tthis.credentialsData = [];\n}\n\n/*\nReturns true if the authenticator is active, false if it is inactive, or a string if there is an error\n*/\nBasicAuthenticator.prototype.init = function() {\n\t// Read the credentials data\n\tthis.credentialsFilepath = this.server.get(\"credentials\");\n\tif(this.credentialsFilepath) {\n\t\tvar resolveCredentialsFilepath = path.resolve($tw.boot.wikiPath,this.credentialsFilepath);\n\t\tif(fs.existsSync(resolveCredentialsFilepath) && !fs.statSync(resolveCredentialsFilepath).isDirectory()) {\n\t\t\tvar credentialsText = fs.readFileSync(resolveCredentialsFilepath,\"utf8\"),\n\t\t\t\tcredentialsData = $tw.utils.parseCsvStringWithHeader(credentialsText);\n\t\t\tif(typeof credentialsData === \"string\") {\n\t\t\t\treturn \"Error: \" + credentialsData + \" reading credentials from '\" + resolveCredentialsFilepath + \"'\";\n\t\t\t} else {\n\t\t\t\tthis.credentialsData = credentialsData;\n\t\t\t}\n\t\t} else {\n\t\t\treturn \"Error: Unable to load user credentials from '\" + resolveCredentialsFilepath + \"'\";\n\t\t}\n\t}\n\t// Add the hardcoded username and password if specified\n\tif(this.server.get(\"username\") && this.server.get(\"password\")) {\n\t\tthis.credentialsData = this.credentialsData || [];\n\t\tthis.credentialsData.push({\n\t\t\tusername: this.server.get(\"username\"),\n\t\t\tpassword: this.server.get(\"password\")\n\t\t});\n\t}\n\treturn this.credentialsData.length > 0;\n};\n\n/*\nReturns true if the request is authenticated and assigns the \"authenticatedUsername\" state variable.\nReturns false if the request couldn't be authenticated having sent an appropriate response to the browser\n*/\nBasicAuthenticator.prototype.authenticateRequest = function(request,response,state) {\n\t// Extract the incoming username and password from the request\n\tvar header = request.headers.authorization || \"\";\n\tif(!header && state.allowAnon) {\n\t\t// If there's no header and anonymous access is allowed then we don't set authenticatedUsername\n\t\treturn true;\n\t}\n\tvar token = header.split(/\\s+/).pop() || \"\",\n\t\tauth = $tw.utils.base64Decode(token),\n\t\tparts = auth.split(/:/),\n\t\tincomingUsername = parts[0],\n\t\tincomingPassword = parts[1];\n\t// Check that at least one of the credentials matches\n\tvar matchingCredentials = this.credentialsData.find(function(credential) {\n\t\treturn credential.username === incomingUsername && credential.password === incomingPassword;\n\t});\n\tif(matchingCredentials) {\n\t\t// If so, add the authenticated username to the request state\n\t\tstate.authenticatedUsername = incomingUsername;\n\t\treturn true;\n\t} else {\n\t\t// If not, return an authentication challenge\n\t\tresponse.writeHead(401,\"Authentication required\",{\n\t\t\t\"WWW-Authenticate\": 'Basic realm=\"Please provide your username and password to login to ' + state.server.servername + '\"'\n\t\t});\n\t\tresponse.end();\n\t\treturn false;\n\t}\n};\n\nexports.AuthenticatorClass = BasicAuthenticator;\n\n})();\n",
"type": "application/javascript",
"module-type": "authenticator"
},
"$:/core/modules/server/authenticators/header.js": {
"title": "$:/core/modules/server/authenticators/header.js",
"text": "/*\\\ntitle: $:/core/modules/server/authenticators/header.js\ntype: application/javascript\nmodule-type: authenticator\n\nAuthenticator for trusted header authentication\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nfunction HeaderAuthenticator(server) {\n\tthis.server = server;\n\tthis.header = server.get(\"authenticated-user-header\");\n}\n\n/*\nReturns true if the authenticator is active, false if it is inactive, or a string if there is an error\n*/\nHeaderAuthenticator.prototype.init = function() {\n\treturn !!this.header;\n};\n\n/*\nReturns true if the request is authenticated and assigns the \"authenticatedUsername\" state variable.\nReturns false if the request couldn't be authenticated having sent an appropriate response to the browser\n*/\nHeaderAuthenticator.prototype.authenticateRequest = function(request,response,state) {\n\t// Otherwise, authenticate as the username in the specified header\n\tvar username = request.headers[this.header];\n\tif(!username && !state.allowAnon) {\n\t\tresponse.writeHead(401,\"Authorization header required to login to '\" + state.server.servername + \"'\");\n\t\tresponse.end();\n\t\treturn false;\n\t} else {\n\t\t// authenticatedUsername will be undefined for anonymous users\n\t\tstate.authenticatedUsername = username;\n\t\treturn true;\n\t}\n};\n\nexports.AuthenticatorClass = HeaderAuthenticator;\n\n})();\n",
"type": "application/javascript",
"module-type": "authenticator"
},
"$:/core/modules/server/routes/delete-tiddler.js": {
"title": "$:/core/modules/server/routes/delete-tiddler.js",
"text": "/*\\\ntitle: $:/core/modules/server/routes/delete-tiddler.js\ntype: application/javascript\nmodule-type: route\n\nDELETE /recipes/default/tiddlers/:title\n\n\\*/\n(function() {\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nexports.method = \"DELETE\";\n\nexports.path = /^\\/bags\\/default\\/tiddlers\\/(.+)$/;\n\nexports.handler = function(request,response,state) {\n\tvar title = decodeURIComponent(state.params[0]);\n\tstate.wiki.deleteTiddler(title);\n\tresponse.writeHead(204, \"OK\", {\n\t\t\"Content-Type\": \"text/plain\"\n\t});\n\tresponse.end();\n};\n\n}());\n",
"type": "application/javascript",
"module-type": "route"
},
"$:/core/modules/server/routes/get-favicon.js": {
"title": "$:/core/modules/server/routes/get-favicon.js",
"text": "/*\\\ntitle: $:/core/modules/server/routes/get-favicon.js\ntype: application/javascript\nmodule-type: route\n\nGET /favicon.ico\n\n\\*/\n(function() {\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nexports.method = \"GET\";\n\nexports.path = /^\\/favicon.ico$/;\n\nexports.handler = function(request,response,state) {\n\tresponse.writeHead(200, {\"Content-Type\": \"image/x-icon\"});\n\tvar buffer = state.wiki.getTiddlerText(\"$:/favicon.ico\",\"\");\n\tresponse.end(buffer,\"base64\");\n};\n\n}());\n",
"type": "application/javascript",
"module-type": "route"
},
"$:/core/modules/server/routes/get-file.js": {
"title": "$:/core/modules/server/routes/get-file.js",
"text": "/*\\\ntitle: $:/core/modules/server/routes/get-file.js\ntype: application/javascript\nmodule-type: route\n\nGET /files/:filepath\n\n\\*/\n(function() {\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nexports.method = \"GET\";\n\nexports.path = /^\\/files\\/(.+)$/;\n\nexports.handler = function(request,response,state) {\n\tvar path = require(\"path\"),\n\t\tfs = require(\"fs\"),\n\t\tutil = require(\"util\"),\n\t\tsuppliedFilename = decodeURIComponent(state.params[0]),\n\t\tfilename = path.resolve($tw.boot.wikiPath,\"files\",suppliedFilename),\n\t\textension = path.extname(filename);\n\tfs.readFile(filename,function(err,content) {\n\t\tvar status,content,type = \"text/plain\";\n\t\tif(err) {\n\t\t\tconsole.log(\"Error accessing file \" + filename + \": \" + err.toString());\n\t\t\tstatus = 404;\n\t\t\tcontent = \"File '\" + suppliedFilename + \"' not found\";\n\t\t} else {\n\t\t\tstatus = 200;\n\t\t\tcontent = content;\n\t\t\ttype = ($tw.config.fileExtensionInfo[extension] ? $tw.config.fileExtensionInfo[extension].type : \"application/octet-stream\");\n\t\t}\n\t\tresponse.writeHead(status,{\n\t\t\t\"Content-Type\": type\n\t\t});\n\t\tresponse.end(content);\n\t});\n};\n\n}());\n",
"type": "application/javascript",
"module-type": "route"
},
"$:/core/modules/server/routes/get-index.js": {
"title": "$:/core/modules/server/routes/get-index.js",
"text": "/*\\\ntitle: $:/core/modules/server/routes/get-index.js\ntype: application/javascript\nmodule-type: route\n\nGET /\n\n\\*/\n(function() {\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nvar zlib = require(\"zlib\");\n\nexports.method = \"GET\";\n\nexports.path = /^\\/$/;\n\nexports.handler = function(request,response,state) {\n\tvar acceptEncoding = request.headers[\"accept-encoding\"];\n\tif(!acceptEncoding) {\n\t\tacceptEncoding = \"\";\n\t}\n\tvar text = state.wiki.renderTiddler(state.server.get(\"root-render-type\"),state.server.get(\"root-tiddler\")),\n\t\tresponseHeaders = {\n\t\t\"Content-Type\": state.server.get(\"root-serve-type\")\n\t};\n\t/*\n\tIf the gzip=yes flag for `listen` is set, check if the user agent permits\n\tcompression. If so, compress our response. Note that we use the synchronous\n\tfunctions from zlib to stay in the imperative style. The current `Server`\n\tdoesn't depend on this, and we may just as well use the async versions.\n\t*/\n\tif(state.server.enableGzip) {\n\t\tif (/\\bdeflate\\b/.test(acceptEncoding)) {\n\t\t\tresponseHeaders[\"Content-Encoding\"] = \"deflate\";\n\t\t\ttext = zlib.deflateSync(text);\n\t\t} else if (/\\bgzip\\b/.test(acceptEncoding)) {\n\t\t\tresponseHeaders[\"Content-Encoding\"] = \"gzip\";\n\t\t\ttext = zlib.gzipSync(text);\n\t\t}\n\t}\n\tresponse.writeHead(200,responseHeaders);\n\tresponse.end(text);\n};\n\n}());\n",
"type": "application/javascript",
"module-type": "route"
},
"$:/core/modules/server/routes/get-login-basic.js": {
"title": "$:/core/modules/server/routes/get-login-basic.js",
"text": "/*\\\ntitle: $:/core/modules/server/routes/get-login-basic.js\ntype: application/javascript\nmodule-type: route\n\nGET /login-basic -- force a Basic Authentication challenge\n\n\\*/\n(function() {\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nexports.method = \"GET\";\n\nexports.path = /^\\/login-basic$/;\n\nexports.handler = function(request,response,state) {\n\tif(!state.authenticatedUsername) {\n\t\t// Challenge if there's no username\n\t\tresponse.writeHead(401,{\n\t\t\t\"WWW-Authenticate\": 'Basic realm=\"Please provide your username and password to login to ' + state.server.servername + '\"'\n\t\t});\n\t\tresponse.end();\t\t\n\t} else {\n\t\t// Redirect to the root wiki if login worked\n\t\tresponse.writeHead(302,{\n\t\t\tLocation: \"/\"\n\t\t});\n\t\tresponse.end();\n\t}\n};\n\n}());\n",
"type": "application/javascript",
"module-type": "route"
},
"$:/core/modules/server/routes/get-status.js": {
"title": "$:/core/modules/server/routes/get-status.js",
"text": "/*\\\ntitle: $:/core/modules/server/routes/get-status.js\ntype: application/javascript\nmodule-type: route\n\nGET /status\n\n\\*/\n(function() {\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nexports.method = \"GET\";\n\nexports.path = /^\\/status$/;\n\nexports.handler = function(request,response,state) {\n\tresponse.writeHead(200, {\"Content-Type\": \"application/json\"});\n\tvar text = JSON.stringify({\n\t\tusername: state.authenticatedUsername || state.server.get(\"anon-username\") || \"\",\n\t\tanonymous: !state.authenticatedUsername,\n\t\tread_only: !state.server.isAuthorized(\"writers\",state.authenticatedUsername),\n\t\tspace: {\n\t\t\trecipe: \"default\"\n\t\t},\n\t\ttiddlywiki_version: $tw.version\n\t});\n\tresponse.end(text,\"utf8\");\n};\n\n}());\n",
"type": "application/javascript",
"module-type": "route"
},
"$:/core/modules/server/routes/get-tiddler-html.js": {
"title": "$:/core/modules/server/routes/get-tiddler-html.js",
"text": "/*\\\ntitle: $:/core/modules/server/routes/get-tiddler-html.js\ntype: application/javascript\nmodule-type: route\n\nGET /:title\n\n\\*/\n(function() {\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nexports.method = \"GET\";\n\nexports.path = /^\\/([^\\/]+)$/;\n\nexports.handler = function(request,response,state) {\n\tvar title = decodeURIComponent(state.params[0]),\n\t\ttiddler = state.wiki.getTiddler(title);\n\tif(tiddler) {\n\t\tvar renderType = tiddler.getFieldString(\"_render_type\"),\n\t\t\trenderTemplate = tiddler.getFieldString(\"_render_template\");\n\t\t// Tiddler fields '_render_type' and '_render_template' overwrite\n\t\t// system wide settings for render type and template\n\t\tif(state.wiki.isSystemTiddler(title)) {\n\t\t\trenderType = renderType || state.server.get(\"system-tiddler-render-type\");\n\t\t\trenderTemplate = renderTemplate || state.server.get(\"system-tiddler-render-template\");\n\t\t} else {\n\t\t\trenderType = renderType || state.server.get(\"tiddler-render-type\");\n\t\t\trenderTemplate = renderTemplate || state.server.get(\"tiddler-render-template\");\n\t\t}\n\t\tvar text = state.wiki.renderTiddler(renderType,renderTemplate,{parseAsInline: true, variables: {currentTiddler: title}});\n\t\t// Naughty not to set a content-type, but it's the easiest way to ensure the browser will see HTML pages as HTML, and accept plain text tiddlers as CSS or JS\n\t\tresponse.writeHead(200);\n\t\tresponse.end(text,\"utf8\");\n\t} else {\n\t\tresponse.writeHead(404);\n\t\tresponse.end();\n\t}\n};\n\n}());\n",
"type": "application/javascript",
"module-type": "route"
},
"$:/core/modules/server/routes/get-tiddler.js": {
"title": "$:/core/modules/server/routes/get-tiddler.js",
"text": "/*\\\ntitle: $:/core/modules/server/routes/get-tiddler.js\ntype: application/javascript\nmodule-type: route\n\nGET /recipes/default/tiddlers/:title\n\n\\*/\n(function() {\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nexports.method = \"GET\";\n\nexports.path = /^\\/recipes\\/default\\/tiddlers\\/(.+)$/;\n\nexports.handler = function(request,response,state) {\n\tvar title = decodeURIComponent(state.params[0]),\n\t\ttiddler = state.wiki.getTiddler(title),\n\t\ttiddlerFields = {},\n\t\tknownFields = [\n\t\t\t\"bag\", \"created\", \"creator\", \"modified\", \"modifier\", \"permissions\", \"recipe\", \"revision\", \"tags\", \"text\", \"title\", \"type\", \"uri\"\n\t\t];\n\tif(tiddler) {\n\t\t$tw.utils.each(tiddler.fields,function(field,name) {\n\t\t\tvar value = tiddler.getFieldString(name);\n\t\t\tif(knownFields.indexOf(name) !== -1) {\n\t\t\t\ttiddlerFields[name] = value;\n\t\t\t} else {\n\t\t\t\ttiddlerFields.fields = tiddlerFields.fields || {};\n\t\t\t\ttiddlerFields.fields[name] = value;\n\t\t\t}\n\t\t});\n\t\ttiddlerFields.revision = state.wiki.getChangeCount(title);\n\t\ttiddlerFields.bag = \"default\";\n\t\ttiddlerFields.type = tiddlerFields.type || \"text/vnd.tiddlywiki\";\n\t\tresponse.writeHead(200, {\"Content-Type\": \"application/json\"});\n\t\tresponse.end(JSON.stringify(tiddlerFields),\"utf8\");\n\t} else {\n\t\tresponse.writeHead(404);\n\t\tresponse.end();\n\t}\n};\n\n}());\n",
"type": "application/javascript",
"module-type": "route"
},
"$:/core/modules/server/routes/get-tiddlers-json.js": {
"title": "$:/core/modules/server/routes/get-tiddlers-json.js",
"text": "/*\\\ntitle: $:/core/modules/server/routes/get-tiddlers-json.js\ntype: application/javascript\nmodule-type: route\n\nGET /recipes/default/tiddlers/tiddlers.json?filter=<filter>\n\n\\*/\n(function() {\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nvar DEFAULT_FILTER = \"[all[tiddlers]!is[system]sort[title]]\";\n\nexports.method = \"GET\";\n\nexports.path = /^\\/recipes\\/default\\/tiddlers.json$/;\n\nexports.handler = function(request,response,state) {\n\tvar filter = state.queryParameters.filter || DEFAULT_FILTER;\n\tif($tw.wiki.getTiddlerText(\"$:/config/Server/AllowAllExternalFilters\") !== \"yes\") {\n\t\tif($tw.wiki.getTiddlerText(\"$:/config/Server/ExternalFilters/\" + filter) !== \"yes\") {\n\t\t\tconsole.log(\"Blocked attempt to GET /recipes/default/tiddlers/tiddlers.json with filter: \" + filter);\n\t\t\tresponse.writeHead(403);\n\t\t\tresponse.end();\n\t\t\treturn;\n\t\t}\n\t}\n\tvar excludeFields = (state.queryParameters.exclude || \"text\").split(\",\"),\n\t\ttitles = state.wiki.filterTiddlers(filter);\n\tresponse.writeHead(200, {\"Content-Type\": \"application/json\"});\n\tvar tiddlers = [];\n\t$tw.utils.each(titles,function(title) {\n\t\tvar tiddler = state.wiki.getTiddler(title);\n\t\tif(tiddler) {\n\t\t\tvar tiddlerFields = tiddler.getFieldStrings({exclude: excludeFields});\n\t\t\ttiddlerFields.revision = state.wiki.getChangeCount(title);\n\t\t\ttiddlerFields.type = tiddlerFields.type || \"text/vnd.tiddlywiki\";\n\t\t\ttiddlers.push(tiddlerFields);\n\t\t}\n\t});\n\tvar text = JSON.stringify(tiddlers);\n\tresponse.end(text,\"utf8\");\n};\n\n}());\n",
"type": "application/javascript",
"module-type": "route"
},
"$:/core/modules/server/routes/put-tiddler.js": {
"title": "$:/core/modules/server/routes/put-tiddler.js",
"text": "/*\\\ntitle: $:/core/modules/server/routes/put-tiddler.js\ntype: application/javascript\nmodule-type: route\n\nPUT /recipes/default/tiddlers/:title\n\n\\*/\n(function() {\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nexports.method = \"PUT\";\n\nexports.path = /^\\/recipes\\/default\\/tiddlers\\/(.+)$/;\n\nexports.handler = function(request,response,state) {\n\tvar title = decodeURIComponent(state.params[0]),\n\tfields = JSON.parse(state.data);\n\t// Pull up any subfields in the `fields` object\n\tif(fields.fields) {\n\t\t$tw.utils.each(fields.fields,function(field,name) {\n\t\t\tfields[name] = field;\n\t\t});\n\t\tdelete fields.fields;\n\t}\n\t// Remove any revision field\n\tif(fields.revision) {\n\t\tdelete fields.revision;\n\t}\n\tstate.wiki.addTiddler(new $tw.Tiddler(state.wiki.getCreationFields(),fields,{title: title},state.wiki.getModificationFields()));\n\tvar changeCount = state.wiki.getChangeCount(title).toString();\n\tresponse.writeHead(204, \"OK\",{\n\t\tEtag: \"\\\"default/\" + encodeURIComponent(title) + \"/\" + changeCount + \":\\\"\",\n\t\t\"Content-Type\": \"text/plain\"\n\t});\n\tresponse.end();\n};\n\n}());\n",
"type": "application/javascript",
"module-type": "route"
},
"$:/core/modules/server/server.js": {
"title": "$:/core/modules/server/server.js",
"text": "/*\\\ntitle: $:/core/modules/server/server.js\ntype: application/javascript\nmodule-type: library\n\nServe tiddlers over http\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nif($tw.node) {\n\tvar util = require(\"util\"),\n\t\tfs = require(\"fs\"),\n\t\turl = require(\"url\"),\n\t\tpath = require(\"path\"),\n\t\tquerystring = require(\"querystring\");\n}\n\n/*\nA simple HTTP server with regexp-based routes\noptions: variables - optional hashmap of variables to set (a misnomer - they are really constant parameters)\n\t\t routes - optional array of routes to use\n\t\t wiki - reference to wiki object\n*/\nfunction Server(options) {\n\tvar self = this;\n\tthis.routes = options.routes || [];\n\tthis.authenticators = options.authenticators || [];\n\tthis.wiki = options.wiki;\n\tthis.servername = $tw.utils.transliterateToSafeASCII(this.wiki.getTiddlerText(\"$:/SiteTitle\") || \"TiddlyWiki5\");\n\t// Initialise the variables\n\tthis.variables = $tw.utils.extend({},this.defaultVariables);\n\tif(options.variables) {\n\t\tfor(var variable in options.variables) {\n\t\t\tif(options.variables[variable]) {\n\t\t\t\tthis.variables[variable] = options.variables[variable];\n\t\t\t}\n\t\t}\t\t\n\t}\n\t$tw.utils.extend({},this.defaultVariables,options.variables);\n\t// Initialise CSRF\n\tthis.csrfDisable = this.get(\"csrf-disable\") === \"yes\";\n\t// Initialize Gzip compression\n\tthis.enableGzip = this.get(\"gzip\") === \"yes\";\n\t// Initialise authorization\n\tvar authorizedUserName = (this.get(\"username\") && this.get(\"password\")) ? this.get(\"username\") : \"(anon)\";\n\tthis.authorizationPrincipals = {\n\t\treaders: (this.get(\"readers\") || authorizedUserName).split(\",\").map($tw.utils.trim),\n\t\twriters: (this.get(\"writers\") || authorizedUserName).split(\",\").map($tw.utils.trim)\n\t}\n\t// Load and initialise authenticators\n\t$tw.modules.forEachModuleOfType(\"authenticator\", function(title,authenticatorDefinition) {\n\t\t// console.log(\"Loading server route \" + title);\n\t\tself.addAuthenticator(authenticatorDefinition.AuthenticatorClass);\n\t});\n\t// Load route handlers\n\t$tw.modules.forEachModuleOfType(\"route\", function(title,routeDefinition) {\n\t\t// console.log(\"Loading server route \" + title);\n\t\tself.addRoute(routeDefinition);\n\t});\n\t// Initialise the http vs https\n\tthis.listenOptions = null;\n\tthis.protocol = \"http\";\n\tvar tlsKeyFilepath = this.get(\"tls-key\"),\n\t\ttlsCertFilepath = this.get(\"tls-cert\");\n\tif(tlsCertFilepath && tlsKeyFilepath) {\n\t\tthis.listenOptions = {\n\t\t\tkey: fs.readFileSync(path.resolve($tw.boot.wikiPath,tlsKeyFilepath),\"utf8\"),\n\t\t\tcert: fs.readFileSync(path.resolve($tw.boot.wikiPath,tlsCertFilepath),\"utf8\")\n\t\t};\n\t\tthis.protocol = \"https\";\n\t}\n\tthis.transport = require(this.protocol);\n}\n\nServer.prototype.defaultVariables = {\n\tport: \"8080\",\n\thost: \"127.0.0.1\",\n\t\"root-tiddler\": \"$:/core/save/all\",\n\t\"root-render-type\": \"text/plain\",\n\t\"root-serve-type\": \"text/html\",\n\t\"tiddler-render-type\": \"text/html\",\n\t\"tiddler-render-template\": \"$:/core/templates/server/static.tiddler.html\",\n\t\"system-tiddler-render-type\": \"text/plain\",\n\t\"system-tiddler-render-template\": \"$:/core/templates/wikified-tiddler\",\n\t\"debug-level\": \"none\",\n\t\"gzip\": \"no\"\n};\n\nServer.prototype.get = function(name) {\n\treturn this.variables[name];\n};\n\nServer.prototype.addRoute = function(route) {\n\tthis.routes.push(route);\n};\n\nServer.prototype.addAuthenticator = function(AuthenticatorClass) {\n\t// Instantiate and initialise the authenticator\n\tvar authenticator = new AuthenticatorClass(this),\n\t\tresult = authenticator.init();\n\tif(typeof result === \"string\") {\n\t\t$tw.utils.error(\"Error: \" + result);\n\t} else if(result) {\n\t\t// Only use the authenticator if it initialised successfully\n\t\tthis.authenticators.push(authenticator);\n\t}\n};\n\nServer.prototype.findMatchingRoute = function(request,state) {\n\tvar pathprefix = this.get(\"path-prefix\") || \"\";\n\tfor(var t=0; t<this.routes.length; t++) {\n\t\tvar potentialRoute = this.routes[t],\n\t\t\tpathRegExp = potentialRoute.path,\n\t\t\tpathname = state.urlInfo.pathname,\n\t\t\tmatch;\n\t\tif(pathprefix) {\n\t\t\tif(pathname.substr(0,pathprefix.length) === pathprefix) {\n\t\t\t\tpathname = pathname.substr(pathprefix.length) || \"/\";\n\t\t\t\tmatch = potentialRoute.path.exec(pathname);\n\t\t\t} else {\n\t\t\t\tmatch = false;\n\t\t\t}\n\t\t} else {\n\t\t\tmatch = potentialRoute.path.exec(pathname);\n\t\t}\n\t\tif(match && request.method === potentialRoute.method) {\n\t\t\tstate.params = [];\n\t\t\tfor(var p=1; p<match.length; p++) {\n\t\t\t\tstate.params.push(match[p]);\n\t\t\t}\n\t\t\treturn potentialRoute;\n\t\t}\n\t}\n\treturn null;\n};\n\nServer.prototype.methodMappings = {\n\t\"GET\": \"readers\",\n\t\"OPTIONS\": \"readers\",\n\t\"HEAD\": \"readers\",\n\t\"PUT\": \"writers\",\n\t\"POST\": \"writers\",\n\t\"DELETE\": \"writers\"\n};\n\n/*\nCheck whether a given user is authorized for the specified authorizationType (\"readers\" or \"writers\"). Pass null or undefined as the username to check for anonymous access\n*/\nServer.prototype.isAuthorized = function(authorizationType,username) {\n\tvar principals = this.authorizationPrincipals[authorizationType] || [];\n\treturn principals.indexOf(\"(anon)\") !== -1 || (username && (principals.indexOf(\"(authenticated)\") !== -1 || principals.indexOf(username) !== -1));\n}\n\nServer.prototype.requestHandler = function(request,response) {\n\t// Compose the state object\n\tvar self = this;\n\tvar state = {};\n\tstate.wiki = self.wiki;\n\tstate.server = self;\n\tstate.urlInfo = url.parse(request.url);\n\tstate.queryParameters = querystring.parse(state.urlInfo.query);\n\t// Get the principals authorized to access this resource\n\tvar authorizationType = this.methodMappings[request.method] || \"readers\";\n\t// Check for the CSRF header if this is a write\n\tif(!this.csrfDisable && authorizationType === \"writers\" && request.headers[\"x-requested-with\"] !== \"TiddlyWiki\") {\n\t\tresponse.writeHead(403,\"'X-Requested-With' header required to login to '\" + this.servername + \"'\");\n\t\tresponse.end();\n\t\treturn;\t\t\n\t}\n\t// Check whether anonymous access is granted\n\tstate.allowAnon = this.isAuthorized(authorizationType,null);\n\t// Authenticate with the first active authenticator\n\tif(this.authenticators.length > 0) {\n\t\tif(!this.authenticators[0].authenticateRequest(request,response,state)) {\n\t\t\t// Bail if we failed (the authenticator will have sent the response)\n\t\t\treturn;\n\t\t}\t\t\n\t}\n\t// Authorize with the authenticated username\n\tif(!this.isAuthorized(authorizationType,state.authenticatedUsername)) {\n\t\tresponse.writeHead(401,\"'\" + state.authenticatedUsername + \"' is not authorized to access '\" + this.servername + \"'\");\n\t\tresponse.end();\n\t\treturn;\n\t}\n\t// Find the route that matches this path\n\tvar route = self.findMatchingRoute(request,state);\n\t// Optionally output debug info\n\tif(self.get(\"debug-level\") !== \"none\") {\n\t\tconsole.log(\"Request path:\",JSON.stringify(state.urlInfo));\n\t\tconsole.log(\"Request headers:\",JSON.stringify(request.headers));\n\t\tconsole.log(\"authenticatedUsername:\",state.authenticatedUsername);\n\t}\n\t// Return a 404 if we didn't find a route\n\tif(!route) {\n\t\tresponse.writeHead(404);\n\t\tresponse.end();\n\t\treturn;\n\t}\n\t// Receive the request body if necessary and hand off to the route handler\n\tif(route.bodyFormat === \"stream\" || request.method === \"GET\" || request.method === \"HEAD\") {\n\t\t// Let the route handle the request stream itself\n\t\troute.handler(request,response,state);\n\t} else if(route.bodyFormat === \"string\" || !route.bodyFormat) {\n\t\t// Set the encoding for the incoming request\n\t\trequest.setEncoding(\"utf8\");\n\t\tvar data = \"\";\n\t\trequest.on(\"data\",function(chunk) {\n\t\t\tdata += chunk.toString();\n\t\t});\n\t\trequest.on(\"end\",function() {\n\t\t\tstate.data = data;\n\t\t\troute.handler(request,response,state);\n\t\t});\n\t} else if(route.bodyFormat === \"buffer\") {\n\t\tvar data = [];\n\t\trequest.on(\"data\",function(chunk) {\n\t\t\tdata.push(chunk);\n\t\t});\n\t\trequest.on(\"end\",function() {\n\t\t\tstate.data = Buffer.concat(data);\n\t\t\troute.handler(request,response,state);\n\t\t})\n\t} else {\n\t\tresponse.writeHead(400,\"Invalid bodyFormat \" + route.bodyFormat + \" in route \" + route.method + \" \" + route.path.source);\n\t\tresponse.end();\n\t}\n};\n\n/*\nListen for requests\nport: optional port number (falls back to value of \"port\" variable)\nhost: optional host address (falls back to value of \"host\" variable)\nprefix: optional prefix (falls back to value of \"path-prefix\" variable)\n*/\nServer.prototype.listen = function(port,host,prefix) {\n\tvar self = this;\n\t// Handle defaults for port and host\n\tport = port || this.get(\"port\");\n\thost = host || this.get(\"host\");\n\tprefix = prefix || this.get(\"path-prefix\") || \"\";\n\t// Check for the port being a string and look it up as an environment variable\n\tif(parseInt(port,10).toString() !== port) {\n\t\tport = process.env[port] || 8080;\n\t}\n\t// Warn if required plugins are missing\n\tif(!$tw.wiki.getTiddler(\"$:/plugins/tiddlywiki/tiddlyweb\") || !$tw.wiki.getTiddler(\"$:/plugins/tiddlywiki/filesystem\")) {\n\t\t$tw.utils.warning(\"Warning: Plugins required for client-server operation (\\\"tiddlywiki/filesystem\\\" and \\\"tiddlywiki/tiddlyweb\\\") are missing from tiddlywiki.info file\");\n\t}\n\t// Create the server\n\tvar server;\n\tif(this.listenOptions) {\n\t\tserver = this.transport.createServer(this.listenOptions,this.requestHandler.bind(this));\n\t} else {\n\t\tserver = this.transport.createServer(this.requestHandler.bind(this));\n\t}\n\t// Display the port number after we've started listening (the port number might have been specified as zero, in which case we will get an assigned port)\n\tserver.on(\"listening\",function() {\n\t\tvar address = server.address();\n\t\t$tw.utils.log(\"Serving on \" + self.protocol + \"://\" + address.address + \":\" + address.port + prefix,\"brown/orange\");\n\t\t$tw.utils.log(\"(press ctrl-C to exit)\",\"red\");\n\t});\n\t// Listen\n\treturn server.listen(port,host);\n};\n\nexports.Server = Server;\n\n})();\n",
"type": "application/javascript",
"module-type": "library"
},
"$:/core/modules/browser-messaging.js": {
"title": "$:/core/modules/browser-messaging.js",
"text": "/*\\\ntitle: $:/core/modules/browser-messaging.js\ntype: application/javascript\nmodule-type: startup\n\nBrowser message handling\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n// Export name and synchronous status\nexports.name = \"browser-messaging\";\nexports.platforms = [\"browser\"];\nexports.after = [\"startup\"];\nexports.synchronous = true;\n\n/*\nLoad a specified url as an iframe and call the callback when it is loaded. If the url is already loaded then the existing iframe instance is used\n*/\nfunction loadIFrame(url,callback) {\n\t// Check if iframe already exists\n\tvar iframeInfo = $tw.browserMessaging.iframeInfoMap[url];\n\tif(iframeInfo) {\n\t\t// We've already got the iframe\n\t\tcallback(null,iframeInfo);\n\t} else {\n\t\t// Create the iframe and save it in the list\n\t\tvar iframe = document.createElement(\"iframe\");\n\t\tiframeInfo = {\n\t\t\turl: url,\n\t\t\tstatus: \"loading\",\n\t\t\tdomNode: iframe\n\t\t};\n\t\t$tw.browserMessaging.iframeInfoMap[url] = iframeInfo;\n\t\tsaveIFrameInfoTiddler(iframeInfo);\n\t\t// Add the iframe to the DOM and hide it\n\t\tiframe.style.display = \"none\";\n\t\tiframe.setAttribute(\"library\",\"true\");\n\t\tdocument.body.appendChild(iframe);\n\t\t// Set up onload\n\t\tiframe.onload = function() {\n\t\t\tiframeInfo.status = \"loaded\";\n\t\t\tsaveIFrameInfoTiddler(iframeInfo);\n\t\t\tcallback(null,iframeInfo);\n\t\t};\n\t\tiframe.onerror = function() {\n\t\t\tcallback(\"Cannot load iframe\");\n\t\t};\n\t\ttry {\n\t\t\tiframe.src = url;\n\t\t} catch(ex) {\n\t\t\tcallback(ex);\n\t\t}\n\t}\n}\n\n/*\nUnload library iframe for given url\n*/\nfunction unloadIFrame(url){\n\t$tw.utils.each(document.getElementsByTagName('iframe'), function(iframe) {\n\t\tif(iframe.getAttribute(\"library\") === \"true\" &&\n\t\t iframe.getAttribute(\"src\") === url) {\n\t\t\tiframe.parentNode.removeChild(iframe);\n\t\t}\n\t});\n}\n\nfunction saveIFrameInfoTiddler(iframeInfo) {\n\t$tw.wiki.addTiddler(new $tw.Tiddler($tw.wiki.getCreationFields(),{\n\t\ttitle: \"$:/temp/ServerConnection/\" + iframeInfo.url,\n\t\ttext: iframeInfo.status,\n\t\ttags: [\"$:/tags/ServerConnection\"],\n\t\turl: iframeInfo.url\n\t},$tw.wiki.getModificationFields()));\n}\n\nexports.startup = function() {\n\t// Initialise the store of iframes we've created\n\t$tw.browserMessaging = {\n\t\tiframeInfoMap: {} // Hashmap by URL of {url:,status:\"loading/loaded\",domNode:}\n\t};\n\t// Listen for widget messages to control loading the plugin library\n\t$tw.rootWidget.addEventListener(\"tm-load-plugin-library\",function(event) {\n\t\tvar paramObject = event.paramObject || {},\n\t\t\turl = paramObject.url;\n\t\tif(url) {\n\t\t\tloadIFrame(url,function(err,iframeInfo) {\n\t\t\t\tif(err) {\n\t\t\t\t\talert($tw.language.getString(\"Error/LoadingPluginLibrary\") + \": \" + url);\n\t\t\t\t} else {\n\t\t\t\t\tiframeInfo.domNode.contentWindow.postMessage({\n\t\t\t\t\t\tverb: \"GET\",\n\t\t\t\t\t\turl: \"recipes/library/tiddlers.json\",\n\t\t\t\t\t\tcookies: {\n\t\t\t\t\t\t\ttype: \"save-info\",\n\t\t\t\t\t\t\tinfoTitlePrefix: paramObject.infoTitlePrefix || \"$:/temp/RemoteAssetInfo/\",\n\t\t\t\t\t\t\turl: url\n\t\t\t\t\t\t}\n\t\t\t\t\t},\"*\");\n\t\t\t\t}\n\t\t\t});\n\t\t}\n\t});\n\t// Listen for widget messages to control unloading the plugin library\n\t$tw.rootWidget.addEventListener(\"tm-unload-plugin-library\",function(event) {\n\t\tvar paramObject = event.paramObject || {},\n\t\t\turl = paramObject.url;\n\t\t$tw.browserMessaging.iframeInfoMap[url] = undefined;\n\t\tif(url) {\n\t\t\tunloadIFrame(url);\n\t\t\t$tw.utils.each(\n\t\t\t\t$tw.wiki.filterTiddlers(\"[[$:/temp/ServerConnection/\" + url + \"]] [prefix[$:/temp/RemoteAssetInfo/\" + url + \"/]]\"),\n\t\t\t\tfunction(title) {\n\t\t\t\t\t$tw.wiki.deleteTiddler(title);\n\t\t\t\t}\n\t\t\t);\n\t\t}\n\t});\n\t$tw.rootWidget.addEventListener(\"tm-load-plugin-from-library\",function(event) {\n\t\tvar paramObject = event.paramObject || {},\n\t\t\turl = paramObject.url,\n\t\t\ttitle = paramObject.title;\n\t\tif(url && title) {\n\t\t\tloadIFrame(url,function(err,iframeInfo) {\n\t\t\t\tif(err) {\n\t\t\t\t\talert($tw.language.getString(\"Error/LoadingPluginLibrary\") + \": \" + url);\n\t\t\t\t} else {\n\t\t\t\t\tiframeInfo.domNode.contentWindow.postMessage({\n\t\t\t\t\t\tverb: \"GET\",\n\t\t\t\t\t\turl: \"recipes/library/tiddlers/\" + encodeURIComponent(title) + \".json\",\n\t\t\t\t\t\tcookies: {\n\t\t\t\t\t\t\ttype: \"save-tiddler\",\n\t\t\t\t\t\t\turl: url\n\t\t\t\t\t\t}\n\t\t\t\t\t},\"*\");\n\t\t\t\t}\n\t\t\t});\n\t\t}\n\t});\n\t// Listen for window messages from other windows\n\twindow.addEventListener(\"message\",function listener(event){\n\t\t// console.log(\"browser-messaging: \",document.location.toString())\n\t\t// console.log(\"browser-messaging: Received message from\",event.origin);\n\t\t// console.log(\"browser-messaging: Message content\",event.data);\n\t\tswitch(event.data.verb) {\n\t\t\tcase \"GET-RESPONSE\":\n\t\t\t\tif(event.data.status.charAt(0) === \"2\") {\n\t\t\t\t\tif(event.data.cookies) {\n\t\t\t\t\t\tif(event.data.cookies.type === \"save-info\") {\n\t\t\t\t\t\t\tvar tiddlers = JSON.parse(event.data.body);\n\t\t\t\t\t\t\t$tw.utils.each(tiddlers,function(tiddler) {\n\t\t\t\t\t\t\t\t$tw.wiki.addTiddler(new $tw.Tiddler($tw.wiki.getCreationFields(),tiddler,{\n\t\t\t\t\t\t\t\t\ttitle: event.data.cookies.infoTitlePrefix + event.data.cookies.url + \"/\" + tiddler.title,\n\t\t\t\t\t\t\t\t\t\"original-title\": tiddler.title,\n\t\t\t\t\t\t\t\t\ttext: \"\",\n\t\t\t\t\t\t\t\t\ttype: \"text/vnd.tiddlywiki\",\n\t\t\t\t\t\t\t\t\t\"original-type\": tiddler.type,\n\t\t\t\t\t\t\t\t\t\"plugin-type\": undefined,\n\t\t\t\t\t\t\t\t\t\"original-plugin-type\": tiddler[\"plugin-type\"],\n\t\t\t\t\t\t\t\t\t\"module-type\": undefined,\n\t\t\t\t\t\t\t\t\t\"original-module-type\": tiddler[\"module-type\"],\n\t\t\t\t\t\t\t\t\ttags: [\"$:/tags/RemoteAssetInfo\"],\n\t\t\t\t\t\t\t\t\t\"original-tags\": $tw.utils.stringifyList(tiddler.tags || []),\n\t\t\t\t\t\t\t\t\t\"server-url\": event.data.cookies.url\n\t\t\t\t\t\t\t\t},$tw.wiki.getModificationFields()));\n\t\t\t\t\t\t\t});\n\t\t\t\t\t\t} else if(event.data.cookies.type === \"save-tiddler\") {\n\t\t\t\t\t\t\tvar tiddler = JSON.parse(event.data.body);\n\t\t\t\t\t\t\t$tw.wiki.addTiddler(new $tw.Tiddler(tiddler));\n\t\t\t\t\t\t}\n\t\t\t\t\t}\n\t\t\t\t}\n\t\t\t\tbreak;\n\t\t}\n\t},false);\n};\n\n})();\n",
"type": "application/javascript",
"module-type": "startup"
},
"$:/core/modules/startup/commands.js": {
"title": "$:/core/modules/startup/commands.js",
"text": "/*\\\ntitle: $:/core/modules/startup/commands.js\ntype: application/javascript\nmodule-type: startup\n\nCommand processing\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n// Export name and synchronous status\nexports.name = \"commands\";\nexports.platforms = [\"node\"];\nexports.after = [\"story\"];\nexports.synchronous = false;\n\nexports.startup = function(callback) {\n\t// On the server, start a commander with the command line arguments\n\tvar commander = new $tw.Commander(\n\t\t$tw.boot.argv,\n\t\tfunction(err) {\n\t\t\tif(err) {\n\t\t\t\treturn $tw.utils.error(\"Error: \" + err);\n\t\t\t}\n\t\t\tcallback();\n\t\t},\n\t\t$tw.wiki,\n\t\t{output: process.stdout, error: process.stderr}\n\t);\n\tcommander.execute();\n};\n\n})();\n",
"type": "application/javascript",
"module-type": "startup"
},
"$:/core/modules/startup/CSSescape.js": {
"title": "$:/core/modules/startup/CSSescape.js",
"text": "/*\\\ntitle: $:/core/modules/startup/CSSescape.js\ntype: application/javascript\nmodule-type: startup\n\nPolyfill for CSS.escape()\n\n\\*/\n(function(root,factory){\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n// Export name and synchronous status\nexports.name = \"css-escape\";\nexports.platforms = [\"browser\"];\nexports.after = [\"startup\"];\nexports.synchronous = true;\n\n/*! https://mths.be/cssescape v1.5.1 by @mathias | MIT license */\n// https://github.com/umdjs/umd/blob/master/returnExports.js\nexports.startup = factory(root);\n}(typeof global != 'undefined' ? global : this, function(root) {\n\n\tif (root.CSS && root.CSS.escape) {\n\t\treturn;\n\t}\n\n\t// https://drafts.csswg.org/cssom/#serialize-an-identifier\n\tvar cssEscape = function(value) {\n\t\tif (arguments.length == 0) {\n\t\t\tthrow new TypeError('`CSS.escape` requires an argument.');\n\t\t}\n\t\tvar string = String(value);\n\t\tvar length = string.length;\n\t\tvar index = -1;\n\t\tvar codeUnit;\n\t\tvar result = '';\n\t\tvar firstCodeUnit = string.charCodeAt(0);\n\t\twhile (++index < length) {\n\t\t\tcodeUnit = string.charCodeAt(index);\n\t\t\t// Note: there’s no need to special-case astral symbols, surrogate\n\t\t\t// pairs, or lone surrogates.\n\n\t\t\t// If the character is NULL (U+0000), then the REPLACEMENT CHARACTER\n\t\t\t// (U+FFFD).\n\t\t\tif (codeUnit == 0x0000) {\n\t\t\t\tresult += '\\uFFFD';\n\t\t\t\tcontinue;\n\t\t\t}\n\n\t\t\tif (\n\t\t\t\t// If the character is in the range [\\1-\\1F] (U+0001 to U+001F) or is\n\t\t\t\t// U+007F, […]\n\t\t\t\t(codeUnit >= 0x0001 && codeUnit <= 0x001F) || codeUnit == 0x007F ||\n\t\t\t\t// If the character is the first character and is in the range [0-9]\n\t\t\t\t// (U+0030 to U+0039), […]\n\t\t\t\t(index == 0 && codeUnit >= 0x0030 && codeUnit <= 0x0039) ||\n\t\t\t\t// If the character is the second character and is in the range [0-9]\n\t\t\t\t// (U+0030 to U+0039) and the first character is a `-` (U+002D), […]\n\t\t\t\t(\n\t\t\t\t\tindex == 1 &&\n\t\t\t\t\tcodeUnit >= 0x0030 && codeUnit <= 0x0039 &&\n\t\t\t\t\tfirstCodeUnit == 0x002D\n\t\t\t\t)\n\t\t\t) {\n\t\t\t\t// https://drafts.csswg.org/cssom/#escape-a-character-as-code-point\n\t\t\t\tresult += '\\\\' + codeUnit.toString(16) + ' ';\n\t\t\t\tcontinue;\n\t\t\t}\n\n\t\t\tif (\n\t\t\t\t// If the character is the first character and is a `-` (U+002D), and\n\t\t\t\t// there is no second character, […]\n\t\t\t\tindex == 0 &&\n\t\t\t\tlength == 1 &&\n\t\t\t\tcodeUnit == 0x002D\n\t\t\t) {\n\t\t\t\tresult += '\\\\' + string.charAt(index);\n\t\t\t\tcontinue;\n\t\t\t}\n\n\t\t\t// If the character is not handled by one of the above rules and is\n\t\t\t// greater than or equal to U+0080, is `-` (U+002D) or `_` (U+005F), or\n\t\t\t// is in one of the ranges [0-9] (U+0030 to U+0039), [A-Z] (U+0041 to\n\t\t\t// U+005A), or [a-z] (U+0061 to U+007A), […]\n\t\t\tif (\n\t\t\t\tcodeUnit >= 0x0080 ||\n\t\t\t\tcodeUnit == 0x002D ||\n\t\t\t\tcodeUnit == 0x005F ||\n\t\t\t\tcodeUnit >= 0x0030 && codeUnit <= 0x0039 ||\n\t\t\t\tcodeUnit >= 0x0041 && codeUnit <= 0x005A ||\n\t\t\t\tcodeUnit >= 0x0061 && codeUnit <= 0x007A\n\t\t\t) {\n\t\t\t\t// the character itself\n\t\t\t\tresult += string.charAt(index);\n\t\t\t\tcontinue;\n\t\t\t}\n\n\t\t\t// Otherwise, the escaped character.\n\t\t\t// https://drafts.csswg.org/cssom/#escape-a-character\n\t\t\tresult += '\\\\' + string.charAt(index);\n\n\t\t}\n\t\treturn result;\n\t};\n\n\tif (!root.CSS) {\n\t\troot.CSS = {};\n\t}\n\n\troot.CSS.escape = cssEscape;\n\n}));\n",
"type": "application/javascript",
"module-type": "startup"
},
"$:/core/modules/startup/favicon.js": {
"title": "$:/core/modules/startup/favicon.js",
"text": "/*\\\ntitle: $:/core/modules/startup/favicon.js\ntype: application/javascript\nmodule-type: startup\n\nFavicon handling\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n// Export name and synchronous status\nexports.name = \"favicon\";\nexports.platforms = [\"browser\"];\nexports.after = [\"startup\"];\nexports.synchronous = true;\n\t\t\n// Favicon tiddler\nvar FAVICON_TITLE = \"$:/favicon.ico\";\n\nexports.startup = function() {\n\t// Set up the favicon\n\tsetFavicon();\n\t// Reset the favicon when the tiddler changes\n\t$tw.wiki.addEventListener(\"change\",function(changes) {\n\t\tif($tw.utils.hop(changes,FAVICON_TITLE)) {\n\t\t\tsetFavicon();\n\t\t}\n\t});\n};\n\nfunction setFavicon() {\n\tvar tiddler = $tw.wiki.getTiddler(FAVICON_TITLE);\n\tif(tiddler) {\n\t\tvar faviconLink = document.getElementById(\"faviconLink\");\n\t\tfaviconLink.setAttribute(\"href\",\"data:\" + tiddler.fields.type + \";base64,\" + tiddler.fields.text);\n\t}\n}\n\n})();\n",
"type": "application/javascript",
"module-type": "startup"
},
"$:/core/modules/startup/info.js": {
"title": "$:/core/modules/startup/info.js",
"text": "/*\\\ntitle: $:/core/modules/startup/info.js\ntype: application/javascript\nmodule-type: startup\n\nInitialise $:/info tiddlers via $:/temp/info-plugin pseudo-plugin\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n// Export name and synchronous status\nexports.name = \"info\";\nexports.before = [\"startup\"];\nexports.after = [\"load-modules\"];\nexports.synchronous = true;\n\nvar TITLE_INFO_PLUGIN = \"$:/temp/info-plugin\";\n\nexports.startup = function() {\n\t// Collect up the info tiddlers\n\tvar infoTiddlerFields = {};\n\t// Give each info module a chance to fill in as many info tiddlers as they want\n\t$tw.modules.forEachModuleOfType(\"info\",function(title,moduleExports) {\n\t\tif(moduleExports && moduleExports.getInfoTiddlerFields) {\n\t\t\tvar tiddlerFieldsArray = moduleExports.getInfoTiddlerFields(infoTiddlerFields);\n\t\t\t$tw.utils.each(tiddlerFieldsArray,function(fields) {\n\t\t\t\tif(fields) {\n\t\t\t\t\tinfoTiddlerFields[fields.title] = fields;\n\t\t\t\t}\n\t\t\t});\n\t\t}\n\t});\n\t// Bake the info tiddlers into a plugin. We use the non-standard plugin-type \"info\" because ordinary plugins are only registered asynchronously after being loaded dynamically\n\tvar fields = {\n\t\ttitle: TITLE_INFO_PLUGIN,\n\t\ttype: \"application/json\",\n\t\t\"plugin-type\": \"info\",\n\t\ttext: JSON.stringify({tiddlers: infoTiddlerFields},null,$tw.config.preferences.jsonSpaces)\n\t};\n\t$tw.wiki.addTiddler(new $tw.Tiddler(fields));\n\t$tw.wiki.readPluginInfo([TITLE_INFO_PLUGIN]);\n\t$tw.wiki.registerPluginTiddlers(\"info\");\n\t$tw.wiki.unpackPluginTiddlers();\n};\n\n})();\n",
"type": "application/javascript",
"module-type": "startup"
},
"$:/core/modules/startup/load-modules.js": {
"title": "$:/core/modules/startup/load-modules.js",
"text": "/*\\\ntitle: $:/core/modules/startup/load-modules.js\ntype: application/javascript\nmodule-type: startup\n\nLoad core modules\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n// Export name and synchronous status\nexports.name = \"load-modules\";\nexports.synchronous = true;\n\nexports.startup = function() {\n\t// Load modules\n\t$tw.modules.applyMethods(\"utils\",$tw.utils);\n\tif($tw.node) {\n\t\t$tw.modules.applyMethods(\"utils-node\",$tw.utils);\n\t}\n\t$tw.modules.applyMethods(\"global\",$tw);\n\t$tw.modules.applyMethods(\"config\",$tw.config);\n\t$tw.Tiddler.fieldModules = $tw.modules.getModulesByTypeAsHashmap(\"tiddlerfield\");\n\t$tw.modules.applyMethods(\"tiddlermethod\",$tw.Tiddler.prototype);\n\t$tw.modules.applyMethods(\"wikimethod\",$tw.Wiki.prototype);\n\t$tw.wiki.addIndexersToWiki();\n\t$tw.modules.applyMethods(\"tiddlerdeserializer\",$tw.Wiki.tiddlerDeserializerModules);\n\t$tw.macros = $tw.modules.getModulesByTypeAsHashmap(\"macro\");\n\t$tw.wiki.initParsers();\n\t$tw.Commander.initCommands();\n};\n\n})();\n",
"type": "application/javascript",
"module-type": "startup"
},
"$:/core/modules/startup/password.js": {
"title": "$:/core/modules/startup/password.js",
"text": "/*\\\ntitle: $:/core/modules/startup/password.js\ntype: application/javascript\nmodule-type: startup\n\nPassword handling\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n// Export name and synchronous status\nexports.name = \"password\";\nexports.platforms = [\"browser\"];\nexports.after = [\"startup\"];\nexports.synchronous = true;\n\nexports.startup = function() {\n\t$tw.rootWidget.addEventListener(\"tm-set-password\",function(event) {\n\t\t$tw.passwordPrompt.createPrompt({\n\t\t\tserviceName: $tw.language.getString(\"Encryption/PromptSetPassword\"),\n\t\t\tnoUserName: true,\n\t\t\tsubmitText: $tw.language.getString(\"Encryption/SetPassword\"),\n\t\t\tcanCancel: true,\n\t\t\trepeatPassword: true,\n\t\t\tcallback: function(data) {\n\t\t\t\tif(data) {\n\t\t\t\t\t$tw.crypto.setPassword(data.password);\n\t\t\t\t}\n\t\t\t\treturn true; // Get rid of the password prompt\n\t\t\t}\n\t\t});\n\t});\n\t$tw.rootWidget.addEventListener(\"tm-clear-password\",function(event) {\n\t\tif($tw.browser) {\n\t\t\tif(!confirm($tw.language.getString(\"Encryption/ConfirmClearPassword\"))) {\n\t\t\t\treturn;\n\t\t\t}\n\t\t}\n\t\t$tw.crypto.setPassword(null);\n\t});\n\t// Ensure that $:/isEncrypted is maintained properly\n\t$tw.wiki.addEventListener(\"change\",function(changes) {\n\t\tif($tw.utils.hop(changes,\"$:/isEncrypted\")) {\n\t\t\t$tw.crypto.updateCryptoStateTiddler();\n\t\t}\n\t});\n};\n\n})();\n",
"type": "application/javascript",
"module-type": "startup"
},
"$:/core/modules/startup/plugins.js": {
"title": "$:/core/modules/startup/plugins.js",
"text": "/*\\\ntitle: $:/core/modules/startup/plugins.js\ntype: application/javascript\nmodule-type: startup\n\nStartup logic concerned with managing plugins\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n// Export name and synchronous status\nexports.name = \"plugins\";\nexports.after = [\"load-modules\"];\nexports.synchronous = true;\n\nvar TITLE_REQUIRE_RELOAD_DUE_TO_PLUGIN_CHANGE = \"$:/status/RequireReloadDueToPluginChange\";\n\nvar PREFIX_CONFIG_REGISTER_PLUGIN_TYPE = \"$:/config/RegisterPluginType/\";\n\nexports.startup = function() {\n\t$tw.wiki.addTiddler({title: TITLE_REQUIRE_RELOAD_DUE_TO_PLUGIN_CHANGE,text: \"no\"});\n\t$tw.wiki.addEventListener(\"change\",function(changes) {\n\t\tvar changesToProcess = [],\n\t\t\trequireReloadDueToPluginChange = false;\n\t\t$tw.utils.each(Object.keys(changes),function(title) {\n\t\t\tvar tiddler = $tw.wiki.getTiddler(title),\n\t\t\t\trequiresReload = $tw.wiki.doesPluginRequireReload(title);\n\t\t\tif(requiresReload) {\n\t\t\t\trequireReloadDueToPluginChange = true;\n\t\t\t} else if(tiddler) {\n\t\t\t\tvar pluginType = tiddler.fields[\"plugin-type\"];\n\t\t\t\tif($tw.wiki.getTiddlerText(PREFIX_CONFIG_REGISTER_PLUGIN_TYPE + (tiddler.fields[\"plugin-type\"] || \"\"),\"no\") === \"yes\") {\n\t\t\t\t\tchangesToProcess.push(title);\n\t\t\t\t}\n\t\t\t}\n\t\t});\n\t\tif(requireReloadDueToPluginChange) {\n\t\t\t$tw.wiki.addTiddler({title: TITLE_REQUIRE_RELOAD_DUE_TO_PLUGIN_CHANGE,text: \"yes\"});\n\t\t}\n\t\t// Read or delete the plugin info of the changed tiddlers\n\t\tif(changesToProcess.length > 0) {\n\t\t\tvar changes = $tw.wiki.readPluginInfo(changesToProcess);\n\t\t\tif(changes.modifiedPlugins.length > 0 || changes.deletedPlugins.length > 0) {\n\t\t\t\t// (Re-)register any modified plugins\n\t\t\t\t$tw.wiki.registerPluginTiddlers(null,changes.modifiedPlugins);\n\t\t\t\t// Unregister any deleted plugins\n\t\t\t\t$tw.wiki.unregisterPluginTiddlers(null,changes.deletedPlugins);\n\t\t\t\t// Unpack the shadow tiddlers\n\t\t\t\t$tw.wiki.unpackPluginTiddlers();\n\t\t\t}\n\t\t}\n\t});\n};\n\n})();\n",
"type": "application/javascript",
"module-type": "startup"
},
"$:/core/modules/startup/render.js": {
"title": "$:/core/modules/startup/render.js",
"text": "/*\\\ntitle: $:/core/modules/startup/render.js\ntype: application/javascript\nmodule-type: startup\n\nTitle, stylesheet and page rendering\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n// Export name and synchronous status\nexports.name = \"render\";\nexports.platforms = [\"browser\"];\nexports.after = [\"story\"];\nexports.synchronous = true;\n\n// Default story and history lists\nvar PAGE_TITLE_TITLE = \"$:/core/wiki/title\";\nvar PAGE_STYLESHEET_TITLE = \"$:/core/ui/PageStylesheet\";\nvar PAGE_TEMPLATE_TITLE = \"$:/core/ui/PageTemplate\";\n\n// Time (in ms) that we defer refreshing changes to draft tiddlers\nvar DRAFT_TIDDLER_TIMEOUT_TITLE = \"$:/config/Drafts/TypingTimeout\";\nvar THROTTLE_REFRESH_TIMEOUT = 400;\n\nexports.startup = function() {\n\t// Set up the title\n\t$tw.titleWidgetNode = $tw.wiki.makeTranscludeWidget(PAGE_TITLE_TITLE,{document: $tw.fakeDocument, parseAsInline: true});\n\t$tw.titleContainer = $tw.fakeDocument.createElement(\"div\");\n\t$tw.titleWidgetNode.render($tw.titleContainer,null);\n\tdocument.title = $tw.titleContainer.textContent;\n\t$tw.wiki.addEventListener(\"change\",function(changes) {\n\t\tif($tw.titleWidgetNode.refresh(changes,$tw.titleContainer,null)) {\n\t\t\tdocument.title = $tw.titleContainer.textContent;\n\t\t}\n\t});\n\t// Set up the styles\n\t$tw.styleWidgetNode = $tw.wiki.makeTranscludeWidget(PAGE_STYLESHEET_TITLE,{document: $tw.fakeDocument});\n\t$tw.styleContainer = $tw.fakeDocument.createElement(\"style\");\n\t$tw.styleWidgetNode.render($tw.styleContainer,null);\n\t$tw.styleElement = document.createElement(\"style\");\n\t$tw.styleElement.innerHTML = $tw.styleContainer.textContent;\n\tdocument.head.insertBefore($tw.styleElement,document.head.firstChild);\n\t$tw.wiki.addEventListener(\"change\",$tw.perf.report(\"styleRefresh\",function(changes) {\n\t\tif($tw.styleWidgetNode.refresh(changes,$tw.styleContainer,null)) {\n\t\t\t$tw.styleElement.innerHTML = $tw.styleContainer.textContent;\n\t\t}\n\t}));\n\t// Display the $:/core/ui/PageTemplate tiddler to kick off the display\n\t$tw.perf.report(\"mainRender\",function() {\n\t\t$tw.pageWidgetNode = $tw.wiki.makeTranscludeWidget(PAGE_TEMPLATE_TITLE,{document: document, parentWidget: $tw.rootWidget});\n\t\t$tw.pageContainer = document.createElement(\"div\");\n\t\t$tw.utils.addClass($tw.pageContainer,\"tc-page-container-wrapper\");\n\t\tdocument.body.insertBefore($tw.pageContainer,document.body.firstChild);\n\t\t$tw.pageWidgetNode.render($tw.pageContainer,null);\n \t\t$tw.hooks.invokeHook(\"th-page-refreshed\");\n\t})();\n\t// Remove any splash screen elements\n\tvar removeList = document.querySelectorAll(\".tc-remove-when-wiki-loaded\");\n\t$tw.utils.each(removeList,function(removeItem) {\n\t\tif(removeItem.parentNode) {\n\t\t\tremoveItem.parentNode.removeChild(removeItem);\n\t\t}\n\t});\n\t// Prepare refresh mechanism\n\tvar deferredChanges = Object.create(null),\n\t\ttimerId;\n\tfunction refresh() {\n\t\t// Process the refresh\n\t\t$tw.hooks.invokeHook(\"th-page-refreshing\");\n\t\t$tw.pageWidgetNode.refresh(deferredChanges);\n\t\tdeferredChanges = Object.create(null);\n\t\t$tw.hooks.invokeHook(\"th-page-refreshed\");\n\t}\n\t// Add the change event handler\n\t$tw.wiki.addEventListener(\"change\",$tw.perf.report(\"mainRefresh\",function(changes) {\n\t\t// Check if only tiddlers that are throttled have changed\n\t\tvar onlyThrottledTiddlersHaveChanged = true;\n\t\tfor(var title in changes) {\n\t\t\tvar tiddler = $tw.wiki.getTiddler(title);\n\t\t\tif(!tiddler || !(tiddler.hasField(\"draft.of\") || tiddler.hasField(\"throttle.refresh\"))) {\n\t\t\t\tonlyThrottledTiddlersHaveChanged = false;\n\t\t\t}\n\t\t}\n\t\t// Defer the change if only drafts have changed\n\t\tif(timerId) {\n\t\t\tclearTimeout(timerId);\n\t\t}\n\t\ttimerId = null;\n\t\tif(onlyThrottledTiddlersHaveChanged) {\n\t\t\tvar timeout = parseInt($tw.wiki.getTiddlerText(DRAFT_TIDDLER_TIMEOUT_TITLE,\"\"),10);\n\t\t\tif(isNaN(timeout)) {\n\t\t\t\ttimeout = THROTTLE_REFRESH_TIMEOUT;\n\t\t\t}\n\t\t\ttimerId = setTimeout(refresh,timeout);\n\t\t\t$tw.utils.extend(deferredChanges,changes);\n\t\t} else {\n\t\t\t$tw.utils.extend(deferredChanges,changes);\n\t\t\trefresh();\n\t\t}\n\t}));\n\t// Fix up the link between the root widget and the page container\n\t$tw.rootWidget.domNodes = [$tw.pageContainer];\n\t$tw.rootWidget.children = [$tw.pageWidgetNode];\n};\n\n})();\n",
"type": "application/javascript",
"module-type": "startup"
},
"$:/core/modules/startup/rootwidget.js": {
"title": "$:/core/modules/startup/rootwidget.js",
"text": "/*\\\ntitle: $:/core/modules/startup/rootwidget.js\ntype: application/javascript\nmodule-type: startup\n\nSetup the root widget and the core root widget handlers\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n// Export name and synchronous status\nexports.name = \"rootwidget\";\nexports.platforms = [\"browser\"];\nexports.after = [\"startup\"];\nexports.before = [\"story\"];\nexports.synchronous = true;\n\nexports.startup = function() {\n\t// Install the modal message mechanism\n\t$tw.modal = new $tw.utils.Modal($tw.wiki);\n\t$tw.rootWidget.addEventListener(\"tm-modal\",function(event) {\n\t\t$tw.modal.display(event.param,{variables: event.paramObject, event: event});\n\t});\n\t// Install the notification mechanism\n\t$tw.notifier = new $tw.utils.Notifier($tw.wiki);\n\t$tw.rootWidget.addEventListener(\"tm-notify\",function(event) {\n\t\t$tw.notifier.display(event.param,{variables: event.paramObject});\n\t});\n\t// Install the copy-to-clipboard mechanism\n\t$tw.rootWidget.addEventListener(\"tm-copy-to-clipboard\",function(event) {\n\t\t$tw.utils.copyToClipboard(event.param);\n\t});\n\t// Install the tm-focus-selector message\n\t$tw.rootWidget.addEventListener(\"tm-focus-selector\",function(event) {\n\t\tvar selector = event.param || \"\",\n\t\t\telement;\n\t\ttry {\n\t\t\telement = document.querySelector(selector);\n\t\t} catch(e) {\n\t\t\tconsole.log(\"Error in selector: \",selector)\n\t\t}\n\t\tif(element && element.focus) {\n\t\t\telement.focus(event.paramObject);\n\t\t}\n\t});\n\t// Install the scroller\n\t$tw.pageScroller = new $tw.utils.PageScroller();\n\t$tw.rootWidget.addEventListener(\"tm-scroll\",function(event) {\n\t\t$tw.pageScroller.handleEvent(event);\n\t});\n\tvar fullscreen = $tw.utils.getFullScreenApis();\n\tif(fullscreen) {\n\t\t$tw.rootWidget.addEventListener(\"tm-full-screen\",function(event) {\n\t\t\tvar fullScreenDocument = event.event ? event.event.target.ownerDocument : document;\n\t\t\tif(event.param === \"enter\") {\n\t\t\t\tfullScreenDocument.documentElement[fullscreen._requestFullscreen](Element.ALLOW_KEYBOARD_INPUT);\n\t\t\t} else if(event.param === \"exit\") {\n\t\t\t\tfullScreenDocument[fullscreen._exitFullscreen]();\n\t\t\t} else {\n\t\t\t\tif(fullScreenDocument[fullscreen._fullscreenElement]) {\n\t\t\t\t\tfullScreenDocument[fullscreen._exitFullscreen]();\n\t\t\t\t} else {\n\t\t\t\t\tfullScreenDocument.documentElement[fullscreen._requestFullscreen](Element.ALLOW_KEYBOARD_INPUT);\n\t\t\t\t}\t\t\t\t\n\t\t\t}\n\t\t});\n\t}\n\t// If we're being viewed on a data: URI then give instructions for how to save\n\tif(document.location.protocol === \"data:\") {\n\t\t$tw.rootWidget.dispatchEvent({\n\t\t\ttype: \"tm-modal\",\n\t\t\tparam: \"$:/language/Modals/SaveInstructions\"\n\t\t});\n\t}\n};\n\n})();\n",
"type": "application/javascript",
"module-type": "startup"
},
"$:/core/modules/startup.js": {
"title": "$:/core/modules/startup.js",
"text": "/*\\\ntitle: $:/core/modules/startup.js\ntype: application/javascript\nmodule-type: startup\n\nMiscellaneous startup logic for both the client and server.\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n// Export name and synchronous status\nexports.name = \"startup\";\nexports.after = [\"load-modules\"];\nexports.synchronous = true;\n\n// Set to `true` to enable performance instrumentation\nvar PERFORMANCE_INSTRUMENTATION_CONFIG_TITLE = \"$:/config/Performance/Instrumentation\";\n\nvar widget = require(\"$:/core/modules/widgets/widget.js\");\n\nexports.startup = function() {\n\tvar modules,n,m,f;\n\t// Minimal browser detection\n\tif($tw.browser) {\n\t\t$tw.browser.isIE = (/msie|trident/i.test(navigator.userAgent));\n\t\t$tw.browser.isFirefox = !!document.mozFullScreenEnabled;\n\t}\n\t// Platform detection\n\t$tw.platform = {};\n\tif($tw.browser) {\n\t\t$tw.platform.isMac = /Mac/.test(navigator.platform);\n\t\t$tw.platform.isWindows = /win/i.test(navigator.platform);\n\t\t$tw.platform.isLinux = /Linux/i.test(navigator.platform);\n\t} else {\n\t\tswitch(require(\"os\").platform()) {\n\t\t\tcase \"darwin\":\n\t\t\t\t$tw.platform.isMac = true;\n\t\t\t\tbreak;\n\t\t\tcase \"win32\":\n\t\t\t\t$tw.platform.isWindows = true;\n\t\t\t\tbreak;\n\t\t\tcase \"freebsd\":\n\t\t\t\t$tw.platform.isLinux = true;\n\t\t\t\tbreak;\n\t\t\tcase \"linux\":\n\t\t\t\t$tw.platform.isLinux = true;\n\t\t\t\tbreak;\n\t\t}\n\t}\n\t// Initialise version\n\t$tw.version = $tw.utils.extractVersionInfo();\n\t// Set up the performance framework\n\t$tw.perf = new $tw.Performance($tw.wiki.getTiddlerText(PERFORMANCE_INSTRUMENTATION_CONFIG_TITLE,\"no\") === \"yes\");\n\t// Create a root widget for attaching event handlers. By using it as the parentWidget for another widget tree, one can reuse the event handlers\n\t$tw.rootWidget = new widget.widget({\n\t\ttype: \"widget\",\n\t\tchildren: []\n\t},{\n\t\twiki: $tw.wiki,\n\t\tdocument: $tw.browser ? document : $tw.fakeDocument\n\t});\n\t// Execute any startup actions\n\tvar executeStartupTiddlers = function(tag) {\n\t\t$tw.utils.each($tw.wiki.filterTiddlers(\"[all[shadows+tiddlers]tag[\" + tag + \"]!has[draft.of]]\"),function(title) {\n\t\t\t$tw.rootWidget.invokeActionString($tw.wiki.getTiddlerText(title),$tw.rootWidget);\n\t\t});\n\t};\n\texecuteStartupTiddlers(\"$:/tags/StartupAction\");\n\tif($tw.browser) {\n\t\texecuteStartupTiddlers(\"$:/tags/StartupAction/Browser\");\t\t\n\t}\n\tif($tw.node) {\n\t\texecuteStartupTiddlers(\"$:/tags/StartupAction/Node\");\t\t\n\t}\n\t// Kick off the language manager and switcher\n\t$tw.language = new $tw.Language();\n\t$tw.languageSwitcher = new $tw.PluginSwitcher({\n\t\twiki: $tw.wiki,\n\t\tpluginType: \"language\",\n\t\tcontrollerTitle: \"$:/language\",\n\t\tdefaultPlugins: [\n\t\t\t\"$:/languages/en-GB\"\n\t\t],\n\t\tonSwitch: function(plugins) {\n\t\t\tif($tw.browser) {\n\t\t\t\tvar pluginTiddler = $tw.wiki.getTiddler(plugins[0]);\n\t\t\t\tif(pluginTiddler) {\n\t\t\t\t\tdocument.documentElement.setAttribute(\"dir\",pluginTiddler.getFieldString(\"text-direction\") || \"auto\");\n\t\t\t\t} else {\n\t\t\t\t\tdocument.documentElement.removeAttribute(\"dir\");\n\t\t\t\t}\n\t\t\t}\n\t\t}\n\t});\n\t// Kick off the theme manager\n\t$tw.themeManager = new $tw.PluginSwitcher({\n\t\twiki: $tw.wiki,\n\t\tpluginType: \"theme\",\n\t\tcontrollerTitle: \"$:/theme\",\n\t\tdefaultPlugins: [\n\t\t\t\"$:/themes/tiddlywiki/snowwhite\",\n\t\t\t\"$:/themes/tiddlywiki/vanilla\"\n\t\t]\n\t});\n\t// Kick off the keyboard manager\n\t$tw.keyboardManager = new $tw.KeyboardManager();\n\t// Listen for shortcuts\n\tif($tw.browser) {\n\t\t$tw.utils.addEventListeners(document,[{\n\t\t\tname: \"keydown\",\n\t\t\thandlerObject: $tw.keyboardManager,\n\t\t\thandlerMethod: \"handleKeydownEvent\"\n\t\t}]);\n\t}\n\t// Clear outstanding tiddler store change events to avoid an unnecessary refresh cycle at startup\n\t$tw.wiki.clearTiddlerEventQueue();\n\t// Find a working syncadaptor\n\t$tw.syncadaptor = undefined;\n\t$tw.modules.forEachModuleOfType(\"syncadaptor\",function(title,module) {\n\t\tif(!$tw.syncadaptor && module.adaptorClass) {\n\t\t\t$tw.syncadaptor = new module.adaptorClass({wiki: $tw.wiki});\n\t\t}\n\t});\n\t// Set up the syncer object if we've got a syncadaptor\n\tif($tw.syncadaptor) {\n\t\t$tw.syncer = new $tw.Syncer({wiki: $tw.wiki, syncadaptor: $tw.syncadaptor});\n\t}\n\t// Setup the saver handler\n\t$tw.saverHandler = new $tw.SaverHandler({\n\t\twiki: $tw.wiki,\n\t\tdirtyTracking: !$tw.syncadaptor,\n\t\tpreloadDirty: $tw.boot.preloadDirty || []\n\t});\n\t// Host-specific startup\n\tif($tw.browser) {\n\t\t// Install the popup manager\n\t\t$tw.popup = new $tw.utils.Popup();\n\t\t// Install the animator\n\t\t$tw.anim = new $tw.utils.Animator();\n\t}\n};\n\n})();\n",
"type": "application/javascript",
"module-type": "startup"
},
"$:/core/modules/startup/story.js": {
"title": "$:/core/modules/startup/story.js",
"text": "/*\\\ntitle: $:/core/modules/startup/story.js\ntype: application/javascript\nmodule-type: startup\n\nLoad core modules\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n// Export name and synchronous status\nexports.name = \"story\";\nexports.after = [\"startup\"];\nexports.synchronous = true;\n\n// Default story and history lists\nvar DEFAULT_STORY_TITLE = \"$:/StoryList\";\nvar DEFAULT_HISTORY_TITLE = \"$:/HistoryList\";\n\n// Default tiddlers\nvar DEFAULT_TIDDLERS_TITLE = \"$:/DefaultTiddlers\";\n\n// Config\nvar CONFIG_UPDATE_ADDRESS_BAR = \"$:/config/Navigation/UpdateAddressBar\"; // Can be \"no\", \"permalink\", \"permaview\"\nvar CONFIG_UPDATE_HISTORY = \"$:/config/Navigation/UpdateHistory\"; // Can be \"yes\" or \"no\"\nvar CONFIG_PERMALINKVIEW_COPY_TO_CLIPBOARD = \"$:/config/Navigation/Permalinkview/CopyToClipboard\"; // Can be \"yes\" (default) or \"no\"\nvar CONFIG_PERMALINKVIEW_UPDATE_ADDRESS_BAR = \"$:/config/Navigation/Permalinkview/UpdateAddressBar\"; // Can be \"yes\" (default) or \"no\"\n\n\n// Links to help, if there is no param\nvar HELP_OPEN_EXTERNAL_WINDOW = \"http://tiddlywiki.com/#WidgetMessage%3A%20tm-open-external-window\";\n\nexports.startup = function() {\n\t// Open startup tiddlers\n\topenStartupTiddlers({\n\t\tdisableHistory: $tw.boot.disableStartupNavigation\n\t});\n\tif($tw.browser) {\n\t\t// Set up location hash update\n\t\t$tw.wiki.addEventListener(\"change\",function(changes) {\n\t\t\tif($tw.utils.hop(changes,DEFAULT_STORY_TITLE) || $tw.utils.hop(changes,DEFAULT_HISTORY_TITLE)) {\n\t\t\t\tupdateLocationHash({\n\t\t\t\t\tupdateAddressBar: $tw.wiki.getTiddlerText(CONFIG_UPDATE_ADDRESS_BAR,\"permaview\").trim(),\n\t\t\t\t\tupdateHistory: $tw.wiki.getTiddlerText(CONFIG_UPDATE_HISTORY,\"no\").trim()\n\t\t\t\t});\n\t\t\t}\n\t\t});\n\t\t// Listen for changes to the browser location hash\n\t\twindow.addEventListener(\"hashchange\",function() {\n\t\t\tvar hash = $tw.utils.getLocationHash();\n\t\t\tif(hash !== $tw.locationHash) {\n\t\t\t\t$tw.locationHash = hash;\n\t\t\t\topenStartupTiddlers({defaultToCurrentStory: true});\n\t\t\t}\n\t\t},false);\n\t\t// Listen for the tm-browser-refresh message\n\t\t$tw.rootWidget.addEventListener(\"tm-browser-refresh\",function(event) {\n\t\t\twindow.location.reload(true);\n\t\t});\n\t\t// Listen for tm-open-external-window message\n\t\t$tw.rootWidget.addEventListener(\"tm-open-external-window\",function(event) {\n\t\t\tvar paramObject = event.paramObject || {},\n\t\t\t\tstrUrl = event.param || HELP_OPEN_EXTERNAL_WINDOW,\n\t\t\t\tstrWindowName = paramObject.windowName,\n\t\t\t\tstrWindowFeatures = paramObject.windowFeatures;\n\t\t\twindow.open(strUrl, strWindowName, strWindowFeatures);\n\t\t});\n\t\t// Listen for the tm-print message\n\t\t$tw.rootWidget.addEventListener(\"tm-print\",function(event) {\n\t\t\t(event.event.view || window).print();\n\t\t});\n\t\t// Listen for the tm-home message\n\t\t$tw.rootWidget.addEventListener(\"tm-home\",function(event) {\n\t\t\twindow.location.hash = \"\";\n\t\t\tvar storyFilter = $tw.wiki.getTiddlerText(DEFAULT_TIDDLERS_TITLE),\n\t\t\t\tstoryList = $tw.wiki.filterTiddlers(storyFilter);\n\t\t\t//invoke any hooks that might change the default story list\n\t\t\tstoryList = $tw.hooks.invokeHook(\"th-opening-default-tiddlers-list\",storyList);\n\t\t\t$tw.wiki.addTiddler({title: DEFAULT_STORY_TITLE, text: \"\", list: storyList},$tw.wiki.getModificationFields());\n\t\t\tif(storyList[0]) {\n\t\t\t\t$tw.wiki.addToHistory(storyList[0]);\n\t\t\t}\n\t\t});\n\t\t// Listen for the tm-permalink message\n\t\t$tw.rootWidget.addEventListener(\"tm-permalink\",function(event) {\n\t\t\tupdateLocationHash({\n\t\t\t\tupdateAddressBar: $tw.wiki.getTiddlerText(CONFIG_PERMALINKVIEW_UPDATE_ADDRESS_BAR,\"yes\").trim() === \"yes\" ? \"permalink\" : \"none\",\n\t\t\t\tupdateHistory: $tw.wiki.getTiddlerText(CONFIG_UPDATE_HISTORY,\"no\").trim(),\n\t\t\t\ttargetTiddler: event.param || event.tiddlerTitle,\n\t\t\t\tcopyToClipboard: $tw.wiki.getTiddlerText(CONFIG_PERMALINKVIEW_COPY_TO_CLIPBOARD,\"yes\").trim() === \"yes\" ? \"permalink\" : \"none\"\n\t\t\t});\n\t\t});\n\t\t// Listen for the tm-permaview message\n\t\t$tw.rootWidget.addEventListener(\"tm-permaview\",function(event) {\n\t\t\tupdateLocationHash({\n\t\t\t\tupdateAddressBar: $tw.wiki.getTiddlerText(CONFIG_PERMALINKVIEW_UPDATE_ADDRESS_BAR,\"yes\").trim() === \"yes\" ? \"permaview\" : \"none\",\n\t\t\t\tupdateHistory: $tw.wiki.getTiddlerText(CONFIG_UPDATE_HISTORY,\"no\").trim(),\n\t\t\t\ttargetTiddler: event.param || event.tiddlerTitle,\n\t\t\t\tcopyToClipboard: $tw.wiki.getTiddlerText(CONFIG_PERMALINKVIEW_COPY_TO_CLIPBOARD,\"yes\").trim() === \"yes\" ? \"permaview\" : \"none\"\n\t\t\t});\t\t\t\t\n\t\t});\n\t}\n};\n\n/*\nProcess the location hash to open the specified tiddlers. Options:\ndisableHistory: if true $:/History is NOT updated\ndefaultToCurrentStory: If true, the current story is retained as the default, instead of opening the default tiddlers\n*/\nfunction openStartupTiddlers(options) {\n\toptions = options || {};\n\t// Work out the target tiddler and the story filter. \"null\" means \"unspecified\"\n\tvar target = null,\n\t\tstoryFilter = null;\n\tif($tw.locationHash.length > 1) {\n\t\tvar hash = $tw.locationHash.substr(1),\n\t\t\tsplit = hash.indexOf(\":\");\n\t\tif(split === -1) {\n\t\t\ttarget = decodeURIComponent(hash.trim());\n\t\t} else {\n\t\t\ttarget = decodeURIComponent(hash.substr(0,split).trim());\n\t\t\tstoryFilter = decodeURIComponent(hash.substr(split + 1).trim());\n\t\t}\n\t}\n\t// If the story wasn't specified use the current tiddlers or a blank story\n\tif(storyFilter === null) {\n\t\tif(options.defaultToCurrentStory) {\n\t\t\tvar currStoryList = $tw.wiki.getTiddlerList(DEFAULT_STORY_TITLE);\n\t\t\tstoryFilter = $tw.utils.stringifyList(currStoryList);\n\t\t} else {\n\t\t\tif(target && target !== \"\") {\n\t\t\t\tstoryFilter = \"\";\n\t\t\t} else {\n\t\t\t\tstoryFilter = $tw.wiki.getTiddlerText(DEFAULT_TIDDLERS_TITLE);\n\t\t\t}\n\t\t}\n\t}\n\t// Process the story filter to get the story list\n\tvar storyList = $tw.wiki.filterTiddlers(storyFilter);\n\t// Invoke any hooks that want to change the default story list\n\tstoryList = $tw.hooks.invokeHook(\"th-opening-default-tiddlers-list\",storyList);\n\t// If the target tiddler isn't included then splice it in at the top\n\tif(target && storyList.indexOf(target) === -1) {\n\t\tstoryList.unshift(target);\n\t}\n\t// Save the story list\n\t$tw.wiki.addTiddler({title: DEFAULT_STORY_TITLE, text: \"\", list: storyList},$tw.wiki.getModificationFields());\n\t// Update history\n\tif(!options.disableHistory) {\n\t\t// If a target tiddler was specified add it to the history stack\n\t\tif(target && target !== \"\") {\n\t\t\t// The target tiddler doesn't need double square brackets, but we'll silently remove them if they're present\n\t\t\tif(target.indexOf(\"[[\") === 0 && target.substr(-2) === \"]]\") {\n\t\t\t\ttarget = target.substr(2,target.length - 4);\n\t\t\t}\n\t\t\t$tw.wiki.addToHistory(target);\n\t\t} else if(storyList.length > 0) {\n\t\t\t$tw.wiki.addToHistory(storyList[0]);\n\t\t}\t\t\n\t}\n}\n\n/*\noptions: See below\noptions.updateAddressBar: \"permalink\", \"permaview\" or \"no\" (defaults to \"permaview\")\noptions.updateHistory: \"yes\" or \"no\" (defaults to \"no\")\noptions.copyToClipboard: \"permalink\", \"permaview\" or \"no\" (defaults to \"no\")\noptions.targetTiddler: optional title of target tiddler for permalink\n*/\nfunction updateLocationHash(options) {\n\t// Get the story and the history stack\n\tvar storyList = $tw.wiki.getTiddlerList(DEFAULT_STORY_TITLE),\n\t\thistoryList = $tw.wiki.getTiddlerData(DEFAULT_HISTORY_TITLE,[]),\n\t\ttargetTiddler = \"\";\n\tif(options.targetTiddler) {\n\t\ttargetTiddler = options.targetTiddler;\n\t} else {\n\t\t// The target tiddler is the one at the top of the stack\n\t\tif(historyList.length > 0) {\n\t\t\ttargetTiddler = historyList[historyList.length-1].title;\n\t\t}\n\t\t// Blank the target tiddler if it isn't present in the story\n\t\tif(storyList.indexOf(targetTiddler) === -1) {\n\t\t\ttargetTiddler = \"\";\n\t\t}\n\t}\n\t// Assemble the location hash\n\tswitch(options.updateAddressBar) {\n\t\tcase \"permalink\":\n\t\t\t$tw.locationHash = \"#\" + encodeURIComponent(targetTiddler);\n\t\t\tbreak;\n\t\tcase \"permaview\":\n\t\t\t$tw.locationHash = \"#\" + encodeURIComponent(targetTiddler) + \":\" + encodeURIComponent($tw.utils.stringifyList(storyList));\n\t\t\tbreak;\n\t}\n\t// Copy URL to the clipboard\n\tswitch(options.copyToClipboard) {\n\t\tcase \"permalink\":\n\t\t\t$tw.utils.copyToClipboard($tw.utils.getLocationPath() + \"#\" + encodeURIComponent(targetTiddler));\n\t\t\tbreak;\n\t\tcase \"permaview\":\n\t\t\t$tw.utils.copyToClipboard($tw.utils.getLocationPath() + \"#\" + encodeURIComponent(targetTiddler) + \":\" + encodeURIComponent($tw.utils.stringifyList(storyList)));\n\t\t\tbreak;\n\t}\n\t// Only change the location hash if we must, thus avoiding unnecessary onhashchange events\n\tif($tw.utils.getLocationHash() !== $tw.locationHash) {\n\t\tif(options.updateHistory === \"yes\") {\n\t\t\t// Assign the location hash so that history is updated\n\t\t\twindow.location.hash = $tw.locationHash;\n\t\t} else {\n\t\t\t// We use replace so that browser history isn't affected\n\t\t\twindow.location.replace(window.location.toString().split(\"#\")[0] + $tw.locationHash);\n\t\t}\n\t}\n}\n\n})();\n",
"type": "application/javascript",
"module-type": "startup"
},
"$:/core/modules/startup/windows.js": {
"title": "$:/core/modules/startup/windows.js",
"text": "/*\\\ntitle: $:/core/modules/startup/windows.js\ntype: application/javascript\nmodule-type: startup\n\nSetup root widget handlers for the messages concerned with opening external browser windows\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n// Export name and synchronous status\nexports.name = \"windows\";\nexports.platforms = [\"browser\"];\nexports.after = [\"startup\"];\nexports.synchronous = true;\n\n// Global to keep track of open windows (hashmap by title)\nvar windows = {};\n\nexports.startup = function() {\n\t// Handle open window message\n\t$tw.rootWidget.addEventListener(\"tm-open-window\",function(event) {\n\t\t// Get the parameters\n\t\tvar refreshHandler,\n\t\t\ttitle = event.param || event.tiddlerTitle,\n\t\t\tparamObject = event.paramObject || {},\n\t\t\twindowTitle = paramObject.windowTitle || title,\n\t\t\ttemplate = paramObject.template || \"$:/core/templates/single.tiddler.window\",\n\t\t\twidth = paramObject.width || \"700\",\n\t\t\theight = paramObject.height || \"600\",\n\t\t\tvariables = $tw.utils.extend({},paramObject,{currentTiddler: title});\n\t\t// Open the window\n\t\tvar srcWindow,\n\t\t srcDocument;\n\t\t// In case that popup blockers deny opening a new window\n\t\ttry {\n\t\t\tsrcWindow = window.open(\"\",\"external-\" + title,\"scrollbars,width=\" + width + \",height=\" + height),\n\t\t\tsrcDocument = srcWindow.document;\n\t\t}\n\t\tcatch(e) {\n\t\t\treturn;\n\t\t}\n\t\twindows[title] = srcWindow;\n\t\t// Check for reopening the same window\n\t\tif(srcWindow.haveInitialisedWindow) {\n\t\t\treturn;\n\t\t}\n\t\t// Initialise the document\n\t\tsrcDocument.write(\"<html><head></head><body class='tc-body tc-single-tiddler-window'></body></html>\");\n\t\tsrcDocument.close();\n\t\tsrcDocument.title = windowTitle;\n\t\tsrcWindow.addEventListener(\"beforeunload\",function(event) {\n\t\t\tdelete windows[title];\n\t\t\t$tw.wiki.removeEventListener(\"change\",refreshHandler);\n\t\t},false);\n\t\t// Set up the styles\n\t\tvar styleWidgetNode = $tw.wiki.makeTranscludeWidget(\"$:/core/ui/PageStylesheet\",{\n\t\t\t\tdocument: $tw.fakeDocument,\n\t\t\t\tvariables: variables,\n\t\t\t\timportPageMacros: true}),\n\t\t\tstyleContainer = $tw.fakeDocument.createElement(\"style\");\n\t\tstyleWidgetNode.render(styleContainer,null);\n\t\tvar styleElement = srcDocument.createElement(\"style\");\n\t\tstyleElement.innerHTML = styleContainer.textContent;\n\t\tsrcDocument.head.insertBefore(styleElement,srcDocument.head.firstChild);\n\t\t// Render the text of the tiddler\n\t\tvar parser = $tw.wiki.parseTiddler(template),\n\t\t\twidgetNode = $tw.wiki.makeWidget(parser,{document: srcDocument, parentWidget: $tw.rootWidget, variables: variables});\n\t\twidgetNode.render(srcDocument.body,srcDocument.body.firstChild);\n\t\t// Function to handle refreshes\n\t\trefreshHandler = function(changes) {\n\t\t\tif(styleWidgetNode.refresh(changes,styleContainer,null)) {\n\t\t\t\tstyleElement.innerHTML = styleContainer.textContent;\n\t\t\t}\n\t\t\twidgetNode.refresh(changes);\n\t\t};\n\t\t$tw.wiki.addEventListener(\"change\",refreshHandler);\n\t\t// Listen for keyboard shortcuts\n\t\t$tw.utils.addEventListeners(srcDocument,[{\n\t\t\tname: \"keydown\",\n\t\t\thandlerObject: $tw.keyboardManager,\n\t\t\thandlerMethod: \"handleKeydownEvent\"\n\t\t},{\n\t\t\tname: \"click\",\n\t\t\thandlerObject: $tw.popup,\n\t\t\thandlerMethod: \"handleEvent\"\n\t\t}]);\n\t\tsrcWindow.haveInitialisedWindow = true;\n\t});\n\t// Close open windows when unloading main window\n\t$tw.addUnloadTask(function() {\n\t\t$tw.utils.each(windows,function(win) {\n\t\t\twin.close();\n\t\t});\n\t});\n\n};\n\n})();\n",
"type": "application/javascript",
"module-type": "startup"
},
"$:/core/modules/story.js": {
"title": "$:/core/modules/story.js",
"text": "/*\\\ntitle: $:/core/modules/story.js\ntype: application/javascript\nmodule-type: global\n\nLightweight object for managing interactions with the story and history lists.\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n/*\nConstruct Story object with options:\nwiki: reference to wiki object to use to resolve tiddler titles\nstoryTitle: title of story list tiddler\nhistoryTitle: title of history list tiddler\n*/\nfunction Story(options) {\n\toptions = options || {};\n\tthis.wiki = options.wiki || $tw.wiki;\n\tthis.storyTitle = options.storyTitle || \"$:/StoryList\";\n\tthis.historyTitle = options.historyTitle || \"$:/HistoryList\";\n};\n\nStory.prototype.navigateTiddler = function(navigateTo,navigateFromTitle,navigateFromClientRect) {\n\tthis.addToStory(navigateTo,navigateFromTitle);\n\tthis.addToHistory(navigateTo,navigateFromClientRect);\n};\n\nStory.prototype.getStoryList = function() {\n\treturn this.wiki.getTiddlerList(this.storyTitle) || [];\n};\n\nStory.prototype.addToStory = function(navigateTo,navigateFromTitle,options) {\n\toptions = options || {};\n\tvar storyList = this.getStoryList();\n\t// See if the tiddler is already there\n\tvar slot = storyList.indexOf(navigateTo);\n\t// Quit if it already exists in the story river\n\tif(slot >= 0) {\n\t\treturn;\n\t}\n\t// First we try to find the position of the story element we navigated from\n\tvar fromIndex = storyList.indexOf(navigateFromTitle);\n\tif(fromIndex >= 0) {\n\t\t// The tiddler is added from inside the river\n\t\t// Determine where to insert the tiddler; Fallback is \"below\"\n\t\tswitch(options.openLinkFromInsideRiver) {\n\t\t\tcase \"top\":\n\t\t\t\tslot = 0;\n\t\t\t\tbreak;\n\t\t\tcase \"bottom\":\n\t\t\t\tslot = storyList.length;\n\t\t\t\tbreak;\n\t\t\tcase \"above\":\n\t\t\t\tslot = fromIndex;\n\t\t\t\tbreak;\n\t\t\tcase \"below\": // Intentional fall-through\n\t\t\tdefault:\n\t\t\t\tslot = fromIndex + 1;\n\t\t\t\tbreak;\n\t\t}\n\t} else {\n\t\t// The tiddler is opened from outside the river. Determine where to insert the tiddler; default is \"top\"\n\t\tif(options.openLinkFromOutsideRiver === \"bottom\") {\n\t\t\t// Insert at bottom\n\t\t\tslot = storyList.length;\n\t\t} else {\n\t\t\t// Insert at top\n\t\t\tslot = 0;\n\t\t}\n\t}\n\t// Add the tiddler\n\tstoryList.splice(slot,0,navigateTo);\n\t// Save the story\n\tthis.saveStoryList(storyList);\n};\n\nStory.prototype.saveStoryList = function(storyList) {\n\tvar storyTiddler = this.wiki.getTiddler(this.storyTitle);\n\tthis.wiki.addTiddler(new $tw.Tiddler(\n\t\tthis.wiki.getCreationFields(),\n\t\t{title: this.storyTitle},\n\t\tstoryTiddler,\n\t\t{list: storyList},\n\t\tthis.wiki.getModificationFields()\n\t));\n};\n\nStory.prototype.addToHistory = function(navigateTo,navigateFromClientRect) {\n\tvar titles = $tw.utils.isArray(navigateTo) ? navigateTo : [navigateTo];\n\t// Add a new record to the top of the history stack\n\tvar historyList = this.wiki.getTiddlerData(this.historyTitle,[]);\n\t$tw.utils.each(titles,function(title) {\n\t\thistoryList.push({title: title, fromPageRect: navigateFromClientRect});\n\t});\n\tthis.wiki.setTiddlerData(this.historyTitle,historyList,{\"current-tiddler\": titles[titles.length-1]});\n};\n\nStory.prototype.storyCloseTiddler = function(targetTitle) {\n// TBD\n};\n\nStory.prototype.storyCloseAllTiddlers = function() {\n// TBD\n};\n\nStory.prototype.storyCloseOtherTiddlers = function(targetTitle) {\n// TBD\n};\n\nStory.prototype.storyEditTiddler = function(targetTitle) {\n// TBD\n};\n\nStory.prototype.storyDeleteTiddler = function(targetTitle) {\n// TBD\n};\n\nStory.prototype.storySaveTiddler = function(targetTitle) {\n// TBD\n};\n\nStory.prototype.storyCancelTiddler = function(targetTitle) {\n// TBD\n};\n\nStory.prototype.storyNewTiddler = function(targetTitle) {\n// TBD\n};\n\nexports.Story = Story;\n\n\n})();\n",
"type": "application/javascript",
"module-type": "global"
},
"$:/core/modules/storyviews/classic.js": {
"title": "$:/core/modules/storyviews/classic.js",
"text": "/*\\\ntitle: $:/core/modules/storyviews/classic.js\ntype: application/javascript\nmodule-type: storyview\n\nViews the story as a linear sequence\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nvar easing = \"cubic-bezier(0.645, 0.045, 0.355, 1)\"; // From http://easings.net/#easeInOutCubic\n\nvar ClassicStoryView = function(listWidget) {\n\tthis.listWidget = listWidget;\n};\n\nClassicStoryView.prototype.navigateTo = function(historyInfo) {\n\tvar duration = $tw.utils.getAnimationDuration()\n\tvar listElementIndex = this.listWidget.findListItem(0,historyInfo.title);\n\tif(listElementIndex === undefined) {\n\t\treturn;\n\t}\n\tvar listItemWidget = this.listWidget.children[listElementIndex],\n\t\ttargetElement = listItemWidget.findFirstDomNode();\n\t// Abandon if the list entry isn't a DOM element (it might be a text node)\n\tif(!(targetElement instanceof Element)) {\n\t\treturn;\n\t}\n\tif(duration) {\n\t\t// Scroll the node into view\n\t\tthis.listWidget.dispatchEvent({type: \"tm-scroll\", target: targetElement});\t\n\t} else {\n\t\ttargetElement.scrollIntoView();\n\t}\n};\n\nClassicStoryView.prototype.insert = function(widget) {\n\tvar duration = $tw.utils.getAnimationDuration();\n\tif(duration) {\n\t\tvar targetElement = widget.findFirstDomNode();\n\t\t// Abandon if the list entry isn't a DOM element (it might be a text node)\n\t\tif(!(targetElement instanceof Element)) {\n\t\t\treturn;\n\t\t}\n\t\t// Get the current height of the tiddler\n\t\tvar computedStyle = window.getComputedStyle(targetElement),\n\t\t\tcurrMarginBottom = parseInt(computedStyle.marginBottom,10),\n\t\t\tcurrMarginTop = parseInt(computedStyle.marginTop,10),\n\t\t\tcurrHeight = targetElement.offsetHeight + currMarginTop;\n\t\t// Reset the margin once the transition is over\n\t\tsetTimeout(function() {\n\t\t\t$tw.utils.setStyle(targetElement,[\n\t\t\t\t{transition: \"none\"},\n\t\t\t\t{marginBottom: \"\"}\n\t\t\t]);\n\t\t},duration);\n\t\t// Set up the initial position of the element\n\t\t$tw.utils.setStyle(targetElement,[\n\t\t\t{transition: \"none\"},\n\t\t\t{marginBottom: (-currHeight) + \"px\"},\n\t\t\t{opacity: \"0.0\"}\n\t\t]);\n\t\t$tw.utils.forceLayout(targetElement);\n\t\t// Transition to the final position\n\t\t$tw.utils.setStyle(targetElement,[\n\t\t\t{transition: \"opacity \" + duration + \"ms \" + easing + \", \" +\n\t\t\t\t\t\t\"margin-bottom \" + duration + \"ms \" + easing},\n\t\t\t{marginBottom: currMarginBottom + \"px\"},\n\t\t\t{opacity: \"1.0\"}\n\t]);\n\t}\n};\n\nClassicStoryView.prototype.remove = function(widget) {\n\tvar duration = $tw.utils.getAnimationDuration();\n\tif(duration) {\n\t\tvar targetElement = widget.findFirstDomNode(),\n\t\t\tremoveElement = function() {\n\t\t\t\twidget.removeChildDomNodes();\n\t\t\t};\n\t\t// Abandon if the list entry isn't a DOM element (it might be a text node)\n\t\tif(!(targetElement instanceof Element)) {\n\t\t\tremoveElement();\n\t\t\treturn;\n\t\t}\n\t\t// Get the current height of the tiddler\n\t\tvar currWidth = targetElement.offsetWidth,\n\t\t\tcomputedStyle = window.getComputedStyle(targetElement),\n\t\t\tcurrMarginBottom = parseInt(computedStyle.marginBottom,10),\n\t\t\tcurrMarginTop = parseInt(computedStyle.marginTop,10),\n\t\t\tcurrHeight = targetElement.offsetHeight + currMarginTop;\n\t\t// Remove the dom nodes of the widget at the end of the transition\n\t\tsetTimeout(removeElement,duration);\n\t\t// Animate the closure\n\t\t$tw.utils.setStyle(targetElement,[\n\t\t\t{transition: \"none\"},\n\t\t\t{transform: \"translateX(0px)\"},\n\t\t\t{marginBottom: currMarginBottom + \"px\"},\n\t\t\t{opacity: \"1.0\"}\n\t\t]);\n\t\t$tw.utils.forceLayout(targetElement);\n\t\t$tw.utils.setStyle(targetElement,[\n\t\t\t{transition: $tw.utils.roundTripPropertyName(\"transform\") + \" \" + duration + \"ms \" + easing + \", \" +\n\t\t\t\t\t\t\"opacity \" + duration + \"ms \" + easing + \", \" +\n\t\t\t\t\t\t\"margin-bottom \" + duration + \"ms \" + easing},\n\t\t\t{transform: \"translateX(-\" + currWidth + \"px)\"},\n\t\t\t{marginBottom: (-currHeight) + \"px\"},\n\t\t\t{opacity: \"0.0\"}\n\t\t]);\n\t} else {\n\t\twidget.removeChildDomNodes();\n\t}\n};\n\nexports.classic = ClassicStoryView;\n\n})();",
"type": "application/javascript",
"module-type": "storyview"
},
"$:/core/modules/storyviews/pop.js": {
"title": "$:/core/modules/storyviews/pop.js",
"text": "/*\\\ntitle: $:/core/modules/storyviews/pop.js\ntype: application/javascript\nmodule-type: storyview\n\nAnimates list insertions and removals\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nvar PopStoryView = function(listWidget) {\n\tthis.listWidget = listWidget;\n};\n\nPopStoryView.prototype.navigateTo = function(historyInfo) {\n\tvar listElementIndex = this.listWidget.findListItem(0,historyInfo.title);\n\tif(listElementIndex === undefined) {\n\t\treturn;\n\t}\n\tvar listItemWidget = this.listWidget.children[listElementIndex],\n\t\ttargetElement = listItemWidget.findFirstDomNode();\n\t// Abandon if the list entry isn't a DOM element (it might be a text node)\n\tif(!(targetElement instanceof Element)) {\n\t\treturn;\n\t}\n\t// Scroll the node into view\n\tthis.listWidget.dispatchEvent({type: \"tm-scroll\", target: targetElement});\n};\n\nPopStoryView.prototype.insert = function(widget) {\n\tvar targetElement = widget.findFirstDomNode(),\n\t\tduration = $tw.utils.getAnimationDuration();\n\t// Abandon if the list entry isn't a DOM element (it might be a text node)\n\tif(!(targetElement instanceof Element)) {\n\t\treturn;\n\t}\n\t// Reset once the transition is over\n\tsetTimeout(function() {\n\t\t$tw.utils.setStyle(targetElement,[\n\t\t\t{transition: \"none\"},\n\t\t\t{transform: \"none\"}\n\t\t]);\n\t\t$tw.utils.setStyle(widget.document.body,[\n\t\t\t{\"overflow-x\": \"\"}\n\t\t]);\n\t},duration);\n\t// Prevent the page from overscrolling due to the zoom factor\n\t$tw.utils.setStyle(widget.document.body,[\n\t\t{\"overflow-x\": \"hidden\"}\n\t]);\n\t// Set up the initial position of the element\n\t$tw.utils.setStyle(targetElement,[\n\t\t{transition: \"none\"},\n\t\t{transform: \"scale(2)\"},\n\t\t{opacity: \"0.0\"}\n\t]);\n\t$tw.utils.forceLayout(targetElement);\n\t// Transition to the final position\n\t$tw.utils.setStyle(targetElement,[\n\t\t{transition: $tw.utils.roundTripPropertyName(\"transform\") + \" \" + duration + \"ms ease-in-out, \" +\n\t\t\t\t\t\"opacity \" + duration + \"ms ease-in-out\"},\n\t\t{transform: \"scale(1)\"},\n\t\t{opacity: \"1.0\"}\n\t]);\n};\n\nPopStoryView.prototype.remove = function(widget) {\n\tvar targetElement = widget.findFirstDomNode(),\n\t\tduration = $tw.utils.getAnimationDuration(),\n\t\tremoveElement = function() {\n\t\t\tif(targetElement && targetElement.parentNode) {\n\t\t\t\twidget.removeChildDomNodes();\n\t\t\t}\n\t\t};\n\t// Abandon if the list entry isn't a DOM element (it might be a text node)\n\tif(!(targetElement instanceof Element)) {\n\t\tremoveElement();\n\t\treturn;\n\t}\n\t// Remove the element at the end of the transition\n\tsetTimeout(removeElement,duration);\n\t// Animate the closure\n\t$tw.utils.setStyle(targetElement,[\n\t\t{transition: \"none\"},\n\t\t{transform: \"scale(1)\"},\n\t\t{opacity: \"1.0\"}\n\t]);\n\t$tw.utils.forceLayout(targetElement);\n\t$tw.utils.setStyle(targetElement,[\n\t\t{transition: $tw.utils.roundTripPropertyName(\"transform\") + \" \" + duration + \"ms ease-in-out, \" +\n\t\t\t\t\t\"opacity \" + duration + \"ms ease-in-out\"},\n\t\t{transform: \"scale(0.1)\"},\n\t\t{opacity: \"0.0\"}\n\t]);\n};\n\nexports.pop = PopStoryView;\n\n})();\n",
"type": "application/javascript",
"module-type": "storyview"
},
"$:/core/modules/storyviews/zoomin.js": {
"title": "$:/core/modules/storyviews/zoomin.js",
"text": "/*\\\ntitle: $:/core/modules/storyviews/zoomin.js\ntype: application/javascript\nmodule-type: storyview\n\nZooms between individual tiddlers\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nvar easing = \"cubic-bezier(0.645, 0.045, 0.355, 1)\"; // From http://easings.net/#easeInOutCubic\n\nvar ZoominListView = function(listWidget) {\n\tvar self = this;\n\tthis.listWidget = listWidget;\n\t// Get the index of the tiddler that is at the top of the history\n\tvar history = this.listWidget.wiki.getTiddlerDataCached(this.listWidget.historyTitle,[]),\n\t\ttargetTiddler;\n\tif(history.length > 0) {\n\t\ttargetTiddler = history[history.length-1].title;\n\t}\n\t// Make all the tiddlers position absolute, and hide all but the top (or first) one\n\t$tw.utils.each(this.listWidget.children,function(itemWidget,index) {\n\t\tvar domNode = itemWidget.findFirstDomNode();\n\t\t// Abandon if the list entry isn't a DOM element (it might be a text node)\n\t\tif(!(domNode instanceof Element)) {\n\t\t\treturn;\n\t\t}\n\t\tif((targetTiddler && targetTiddler !== itemWidget.parseTreeNode.itemTitle) || (!targetTiddler && index)) {\n\t\t\tdomNode.style.display = \"none\";\n\t\t} else {\n\t\t\tself.currentTiddlerDomNode = domNode;\n\t\t}\n\t\t$tw.utils.addClass(domNode,\"tc-storyview-zoomin-tiddler\");\n\t});\n};\n\nZoominListView.prototype.navigateTo = function(historyInfo) {\n\tvar duration = $tw.utils.getAnimationDuration(),\n\t\tlistElementIndex = this.listWidget.findListItem(0,historyInfo.title);\n\tif(listElementIndex === undefined) {\n\t\treturn;\n\t}\n\tvar listItemWidget = this.listWidget.children[listElementIndex],\n\t\ttargetElement = listItemWidget.findFirstDomNode();\n\t// Abandon if the list entry isn't a DOM element (it might be a text node)\n\tif(!(targetElement instanceof Element)) {\n\t\treturn;\n\t}\n\t// Make the new tiddler be position absolute and visible so that we can measure it\n\t$tw.utils.addClass(targetElement,\"tc-storyview-zoomin-tiddler\");\n\t$tw.utils.setStyle(targetElement,[\n\t\t{display: \"block\"},\n\t\t{transformOrigin: \"0 0\"},\n\t\t{transform: \"translateX(0px) translateY(0px) scale(1)\"},\n\t\t{transition: \"none\"},\n\t\t{opacity: \"0.0\"}\n\t]);\n\t// Get the position of the source node, or use the centre of the window as the source position\n\tvar sourceBounds = historyInfo.fromPageRect || {\n\t\t\tleft: window.innerWidth/2 - 2,\n\t\t\ttop: window.innerHeight/2 - 2,\n\t\t\twidth: window.innerWidth/8,\n\t\t\theight: window.innerHeight/8\n\t\t};\n\t// Try to find the title node in the target tiddler\n\tvar titleDomNode = findTitleDomNode(listItemWidget) || listItemWidget.findFirstDomNode(),\n\t\tzoomBounds = titleDomNode.getBoundingClientRect();\n\t// Compute the transform for the target tiddler to make the title lie over the source rectange\n\tvar targetBounds = targetElement.getBoundingClientRect(),\n\t\tscale = sourceBounds.width / zoomBounds.width,\n\t\tx = sourceBounds.left - targetBounds.left - (zoomBounds.left - targetBounds.left) * scale,\n\t\ty = sourceBounds.top - targetBounds.top - (zoomBounds.top - targetBounds.top) * scale;\n\t// Transform the target tiddler to its starting position\n\t$tw.utils.setStyle(targetElement,[\n\t\t{transform: \"translateX(\" + x + \"px) translateY(\" + y + \"px) scale(\" + scale + \")\"}\n\t]);\n\t// Force layout\n\t$tw.utils.forceLayout(targetElement);\n\t// Apply the ending transitions with a timeout to ensure that the previously applied transformations are applied first\n\tvar self = this,\n\t\tprevCurrentTiddler = this.currentTiddlerDomNode;\n\tthis.currentTiddlerDomNode = targetElement;\n\t// Transform the target tiddler to its natural size\n\t$tw.utils.setStyle(targetElement,[\n\t\t{transition: $tw.utils.roundTripPropertyName(\"transform\") + \" \" + duration + \"ms \" + easing + \", opacity \" + duration + \"ms \" + easing},\n\t\t{opacity: \"1.0\"},\n\t\t{transform: \"translateX(0px) translateY(0px) scale(1)\"},\n\t\t{zIndex: \"500\"},\n\t]);\n\t// Transform the previous tiddler out of the way and then hide it\n\tif(prevCurrentTiddler && prevCurrentTiddler !== targetElement) {\n\t\tscale = zoomBounds.width / sourceBounds.width;\n\t\tx = zoomBounds.left - targetBounds.left - (sourceBounds.left - targetBounds.left) * scale;\n\t\ty = zoomBounds.top - targetBounds.top - (sourceBounds.top - targetBounds.top) * scale;\n\t\t$tw.utils.setStyle(prevCurrentTiddler,[\n\t\t\t{transition: $tw.utils.roundTripPropertyName(\"transform\") + \" \" + duration + \"ms \" + easing + \", opacity \" + duration + \"ms \" + easing},\n\t\t\t{opacity: \"0.0\"},\n\t\t\t{transformOrigin: \"0 0\"},\n\t\t\t{transform: \"translateX(\" + x + \"px) translateY(\" + y + \"px) scale(\" + scale + \")\"},\n\t\t\t{zIndex: \"0\"}\n\t\t]);\n\t\t// Hide the tiddler when the transition has finished\n\t\tsetTimeout(function() {\n\t\t\tif(self.currentTiddlerDomNode !== prevCurrentTiddler) {\n\t\t\t\tprevCurrentTiddler.style.display = \"none\";\n\t\t\t}\n\t\t},duration);\n\t}\n\t// Scroll the target into view\n//\t$tw.pageScroller.scrollIntoView(targetElement);\n};\n\n/*\nFind the first child DOM node of a widget that has the class \"tc-title\"\n*/\nfunction findTitleDomNode(widget,targetClass) {\n\ttargetClass = targetClass || \"tc-title\";\n\tvar domNode = widget.findFirstDomNode();\n\tif(domNode && domNode.querySelector) {\n\t\treturn domNode.querySelector(\".\" + targetClass);\n\t}\n\treturn null;\n}\n\nZoominListView.prototype.insert = function(widget) {\n\tvar targetElement = widget.findFirstDomNode();\n\t// Abandon if the list entry isn't a DOM element (it might be a text node)\n\tif(!(targetElement instanceof Element)) {\n\t\treturn;\n\t}\n\t// Make the newly inserted node position absolute and hidden\n\t$tw.utils.addClass(targetElement,\"tc-storyview-zoomin-tiddler\");\n\t$tw.utils.setStyle(targetElement,[\n\t\t{display: \"none\"}\n\t]);\n};\n\nZoominListView.prototype.remove = function(widget) {\n\tvar targetElement = widget.findFirstDomNode(),\n\t\tduration = $tw.utils.getAnimationDuration(),\n\t\tremoveElement = function() {\n\t\t\twidget.removeChildDomNodes();\n\t\t};\n\t// Abandon if the list entry isn't a DOM element (it might be a text node)\n\tif(!(targetElement instanceof Element)) {\n\t\tremoveElement();\n\t\treturn;\n\t}\n\t// Abandon if hidden\n\tif(targetElement.style.display != \"block\" ) {\n\t\tremoveElement();\n\t\treturn;\n\t}\n\t// Set up the tiddler that is being closed\n\t$tw.utils.addClass(targetElement,\"tc-storyview-zoomin-tiddler\");\n\t$tw.utils.setStyle(targetElement,[\n\t\t{display: \"block\"},\n\t\t{transformOrigin: \"50% 50%\"},\n\t\t{transform: \"translateX(0px) translateY(0px) scale(1)\"},\n\t\t{transition: \"none\"},\n\t\t{zIndex: \"0\"}\n\t]);\n\t// We'll move back to the previous or next element in the story\n\tvar toWidget = widget.previousSibling();\n\tif(!toWidget) {\n\t\ttoWidget = widget.nextSibling();\n\t}\n\tvar toWidgetDomNode = toWidget && toWidget.findFirstDomNode();\n\t// Set up the tiddler we're moving back in\n\tif(toWidgetDomNode) {\n\t\t$tw.utils.addClass(toWidgetDomNode,\"tc-storyview-zoomin-tiddler\");\n\t\t$tw.utils.setStyle(toWidgetDomNode,[\n\t\t\t{display: \"block\"},\n\t\t\t{transformOrigin: \"50% 50%\"},\n\t\t\t{transform: \"translateX(0px) translateY(0px) scale(10)\"},\n\t\t\t{transition: $tw.utils.roundTripPropertyName(\"transform\") + \" \" + duration + \"ms \" + easing + \", opacity \" + duration + \"ms \" + easing},\n\t\t\t{opacity: \"0\"},\n\t\t\t{zIndex: \"500\"}\n\t\t]);\n\t\tthis.currentTiddlerDomNode = toWidgetDomNode;\n\t}\n\t// Animate them both\n\t// Force layout\n\t$tw.utils.forceLayout(this.listWidget.parentDomNode);\n\t// First, the tiddler we're closing\n\t$tw.utils.setStyle(targetElement,[\n\t\t{transformOrigin: \"50% 50%\"},\n\t\t{transform: \"translateX(0px) translateY(0px) scale(0.1)\"},\n\t\t{transition: $tw.utils.roundTripPropertyName(\"transform\") + \" \" + duration + \"ms \" + easing + \", opacity \" + duration + \"ms \" + easing},\n\t\t{opacity: \"0\"},\n\t\t{zIndex: \"0\"}\n\t]);\n\tsetTimeout(removeElement,duration);\n\t// Now the tiddler we're going back to\n\tif(toWidgetDomNode) {\n\t\t$tw.utils.setStyle(toWidgetDomNode,[\n\t\t\t{transform: \"translateX(0px) translateY(0px) scale(1)\"},\n\t\t\t{opacity: \"1\"}\n\t\t]);\n\t}\n\treturn true; // Indicate that we'll delete the DOM node\n};\n\nexports.zoomin = ZoominListView;\n\n})();\n",
"type": "application/javascript",
"module-type": "storyview"
},
"$:/core/modules/syncer.js": {
"title": "$:/core/modules/syncer.js",
"text": "/*\\\ntitle: $:/core/modules/syncer.js\ntype: application/javascript\nmodule-type: global\n\nThe syncer tracks changes to the store and synchronises them to a remote data store represented as a \"sync adaptor\"\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n/*\nDefaults\n*/\nSyncer.prototype.titleIsLoggedIn = \"$:/status/IsLoggedIn\";\nSyncer.prototype.titleIsAnonymous = \"$:/status/IsAnonymous\";\nSyncer.prototype.titleIsReadOnly = \"$:/status/IsReadOnly\";\nSyncer.prototype.titleUserName = \"$:/status/UserName\";\nSyncer.prototype.titleSyncFilter = \"$:/config/SyncFilter\";\nSyncer.prototype.titleSyncPollingInterval = \"$:/config/SyncPollingInterval\";\nSyncer.prototype.titleSyncDisableLazyLoading = \"$:/config/SyncDisableLazyLoading\";\nSyncer.prototype.titleSavedNotification = \"$:/language/Notifications/Save/Done\";\nSyncer.prototype.titleSyncThrottleInterval = \"$:/config/SyncThrottleInterval\";\nSyncer.prototype.taskTimerInterval = 1 * 1000; // Interval for sync timer\nSyncer.prototype.throttleInterval = 1 * 1000; // Defer saving tiddlers if they've changed in the last 1s...\nSyncer.prototype.errorRetryInterval = 5 * 1000; // Interval to retry after an error\nSyncer.prototype.fallbackInterval = 10 * 1000; // Unless the task is older than 10s\nSyncer.prototype.pollTimerInterval = 60 * 1000; // Interval for polling for changes from the adaptor\n\n/*\nInstantiate the syncer with the following options:\nsyncadaptor: reference to syncadaptor to be used\nwiki: wiki to be synced\n*/\nfunction Syncer(options) {\n\tvar self = this;\n\tthis.wiki = options.wiki;\n\t// Save parameters\n\tthis.syncadaptor = options.syncadaptor;\n\tthis.disableUI = !!options.disableUI;\n\tthis.titleIsLoggedIn = options.titleIsLoggedIn || this.titleIsLoggedIn;\n\tthis.titleUserName = options.titleUserName || this.titleUserName;\n\tthis.titleSyncFilter = options.titleSyncFilter || this.titleSyncFilter;\n\tthis.titleSavedNotification = options.titleSavedNotification || this.titleSavedNotification;\n\tthis.taskTimerInterval = options.taskTimerInterval || this.taskTimerInterval;\n\tthis.throttleInterval = options.throttleInterval || parseInt(this.wiki.getTiddlerText(this.titleSyncThrottleInterval,\"\"),10) || this.throttleInterval;\n\tthis.errorRetryInterval = options.errorRetryInterval || this.errorRetryInterval;\n\tthis.fallbackInterval = options.fallbackInterval || this.fallbackInterval;\n\tthis.pollTimerInterval = options.pollTimerInterval || parseInt(this.wiki.getTiddlerText(this.titleSyncPollingInterval,\"\"),10) || this.pollTimerInterval;\n\tthis.logging = \"logging\" in options ? options.logging : true;\n\t// Make a logger\n\tthis.logger = new $tw.utils.Logger(\"syncer\" + ($tw.browser ? \"-browser\" : \"\") + ($tw.node ? \"-server\" : \"\") + (this.syncadaptor.name ? (\"-\" + this.syncadaptor.name) : \"\"),{\n\t\tcolour: \"cyan\",\n\t\tenable: this.logging,\n\t\tsaveHistory: true\n\t});\n\t// Make another logger for connection errors\n\tthis.loggerConnection = new $tw.utils.Logger(\"syncer\" + ($tw.browser ? \"-browser\" : \"\") + ($tw.node ? \"-server\" : \"\") + (this.syncadaptor.name ? (\"-\" + this.syncadaptor.name) : \"\") + \"-connection\",{\n\t\tcolour: \"cyan\",\n\t\tenable: this.logging\n\t});\n\t// Ask the syncadaptor to use the main logger\n\tif(this.syncadaptor.setLoggerSaveBuffer) {\n\t\tthis.syncadaptor.setLoggerSaveBuffer(this.logger);\n\t}\n\t// Compile the dirty tiddler filter\n\tthis.filterFn = this.wiki.compileFilter(this.wiki.getTiddlerText(this.titleSyncFilter));\n\t// Record information for known tiddlers\n\tthis.readTiddlerInfo();\n\tthis.titlesToBeLoaded = {}; // Hashmap of titles of tiddlers that need loading from the server\n\tthis.titlesHaveBeenLazyLoaded = {}; // Hashmap of titles of tiddlers that have already been lazily loaded from the server\n\t// Timers\n\tthis.taskTimerId = null; // Timer for task dispatch\n\tthis.pollTimerId = null; // Timer for polling server\n\t// Number of outstanding requests\n\tthis.numTasksInProgress = 0;\n\t// Listen out for changes to tiddlers\n\tthis.wiki.addEventListener(\"change\",function(changes) {\n\t\t// Filter the changes to just include ones that are being synced\n\t\tvar filteredChanges = self.getSyncedTiddlers(function(callback) {\n\t\t\t$tw.utils.each(changes,function(change,title) {\n\t\t\t\tvar tiddler = self.wiki.tiddlerExists(title) && self.wiki.getTiddler(title);\n\t\t\t\tcallback(tiddler,title);\n\t\t\t});\n\t\t});\n\t\tif(filteredChanges.length > 0) {\n\t\t\tself.processTaskQueue();\n\t\t} else {\n\t\t\t// Look for deletions of tiddlers we're already syncing\t\n\t\t\tvar outstandingDeletion = false\n\t\t\t$tw.utils.each(changes,function(change,title,object) {\n\t\t\t\tif(change.deleted && $tw.utils.hop(self.tiddlerInfo,title)) {\n\t\t\t\t\toutstandingDeletion = true;\n\t\t\t\t}\n\t\t\t});\n\t\t\tif(outstandingDeletion) {\n\t\t\t\tself.processTaskQueue();\n\t\t\t}\n\t\t}\n\t});\n\t// Browser event handlers\n\tif($tw.browser && !this.disableUI) {\n\t\t// Set up our beforeunload handler\n\t\t$tw.addUnloadTask(function(event) {\n\t\t\tvar confirmationMessage;\n\t\t\tif(self.isDirty()) {\n\t\t\t\tconfirmationMessage = $tw.language.getString(\"UnsavedChangesWarning\");\n\t\t\t\tevent.returnValue = confirmationMessage; // Gecko\n\t\t\t}\n\t\t\treturn confirmationMessage;\n\t\t});\n\t\t// Listen out for login/logout/refresh events in the browser\n\t\t$tw.rootWidget.addEventListener(\"tm-login\",function() {\n\t\t\tself.handleLoginEvent();\n\t\t});\n\t\t$tw.rootWidget.addEventListener(\"tm-logout\",function() {\n\t\t\tself.handleLogoutEvent();\n\t\t});\n\t\t$tw.rootWidget.addEventListener(\"tm-server-refresh\",function() {\n\t\t\tself.handleRefreshEvent();\n\t\t});\n\t\t$tw.rootWidget.addEventListener(\"tm-copy-syncer-logs-to-clipboard\",function() {\n\t\t\t$tw.utils.copyToClipboard($tw.utils.getSystemInfo() + \"\\n\\nLog:\\n\" + self.logger.getBuffer());\n\t\t});\n\t}\n\t// Listen out for lazyLoad events\n\tif(!this.disableUI && $tw.wiki.getTiddlerText(this.titleSyncDisableLazyLoading) !== \"yes\") {\n\t\tthis.wiki.addEventListener(\"lazyLoad\",function(title) {\n\t\t\tself.handleLazyLoadEvent(title);\n\t\t});\t\t\n\t}\n\t// Get the login status\n\tthis.getStatus(function(err,isLoggedIn) {\n\t\t// Do a sync from the server\n\t\tself.syncFromServer();\n\t});\n}\n\n/*\nShow a generic network error alert\n*/\nSyncer.prototype.displayError = function(msg,err) {\n\tif(err === ($tw.language.getString(\"Error/XMLHttpRequest\") + \": 0\")) {\n\t\tthis.loggerConnection.alert($tw.language.getString(\"Error/NetworkErrorAlert\"));\n\t\tthis.logger.log(msg + \":\",err);\n\t} else {\n\t\tthis.logger.alert(msg + \":\",err);\n\t}\n};\n\n/*\nReturn an array of the tiddler titles that are subjected to syncing\n*/\nSyncer.prototype.getSyncedTiddlers = function(source) {\n\treturn this.filterFn.call(this.wiki,source);\n};\n\n/*\nReturn an array of the tiddler titles that are subjected to syncing\n*/\nSyncer.prototype.getTiddlerRevision = function(title) {\n\tif(this.syncadaptor && this.syncadaptor.getTiddlerRevision) {\n\t\treturn this.syncadaptor.getTiddlerRevision(title);\n\t} else {\n\t\treturn this.wiki.getTiddler(title).fields.revision;\t\n\t} \n};\n\n/*\nRead (or re-read) the latest tiddler info from the store\n*/\nSyncer.prototype.readTiddlerInfo = function() {\n\t// Hashmap by title of {revision:,changeCount:,adaptorInfo:}\n\t// \"revision\" is the revision of the tiddler last seen on the server, and \"changecount\" is the corresponding local changecount\n\tthis.tiddlerInfo = {};\n\t// Record information for known tiddlers\n\tvar self = this,\n\t\ttiddlers = this.getSyncedTiddlers();\n\t$tw.utils.each(tiddlers,function(title) {\n\t\tvar tiddler = self.wiki.tiddlerExists(title) && self.wiki.getTiddler(title);\n\t\tself.tiddlerInfo[title] = {\n\t\t\trevision: self.getTiddlerRevision(title),\n\t\t\tadaptorInfo: self.syncadaptor && self.syncadaptor.getTiddlerInfo(tiddler),\n\t\t\tchangeCount: self.wiki.getChangeCount(title)\n\t\t};\n\t});\n};\n\n/*\nChecks whether the wiki is dirty (ie the window shouldn't be closed)\n*/\nSyncer.prototype.isDirty = function() {\n\tthis.logger.log(\"Checking dirty status\");\n\t// Check tiddlers that are in the store and included in the filter function\n\tvar titles = this.getSyncedTiddlers();\n\tfor(var index=0; index<titles.length; index++) {\n\t\tvar title = titles[index],\n\t\t\ttiddlerInfo = this.tiddlerInfo[title];\n\t\tif(this.wiki.tiddlerExists(title)) {\n\t\t\tif(tiddlerInfo) {\n\t\t\t\t// If the tiddler is known on the server and has been modified locally then it needs to be saved to the server\n\t\t\t\tif($tw.wiki.getChangeCount(title) > tiddlerInfo.changeCount) {\n\t\t\t\t\treturn true;\n\t\t\t\t}\n\t\t\t} else {\n\t\t\t\t// If the tiddler isn't known on the server then it needs to be saved to the server\n\t\t\t\treturn true;\n\t\t\t}\n\t\t}\n\t}\n\t// Check tiddlers that are known from the server but not currently in the store\n\ttitles = Object.keys(this.tiddlerInfo);\n\tfor(index=0; index<titles.length; index++) {\n\t\tif(!this.wiki.tiddlerExists(titles[index])) {\n\t\t\t// There must be a pending delete\n\t\t\treturn true;\n\t\t}\n\t}\n\treturn false;\n};\n\n/*\nUpdate the document body with the class \"tc-dirty\" if the wiki has unsaved/unsynced changes\n*/\nSyncer.prototype.updateDirtyStatus = function() {\n\tif($tw.browser && !this.disableUI) {\n\t\tvar dirty = this.isDirty();\n\t\t$tw.utils.toggleClass(document.body,\"tc-dirty\",dirty);\n\t\tif(!dirty) {\n\t\t\tthis.loggerConnection.clearAlerts();\n\t\t}\n\t}\n};\n\n/*\nSave an incoming tiddler in the store, and updates the associated tiddlerInfo\n*/\nSyncer.prototype.storeTiddler = function(tiddlerFields) {\n\t// Save the tiddler\n\tvar tiddler = new $tw.Tiddler(tiddlerFields);\n\tthis.wiki.addTiddler(tiddler);\n\t// Save the tiddler revision and changeCount details\n\tthis.tiddlerInfo[tiddlerFields.title] = {\n\t\trevision: this.getTiddlerRevision(tiddlerFields.title),\n\t\tadaptorInfo: this.syncadaptor.getTiddlerInfo(tiddler),\n\t\tchangeCount: this.wiki.getChangeCount(tiddlerFields.title)\n\t};\n};\n\nSyncer.prototype.getStatus = function(callback) {\n\tvar self = this;\n\t// Check if the adaptor supports getStatus()\n\tif(this.syncadaptor && this.syncadaptor.getStatus) {\n\t\t// Mark us as not logged in\n\t\tthis.wiki.addTiddler({title: this.titleIsLoggedIn,text: \"no\"});\n\t\t// Get login status\n\t\tthis.syncadaptor.getStatus(function(err,isLoggedIn,username,isReadOnly,isAnonymous) {\n\t\t\tif(err) {\n\t\t\t\tself.logger.alert(err);\n\t\t\t} else {\n\t\t\t\t// Set the various status tiddlers\n\t\t\t\tself.wiki.addTiddler({title: self.titleIsReadOnly,text: isReadOnly ? \"yes\" : \"no\"});\n\t\t\t\tself.wiki.addTiddler({title: self.titleIsAnonymous,text: isAnonymous ? \"yes\" : \"no\"});\n\t\t\t\tself.wiki.addTiddler({title: self.titleIsLoggedIn,text: isLoggedIn ? \"yes\" : \"no\"});\n\t\t\t\tif(isLoggedIn) {\n\t\t\t\t\tself.wiki.addTiddler({title: self.titleUserName,text: username || \"\"});\n\t\t\t\t}\n\t\t\t}\n\t\t\t// Invoke the callback\n\t\t\tif(callback) {\n\t\t\t\tcallback(err,isLoggedIn,username);\n\t\t\t}\n\t\t});\n\t} else {\n\t\tcallback(null,true,\"UNAUTHENTICATED\");\n\t}\n};\n\n/*\nSynchronise from the server by reading the skinny tiddler list and queuing up loads for any tiddlers that we don't already have up to date\n*/\nSyncer.prototype.syncFromServer = function() {\n\tvar self = this,\n\t\tcancelNextSync = function() {\n\t\t\tif(self.pollTimerId) {\n\t\t\t\tclearTimeout(self.pollTimerId);\n\t\t\t\tself.pollTimerId = null;\n\t\t\t}\n\t\t},\n\t\ttriggerNextSync = function() {\n\t\t\tself.pollTimerId = setTimeout(function() {\n\t\t\t\tself.pollTimerId = null;\n\t\t\t\tself.syncFromServer.call(self);\n\t\t\t},self.pollTimerInterval);\n\t\t};\n\tif(this.syncadaptor && this.syncadaptor.getUpdatedTiddlers) {\n\t\tthis.logger.log(\"Retrieving updated tiddler list\");\n\t\tcancelNextSync();\n\t\tthis.syncadaptor.getUpdatedTiddlers(self,function(err,updates) {\n\t\t\ttriggerNextSync();\n\t\t\tif(err) {\n\t\t\t\tself.displayError($tw.language.getString(\"Error/RetrievingSkinny\"),err);\n\t\t\t\treturn;\n\t\t\t}\n\t\t\tif(updates) {\n\t\t\t\t$tw.utils.each(updates.modifications,function(title) {\n\t\t\t\t\tself.titlesToBeLoaded[title] = true;\n\t\t\t\t});\n\t\t\t\t$tw.utils.each(updates.deletions,function(title) {\n\t\t\t\t\tdelete self.tiddlerInfo[title];\n\t\t\t\t\tself.logger.log(\"Deleting tiddler missing from server:\",title);\n\t\t\t\t\tself.wiki.deleteTiddler(title);\n\t\t\t\t});\n\t\t\t\tif(updates.modifications.length > 0 || updates.deletions.length > 0) {\n\t\t\t\t\tself.processTaskQueue();\n\t\t\t\t}\t\t\t\t\n\t\t\t}\n\t\t});\n\t} else if(this.syncadaptor && this.syncadaptor.getSkinnyTiddlers) {\n\t\tthis.logger.log(\"Retrieving skinny tiddler list\");\n\t\tcancelNextSync();\n\t\tthis.syncadaptor.getSkinnyTiddlers(function(err,tiddlers) {\n\t\t\ttriggerNextSync();\n\t\t\t// Check for errors\n\t\t\tif(err) {\n\t\t\t\tself.displayError($tw.language.getString(\"Error/RetrievingSkinny\"),err);\n\t\t\t\treturn;\n\t\t\t}\n\t\t\t// Keep track of which tiddlers we already know about have been reported this time\n\t\t\tvar previousTitles = Object.keys(self.tiddlerInfo);\n\t\t\t// Process each incoming tiddler\n\t\t\tfor(var t=0; t<tiddlers.length; t++) {\n\t\t\t\t// Get the incoming tiddler fields, and the existing tiddler\n\t\t\t\tvar tiddlerFields = tiddlers[t],\n\t\t\t\t\tincomingRevision = tiddlerFields.revision + \"\",\n\t\t\t\t\ttiddler = self.wiki.tiddlerExists(tiddlerFields.title) && self.wiki.getTiddler(tiddlerFields.title),\n\t\t\t\t\ttiddlerInfo = self.tiddlerInfo[tiddlerFields.title],\n\t\t\t\t\tcurrRevision = tiddlerInfo ? tiddlerInfo.revision : null,\n\t\t\t\t\tindexInPreviousTitles = previousTitles.indexOf(tiddlerFields.title);\n\t\t\t\tif(indexInPreviousTitles !== -1) {\n\t\t\t\t\tpreviousTitles.splice(indexInPreviousTitles,1);\n\t\t\t\t}\n\t\t\t\t// Ignore the incoming tiddler if it's the same as the revision we've already got\n\t\t\t\tif(currRevision !== incomingRevision) {\n\t\t\t\t\t// Only load the skinny version if we don't already have a fat version of the tiddler\n\t\t\t\t\tif(!tiddler || tiddler.fields.text === undefined) {\n\t\t\t\t\t\tself.storeTiddler(tiddlerFields);\n\t\t\t\t\t}\n\t\t\t\t\t// Do a full load of this tiddler\n\t\t\t\t\tself.titlesToBeLoaded[tiddlerFields.title] = true;\n\t\t\t\t}\n\t\t\t}\n\t\t\t// Delete any tiddlers that were previously reported but missing this time\n\t\t\t$tw.utils.each(previousTitles,function(title) {\n\t\t\t\tdelete self.tiddlerInfo[title];\n\t\t\t\tself.logger.log(\"Deleting tiddler missing from server:\",title);\n\t\t\t\tself.wiki.deleteTiddler(title);\n\t\t\t});\n\t\t\tself.processTaskQueue();\n\t\t});\n\t}\n};\n\n/*\nForce load a tiddler from the server\n*/\nSyncer.prototype.enqueueLoadTiddler = function(title) {\n\tthis.titlesToBeLoaded[title] = true;\n\tthis.processTaskQueue();\n};\n\n/*\nLazily load a skinny tiddler if we can\n*/\nSyncer.prototype.handleLazyLoadEvent = function(title) {\n\t// Ignore if the syncadaptor doesn't handle it\n\tif(!this.syncadaptor.supportsLazyLoading) {\n\t\treturn;\n\t}\n\t// Don't lazy load the same tiddler twice\n\tif(!this.titlesHaveBeenLazyLoaded[title]) {\n\t\t// Don't lazy load if the tiddler isn't included in the sync filter\n\t\tif(this.getSyncedTiddlers().indexOf(title) !== -1) {\n\t\t\t// Mark the tiddler as needing loading, and having already been lazily loaded\n\t\t\tthis.titlesToBeLoaded[title] = true;\n\t\t\tthis.titlesHaveBeenLazyLoaded[title] = true;\n\t\t}\n\t}\n};\n\n/*\nDispay a password prompt and allow the user to login\n*/\nSyncer.prototype.handleLoginEvent = function() {\n\tvar self = this;\n\tthis.getStatus(function(err,isLoggedIn,username) {\n\t\tif(!err && !isLoggedIn) {\n\t\t\t$tw.passwordPrompt.createPrompt({\n\t\t\t\tserviceName: $tw.language.getString(\"LoginToTiddlySpace\"),\n\t\t\t\tcallback: function(data) {\n\t\t\t\t\tself.login(data.username,data.password,function(err,isLoggedIn) {\n\t\t\t\t\t\tself.syncFromServer();\n\t\t\t\t\t});\n\t\t\t\t\treturn true; // Get rid of the password prompt\n\t\t\t\t}\n\t\t\t});\n\t\t}\n\t});\n};\n\n/*\nAttempt to login to TiddlyWeb.\n\tusername: username\n\tpassword: password\n\tcallback: invoked with arguments (err,isLoggedIn)\n*/\nSyncer.prototype.login = function(username,password,callback) {\n\tthis.logger.log(\"Attempting to login as\",username);\n\tvar self = this;\n\tif(this.syncadaptor.login) {\n\t\tthis.syncadaptor.login(username,password,function(err) {\n\t\t\tif(err) {\n\t\t\t\treturn callback(err);\n\t\t\t}\n\t\t\tself.getStatus(function(err,isLoggedIn,username) {\n\t\t\t\tif(callback) {\n\t\t\t\t\tcallback(err,isLoggedIn);\n\t\t\t\t}\n\t\t\t});\n\t\t});\n\t} else {\n\t\tcallback(null,true);\n\t}\n};\n\n/*\nAttempt to log out of TiddlyWeb\n*/\nSyncer.prototype.handleLogoutEvent = function() {\n\tthis.logger.log(\"Attempting to logout\");\n\tvar self = this;\n\tif(this.syncadaptor.logout) {\n\t\tthis.syncadaptor.logout(function(err) {\n\t\t\tif(err) {\n\t\t\t\tself.logger.alert(err);\n\t\t\t} else {\n\t\t\t\tself.getStatus();\n\t\t\t}\n\t\t});\n\t}\n};\n\n/*\nImmediately refresh from the server\n*/\nSyncer.prototype.handleRefreshEvent = function() {\n\tthis.syncFromServer();\n};\n\n/*\nProcess the next task\n*/\nSyncer.prototype.processTaskQueue = function() {\n\tvar self = this;\n\t// Only process a task if the sync adaptor is fully initialised and we're not already performing\n\t// a task. If we are already performing a task then we'll dispatch the next one when it completes\n\tif((!this.syncadaptor.isReady || this.syncadaptor.isReady()) && this.numTasksInProgress === 0) {\n\t\t// Choose the next task to perform\n\t\tvar task = this.chooseNextTask();\n\t\t// Perform the task if we had one\n\t\tif(typeof task === \"object\" && task !== null) {\n\t\t\tthis.numTasksInProgress += 1;\n\t\t\ttask.run(function(err) {\n\t\t\t\tself.numTasksInProgress -= 1;\n\t\t\t\tif(err) {\n\t\t\t\t\tself.displayError(\"Sync error while processing \" + task.type + \" of '\" + task.title + \"'\",err);\n\t\t\t\t\tself.updateDirtyStatus();\n\t\t\t\t\tself.triggerTimeout(self.errorRetryInterval);\n\t\t\t\t} else {\n\t\t\t\t\tself.updateDirtyStatus();\n\t\t\t\t\t// Process the next task\n\t\t\t\t\tself.processTaskQueue.call(self);\t\t\t\t\t\n\t\t\t\t}\n\t\t\t});\n\t\t} else {\n\t\t\t// No task is ready so update the status\n\t\t\tthis.updateDirtyStatus();\n\t\t\t// And trigger a timeout if there is a pending task\n\t\t\tif(task === true) {\n\t\t\t\tthis.triggerTimeout();\t\t\t\t\n\t\t\t}\n\t\t}\n\t} else {\n\t\tthis.updateDirtyStatus();\t\t\n\t}\n};\n\nSyncer.prototype.triggerTimeout = function(interval) {\n\tvar self = this;\n\tif(!this.taskTimerId) {\n\t\tthis.taskTimerId = setTimeout(function() {\n\t\t\tself.taskTimerId = null;\n\t\t\tself.processTaskQueue.call(self);\n\t\t},interval || self.taskTimerInterval);\n\t}\n};\n\n/*\nChoose the next sync task. We prioritise saves, then deletes, then loads from the server\n\nReturns either a task object, null if there's no upcoming tasks, or the boolean true if there are pending tasks that aren't yet due\n*/\nSyncer.prototype.chooseNextTask = function() {\n\tvar thresholdLastSaved = (new Date()) - this.throttleInterval,\n\t\thavePending = null;\n\t// First we look for tiddlers that have been modified locally and need saving back to the server\n\tvar titles = this.getSyncedTiddlers();\n\tfor(var index=0; index<titles.length; index++) {\n\t\tvar title = titles[index],\n\t\t\ttiddler = this.wiki.tiddlerExists(title) && this.wiki.getTiddler(title),\n\t\t\ttiddlerInfo = this.tiddlerInfo[title];\n\t\tif(tiddler) {\n\t\t\t// If the tiddler is not known on the server, or has been modified locally no more recently than the threshold then it needs to be saved to the server\n\t\t\tvar hasChanged = !tiddlerInfo || $tw.wiki.getChangeCount(title) > tiddlerInfo.changeCount,\n\t\t\t\tisReadyToSave = !tiddlerInfo || !tiddlerInfo.timestampLastSaved || tiddlerInfo.timestampLastSaved < thresholdLastSaved;\n\t\t\tif(hasChanged) {\n\t\t\t\tif(isReadyToSave) {\n\t\t\t\t\treturn new SaveTiddlerTask(this,title); \t\t\t\t\t\n\t\t\t\t} else {\n\t\t\t\t\thavePending = true;\n\t\t\t\t}\n\t\t\t}\n\t\t}\n\t}\n\t// Second, we check tiddlers that are known from the server but not currently in the store, and so need deleting on the server\n\ttitles = Object.keys(this.tiddlerInfo);\n\tfor(index=0; index<titles.length; index++) {\n\t\ttitle = titles[index];\n\t\ttiddlerInfo = this.tiddlerInfo[title];\n\t\ttiddler = this.wiki.tiddlerExists(title) && this.wiki.getTiddler(title);\n\t\tif(!tiddler) {\n\t\t\treturn new DeleteTiddlerTask(this,title);\n\t\t}\n\t}\n\t// Check for tiddlers that need loading\n\ttitle = Object.keys(this.titlesToBeLoaded)[0];\n\tif(title) {\n\t\tdelete this.titlesToBeLoaded[title];\n\t\treturn new LoadTiddlerTask(this,title);\n\t}\n\t// No tasks are ready\n\treturn havePending;\n};\n\nfunction SaveTiddlerTask(syncer,title) {\n\tthis.syncer = syncer;\n\tthis.title = title;\n\tthis.type = \"save\";\n}\n\nSaveTiddlerTask.prototype.run = function(callback) {\n\tvar self = this,\n\t\tchangeCount = this.syncer.wiki.getChangeCount(this.title),\n\t\ttiddler = this.syncer.wiki.tiddlerExists(this.title) && this.syncer.wiki.getTiddler(this.title);\n\tthis.syncer.logger.log(\"Dispatching 'save' task:\",this.title);\n\tif(tiddler) {\n\t\tthis.syncer.syncadaptor.saveTiddler(tiddler,function(err,adaptorInfo,revision) {\n\t\t\t// If there's an error, exit without changing any internal state\n\t\t\tif(err) {\n\t\t\t\treturn callback(err);\n\t\t\t}\n\t\t\t// Adjust the info stored about this tiddler\n\t\t\tself.syncer.tiddlerInfo[self.title] = {\n\t\t\t\tchangeCount: changeCount,\n\t\t\t\tadaptorInfo: adaptorInfo,\n\t\t\t\trevision: revision,\n\t\t\t\ttimestampLastSaved: new Date()\n\t\t\t};\n\t\t\t// Invoke the callback\n\t\t\tcallback(null);\n\t\t});\n\t} else {\n\t\tthis.syncer.logger.log(\" Not Dispatching 'save' task:\",this.title,\"tiddler does not exist\");\n\t\t$tw.utils.nextTick(callback(null));\n\t}\n};\n\nfunction DeleteTiddlerTask(syncer,title) {\n\tthis.syncer = syncer;\n\tthis.title = title;\n\tthis.type = \"delete\";\n}\n\nDeleteTiddlerTask.prototype.run = function(callback) {\n\tvar self = this;\n\tthis.syncer.logger.log(\"Dispatching 'delete' task:\",this.title);\n\tthis.syncer.syncadaptor.deleteTiddler(this.title,function(err) {\n\t\t// If there's an error, exit without changing any internal state\n\t\tif(err) {\n\t\t\treturn callback(err);\n\t\t}\n\t\t// Remove the info stored about this tiddler\n\t\tdelete self.syncer.tiddlerInfo[self.title];\n\t\t// Invoke the callback\n\t\tcallback(null);\n\t},{\n\t\ttiddlerInfo: self.syncer.tiddlerInfo[this.title]\n\t});\n};\n\nfunction LoadTiddlerTask(syncer,title) {\n\tthis.syncer = syncer;\n\tthis.title = title;\n\tthis.type = \"load\";\n}\n\nLoadTiddlerTask.prototype.run = function(callback) {\n\tvar self = this;\n\tthis.syncer.logger.log(\"Dispatching 'load' task:\",this.title);\n\tthis.syncer.syncadaptor.loadTiddler(this.title,function(err,tiddlerFields) {\n\t\t// If there's an error, exit without changing any internal state\n\t\tif(err) {\n\t\t\treturn callback(err);\n\t\t}\n\t\t// Update the info stored about this tiddler\n\t\tif(tiddlerFields) {\n\t\t\tself.syncer.storeTiddler(tiddlerFields);\n\t\t}\n\t\t// Invoke the callback\n\t\tcallback(null);\n\t});\n};\n\nexports.Syncer = Syncer;\n\n})();\n",
"type": "application/javascript",
"module-type": "global"
},
"$:/core/modules/tiddler.js": {
"title": "$:/core/modules/tiddler.js",
"text": "/*\\\ntitle: $:/core/modules/tiddler.js\ntype: application/javascript\nmodule-type: tiddlermethod\n\nExtension methods for the $tw.Tiddler object (constructor and methods required at boot time are in boot/boot.js)\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nexports.hasTag = function(tag) {\n\treturn this.fields.tags && this.fields.tags.indexOf(tag) !== -1;\n};\n\nexports.isPlugin = function() {\n\treturn this.fields.type === \"application/json\" && this.hasField(\"plugin-type\");\n};\n\nexports.isDraft = function() {\n\treturn this.hasField(\"draft.of\");\n};\n\nexports.getFieldString = function(field) {\n\tvar value = this.fields[field];\n\t// Check for a missing field\n\tif(value === undefined || value === null) {\n\t\treturn \"\";\n\t}\n\t// Parse the field with the associated module (if any)\n\tvar fieldModule = $tw.Tiddler.fieldModules[field];\n\tif(fieldModule && fieldModule.stringify) {\n\t\treturn fieldModule.stringify.call(this,value);\n\t} else {\n\t\treturn value.toString();\n\t}\n};\n\n/*\nGet the value of a field as a list\n*/\nexports.getFieldList = function(field) {\n\tvar value = this.fields[field];\n\t// Check for a missing field\n\tif(value === undefined || value === null) {\n\t\treturn [];\n\t}\n\treturn $tw.utils.parseStringArray(value);\n};\n\n/*\nGet all the fields as a hashmap of strings. Options:\n\texclude: an array of field names to exclude\n*/\nexports.getFieldStrings = function(options) {\n\toptions = options || {};\n\tvar exclude = options.exclude || [];\n\tvar fields = {};\n\tfor(var field in this.fields) {\n\t\tif($tw.utils.hop(this.fields,field)) {\n\t\t\tif(exclude.indexOf(field) === -1) {\n\t\t\t\tfields[field] = this.getFieldString(field);\n\t\t\t}\n\t\t}\n\t}\n\treturn fields;\n};\n\n/*\nGet all the fields as a name:value block. Options:\n\texclude: an array of field names to exclude\n*/\nexports.getFieldStringBlock = function(options) {\n\toptions = options || {};\n\tvar exclude = options.exclude || [],\n\t\tfields = Object.keys(this.fields).sort(),\n\t\tresult = [];\n\tfor(var t=0; t<fields.length; t++) {\n\t\tvar field = fields[t];\n\t\tif(exclude.indexOf(field) === -1) {\n\t\t\tresult.push(field + \": \" + this.getFieldString(field));\n\t\t}\n\t}\n\treturn result.join(\"\\n\");\n};\n\nexports.getFieldDay = function(field) {\n\tif(this.cache && this.cache.day && $tw.utils.hop(this.cache.day,field) ) {\n\t\treturn this.cache.day[field];\n\t}\n\tvar day = \"\";\n\tif(this.fields[field]) {\n\t\tday = (new Date($tw.utils.parseDate(this.fields[field]))).setHours(0,0,0,0);\n\t}\n\tthis.cache.day = this.cache.day || {};\n\tthis.cache.day[field] = day;\n\treturn day;\n};\n\n})();\n",
"type": "application/javascript",
"module-type": "tiddlermethod"
},
"$:/core/modules/upgraders/plugins.js": {
"title": "$:/core/modules/upgraders/plugins.js",
"text": "/*\\\ntitle: $:/core/modules/upgraders/plugins.js\ntype: application/javascript\nmodule-type: upgrader\n\nUpgrader module that checks that plugins are newer than any already installed version\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nvar UPGRADE_LIBRARY_TITLE = \"$:/UpgradeLibrary\";\n\nvar BLOCKED_PLUGINS = {\n\t\"$:/themes/tiddlywiki/stickytitles\": {\n\t\tversions: [\"*\"]\n\t},\n\t\"$:/plugins/tiddlywiki/fullscreen\": {\n\t\tversions: [\"*\"]\n\t}\n};\n\nexports.upgrade = function(wiki,titles,tiddlers) {\n\tvar self = this,\n\t\tmessages = {},\n\t\tupgradeLibrary,\n\t\tgetLibraryTiddler = function(title) {\n\t\t\tif(!upgradeLibrary) {\n\t\t\t\tupgradeLibrary = wiki.getTiddlerData(UPGRADE_LIBRARY_TITLE,{});\n\t\t\t\tupgradeLibrary.tiddlers = upgradeLibrary.tiddlers || {};\n\t\t\t}\n\t\t\treturn upgradeLibrary.tiddlers[title];\n\t\t};\n\n\t// Go through all the incoming tiddlers\n\t$tw.utils.each(titles,function(title) {\n\t\tvar incomingTiddler = tiddlers[title];\n\t\t// Check if we're dealing with a plugin\n\t\tif(incomingTiddler && incomingTiddler[\"plugin-type\"]) {\n\t\t\t// Check whether the plugin contains JS modules\n\t\t\tvar requiresReload = $tw.wiki.doesPluginInfoRequireReload(JSON.parse(incomingTiddler.text)) ? ($tw.wiki.getTiddlerText(\"$:/language/ControlPanel/Plugins/PluginWillRequireReload\") + \" \") : \"\";\n\t\t\tmessages[title] = requiresReload;\n\t\t\tif(incomingTiddler.version) {\n\t\t\t\t// Upgrade the incoming plugin if it is in the upgrade library\n\t\t\t\tvar libraryTiddler = getLibraryTiddler(title);\n\t\t\t\tif(libraryTiddler && libraryTiddler[\"plugin-type\"] && libraryTiddler.version) {\n\t\t\t\t\ttiddlers[title] = libraryTiddler;\n\t\t\t\t\tmessages[title] = requiresReload + $tw.language.getString(\"Import/Upgrader/Plugins/Upgraded\",{variables: {incoming: incomingTiddler.version, upgraded: libraryTiddler.version}});\n\t\t\t\t\treturn;\n\t\t\t\t}\n\t\t\t\t// Suppress the incoming plugin if it is older than the currently installed one\n\t\t\t\tvar existingTiddler = wiki.getTiddler(title);\n\t\t\t\tif(existingTiddler && existingTiddler.hasField(\"plugin-type\") && existingTiddler.hasField(\"version\")) {\n\t\t\t\t\t// Reject the incoming plugin by blanking all its fields\n\t\t\t\t\tif($tw.utils.checkVersions(existingTiddler.fields.version,incomingTiddler.version)) {\n\t\t\t\t\t\ttiddlers[title] = Object.create(null);\n\t\t\t\t\t\tmessages[title] = requiresReload + $tw.language.getString(\"Import/Upgrader/Plugins/Suppressed/Version\",{variables: {incoming: incomingTiddler.version, existing: existingTiddler.fields.version}});\n\t\t\t\t\t\treturn;\n\t\t\t\t\t}\n\t\t\t\t}\n\t\t\t}\n\t\t\t// Check whether the plugin is on the blocked list\n\t\t\tvar blockInfo = BLOCKED_PLUGINS[title];\n\t\t\tif(blockInfo) {\n\t\t\t\tif(blockInfo.versions.indexOf(\"*\") !== -1 || (incomingTiddler.version && blockInfo.versions.indexOf(incomingTiddler.version) !== -1)) {\n\t\t\t\t\ttiddlers[title] = Object.create(null);\n\t\t\t\t\tmessages[title] = $tw.language.getString(\"Import/Upgrader/Plugins/Suppressed/Incompatible\");\n\t\t\t\t\treturn;\n\t\t\t\t}\n\t\t\t}\n\t\t}\n\t});\n\treturn messages;\n};\n\n})();\n",
"type": "application/javascript",
"module-type": "upgrader"
},
"$:/core/modules/upgraders/system.js": {
"title": "$:/core/modules/upgraders/system.js",
"text": "/*\\\ntitle: $:/core/modules/upgraders/system.js\ntype: application/javascript\nmodule-type: upgrader\n\nUpgrader module that suppresses certain system tiddlers that shouldn't be imported\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nvar DONT_IMPORT_LIST = [\"$:/StoryList\",\"$:/HistoryList\"],\n\tDONT_IMPORT_PREFIX_LIST = [\"$:/temp/\",\"$:/state/\",\"$:/Import\"],\n\tWARN_IMPORT_PREFIX_LIST = [\"$:/core/modules/\"];\n\nexports.upgrade = function(wiki,titles,tiddlers) {\n\tvar self = this,\n\t\tmessages = {},\n\t\tshowAlert = false;\n\t// Check for tiddlers on our list\n\t$tw.utils.each(titles,function(title) {\n\t\tif(DONT_IMPORT_LIST.indexOf(title) !== -1) {\n\t\t\ttiddlers[title] = Object.create(null);\n\t\t\tmessages[title] = $tw.language.getString(\"Import/Upgrader/System/Suppressed\");\n\t\t} else {\n\t\t\tfor(var t=0; t<DONT_IMPORT_PREFIX_LIST.length; t++) {\n\t\t\t\tvar prefix = DONT_IMPORT_PREFIX_LIST[t];\n\t\t\t\tif(title.substr(0,prefix.length) === prefix) {\n\t\t\t\t\ttiddlers[title] = Object.create(null);\n\t\t\t\t\tmessages[title] = $tw.language.getString(\"Import/Upgrader/State/Suppressed\");\n\t\t\t\t}\n\t\t\t}\n\t\t\tfor(var t=0; t<WARN_IMPORT_PREFIX_LIST.length; t++) {\n\t\t\t\tvar prefix = WARN_IMPORT_PREFIX_LIST[t];\n\t\t\t\tif(title.substr(0,prefix.length) === prefix && wiki.isShadowTiddler(title)) {\n\t\t\t\t\tshowAlert = true;\n\t\t\t\t\tmessages[title] = $tw.language.getString(\"Import/Upgrader/System/Warning\");\n\t\t\t\t}\n\t\t\t}\n\t\t}\n\t});\n\tif(showAlert) {\n\t\tvar logger = new $tw.utils.Logger(\"import\");\n\t\tlogger.alert($tw.language.getString(\"Import/Upgrader/System/Alert\"));\n\t}\n\treturn messages;\n};\n\n})();\n",
"type": "application/javascript",
"module-type": "upgrader"
},
"$:/core/modules/upgraders/themetweaks.js": {
"title": "$:/core/modules/upgraders/themetweaks.js",
"text": "/*\\\ntitle: $:/core/modules/upgraders/themetweaks.js\ntype: application/javascript\nmodule-type: upgrader\n\nUpgrader module that handles the change in theme tweak storage introduced in 5.0.14-beta.\n\nPreviously, theme tweaks were stored in two data tiddlers:\n\n* $:/themes/tiddlywiki/vanilla/metrics\n* $:/themes/tiddlywiki/vanilla/settings\n\nNow, each tweak is stored in its own separate tiddler.\n\nThis upgrader copies any values from the old format to the new. The old data tiddlers are not deleted in case they have been used to store additional indexes.\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nvar MAPPINGS = {\n\t\"$:/themes/tiddlywiki/vanilla/metrics\": {\n\t\t\"fontsize\": \"$:/themes/tiddlywiki/vanilla/metrics/fontsize\",\n\t\t\"lineheight\": \"$:/themes/tiddlywiki/vanilla/metrics/lineheight\",\n\t\t\"storyleft\": \"$:/themes/tiddlywiki/vanilla/metrics/storyleft\",\n\t\t\"storytop\": \"$:/themes/tiddlywiki/vanilla/metrics/storytop\",\n\t\t\"storyright\": \"$:/themes/tiddlywiki/vanilla/metrics/storyright\",\n\t\t\"storywidth\": \"$:/themes/tiddlywiki/vanilla/metrics/storywidth\",\n\t\t\"tiddlerwidth\": \"$:/themes/tiddlywiki/vanilla/metrics/tiddlerwidth\"\n\t},\n\t\"$:/themes/tiddlywiki/vanilla/settings\": {\n\t\t\"fontfamily\": \"$:/themes/tiddlywiki/vanilla/settings/fontfamily\"\n\t}\n};\n\nexports.upgrade = function(wiki,titles,tiddlers) {\n\tvar self = this,\n\t\tmessages = {};\n\t// Check for tiddlers on our list\n\t$tw.utils.each(titles,function(title) {\n\t\tvar mapping = MAPPINGS[title];\n\t\tif(mapping) {\n\t\t\tvar tiddler = new $tw.Tiddler(tiddlers[title]),\n\t\t\t\ttiddlerData = wiki.getTiddlerDataCached(tiddler,{});\n\t\t\tfor(var index in mapping) {\n\t\t\t\tvar mappedTitle = mapping[index];\n\t\t\t\tif(!tiddlers[mappedTitle] || tiddlers[mappedTitle].title !== mappedTitle) {\n\t\t\t\t\ttiddlers[mappedTitle] = {\n\t\t\t\t\t\ttitle: mappedTitle,\n\t\t\t\t\t\ttext: tiddlerData[index]\n\t\t\t\t\t};\n\t\t\t\t\tmessages[mappedTitle] = $tw.language.getString(\"Import/Upgrader/ThemeTweaks/Created\",{variables: {\n\t\t\t\t\t\tfrom: title + \"##\" + index\n\t\t\t\t\t}});\n\t\t\t\t}\n\t\t\t}\n\t\t}\n\t});\n\treturn messages;\n};\n\n})();\n",
"type": "application/javascript",
"module-type": "upgrader"
},
"$:/core/modules/utils/base64-utf8/base64-utf8.module.js": {
"text": "(function(){// From https://gist.github.com/Nijikokun/5192472\n//\n// UTF8 Module\n//\n// Cleaner and modularized utf-8 encoding and decoding library for javascript.\n//\n// copyright: MIT\n// author: Nijiko Yonskai, @nijikokun, nijikokun@gmail.com\n!function(r,e,o,t){void 0!==o.module&&o.module.exports?o.module.exports=e.apply(o):void 0!==o.define&&\"function\"===o.define&&o.define.amd?define(\"utf8\",[],e):o.utf8=e.apply(o)}(0,function(){return{encode:function(r){if(\"string\"!=typeof r)return r;r=r.replace(/\\r\\n/g,\"\\n\");for(var e,o=\"\",t=0;t<r.length;t++)(e=r.charCodeAt(t))<128?o+=String.fromCharCode(e):e>127&&e<2048?(o+=String.fromCharCode(e>>6|192),o+=String.fromCharCode(63&e|128)):(o+=String.fromCharCode(e>>12|224),o+=String.fromCharCode(e>>6&63|128),o+=String.fromCharCode(63&e|128));return o},decode:function(r){if(\"string\"!=typeof r)return r;for(var e=\"\",o=0,t=0;o<r.length;)(t=r.charCodeAt(o))<128?(e+=String.fromCharCode(t),o++):t>191&&t<224?(e+=String.fromCharCode((31&t)<<6|63&r.charCodeAt(o+1)),o+=2):(e+=String.fromCharCode((15&t)<<12|(63&r.charCodeAt(o+1))<<6|63&r.charCodeAt(o+2)),o+=3);return e}}},this),function(r,e,o,t){if(void 0!==o.module&&o.module.exports){if(t&&o.require)for(var n=0;n<t.length;n++)o[t[n]]=o.require(t[n]);o.module.exports=e.apply(o)}else void 0!==o.define&&\"function\"===o.define&&o.define.amd?define(\"base64\",t||[],e):o.base64=e.apply(o)}(0,function(r){var e=r||this.utf8,o=\"ABCDEFGHIJKLMNOPQRSTUVWXYZabcdefghijklmnopqrstuvwxyz0123456789+/=\";return{encode:function(r){if(void 0===e)throw{error:\"MissingMethod\",message:\"UTF8 Module is missing.\"};if(\"string\"!=typeof r)return r;r=e.encode(r);for(var t,n,i,d,f,a,h,c=\"\",u=0;u<r.length;)d=(t=r.charCodeAt(u++))>>2,f=(3&t)<<4|(n=r.charCodeAt(u++))>>4,a=(15&n)<<2|(i=r.charCodeAt(u++))>>6,h=63&i,isNaN(n)?a=h=64:isNaN(i)&&(h=64),c+=o.charAt(d)+o.charAt(f)+o.charAt(a)+o.charAt(h);return c},decode:function(r){if(void 0===e)throw{error:\"MissingMethod\",message:\"UTF8 Module is missing.\"};if(\"string\"!=typeof r)return r;r=r.replace(/[^A-Za-z0-9\\+\\/\\=]/g,\"\");for(var t,n,i,d,f,a,h=\"\",c=0;c<r.length;)t=o.indexOf(r.charAt(c++))<<2|(d=o.indexOf(r.charAt(c++)))>>4,n=(15&d)<<4|(f=o.indexOf(r.charAt(c++)))>>2,i=(3&f)<<6|(a=o.indexOf(r.charAt(c++))),h+=String.fromCharCode(t),64!=f&&(h+=String.fromCharCode(n)),64!=a&&(h+=String.fromCharCode(i));return e.decode(h)}}},this,[\"utf8\"]);}).call(exports);",
"type": "application/javascript",
"title": "$:/core/modules/utils/base64-utf8/base64-utf8.module.js",
"module-type": "library"
},
"$:/core/modules/utils/crypto.js": {
"title": "$:/core/modules/utils/crypto.js",
"text": "/*\\\ntitle: $:/core/modules/utils/crypto.js\ntype: application/javascript\nmodule-type: utils\n\nUtility functions related to crypto.\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n/*\nLook for an encrypted store area in the text of a TiddlyWiki file\n*/\nexports.extractEncryptedStoreArea = function(text) {\n\tvar encryptedStoreAreaStartMarker = \"<pre id=\\\"encryptedStoreArea\\\" type=\\\"text/plain\\\" style=\\\"display:none;\\\">\",\n\t\tencryptedStoreAreaStart = text.indexOf(encryptedStoreAreaStartMarker);\n\tif(encryptedStoreAreaStart !== -1) {\n\t\tvar encryptedStoreAreaEnd = text.indexOf(\"</pre>\",encryptedStoreAreaStart);\n\t\tif(encryptedStoreAreaEnd !== -1) {\n\t\t\treturn $tw.utils.htmlDecode(text.substring(encryptedStoreAreaStart + encryptedStoreAreaStartMarker.length,encryptedStoreAreaEnd-1));\n\t\t}\n\t}\n\treturn null;\n};\n\n/*\nAttempt to extract the tiddlers from an encrypted store area using the current password. If the password is not provided then the password in the password store will be used\n*/\nexports.decryptStoreArea = function(encryptedStoreArea,password) {\n\tvar decryptedText = $tw.crypto.decrypt(encryptedStoreArea,password);\n\tif(decryptedText) {\n\t\tvar json = JSON.parse(decryptedText),\n\t\t\ttiddlers = [];\n\t\tfor(var title in json) {\n\t\t\tif(title !== \"$:/isEncrypted\") {\n\t\t\t\ttiddlers.push(json[title]);\n\t\t\t}\n\t\t}\n\t\treturn tiddlers;\n\t} else {\n\t\treturn null;\n\t}\n};\n\n\n/*\nAttempt to extract the tiddlers from an encrypted store area using the current password. If that fails, the user is prompted for a password.\nencryptedStoreArea: text of the TiddlyWiki encrypted store area\ncallback: function(tiddlers) called with the array of decrypted tiddlers\n\nThe following configuration settings are supported:\n\n$tw.config.usePasswordVault: causes any password entered by the user to also be put into the system password vault\n*/\nexports.decryptStoreAreaInteractive = function(encryptedStoreArea,callback,options) {\n\t// Try to decrypt with the current password\n\tvar tiddlers = $tw.utils.decryptStoreArea(encryptedStoreArea);\n\tif(tiddlers) {\n\t\tcallback(tiddlers);\n\t} else {\n\t\t// Prompt for a new password and keep trying\n\t\t$tw.passwordPrompt.createPrompt({\n\t\t\tserviceName: \"Enter a password to decrypt the imported TiddlyWiki\",\n\t\t\tnoUserName: true,\n\t\t\tcanCancel: true,\n\t\t\tsubmitText: \"Decrypt\",\n\t\t\tcallback: function(data) {\n\t\t\t\t// Exit if the user cancelled\n\t\t\t\tif(!data) {\n\t\t\t\t\treturn false;\n\t\t\t\t}\n\t\t\t\t// Attempt to decrypt the tiddlers\n\t\t\t\tvar tiddlers = $tw.utils.decryptStoreArea(encryptedStoreArea,data.password);\n\t\t\t\tif(tiddlers) {\n\t\t\t\t\tif($tw.config.usePasswordVault) {\n\t\t\t\t\t\t$tw.crypto.setPassword(data.password);\n\t\t\t\t\t}\n\t\t\t\t\tcallback(tiddlers);\n\t\t\t\t\t// Exit and remove the password prompt\n\t\t\t\t\treturn true;\n\t\t\t\t} else {\n\t\t\t\t\t// We didn't decrypt everything, so continue to prompt for password\n\t\t\t\t\treturn false;\n\t\t\t\t}\n\t\t\t}\n\t\t});\n\t}\n};\n\n})();\n",
"type": "application/javascript",
"module-type": "utils"
},
"$:/core/modules/utils/csv.js": {
"title": "$:/core/modules/utils/csv.js",
"text": "/*\\\ntitle: $:/core/modules/utils/csv.js\ntype: application/javascript\nmodule-type: utils\n\nA barebones CSV parser\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n/*\nParse a CSV string with a header row and return an array of hashmaps.\n*/\nexports.parseCsvStringWithHeader = function(text,options) {\n\toptions = options || {};\n\tvar separator = options.separator || \",\",\n\t\trows = text.split(/\\r?\\n/mg).map(function(row) {\n\t\t\treturn $tw.utils.trim(row);\n\t\t}).filter(function(row) {\n\t\t\treturn row !== \"\";\n\t\t});\n\tif(rows.length < 1) {\n\t\treturn \"Missing header row\";\n\t}\n\tvar headings = rows[0].split(separator),\n\t\tresults = [];\n\tfor(var row=1; row<rows.length; row++) {\n\t\tvar columns = rows[row].split(separator),\n\t\t\tcolumnResult = Object.create(null);\n\t\tif(columns.length !== headings.length) {\n\t\t\treturn \"Malformed CSV row '\" + rows[row] + \"'\";\n\t\t}\n\t\tfor(var column=0; column<columns.length; column++) {\n\t\t\tvar columnName = headings[column];\n\t\t\tcolumnResult[columnName] = $tw.utils.trim(columns[column] || \"\");\n\t\t}\n\t\tresults.push(columnResult);\t\t\t\n\t}\n\treturn results;\n}\n\n})();\n",
"type": "application/javascript",
"module-type": "utils"
},
"$:/core/modules/utils/diff-match-patch/diff_match_patch.js": {
"text": "(function(){function diff_match_patch(){this.Diff_Timeout=1;this.Diff_EditCost=4;this.Match_Threshold=.5;this.Match_Distance=1E3;this.Patch_DeleteThreshold=.5;this.Patch_Margin=4;this.Match_MaxBits=32}var DIFF_DELETE=-1,DIFF_INSERT=1,DIFF_EQUAL=0;\ndiff_match_patch.prototype.diff_main=function(a,b,c,d){\"undefined\"==typeof d&&(d=0>=this.Diff_Timeout?Number.MAX_VALUE:(new Date).getTime()+1E3*this.Diff_Timeout);if(null==a||null==b)throw Error(\"Null input. (diff_main)\");if(a==b)return a?[[DIFF_EQUAL,a]]:[];\"undefined\"==typeof c&&(c=!0);var e=c,f=this.diff_commonPrefix(a,b);c=a.substring(0,f);a=a.substring(f);b=b.substring(f);f=this.diff_commonSuffix(a,b);var g=a.substring(a.length-f);a=a.substring(0,a.length-f);b=b.substring(0,b.length-f);a=this.diff_compute_(a,\nb,e,d);c&&a.unshift([DIFF_EQUAL,c]);g&&a.push([DIFF_EQUAL,g]);this.diff_cleanupMerge(a);return a};\ndiff_match_patch.prototype.diff_compute_=function(a,b,c,d){if(!a)return[[DIFF_INSERT,b]];if(!b)return[[DIFF_DELETE,a]];var e=a.length>b.length?a:b,f=a.length>b.length?b:a,g=e.indexOf(f);return-1!=g?(c=[[DIFF_INSERT,e.substring(0,g)],[DIFF_EQUAL,f],[DIFF_INSERT,e.substring(g+f.length)]],a.length>b.length&&(c[0][0]=c[2][0]=DIFF_DELETE),c):1==f.length?[[DIFF_DELETE,a],[DIFF_INSERT,b]]:(e=this.diff_halfMatch_(a,b))?(b=e[1],f=e[3],a=e[4],e=this.diff_main(e[0],e[2],c,d),c=this.diff_main(b,f,c,d),e.concat([[DIFF_EQUAL,\na]],c)):c&&100<a.length&&100<b.length?this.diff_lineMode_(a,b,d):this.diff_bisect_(a,b,d)};\ndiff_match_patch.prototype.diff_lineMode_=function(a,b,c){var d=this.diff_linesToChars_(a,b);a=d.chars1;b=d.chars2;d=d.lineArray;a=this.diff_main(a,b,!1,c);this.diff_charsToLines_(a,d);this.diff_cleanupSemantic(a);a.push([DIFF_EQUAL,\"\"]);for(var e=d=b=0,f=\"\",g=\"\";b<a.length;){switch(a[b][0]){case DIFF_INSERT:e++;g+=a[b][1];break;case DIFF_DELETE:d++;f+=a[b][1];break;case DIFF_EQUAL:if(1<=d&&1<=e){a.splice(b-d-e,d+e);b=b-d-e;d=this.diff_main(f,g,!1,c);for(e=d.length-1;0<=e;e--)a.splice(b,0,d[e]);b+=\nd.length}d=e=0;g=f=\"\"}b++}a.pop();return a};\ndiff_match_patch.prototype.diff_bisect_=function(a,b,c){for(var d=a.length,e=b.length,f=Math.ceil((d+e)/2),g=2*f,h=Array(g),l=Array(g),k=0;k<g;k++)h[k]=-1,l[k]=-1;h[f+1]=0;l[f+1]=0;k=d-e;for(var m=0!=k%2,p=0,x=0,w=0,q=0,t=0;t<f&&!((new Date).getTime()>c);t++){for(var v=-t+p;v<=t-x;v+=2){var n=f+v;var r=v==-t||v!=t&&h[n-1]<h[n+1]?h[n+1]:h[n-1]+1;for(var y=r-v;r<d&&y<e&&a.charAt(r)==b.charAt(y);)r++,y++;h[n]=r;if(r>d)x+=2;else if(y>e)p+=2;else if(m&&(n=f+k-v,0<=n&&n<g&&-1!=l[n])){var u=d-l[n];if(r>=\nu)return this.diff_bisectSplit_(a,b,r,y,c)}}for(v=-t+w;v<=t-q;v+=2){n=f+v;u=v==-t||v!=t&&l[n-1]<l[n+1]?l[n+1]:l[n-1]+1;for(r=u-v;u<d&&r<e&&a.charAt(d-u-1)==b.charAt(e-r-1);)u++,r++;l[n]=u;if(u>d)q+=2;else if(r>e)w+=2;else if(!m&&(n=f+k-v,0<=n&&n<g&&-1!=h[n]&&(r=h[n],y=f+r-n,u=d-u,r>=u)))return this.diff_bisectSplit_(a,b,r,y,c)}}return[[DIFF_DELETE,a],[DIFF_INSERT,b]]};\ndiff_match_patch.prototype.diff_bisectSplit_=function(a,b,c,d,e){var f=a.substring(0,c),g=b.substring(0,d);a=a.substring(c);b=b.substring(d);f=this.diff_main(f,g,!1,e);e=this.diff_main(a,b,!1,e);return f.concat(e)};\ndiff_match_patch.prototype.diff_linesToChars_=function(a,b){function c(a){for(var b=\"\",c=0,f=-1,g=d.length;f<a.length-1;){f=a.indexOf(\"\\n\",c);-1==f&&(f=a.length-1);var h=a.substring(c,f+1);c=f+1;(e.hasOwnProperty?e.hasOwnProperty(h):void 0!==e[h])?b+=String.fromCharCode(e[h]):(b+=String.fromCharCode(g),e[h]=g,d[g++]=h)}return b}var d=[],e={};d[0]=\"\";var f=c(a),g=c(b);return{chars1:f,chars2:g,lineArray:d}};\ndiff_match_patch.prototype.diff_charsToLines_=function(a,b){for(var c=0;c<a.length;c++){for(var d=a[c][1],e=[],f=0;f<d.length;f++)e[f]=b[d.charCodeAt(f)];a[c][1]=e.join(\"\")}};diff_match_patch.prototype.diff_commonPrefix=function(a,b){if(!a||!b||a.charAt(0)!=b.charAt(0))return 0;for(var c=0,d=Math.min(a.length,b.length),e=d,f=0;c<e;)a.substring(f,e)==b.substring(f,e)?f=c=e:d=e,e=Math.floor((d-c)/2+c);return e};\ndiff_match_patch.prototype.diff_commonSuffix=function(a,b){if(!a||!b||a.charAt(a.length-1)!=b.charAt(b.length-1))return 0;for(var c=0,d=Math.min(a.length,b.length),e=d,f=0;c<e;)a.substring(a.length-e,a.length-f)==b.substring(b.length-e,b.length-f)?f=c=e:d=e,e=Math.floor((d-c)/2+c);return e};\ndiff_match_patch.prototype.diff_commonOverlap_=function(a,b){var c=a.length,d=b.length;if(0==c||0==d)return 0;c>d?a=a.substring(c-d):c<d&&(b=b.substring(0,c));c=Math.min(c,d);if(a==b)return c;d=0;for(var e=1;;){var f=a.substring(c-e);f=b.indexOf(f);if(-1==f)return d;e+=f;if(0==f||a.substring(c-e)==b.substring(0,e))d=e,e++}};\ndiff_match_patch.prototype.diff_halfMatch_=function(a,b){function c(a,b,c){for(var d=a.substring(c,c+Math.floor(a.length/4)),e=-1,g=\"\",h,k,l,m;-1!=(e=b.indexOf(d,e+1));){var p=f.diff_commonPrefix(a.substring(c),b.substring(e)),u=f.diff_commonSuffix(a.substring(0,c),b.substring(0,e));g.length<u+p&&(g=b.substring(e-u,e)+b.substring(e,e+p),h=a.substring(0,c-u),k=a.substring(c+p),l=b.substring(0,e-u),m=b.substring(e+p))}return 2*g.length>=a.length?[h,k,l,m,g]:null}if(0>=this.Diff_Timeout)return null;\nvar d=a.length>b.length?a:b,e=a.length>b.length?b:a;if(4>d.length||2*e.length<d.length)return null;var f=this,g=c(d,e,Math.ceil(d.length/4));d=c(d,e,Math.ceil(d.length/2));if(g||d)g=d?g?g[4].length>d[4].length?g:d:d:g;else return null;if(a.length>b.length){d=g[0];e=g[1];var h=g[2];var l=g[3]}else h=g[0],l=g[1],d=g[2],e=g[3];return[d,e,h,l,g[4]]};\ndiff_match_patch.prototype.diff_cleanupSemantic=function(a){for(var b=!1,c=[],d=0,e=null,f=0,g=0,h=0,l=0,k=0;f<a.length;)a[f][0]==DIFF_EQUAL?(c[d++]=f,g=l,h=k,k=l=0,e=a[f][1]):(a[f][0]==DIFF_INSERT?l+=a[f][1].length:k+=a[f][1].length,e&&e.length<=Math.max(g,h)&&e.length<=Math.max(l,k)&&(a.splice(c[d-1],0,[DIFF_DELETE,e]),a[c[d-1]+1][0]=DIFF_INSERT,d--,d--,f=0<d?c[d-1]:-1,k=l=h=g=0,e=null,b=!0)),f++;b&&this.diff_cleanupMerge(a);this.diff_cleanupSemanticLossless(a);for(f=1;f<a.length;){if(a[f-1][0]==\nDIFF_DELETE&&a[f][0]==DIFF_INSERT){b=a[f-1][1];c=a[f][1];d=this.diff_commonOverlap_(b,c);e=this.diff_commonOverlap_(c,b);if(d>=e){if(d>=b.length/2||d>=c.length/2)a.splice(f,0,[DIFF_EQUAL,c.substring(0,d)]),a[f-1][1]=b.substring(0,b.length-d),a[f+1][1]=c.substring(d),f++}else if(e>=b.length/2||e>=c.length/2)a.splice(f,0,[DIFF_EQUAL,b.substring(0,e)]),a[f-1][0]=DIFF_INSERT,a[f-1][1]=c.substring(0,c.length-e),a[f+1][0]=DIFF_DELETE,a[f+1][1]=b.substring(e),f++;f++}f++}};\ndiff_match_patch.prototype.diff_cleanupSemanticLossless=function(a){function b(a,b){if(!a||!b)return 6;var c=a.charAt(a.length-1),d=b.charAt(0),e=c.match(diff_match_patch.nonAlphaNumericRegex_),f=d.match(diff_match_patch.nonAlphaNumericRegex_),g=e&&c.match(diff_match_patch.whitespaceRegex_),h=f&&d.match(diff_match_patch.whitespaceRegex_);c=g&&c.match(diff_match_patch.linebreakRegex_);d=h&&d.match(diff_match_patch.linebreakRegex_);var k=c&&a.match(diff_match_patch.blanklineEndRegex_),l=d&&b.match(diff_match_patch.blanklineStartRegex_);\nreturn k||l?5:c||d?4:e&&!g&&h?3:g||h?2:e||f?1:0}for(var c=1;c<a.length-1;){if(a[c-1][0]==DIFF_EQUAL&&a[c+1][0]==DIFF_EQUAL){var d=a[c-1][1],e=a[c][1],f=a[c+1][1],g=this.diff_commonSuffix(d,e);if(g){var h=e.substring(e.length-g);d=d.substring(0,d.length-g);e=h+e.substring(0,e.length-g);f=h+f}g=d;h=e;for(var l=f,k=b(d,e)+b(e,f);e.charAt(0)===f.charAt(0);){d+=e.charAt(0);e=e.substring(1)+f.charAt(0);f=f.substring(1);var m=b(d,e)+b(e,f);m>=k&&(k=m,g=d,h=e,l=f)}a[c-1][1]!=g&&(g?a[c-1][1]=g:(a.splice(c-\n1,1),c--),a[c][1]=h,l?a[c+1][1]=l:(a.splice(c+1,1),c--))}c++}};diff_match_patch.nonAlphaNumericRegex_=/[^a-zA-Z0-9]/;diff_match_patch.whitespaceRegex_=/\\s/;diff_match_patch.linebreakRegex_=/[\\r\\n]/;diff_match_patch.blanklineEndRegex_=/\\n\\r?\\n$/;diff_match_patch.blanklineStartRegex_=/^\\r?\\n\\r?\\n/;\ndiff_match_patch.prototype.diff_cleanupEfficiency=function(a){for(var b=!1,c=[],d=0,e=null,f=0,g=!1,h=!1,l=!1,k=!1;f<a.length;)a[f][0]==DIFF_EQUAL?(a[f][1].length<this.Diff_EditCost&&(l||k)?(c[d++]=f,g=l,h=k,e=a[f][1]):(d=0,e=null),l=k=!1):(a[f][0]==DIFF_DELETE?k=!0:l=!0,e&&(g&&h&&l&&k||e.length<this.Diff_EditCost/2&&3==g+h+l+k)&&(a.splice(c[d-1],0,[DIFF_DELETE,e]),a[c[d-1]+1][0]=DIFF_INSERT,d--,e=null,g&&h?(l=k=!0,d=0):(d--,f=0<d?c[d-1]:-1,l=k=!1),b=!0)),f++;b&&this.diff_cleanupMerge(a)};\ndiff_match_patch.prototype.diff_cleanupMerge=function(a){a.push([DIFF_EQUAL,\"\"]);for(var b=0,c=0,d=0,e=\"\",f=\"\",g;b<a.length;)switch(a[b][0]){case DIFF_INSERT:d++;f+=a[b][1];b++;break;case DIFF_DELETE:c++;e+=a[b][1];b++;break;case DIFF_EQUAL:1<c+d?(0!==c&&0!==d&&(g=this.diff_commonPrefix(f,e),0!==g&&(0<b-c-d&&a[b-c-d-1][0]==DIFF_EQUAL?a[b-c-d-1][1]+=f.substring(0,g):(a.splice(0,0,[DIFF_EQUAL,f.substring(0,g)]),b++),f=f.substring(g),e=e.substring(g)),g=this.diff_commonSuffix(f,e),0!==g&&(a[b][1]=f.substring(f.length-\ng)+a[b][1],f=f.substring(0,f.length-g),e=e.substring(0,e.length-g))),0===c?a.splice(b-d,c+d,[DIFF_INSERT,f]):0===d?a.splice(b-c,c+d,[DIFF_DELETE,e]):a.splice(b-c-d,c+d,[DIFF_DELETE,e],[DIFF_INSERT,f]),b=b-c-d+(c?1:0)+(d?1:0)+1):0!==b&&a[b-1][0]==DIFF_EQUAL?(a[b-1][1]+=a[b][1],a.splice(b,1)):b++,c=d=0,f=e=\"\"}\"\"===a[a.length-1][1]&&a.pop();c=!1;for(b=1;b<a.length-1;)a[b-1][0]==DIFF_EQUAL&&a[b+1][0]==DIFF_EQUAL&&(a[b][1].substring(a[b][1].length-a[b-1][1].length)==a[b-1][1]?(a[b][1]=a[b-1][1]+a[b][1].substring(0,\na[b][1].length-a[b-1][1].length),a[b+1][1]=a[b-1][1]+a[b+1][1],a.splice(b-1,1),c=!0):a[b][1].substring(0,a[b+1][1].length)==a[b+1][1]&&(a[b-1][1]+=a[b+1][1],a[b][1]=a[b][1].substring(a[b+1][1].length)+a[b+1][1],a.splice(b+1,1),c=!0)),b++;c&&this.diff_cleanupMerge(a)};\ndiff_match_patch.prototype.diff_xIndex=function(a,b){var c=0,d=0,e=0,f=0,g;for(g=0;g<a.length;g++){a[g][0]!==DIFF_INSERT&&(c+=a[g][1].length);a[g][0]!==DIFF_DELETE&&(d+=a[g][1].length);if(c>b)break;e=c;f=d}return a.length!=g&&a[g][0]===DIFF_DELETE?f:f+(b-e)};\ndiff_match_patch.prototype.diff_prettyHtml=function(a){for(var b=[],c=/&/g,d=/</g,e=/>/g,f=/\\n/g,g=0;g<a.length;g++){var h=a[g][0],l=a[g][1].replace(c,\"&\").replace(d,\"<\").replace(e,\">\").replace(f,\"¶<br>\");switch(h){case DIFF_INSERT:b[g]='<ins style=\"background:#e6ffe6;\">'+l+\"</ins>\";break;case DIFF_DELETE:b[g]='<del style=\"background:#ffe6e6;\">'+l+\"</del>\";break;case DIFF_EQUAL:b[g]=\"<span>\"+l+\"</span>\"}}return b.join(\"\")};\ndiff_match_patch.prototype.diff_text1=function(a){for(var b=[],c=0;c<a.length;c++)a[c][0]!==DIFF_INSERT&&(b[c]=a[c][1]);return b.join(\"\")};diff_match_patch.prototype.diff_text2=function(a){for(var b=[],c=0;c<a.length;c++)a[c][0]!==DIFF_DELETE&&(b[c]=a[c][1]);return b.join(\"\")};\ndiff_match_patch.prototype.diff_levenshtein=function(a){for(var b=0,c=0,d=0,e=0;e<a.length;e++){var f=a[e][1];switch(a[e][0]){case DIFF_INSERT:c+=f.length;break;case DIFF_DELETE:d+=f.length;break;case DIFF_EQUAL:b+=Math.max(c,d),d=c=0}}return b+=Math.max(c,d)};\ndiff_match_patch.prototype.diff_toDelta=function(a){for(var b=[],c=0;c<a.length;c++)switch(a[c][0]){case DIFF_INSERT:b[c]=\"+\"+encodeURI(a[c][1]);break;case DIFF_DELETE:b[c]=\"-\"+a[c][1].length;break;case DIFF_EQUAL:b[c]=\"=\"+a[c][1].length}return b.join(\"\\t\").replace(/%20/g,\" \")};\ndiff_match_patch.prototype.diff_fromDelta=function(a,b){for(var c=[],d=0,e=0,f=b.split(/\\t/g),g=0;g<f.length;g++){var h=f[g].substring(1);switch(f[g].charAt(0)){case \"+\":try{c[d++]=[DIFF_INSERT,decodeURI(h)]}catch(k){throw Error(\"Illegal escape in diff_fromDelta: \"+h);}break;case \"-\":case \"=\":var l=parseInt(h,10);if(isNaN(l)||0>l)throw Error(\"Invalid number in diff_fromDelta: \"+h);h=a.substring(e,e+=l);\"=\"==f[g].charAt(0)?c[d++]=[DIFF_EQUAL,h]:c[d++]=[DIFF_DELETE,h];break;default:if(f[g])throw Error(\"Invalid diff operation in diff_fromDelta: \"+\nf[g]);}}if(e!=a.length)throw Error(\"Delta length (\"+e+\") does not equal source text length (\"+a.length+\").\");return c};diff_match_patch.prototype.match_main=function(a,b,c){if(null==a||null==b||null==c)throw Error(\"Null input. (match_main)\");c=Math.max(0,Math.min(c,a.length));return a==b?0:a.length?a.substring(c,c+b.length)==b?c:this.match_bitap_(a,b,c):-1};\ndiff_match_patch.prototype.match_bitap_=function(a,b,c){function d(a,d){var e=a/b.length,g=Math.abs(c-d);return f.Match_Distance?e+g/f.Match_Distance:g?1:e}if(b.length>this.Match_MaxBits)throw Error(\"Pattern too long for this browser.\");var e=this.match_alphabet_(b),f=this,g=this.Match_Threshold,h=a.indexOf(b,c);-1!=h&&(g=Math.min(d(0,h),g),h=a.lastIndexOf(b,c+b.length),-1!=h&&(g=Math.min(d(0,h),g)));var l=1<<b.length-1;h=-1;for(var k,m,p=b.length+a.length,x,w=0;w<b.length;w++){k=0;for(m=p;k<m;)d(w,\nc+m)<=g?k=m:p=m,m=Math.floor((p-k)/2+k);p=m;k=Math.max(1,c-m+1);var q=Math.min(c+m,a.length)+b.length;m=Array(q+2);for(m[q+1]=(1<<w)-1;q>=k;q--){var t=e[a.charAt(q-1)];m[q]=0===w?(m[q+1]<<1|1)&t:(m[q+1]<<1|1)&t|(x[q+1]|x[q])<<1|1|x[q+1];if(m[q]&l&&(t=d(w,q-1),t<=g))if(g=t,h=q-1,h>c)k=Math.max(1,2*c-h);else break}if(d(w+1,c)>g)break;x=m}return h};\ndiff_match_patch.prototype.match_alphabet_=function(a){for(var b={},c=0;c<a.length;c++)b[a.charAt(c)]=0;for(c=0;c<a.length;c++)b[a.charAt(c)]|=1<<a.length-c-1;return b};\ndiff_match_patch.prototype.patch_addContext_=function(a,b){if(0!=b.length){for(var c=b.substring(a.start2,a.start2+a.length1),d=0;b.indexOf(c)!=b.lastIndexOf(c)&&c.length<this.Match_MaxBits-this.Patch_Margin-this.Patch_Margin;)d+=this.Patch_Margin,c=b.substring(a.start2-d,a.start2+a.length1+d);d+=this.Patch_Margin;(c=b.substring(a.start2-d,a.start2))&&a.diffs.unshift([DIFF_EQUAL,c]);(d=b.substring(a.start2+a.length1,a.start2+a.length1+d))&&a.diffs.push([DIFF_EQUAL,d]);a.start1-=c.length;a.start2-=\nc.length;a.length1+=c.length+d.length;a.length2+=c.length+d.length}};\ndiff_match_patch.prototype.patch_make=function(a,b,c){if(\"string\"==typeof a&&\"string\"==typeof b&&\"undefined\"==typeof c){var d=a;b=this.diff_main(d,b,!0);2<b.length&&(this.diff_cleanupSemantic(b),this.diff_cleanupEfficiency(b))}else if(a&&\"object\"==typeof a&&\"undefined\"==typeof b&&\"undefined\"==typeof c)b=a,d=this.diff_text1(b);else if(\"string\"==typeof a&&b&&\"object\"==typeof b&&\"undefined\"==typeof c)d=a;else if(\"string\"==typeof a&&\"string\"==typeof b&&c&&\"object\"==typeof c)d=a,b=c;else throw Error(\"Unknown call format to patch_make.\");\nif(0===b.length)return[];c=[];a=new diff_match_patch.patch_obj;for(var e=0,f=0,g=0,h=d,l=0;l<b.length;l++){var k=b[l][0],m=b[l][1];e||k===DIFF_EQUAL||(a.start1=f,a.start2=g);switch(k){case DIFF_INSERT:a.diffs[e++]=b[l];a.length2+=m.length;d=d.substring(0,g)+m+d.substring(g);break;case DIFF_DELETE:a.length1+=m.length;a.diffs[e++]=b[l];d=d.substring(0,g)+d.substring(g+m.length);break;case DIFF_EQUAL:m.length<=2*this.Patch_Margin&&e&&b.length!=l+1?(a.diffs[e++]=b[l],a.length1+=m.length,a.length2+=m.length):\nm.length>=2*this.Patch_Margin&&e&&(this.patch_addContext_(a,h),c.push(a),a=new diff_match_patch.patch_obj,e=0,h=d,f=g)}k!==DIFF_INSERT&&(f+=m.length);k!==DIFF_DELETE&&(g+=m.length)}e&&(this.patch_addContext_(a,h),c.push(a));return c};\ndiff_match_patch.prototype.patch_deepCopy=function(a){for(var b=[],c=0;c<a.length;c++){var d=a[c],e=new diff_match_patch.patch_obj;e.diffs=[];for(var f=0;f<d.diffs.length;f++)e.diffs[f]=d.diffs[f].slice();e.start1=d.start1;e.start2=d.start2;e.length1=d.length1;e.length2=d.length2;b[c]=e}return b};\ndiff_match_patch.prototype.patch_apply=function(a,b){if(0==a.length)return[b,[]];a=this.patch_deepCopy(a);var c=this.patch_addPadding(a);b=c+b+c;this.patch_splitMax(a);for(var d=0,e=[],f=0;f<a.length;f++){var g=a[f].start2+d,h=this.diff_text1(a[f].diffs),l=-1;if(h.length>this.Match_MaxBits){var k=this.match_main(b,h.substring(0,this.Match_MaxBits),g);-1!=k&&(l=this.match_main(b,h.substring(h.length-this.Match_MaxBits),g+h.length-this.Match_MaxBits),-1==l||k>=l)&&(k=-1)}else k=this.match_main(b,h,\ng);if(-1==k)e[f]=!1,d-=a[f].length2-a[f].length1;else if(e[f]=!0,d=k-g,g=-1==l?b.substring(k,k+h.length):b.substring(k,l+this.Match_MaxBits),h==g)b=b.substring(0,k)+this.diff_text2(a[f].diffs)+b.substring(k+h.length);else if(g=this.diff_main(h,g,!1),h.length>this.Match_MaxBits&&this.diff_levenshtein(g)/h.length>this.Patch_DeleteThreshold)e[f]=!1;else{this.diff_cleanupSemanticLossless(g);h=0;var m;for(l=0;l<a[f].diffs.length;l++){var p=a[f].diffs[l];p[0]!==DIFF_EQUAL&&(m=this.diff_xIndex(g,h));p[0]===\nDIFF_INSERT?b=b.substring(0,k+m)+p[1]+b.substring(k+m):p[0]===DIFF_DELETE&&(b=b.substring(0,k+m)+b.substring(k+this.diff_xIndex(g,h+p[1].length)));p[0]!==DIFF_DELETE&&(h+=p[1].length)}}}b=b.substring(c.length,b.length-c.length);return[b,e]};\ndiff_match_patch.prototype.patch_addPadding=function(a){for(var b=this.Patch_Margin,c=\"\",d=1;d<=b;d++)c+=String.fromCharCode(d);for(d=0;d<a.length;d++)a[d].start1+=b,a[d].start2+=b;d=a[0];var e=d.diffs;if(0==e.length||e[0][0]!=DIFF_EQUAL)e.unshift([DIFF_EQUAL,c]),d.start1-=b,d.start2-=b,d.length1+=b,d.length2+=b;else if(b>e[0][1].length){var f=b-e[0][1].length;e[0][1]=c.substring(e[0][1].length)+e[0][1];d.start1-=f;d.start2-=f;d.length1+=f;d.length2+=f}d=a[a.length-1];e=d.diffs;0==e.length||e[e.length-\n1][0]!=DIFF_EQUAL?(e.push([DIFF_EQUAL,c]),d.length1+=b,d.length2+=b):b>e[e.length-1][1].length&&(f=b-e[e.length-1][1].length,e[e.length-1][1]+=c.substring(0,f),d.length1+=f,d.length2+=f);return c};\ndiff_match_patch.prototype.patch_splitMax=function(a){for(var b=this.Match_MaxBits,c=0;c<a.length;c++)if(!(a[c].length1<=b)){var d=a[c];a.splice(c--,1);for(var e=d.start1,f=d.start2,g=\"\";0!==d.diffs.length;){var h=new diff_match_patch.patch_obj,l=!0;h.start1=e-g.length;h.start2=f-g.length;\"\"!==g&&(h.length1=h.length2=g.length,h.diffs.push([DIFF_EQUAL,g]));for(;0!==d.diffs.length&&h.length1<b-this.Patch_Margin;){g=d.diffs[0][0];var k=d.diffs[0][1];g===DIFF_INSERT?(h.length2+=k.length,f+=k.length,h.diffs.push(d.diffs.shift()),\nl=!1):g===DIFF_DELETE&&1==h.diffs.length&&h.diffs[0][0]==DIFF_EQUAL&&k.length>2*b?(h.length1+=k.length,e+=k.length,l=!1,h.diffs.push([g,k]),d.diffs.shift()):(k=k.substring(0,b-h.length1-this.Patch_Margin),h.length1+=k.length,e+=k.length,g===DIFF_EQUAL?(h.length2+=k.length,f+=k.length):l=!1,h.diffs.push([g,k]),k==d.diffs[0][1]?d.diffs.shift():d.diffs[0][1]=d.diffs[0][1].substring(k.length))}g=this.diff_text2(h.diffs);g=g.substring(g.length-this.Patch_Margin);k=this.diff_text1(d.diffs).substring(0,\nthis.Patch_Margin);\"\"!==k&&(h.length1+=k.length,h.length2+=k.length,0!==h.diffs.length&&h.diffs[h.diffs.length-1][0]===DIFF_EQUAL?h.diffs[h.diffs.length-1][1]+=k:h.diffs.push([DIFF_EQUAL,k]));l||a.splice(++c,0,h)}}};diff_match_patch.prototype.patch_toText=function(a){for(var b=[],c=0;c<a.length;c++)b[c]=a[c];return b.join(\"\")};\ndiff_match_patch.prototype.patch_fromText=function(a){var b=[];if(!a)return b;a=a.split(\"\\n\");for(var c=0,d=/^@@ -(\\d+),?(\\d*) \\+(\\d+),?(\\d*) @@$/;c<a.length;){var e=a[c].match(d);if(!e)throw Error(\"Invalid patch string: \"+a[c]);var f=new diff_match_patch.patch_obj;b.push(f);f.start1=parseInt(e[1],10);\"\"===e[2]?(f.start1--,f.length1=1):\"0\"==e[2]?f.length1=0:(f.start1--,f.length1=parseInt(e[2],10));f.start2=parseInt(e[3],10);\"\"===e[4]?(f.start2--,f.length2=1):\"0\"==e[4]?f.length2=0:(f.start2--,f.length2=\nparseInt(e[4],10));for(c++;c<a.length;){e=a[c].charAt(0);try{var g=decodeURI(a[c].substring(1))}catch(h){throw Error(\"Illegal escape in patch_fromText: \"+g);}if(\"-\"==e)f.diffs.push([DIFF_DELETE,g]);else if(\"+\"==e)f.diffs.push([DIFF_INSERT,g]);else if(\" \"==e)f.diffs.push([DIFF_EQUAL,g]);else if(\"@\"==e)break;else if(\"\"!==e)throw Error('Invalid patch mode \"'+e+'\" in: '+g);c++}}return b};diff_match_patch.patch_obj=function(){this.diffs=[];this.start2=this.start1=null;this.length2=this.length1=0};\ndiff_match_patch.patch_obj.prototype.toString=function(){for(var a=[\"@@ -\"+(0===this.length1?this.start1+\",0\":1==this.length1?this.start1+1:this.start1+1+\",\"+this.length1)+\" +\"+(0===this.length2?this.start2+\",0\":1==this.length2?this.start2+1:this.start2+1+\",\"+this.length2)+\" @@\\n\"],b,c=0;c<this.diffs.length;c++){switch(this.diffs[c][0]){case DIFF_INSERT:b=\"+\";break;case DIFF_DELETE:b=\"-\";break;case DIFF_EQUAL:b=\" \"}a[c+1]=b+encodeURI(this.diffs[c][1])+\"\\n\"}return a.join(\"\").replace(/%20/g,\" \")};\nthis.diff_match_patch=diff_match_patch;this.DIFF_DELETE=DIFF_DELETE;this.DIFF_INSERT=DIFF_INSERT;this.DIFF_EQUAL=DIFF_EQUAL;\n}).call(exports);",
"type": "application/javascript",
"title": "$:/core/modules/utils/diff-match-patch/diff_match_patch.js",
"module-type": "library"
},
"$:/core/modules/utils/dom/animations/slide.js": {
"title": "$:/core/modules/utils/dom/animations/slide.js",
"text": "/*\\\ntitle: $:/core/modules/utils/dom/animations/slide.js\ntype: application/javascript\nmodule-type: animation\n\nA simple slide animation that varies the height of the element\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nfunction slideOpen(domNode,options) {\n\toptions = options || {};\n\tvar duration = options.duration || $tw.utils.getAnimationDuration();\n\t// Get the current height of the domNode\n\tvar computedStyle = window.getComputedStyle(domNode),\n\t\tcurrMarginBottom = parseInt(computedStyle.marginBottom,10),\n\t\tcurrMarginTop = parseInt(computedStyle.marginTop,10),\n\t\tcurrPaddingBottom = parseInt(computedStyle.paddingBottom,10),\n\t\tcurrPaddingTop = parseInt(computedStyle.paddingTop,10),\n\t\tcurrHeight = domNode.offsetHeight;\n\t// Reset the margin once the transition is over\n\tsetTimeout(function() {\n\t\t$tw.utils.setStyle(domNode,[\n\t\t\t{transition: \"none\"},\n\t\t\t{marginBottom: \"\"},\n\t\t\t{marginTop: \"\"},\n\t\t\t{paddingBottom: \"\"},\n\t\t\t{paddingTop: \"\"},\n\t\t\t{height: \"auto\"},\n\t\t\t{opacity: \"\"}\n\t\t]);\n\t\tif(options.callback) {\n\t\t\toptions.callback();\n\t\t}\n\t},duration);\n\t// Set up the initial position of the element\n\t$tw.utils.setStyle(domNode,[\n\t\t{transition: \"none\"},\n\t\t{marginTop: \"0px\"},\n\t\t{marginBottom: \"0px\"},\n\t\t{paddingTop: \"0px\"},\n\t\t{paddingBottom: \"0px\"},\n\t\t{height: \"0px\"},\n\t\t{opacity: \"0\"}\n\t]);\n\t$tw.utils.forceLayout(domNode);\n\t// Transition to the final position\n\t$tw.utils.setStyle(domNode,[\n\t\t{transition: \"margin-top \" + duration + \"ms ease-in-out, \" +\n\t\t\t\t\t\"margin-bottom \" + duration + \"ms ease-in-out, \" +\n\t\t\t\t\t\"padding-top \" + duration + \"ms ease-in-out, \" +\n\t\t\t\t\t\"padding-bottom \" + duration + \"ms ease-in-out, \" +\n\t\t\t\t\t\"height \" + duration + \"ms ease-in-out, \" +\n\t\t\t\t\t\"opacity \" + duration + \"ms ease-in-out\"},\n\t\t{marginBottom: currMarginBottom + \"px\"},\n\t\t{marginTop: currMarginTop + \"px\"},\n\t\t{paddingBottom: currPaddingBottom + \"px\"},\n\t\t{paddingTop: currPaddingTop + \"px\"},\n\t\t{height: currHeight + \"px\"},\n\t\t{opacity: \"1\"}\n\t]);\n}\n\nfunction slideClosed(domNode,options) {\n\toptions = options || {};\n\tvar duration = options.duration || $tw.utils.getAnimationDuration(),\n\t\tcurrHeight = domNode.offsetHeight;\n\t// Clear the properties we've set when the animation is over\n\tsetTimeout(function() {\n\t\t$tw.utils.setStyle(domNode,[\n\t\t\t{transition: \"none\"},\n\t\t\t{marginBottom: \"\"},\n\t\t\t{marginTop: \"\"},\n\t\t\t{paddingBottom: \"\"},\n\t\t\t{paddingTop: \"\"},\n\t\t\t{height: \"auto\"},\n\t\t\t{opacity: \"\"}\n\t\t]);\n\t\tif(options.callback) {\n\t\t\toptions.callback();\n\t\t}\n\t},duration);\n\t// Set up the initial position of the element\n\t$tw.utils.setStyle(domNode,[\n\t\t{height: currHeight + \"px\"},\n\t\t{opacity: \"1\"}\n\t]);\n\t$tw.utils.forceLayout(domNode);\n\t// Transition to the final position\n\t$tw.utils.setStyle(domNode,[\n\t\t{transition: \"margin-top \" + duration + \"ms ease-in-out, \" +\n\t\t\t\t\t\"margin-bottom \" + duration + \"ms ease-in-out, \" +\n\t\t\t\t\t\"padding-top \" + duration + \"ms ease-in-out, \" +\n\t\t\t\t\t\"padding-bottom \" + duration + \"ms ease-in-out, \" +\n\t\t\t\t\t\"height \" + duration + \"ms ease-in-out, \" +\n\t\t\t\t\t\"opacity \" + duration + \"ms ease-in-out\"},\n\t\t{marginTop: \"0px\"},\n\t\t{marginBottom: \"0px\"},\n\t\t{paddingTop: \"0px\"},\n\t\t{paddingBottom: \"0px\"},\n\t\t{height: \"0px\"},\n\t\t{opacity: \"0\"}\n\t]);\n}\n\nexports.slide = {\n\topen: slideOpen,\n\tclose: slideClosed\n};\n\n})();\n",
"type": "application/javascript",
"module-type": "animation"
},
"$:/core/modules/utils/dom/animator.js": {
"title": "$:/core/modules/utils/dom/animator.js",
"text": "/*\\\ntitle: $:/core/modules/utils/dom/animator.js\ntype: application/javascript\nmodule-type: utils\n\nOrchestrates animations and transitions\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nfunction Animator() {\n\t// Get the registered animation modules\n\tthis.animations = {};\n\t$tw.modules.applyMethods(\"animation\",this.animations);\n}\n\nAnimator.prototype.perform = function(type,domNode,options) {\n\toptions = options || {};\n\t// Find an animation that can handle this type\n\tvar chosenAnimation;\n\t$tw.utils.each(this.animations,function(animation,name) {\n\t\tif($tw.utils.hop(animation,type)) {\n\t\t\tchosenAnimation = animation[type];\n\t\t}\n\t});\n\tif(!chosenAnimation) {\n\t\tchosenAnimation = function(domNode,options) {\n\t\t\tif(options.callback) {\n\t\t\t\toptions.callback();\n\t\t\t}\n\t\t};\n\t}\n\t// Call the animation\n\tchosenAnimation(domNode,options);\n};\n\nexports.Animator = Animator;\n\n})();\n",
"type": "application/javascript",
"module-type": "utils"
},
"$:/core/modules/utils/dom/browser.js": {
"title": "$:/core/modules/utils/dom/browser.js",
"text": "/*\\\ntitle: $:/core/modules/utils/dom/browser.js\ntype: application/javascript\nmodule-type: utils\n\nBrowser feature detection\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n/*\nSet style properties of an element\n\telement: dom node\n\tstyles: ordered array of {name: value} pairs\n*/\nexports.setStyle = function(element,styles) {\n\tif(element.nodeType === 1) { // Element.ELEMENT_NODE\n\t\tfor(var t=0; t<styles.length; t++) {\n\t\t\tfor(var styleName in styles[t]) {\n\t\t\t\telement.style[$tw.utils.convertStyleNameToPropertyName(styleName)] = styles[t][styleName];\n\t\t\t}\n\t\t}\n\t}\n};\n\n/*\nConverts a standard CSS property name into the local browser-specific equivalent. For example:\n\t\"background-color\" --> \"backgroundColor\"\n\t\"transition\" --> \"webkitTransition\"\n*/\n\nvar styleNameCache = {}; // We'll cache the style name conversions\n\nexports.convertStyleNameToPropertyName = function(styleName) {\n\t// Return from the cache if we can\n\tif(styleNameCache[styleName]) {\n\t\treturn styleNameCache[styleName];\n\t}\n\t// Convert it by first removing any hyphens\n\tvar propertyName = $tw.utils.unHyphenateCss(styleName);\n\t// Then check if it needs a prefix\n\tif($tw.browser && document.body.style[propertyName] === undefined) {\n\t\tvar prefixes = [\"O\",\"MS\",\"Moz\",\"webkit\"];\n\t\tfor(var t=0; t<prefixes.length; t++) {\n\t\t\tvar prefixedName = prefixes[t] + propertyName.substr(0,1).toUpperCase() + propertyName.substr(1);\n\t\t\tif(document.body.style[prefixedName] !== undefined) {\n\t\t\t\tpropertyName = prefixedName;\n\t\t\t\tbreak;\n\t\t\t}\n\t\t}\n\t}\n\t// Put it in the cache too\n\tstyleNameCache[styleName] = propertyName;\n\treturn propertyName;\n};\n\n/*\nConverts a JS format CSS property name back into the dashed form used in CSS declarations. For example:\n\t\"backgroundColor\" --> \"background-color\"\n\t\"webkitTransform\" --> \"-webkit-transform\"\n*/\nexports.convertPropertyNameToStyleName = function(propertyName) {\n\t// Rehyphenate the name\n\tvar styleName = $tw.utils.hyphenateCss(propertyName);\n\t// If there's a webkit prefix, add a dash (other browsers have uppercase prefixes, and so get the dash automatically)\n\tif(styleName.indexOf(\"webkit\") === 0) {\n\t\tstyleName = \"-\" + styleName;\n\t} else if(styleName.indexOf(\"-m-s\") === 0) {\n\t\tstyleName = \"-ms\" + styleName.substr(4);\n\t}\n\treturn styleName;\n};\n\n/*\nRound trip a stylename to a property name and back again. For example:\n\t\"transform\" --> \"webkitTransform\" --> \"-webkit-transform\"\n*/\nexports.roundTripPropertyName = function(propertyName) {\n\treturn $tw.utils.convertPropertyNameToStyleName($tw.utils.convertStyleNameToPropertyName(propertyName));\n};\n\n/*\nConverts a standard event name into the local browser specific equivalent. For example:\n\t\"animationEnd\" --> \"webkitAnimationEnd\"\n*/\n\nvar eventNameCache = {}; // We'll cache the conversions\n\nvar eventNameMappings = {\n\t\"transitionEnd\": {\n\t\tcorrespondingCssProperty: \"transition\",\n\t\tmappings: {\n\t\t\ttransition: \"transitionend\",\n\t\t\tOTransition: \"oTransitionEnd\",\n\t\t\tMSTransition: \"msTransitionEnd\",\n\t\t\tMozTransition: \"transitionend\",\n\t\t\twebkitTransition: \"webkitTransitionEnd\"\n\t\t}\n\t},\n\t\"animationEnd\": {\n\t\tcorrespondingCssProperty: \"animation\",\n\t\tmappings: {\n\t\t\tanimation: \"animationend\",\n\t\t\tOAnimation: \"oAnimationEnd\",\n\t\t\tMSAnimation: \"msAnimationEnd\",\n\t\t\tMozAnimation: \"animationend\",\n\t\t\twebkitAnimation: \"webkitAnimationEnd\"\n\t\t}\n\t}\n};\n\nexports.convertEventName = function(eventName) {\n\tif(eventNameCache[eventName]) {\n\t\treturn eventNameCache[eventName];\n\t}\n\tvar newEventName = eventName,\n\t\tmappings = eventNameMappings[eventName];\n\tif(mappings) {\n\t\tvar convertedProperty = $tw.utils.convertStyleNameToPropertyName(mappings.correspondingCssProperty);\n\t\tif(mappings.mappings[convertedProperty]) {\n\t\t\tnewEventName = mappings.mappings[convertedProperty];\n\t\t}\n\t}\n\t// Put it in the cache too\n\teventNameCache[eventName] = newEventName;\n\treturn newEventName;\n};\n\n/*\nReturn the names of the fullscreen APIs\n*/\nexports.getFullScreenApis = function() {\n\tvar d = document,\n\t\tdb = d.body,\n\t\tresult = {\n\t\t\"_requestFullscreen\": db.webkitRequestFullscreen !== undefined ? \"webkitRequestFullscreen\" :\n\t\t\t\t\t\t\tdb.mozRequestFullScreen !== undefined ? \"mozRequestFullScreen\" :\n\t\t\t\t\t\t\tdb.msRequestFullscreen !== undefined ? \"msRequestFullscreen\" :\n\t\t\t\t\t\t\tdb.requestFullscreen !== undefined ? \"requestFullscreen\" : \"\",\n\t\t\"_exitFullscreen\": d.webkitExitFullscreen !== undefined ? \"webkitExitFullscreen\" :\n\t\t\t\t\t\t\td.mozCancelFullScreen !== undefined ? \"mozCancelFullScreen\" :\n\t\t\t\t\t\t\td.msExitFullscreen !== undefined ? \"msExitFullscreen\" :\n\t\t\t\t\t\t\td.exitFullscreen !== undefined ? \"exitFullscreen\" : \"\",\n\t\t\"_fullscreenElement\": d.webkitFullscreenElement !== undefined ? \"webkitFullscreenElement\" :\n\t\t\t\t\t\t\td.mozFullScreenElement !== undefined ? \"mozFullScreenElement\" :\n\t\t\t\t\t\t\td.msFullscreenElement !== undefined ? \"msFullscreenElement\" :\n\t\t\t\t\t\t\td.fullscreenElement !== undefined ? \"fullscreenElement\" : \"\",\n\t\t\"_fullscreenChange\": d.webkitFullscreenElement !== undefined ? \"webkitfullscreenchange\" :\n\t\t\t\t\t\t\td.mozFullScreenElement !== undefined ? \"mozfullscreenchange\" :\n\t\t\t\t\t\t\td.msFullscreenElement !== undefined ? \"MSFullscreenChange\" :\n\t\t\t\t\t\t\td.fullscreenElement !== undefined ? \"fullscreenchange\" : \"\"\n\t};\n\tif(!result._requestFullscreen || !result._exitFullscreen || !result._fullscreenElement || !result._fullscreenChange) {\n\t\treturn null;\n\t} else {\n\t\treturn result;\n\t}\n};\n\n})();\n",
"type": "application/javascript",
"module-type": "utils"
},
"$:/core/modules/utils/dom/csscolorparser.js": {
"title": "$:/core/modules/utils/dom/csscolorparser.js",
"text": "// (c) Dean McNamee <dean@gmail.com>, 2012.\n//\n// https://github.com/deanm/css-color-parser-js\n//\n// Permission is hereby granted, free of charge, to any person obtaining a copy\n// of this software and associated documentation files (the \"Software\"), to\n// deal in the Software without restriction, including without limitation the\n// rights to use, copy, modify, merge, publish, distribute, sublicense, and/or\n// sell copies of the Software, and to permit persons to whom the Software is\n// furnished to do so, subject to the following conditions:\n//\n// The above copyright notice and this permission notice shall be included in\n// all copies or substantial portions of the Software.\n//\n// THE SOFTWARE IS PROVIDED \"AS IS\", WITHOUT WARRANTY OF ANY KIND, EXPRESS OR\n// IMPLIED, INCLUDING BUT NOT LIMITED TO THE WARRANTIES OF MERCHANTABILITY,\n// FITNESS FOR A PARTICULAR PURPOSE AND NONINFRINGEMENT. IN NO EVENT SHALL THE\n// AUTHORS OR COPYRIGHT HOLDERS BE LIABLE FOR ANY CLAIM, DAMAGES OR OTHER\n// LIABILITY, WHETHER IN AN ACTION OF CONTRACT, TORT OR OTHERWISE, ARISING\n// FROM, OUT OF OR IN CONNECTION WITH THE SOFTWARE OR THE USE OR OTHER DEALINGS\n// IN THE SOFTWARE.\n\n// http://www.w3.org/TR/css3-color/\nvar kCSSColorTable = {\n \"transparent\": [0,0,0,0], \"aliceblue\": [240,248,255,1],\n \"antiquewhite\": [250,235,215,1], \"aqua\": [0,255,255,1],\n \"aquamarine\": [127,255,212,1], \"azure\": [240,255,255,1],\n \"beige\": [245,245,220,1], \"bisque\": [255,228,196,1],\n \"black\": [0,0,0,1], \"blanchedalmond\": [255,235,205,1],\n \"blue\": [0,0,255,1], \"blueviolet\": [138,43,226,1],\n \"brown\": [165,42,42,1], \"burlywood\": [222,184,135,1],\n \"cadetblue\": [95,158,160,1], \"chartreuse\": [127,255,0,1],\n \"chocolate\": [210,105,30,1], \"coral\": [255,127,80,1],\n \"cornflowerblue\": [100,149,237,1], \"cornsilk\": [255,248,220,1],\n \"crimson\": [220,20,60,1], \"cyan\": [0,255,255,1],\n \"darkblue\": [0,0,139,1], \"darkcyan\": [0,139,139,1],\n \"darkgoldenrod\": [184,134,11,1], \"darkgray\": [169,169,169,1],\n \"darkgreen\": [0,100,0,1], \"darkgrey\": [169,169,169,1],\n \"darkkhaki\": [189,183,107,1], \"darkmagenta\": [139,0,139,1],\n \"darkolivegreen\": [85,107,47,1], \"darkorange\": [255,140,0,1],\n \"darkorchid\": [153,50,204,1], \"darkred\": [139,0,0,1],\n \"darksalmon\": [233,150,122,1], \"darkseagreen\": [143,188,143,1],\n \"darkslateblue\": [72,61,139,1], \"darkslategray\": [47,79,79,1],\n \"darkslategrey\": [47,79,79,1], \"darkturquoise\": [0,206,209,1],\n \"darkviolet\": [148,0,211,1], \"deeppink\": [255,20,147,1],\n \"deepskyblue\": [0,191,255,1], \"dimgray\": [105,105,105,1],\n \"dimgrey\": [105,105,105,1], \"dodgerblue\": [30,144,255,1],\n \"firebrick\": [178,34,34,1], \"floralwhite\": [255,250,240,1],\n \"forestgreen\": [34,139,34,1], \"fuchsia\": [255,0,255,1],\n \"gainsboro\": [220,220,220,1], \"ghostwhite\": [248,248,255,1],\n \"gold\": [255,215,0,1], \"goldenrod\": [218,165,32,1],\n \"gray\": [128,128,128,1], \"green\": [0,128,0,1],\n \"greenyellow\": [173,255,47,1], \"grey\": [128,128,128,1],\n \"honeydew\": [240,255,240,1], \"hotpink\": [255,105,180,1],\n \"indianred\": [205,92,92,1], \"indigo\": [75,0,130,1],\n \"ivory\": [255,255,240,1], \"khaki\": [240,230,140,1],\n \"lavender\": [230,230,250,1], \"lavenderblush\": [255,240,245,1],\n \"lawngreen\": [124,252,0,1], \"lemonchiffon\": [255,250,205,1],\n \"lightblue\": [173,216,230,1], \"lightcoral\": [240,128,128,1],\n \"lightcyan\": [224,255,255,1], \"lightgoldenrodyellow\": [250,250,210,1],\n \"lightgray\": [211,211,211,1], \"lightgreen\": [144,238,144,1],\n \"lightgrey\": [211,211,211,1], \"lightpink\": [255,182,193,1],\n \"lightsalmon\": [255,160,122,1], \"lightseagreen\": [32,178,170,1],\n \"lightskyblue\": [135,206,250,1], \"lightslategray\": [119,136,153,1],\n \"lightslategrey\": [119,136,153,1], \"lightsteelblue\": [176,196,222,1],\n \"lightyellow\": [255,255,224,1], \"lime\": [0,255,0,1],\n \"limegreen\": [50,205,50,1], \"linen\": [250,240,230,1],\n \"magenta\": [255,0,255,1], \"maroon\": [128,0,0,1],\n \"mediumaquamarine\": [102,205,170,1], \"mediumblue\": [0,0,205,1],\n \"mediumorchid\": [186,85,211,1], \"mediumpurple\": [147,112,219,1],\n \"mediumseagreen\": [60,179,113,1], \"mediumslateblue\": [123,104,238,1],\n \"mediumspringgreen\": [0,250,154,1], \"mediumturquoise\": [72,209,204,1],\n \"mediumvioletred\": [199,21,133,1], \"midnightblue\": [25,25,112,1],\n \"mintcream\": [245,255,250,1], \"mistyrose\": [255,228,225,1],\n \"moccasin\": [255,228,181,1], \"navajowhite\": [255,222,173,1],\n \"navy\": [0,0,128,1], \"oldlace\": [253,245,230,1],\n \"olive\": [128,128,0,1], \"olivedrab\": [107,142,35,1],\n \"orange\": [255,165,0,1], \"orangered\": [255,69,0,1],\n \"orchid\": [218,112,214,1], \"palegoldenrod\": [238,232,170,1],\n \"palegreen\": [152,251,152,1], \"paleturquoise\": [175,238,238,1],\n \"palevioletred\": [219,112,147,1], \"papayawhip\": [255,239,213,1],\n \"peachpuff\": [255,218,185,1], \"peru\": [205,133,63,1],\n \"pink\": [255,192,203,1], \"plum\": [221,160,221,1],\n \"powderblue\": [176,224,230,1], \"purple\": [128,0,128,1],\n \"red\": [255,0,0,1], \"rosybrown\": [188,143,143,1],\n \"royalblue\": [65,105,225,1], \"saddlebrown\": [139,69,19,1],\n \"salmon\": [250,128,114,1], \"sandybrown\": [244,164,96,1],\n \"seagreen\": [46,139,87,1], \"seashell\": [255,245,238,1],\n \"sienna\": [160,82,45,1], \"silver\": [192,192,192,1],\n \"skyblue\": [135,206,235,1], \"slateblue\": [106,90,205,1],\n \"slategray\": [112,128,144,1], \"slategrey\": [112,128,144,1],\n \"snow\": [255,250,250,1], \"springgreen\": [0,255,127,1],\n \"steelblue\": [70,130,180,1], \"tan\": [210,180,140,1],\n \"teal\": [0,128,128,1], \"thistle\": [216,191,216,1],\n \"tomato\": [255,99,71,1], \"turquoise\": [64,224,208,1],\n \"violet\": [238,130,238,1], \"wheat\": [245,222,179,1],\n \"white\": [255,255,255,1], \"whitesmoke\": [245,245,245,1],\n \"yellow\": [255,255,0,1], \"yellowgreen\": [154,205,50,1]}\n\nfunction clamp_css_byte(i) { // Clamp to integer 0 .. 255.\n i = Math.round(i); // Seems to be what Chrome does (vs truncation).\n return i < 0 ? 0 : i > 255 ? 255 : i;\n}\n\nfunction clamp_css_float(f) { // Clamp to float 0.0 .. 1.0.\n return f < 0 ? 0 : f > 1 ? 1 : f;\n}\n\nfunction parse_css_int(str) { // int or percentage.\n if (str[str.length - 1] === '%')\n return clamp_css_byte(parseFloat(str) / 100 * 255);\n return clamp_css_byte(parseInt(str));\n}\n\nfunction parse_css_float(str) { // float or percentage.\n if (str[str.length - 1] === '%')\n return clamp_css_float(parseFloat(str) / 100);\n return clamp_css_float(parseFloat(str));\n}\n\nfunction css_hue_to_rgb(m1, m2, h) {\n if (h < 0) h += 1;\n else if (h > 1) h -= 1;\n\n if (h * 6 < 1) return m1 + (m2 - m1) * h * 6;\n if (h * 2 < 1) return m2;\n if (h * 3 < 2) return m1 + (m2 - m1) * (2/3 - h) * 6;\n return m1;\n}\n\nfunction parseCSSColor(css_str) {\n // Remove all whitespace, not compliant, but should just be more accepting.\n var str = css_str.replace(/ /g, '').toLowerCase();\n\n // Color keywords (and transparent) lookup.\n if (str in kCSSColorTable) return kCSSColorTable[str].slice(); // dup.\n\n // #abc and #abc123 syntax.\n if (str[0] === '#') {\n if (str.length === 4) {\n var iv = parseInt(str.substr(1), 16); // TODO(deanm): Stricter parsing.\n if (!(iv >= 0 && iv <= 0xfff)) return null; // Covers NaN.\n return [((iv & 0xf00) >> 4) | ((iv & 0xf00) >> 8),\n (iv & 0xf0) | ((iv & 0xf0) >> 4),\n (iv & 0xf) | ((iv & 0xf) << 4),\n 1];\n } else if (str.length === 7) {\n var iv = parseInt(str.substr(1), 16); // TODO(deanm): Stricter parsing.\n if (!(iv >= 0 && iv <= 0xffffff)) return null; // Covers NaN.\n return [(iv & 0xff0000) >> 16,\n (iv & 0xff00) >> 8,\n iv & 0xff,\n 1];\n }\n\n return null;\n }\n\n var op = str.indexOf('('), ep = str.indexOf(')');\n if (op !== -1 && ep + 1 === str.length) {\n var fname = str.substr(0, op);\n var params = str.substr(op+1, ep-(op+1)).split(',');\n var alpha = 1; // To allow case fallthrough.\n switch (fname) {\n case 'rgba':\n if (params.length !== 4) return null;\n alpha = parse_css_float(params.pop());\n // Fall through.\n case 'rgb':\n if (params.length !== 3) return null;\n return [parse_css_int(params[0]),\n parse_css_int(params[1]),\n parse_css_int(params[2]),\n alpha];\n case 'hsla':\n if (params.length !== 4) return null;\n alpha = parse_css_float(params.pop());\n // Fall through.\n case 'hsl':\n if (params.length !== 3) return null;\n var h = (((parseFloat(params[0]) % 360) + 360) % 360) / 360; // 0 .. 1\n // NOTE(deanm): According to the CSS spec s/l should only be\n // percentages, but we don't bother and let float or percentage.\n var s = parse_css_float(params[1]);\n var l = parse_css_float(params[2]);\n var m2 = l <= 0.5 ? l * (s + 1) : l + s - l * s;\n var m1 = l * 2 - m2;\n return [clamp_css_byte(css_hue_to_rgb(m1, m2, h+1/3) * 255),\n clamp_css_byte(css_hue_to_rgb(m1, m2, h) * 255),\n clamp_css_byte(css_hue_to_rgb(m1, m2, h-1/3) * 255),\n alpha];\n default:\n return null;\n }\n }\n\n return null;\n}\n\ntry { exports.parseCSSColor = parseCSSColor } catch(e) { }\n",
"type": "application/javascript",
"module-type": "utils"
},
"$:/core/modules/utils/dom.js": {
"title": "$:/core/modules/utils/dom.js",
"text": "/*\\\ntitle: $:/core/modules/utils/dom.js\ntype: application/javascript\nmodule-type: utils\n\nVarious static DOM-related utility functions.\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n/*\nDetermines whether element 'a' contains element 'b'\nCode thanks to John Resig, http://ejohn.org/blog/comparing-document-position/\n*/\nexports.domContains = function(a,b) {\n\treturn a.contains ?\n\t\ta !== b && a.contains(b) :\n\t\t!!(a.compareDocumentPosition(b) & 16);\n};\n\nexports.removeChildren = function(node) {\n\twhile(node.hasChildNodes()) {\n\t\tnode.removeChild(node.firstChild);\n\t}\n};\n\nexports.hasClass = function(el,className) {\n\treturn el && el.className && el.className.toString().split(\" \").indexOf(className) !== -1;\n};\n\nexports.addClass = function(el,className) {\n\tvar c = el.className.split(\" \");\n\tif(c.indexOf(className) === -1) {\n\t\tc.push(className);\n\t\tel.className = c.join(\" \");\n\t}\n};\n\nexports.removeClass = function(el,className) {\n\tvar c = el.className.split(\" \"),\n\t\tp = c.indexOf(className);\n\tif(p !== -1) {\n\t\tc.splice(p,1);\n\t\tel.className = c.join(\" \");\n\t}\n};\n\nexports.toggleClass = function(el,className,status) {\n\tif(status === undefined) {\n\t\tstatus = !exports.hasClass(el,className);\n\t}\n\tif(status) {\n\t\texports.addClass(el,className);\n\t} else {\n\t\texports.removeClass(el,className);\n\t}\n};\n\n/*\nGet the first parent element that has scrollbars or use the body as fallback.\n*/\nexports.getScrollContainer = function(el) {\n\tvar doc = el.ownerDocument;\n\twhile(el.parentNode) {\t\n\t\tel = el.parentNode;\n\t\tif(el.scrollTop) {\n\t\t\treturn el;\n\t\t}\n\t}\n\treturn doc.body;\n};\n\n/*\nGet the scroll position of the viewport\nReturns:\n\t{\n\t\tx: horizontal scroll position in pixels,\n\t\ty: vertical scroll position in pixels\n\t}\n*/\nexports.getScrollPosition = function(srcWindow) {\n\tvar scrollWindow = srcWindow || window;\n\tif(\"scrollX\" in scrollWindow) {\n\t\treturn {x: scrollWindow.scrollX, y: scrollWindow.scrollY};\n\t} else {\n\t\treturn {x: scrollWindow.document.documentElement.scrollLeft, y: scrollWindow.document.documentElement.scrollTop};\n\t}\n};\n\n/*\nAdjust the height of a textarea to fit its content, preserving scroll position, and return the height\n*/\nexports.resizeTextAreaToFit = function(domNode,minHeight) {\n\t// Get the scroll container and register the current scroll position\n\tvar container = $tw.utils.getScrollContainer(domNode),\n\t\tscrollTop = container.scrollTop;\n // Measure the specified minimum height\n\tdomNode.style.height = minHeight;\n\tvar measuredHeight = domNode.offsetHeight || parseInt(minHeight,10);\n\t// Set its height to auto so that it snaps to the correct height\n\tdomNode.style.height = \"auto\";\n\t// Calculate the revised height\n\tvar newHeight = Math.max(domNode.scrollHeight + domNode.offsetHeight - domNode.clientHeight,measuredHeight);\n\t// Only try to change the height if it has changed\n\tif(newHeight !== domNode.offsetHeight) {\n\t\tdomNode.style.height = newHeight + \"px\";\n\t\t// Make sure that the dimensions of the textarea are recalculated\n\t\t$tw.utils.forceLayout(domNode);\n\t\t// Set the container to the position we registered at the beginning\n\t\tcontainer.scrollTop = scrollTop;\n\t}\n\treturn newHeight;\n};\n\n/*\nGets the bounding rectangle of an element in absolute page coordinates\n*/\nexports.getBoundingPageRect = function(element) {\n\tvar scrollPos = $tw.utils.getScrollPosition(element.ownerDocument.defaultView),\n\t\tclientRect = element.getBoundingClientRect();\n\treturn {\n\t\tleft: clientRect.left + scrollPos.x,\n\t\twidth: clientRect.width,\n\t\tright: clientRect.right + scrollPos.x,\n\t\ttop: clientRect.top + scrollPos.y,\n\t\theight: clientRect.height,\n\t\tbottom: clientRect.bottom + scrollPos.y\n\t};\n};\n\n/*\nSaves a named password in the browser\n*/\nexports.savePassword = function(name,password) {\n\tvar done = false;\n\ttry {\n\t\twindow.localStorage.setItem(\"tw5-password-\" + name,password);\n\t\tdone = true;\n\t} catch(e) {\n\t}\n\tif(!done) {\n\t\t$tw.savedPasswords = $tw.savedPasswords || Object.create(null);\n\t\t$tw.savedPasswords[name] = password;\n\t}\n};\n\n/*\nRetrieve a named password from the browser\n*/\nexports.getPassword = function(name) {\n\tvar value;\n\ttry {\n\t\tvalue = window.localStorage.getItem(\"tw5-password-\" + name);\n\t} catch(e) {\n\t}\n\tif(value !== undefined) {\n\t\treturn value;\n\t} else {\n\t\treturn ($tw.savedPasswords || Object.create(null))[name] || \"\";\n\t}\n};\n\n/*\nForce layout of a dom node and its descendents\n*/\nexports.forceLayout = function(element) {\n\tvar dummy = element.offsetWidth;\n};\n\n/*\nPulse an element for debugging purposes\n*/\nexports.pulseElement = function(element) {\n\t// Event handler to remove the class at the end\n\telement.addEventListener($tw.browser.animationEnd,function handler(event) {\n\t\telement.removeEventListener($tw.browser.animationEnd,handler,false);\n\t\t$tw.utils.removeClass(element,\"pulse\");\n\t},false);\n\t// Apply the pulse class\n\t$tw.utils.removeClass(element,\"pulse\");\n\t$tw.utils.forceLayout(element);\n\t$tw.utils.addClass(element,\"pulse\");\n};\n\n/*\nAttach specified event handlers to a DOM node\ndomNode: where to attach the event handlers\nevents: array of event handlers to be added (see below)\nEach entry in the events array is an object with these properties:\nhandlerFunction: optional event handler function\nhandlerObject: optional event handler object\nhandlerMethod: optionally specifies object handler method name (defaults to `handleEvent`)\n*/\nexports.addEventListeners = function(domNode,events) {\n\t$tw.utils.each(events,function(eventInfo) {\n\t\tvar handler;\n\t\tif(eventInfo.handlerFunction) {\n\t\t\thandler = eventInfo.handlerFunction;\n\t\t} else if(eventInfo.handlerObject) {\n\t\t\tif(eventInfo.handlerMethod) {\n\t\t\t\thandler = function(event) {\n\t\t\t\t\teventInfo.handlerObject[eventInfo.handlerMethod].call(eventInfo.handlerObject,event);\n\t\t\t\t};\t\n\t\t\t} else {\n\t\t\t\thandler = eventInfo.handlerObject;\n\t\t\t}\n\t\t}\n\t\tdomNode.addEventListener(eventInfo.name,handler,false);\n\t});\n};\n\n/*\nGet the computed styles applied to an element as an array of strings of individual CSS properties\n*/\nexports.getComputedStyles = function(domNode) {\n\tvar textAreaStyles = window.getComputedStyle(domNode,null),\n\t\tstyleDefs = [],\n\t\tname;\n\tfor(var t=0; t<textAreaStyles.length; t++) {\n\t\tname = textAreaStyles[t];\n\t\tstyleDefs.push(name + \": \" + textAreaStyles.getPropertyValue(name) + \";\");\n\t}\n\treturn styleDefs;\n};\n\n/*\nApply a set of styles passed as an array of strings of individual CSS properties\n*/\nexports.setStyles = function(domNode,styleDefs) {\n\tdomNode.style.cssText = styleDefs.join(\"\");\n};\n\n/*\nCopy the computed styles from a source element to a destination element\n*/\nexports.copyStyles = function(srcDomNode,dstDomNode) {\n\t$tw.utils.setStyles(dstDomNode,$tw.utils.getComputedStyles(srcDomNode));\n};\n\n/*\nCopy plain text to the clipboard on browsers that support it\n*/\nexports.copyToClipboard = function(text,options) {\n\toptions = options || {};\n\tvar textArea = document.createElement(\"textarea\");\n\ttextArea.style.position = \"fixed\";\n\ttextArea.style.top = 0;\n\ttextArea.style.left = 0;\n\ttextArea.style.fontSize = \"12pt\";\n\ttextArea.style.width = \"2em\";\n\ttextArea.style.height = \"2em\";\n\ttextArea.style.padding = 0;\n\ttextArea.style.border = \"none\";\n\ttextArea.style.outline = \"none\";\n\ttextArea.style.boxShadow = \"none\";\n\ttextArea.style.background = \"transparent\";\n\ttextArea.value = text;\n\tdocument.body.appendChild(textArea);\n\ttextArea.select();\n\ttextArea.setSelectionRange(0,text.length);\n\tvar succeeded = false;\n\ttry {\n\t\tsucceeded = document.execCommand(\"copy\");\n\t} catch (err) {\n\t}\n\tif(!options.doNotNotify) {\n\t\t$tw.notifier.display(succeeded ? \"$:/language/Notifications/CopiedToClipboard/Succeeded\" : \"$:/language/Notifications/CopiedToClipboard/Failed\");\n\t}\n\tdocument.body.removeChild(textArea);\n};\n\nexports.getLocationPath = function() {\n\treturn window.location.toString().split(\"#\")[0];\n};\n\n\n})();\n",
"type": "application/javascript",
"module-type": "utils"
},
"$:/core/modules/utils/dom/dragndrop.js": {
"title": "$:/core/modules/utils/dom/dragndrop.js",
"text": "/*\\\ntitle: $:/core/modules/utils/dom/dragndrop.js\ntype: application/javascript\nmodule-type: utils\n\nBrowser data transfer utilities, used with the clipboard and drag and drop\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n/*\nOptions:\n\ndomNode: dom node to make draggable\ndragImageType: \"pill\" or \"dom\"\ndragTiddlerFn: optional function to retrieve the title of tiddler to drag\ndragFilterFn: optional function to retreive the filter defining a list of tiddlers to drag\nwidget: widget to use as the contect for the filter\n*/\nexports.makeDraggable = function(options) {\n\tvar dragImageType = options.dragImageType || \"dom\",\n\t\tdragImage,\n\t\tdomNode = options.domNode;\n\t// Make the dom node draggable (not necessary for anchor tags)\n\tif((domNode.tagName || \"\").toLowerCase() !== \"a\") {\n\t\tdomNode.setAttribute(\"draggable\",\"true\");\t\t\n\t}\n\t// Add event handlers\n\t$tw.utils.addEventListeners(domNode,[\n\t\t{name: \"dragstart\", handlerFunction: function(event) {\n\t\t\tif(event.dataTransfer === undefined) {\n\t\t\t\treturn false;\n\t\t\t}\n\t\t\t// Collect the tiddlers being dragged\n\t\t\tvar dragTiddler = options.dragTiddlerFn && options.dragTiddlerFn(),\n\t\t\t\tdragFilter = options.dragFilterFn && options.dragFilterFn(),\n\t\t\t\ttitles = dragTiddler ? [dragTiddler] : [],\n\t\t\t \tstartActions = options.startActions;\n\t\t\tif(dragFilter) {\n\t\t\t\ttitles.push.apply(titles,options.widget.wiki.filterTiddlers(dragFilter,options.widget));\n\t\t\t}\n\t\t\tvar titleString = $tw.utils.stringifyList(titles);\n\t\t\t// Check that we've something to drag\n\t\t\tif(titles.length > 0 && event.target === domNode) {\n\t\t\t\t// Mark the drag in progress\n\t\t\t\t$tw.dragInProgress = domNode;\n\t\t\t\t// Set the dragging class on the element being dragged\n\t\t\t\t$tw.utils.addClass(event.target,\"tc-dragging\");\n\t\t\t\t// Invoke drag-start actions if given\n\t\t\t\tif(startActions !== undefined) {\n\t\t\t\t\toptions.widget.invokeActionString(startActions,options.widget,event,{actionTiddler: titleString});\n\t\t\t\t}\n\t\t\t\t// Create the drag image elements\n\t\t\t\tdragImage = options.widget.document.createElement(\"div\");\n\t\t\t\tdragImage.className = \"tc-tiddler-dragger\";\n\t\t\t\tvar inner = options.widget.document.createElement(\"div\");\n\t\t\t\tinner.className = \"tc-tiddler-dragger-inner\";\n\t\t\t\tinner.appendChild(options.widget.document.createTextNode(\n\t\t\t\t\ttitles.length === 1 ? \n\t\t\t\t\t\ttitles[0] :\n\t\t\t\t\t\ttitles.length + \" tiddlers\"\n\t\t\t\t));\n\t\t\t\tdragImage.appendChild(inner);\n\t\t\t\toptions.widget.document.body.appendChild(dragImage);\n\t\t\t\t// Set the data transfer properties\n\t\t\t\tvar dataTransfer = event.dataTransfer;\n\t\t\t\t// Set up the image\n\t\t\t\tdataTransfer.effectAllowed = \"all\";\n\t\t\t\tif(dataTransfer.setDragImage) {\n\t\t\t\t\tif(dragImageType === \"pill\") {\n\t\t\t\t\t\tdataTransfer.setDragImage(dragImage.firstChild,-16,-16);\n\t\t\t\t\t} else {\n\t\t\t\t\t\tvar r = domNode.getBoundingClientRect();\n\t\t\t\t\t\tdataTransfer.setDragImage(domNode,event.clientX-r.left,event.clientY-r.top);\n\t\t\t\t\t}\n\t\t\t\t}\n\t\t\t\t// Set up the data transfer\n\t\t\t\tif(dataTransfer.clearData) {\n\t\t\t\t\tdataTransfer.clearData();\t\t\t\t\t\n\t\t\t\t}\n\t\t\t\tvar jsonData = [];\n\t\t\t\tif(titles.length > 1) {\n\t\t\t\t\ttitles.forEach(function(title) {\n\t\t\t\t\t\tjsonData.push(options.widget.wiki.getTiddlerAsJson(title));\n\t\t\t\t\t});\n\t\t\t\t\tjsonData = \"[\" + jsonData.join(\",\") + \"]\";\n\t\t\t\t} else {\n\t\t\t\t\tjsonData = options.widget.wiki.getTiddlerAsJson(titles[0]);\n\t\t\t\t}\n\t\t\t\t// IE doesn't like these content types\n\t\t\t\tif(!$tw.browser.isIE) {\n\t\t\t\t\tdataTransfer.setData(\"text/vnd.tiddler\",jsonData);\n\t\t\t\t\tdataTransfer.setData(\"text/plain\",titleString);\n\t\t\t\t\tdataTransfer.setData(\"text/x-moz-url\",\"data:text/vnd.tiddler,\" + encodeURIComponent(jsonData));\n\t\t\t\t}\n\t\t\t\tdataTransfer.setData(\"URL\",\"data:text/vnd.tiddler,\" + encodeURIComponent(jsonData));\n\t\t\t\tdataTransfer.setData(\"Text\",titleString);\n\t\t\t\tevent.stopPropagation();\n\t\t\t}\n\t\t\treturn false;\n\t\t}},\n\t\t{name: \"dragend\", handlerFunction: function(event) {\n\t\t\tif(event.target === domNode) {\n\t\t\t\t// Collect the tiddlers being dragged\n\t\t\t\tvar dragTiddler = options.dragTiddlerFn && options.dragTiddlerFn(),\n\t\t\t\t\tdragFilter = options.dragFilterFn && options.dragFilterFn(),\n\t\t\t\t\ttitles = dragTiddler ? [dragTiddler] : [],\n\t\t\t \t\tendActions = options.endActions;\n\t\t\t\tif(dragFilter) {\n\t\t\t\t\ttitles.push.apply(titles,options.widget.wiki.filterTiddlers(dragFilter,options.widget));\n\t\t\t\t}\n\t\t\t\tvar titleString = $tw.utils.stringifyList(titles);\n\t\t\t\t$tw.dragInProgress = null;\n\t\t\t\t// Invoke drag-end actions if given\n\t\t\t\tif(endActions !== undefined) {\n\t\t\t\t\toptions.widget.invokeActionString(endActions,options.widget,event,{actionTiddler: titleString});\n\t\t\t\t}\n\t\t\t\t// Remove the dragging class on the element being dragged\n\t\t\t\t$tw.utils.removeClass(event.target,\"tc-dragging\");\n\t\t\t\t// Delete the drag image element\n\t\t\t\tif(dragImage) {\n\t\t\t\t\tdragImage.parentNode.removeChild(dragImage);\n\t\t\t\t\tdragImage = null;\n\t\t\t\t}\n\t\t\t}\n\t\t\treturn false;\n\t\t}}\n\t]);\n};\n\nexports.importDataTransfer = function(dataTransfer,fallbackTitle,callback) {\n\t// Try each provided data type in turn\n\tif($tw.log.IMPORT) {\n\t\tconsole.log(\"Available data types:\");\n\t\tfor(var type=0; type<dataTransfer.types.length; type++) {\n\t\t\tconsole.log(\"type\",dataTransfer.types[type],dataTransfer.getData(dataTransfer.types[type]))\n\t\t}\n\t}\n\tfor(var t=0; t<importDataTypes.length; t++) {\n\t\tif(!$tw.browser.isIE || importDataTypes[t].IECompatible) {\n\t\t\t// Get the data\n\t\t\tvar dataType = importDataTypes[t];\n\t\t\t\tvar data = dataTransfer.getData(dataType.type);\n\t\t\t// Import the tiddlers in the data\n\t\t\tif(data !== \"\" && data !== null) {\n\t\t\t\tif($tw.log.IMPORT) {\n\t\t\t\t\tconsole.log(\"Importing data type '\" + dataType.type + \"', data: '\" + data + \"'\")\n\t\t\t\t}\n\t\t\t\tvar tiddlerFields = dataType.toTiddlerFieldsArray(data,fallbackTitle);\n\t\t\t\tcallback(tiddlerFields);\n\t\t\t\treturn;\n\t\t\t}\n\t\t}\n\t}\n};\n\nvar importDataTypes = [\n\t{type: \"text/vnd.tiddler\", IECompatible: false, toTiddlerFieldsArray: function(data,fallbackTitle) {\n\t\treturn parseJSONTiddlers(data,fallbackTitle);\n\t}},\n\t{type: \"URL\", IECompatible: true, toTiddlerFieldsArray: function(data,fallbackTitle) {\n\t\t// Check for tiddler data URI\n\t\tvar match = decodeURIComponent(data).match(/^data\\:text\\/vnd\\.tiddler,(.*)/i);\n\t\tif(match) {\n\t\t\treturn parseJSONTiddlers(match[1],fallbackTitle);\n\t\t} else {\n\t\t\treturn [{title: fallbackTitle, text: data}]; // As URL string\n\t\t}\n\t}},\n\t{type: \"text/x-moz-url\", IECompatible: false, toTiddlerFieldsArray: function(data,fallbackTitle) {\n\t\t// Check for tiddler data URI\n\t\tvar match = decodeURIComponent(data).match(/^data\\:text\\/vnd\\.tiddler,(.*)/i);\n\t\tif(match) {\n\t\t\treturn parseJSONTiddlers(match[1],fallbackTitle);\n\t\t} else {\n\t\t\treturn [{title: fallbackTitle, text: data}]; // As URL string\n\t\t}\n\t}},\n\t{type: \"text/html\", IECompatible: false, toTiddlerFieldsArray: function(data,fallbackTitle) {\n\t\treturn [{title: fallbackTitle, text: data}];\n\t}},\n\t{type: \"text/plain\", IECompatible: false, toTiddlerFieldsArray: function(data,fallbackTitle) {\n\t\treturn [{title: fallbackTitle, text: data}];\n\t}},\n\t{type: \"Text\", IECompatible: true, toTiddlerFieldsArray: function(data,fallbackTitle) {\n\t\treturn [{title: fallbackTitle, text: data}];\n\t}},\n\t{type: \"text/uri-list\", IECompatible: false, toTiddlerFieldsArray: function(data,fallbackTitle) {\n\t\treturn [{title: fallbackTitle, text: data}];\n\t}}\n];\n\nfunction parseJSONTiddlers(json,fallbackTitle) {\n\tvar data = JSON.parse(json);\n\tif(!$tw.utils.isArray(data)) {\n\t\tdata = [data];\n\t}\n\tdata.forEach(function(fields) {\n\t\tfields.title = fields.title || fallbackTitle;\n\t});\n\treturn data;\n};\n\n})();\n",
"type": "application/javascript",
"module-type": "utils"
},
"$:/core/modules/utils/dom/http.js": {
"title": "$:/core/modules/utils/dom/http.js",
"text": "/*\\\ntitle: $:/core/modules/utils/dom/http.js\ntype: application/javascript\nmodule-type: utils\n\nBrowser HTTP support\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n/*\nA quick and dirty HTTP function; to be refactored later. Options are:\n\turl: URL to retrieve\n\theaders: hashmap of headers to send\n\ttype: GET, PUT, POST etc\n\tcallback: function invoked with (err,data,xhr)\n\treturnProp: string name of the property to return as first argument of callback\n*/\nexports.httpRequest = function(options) {\n\tvar type = options.type || \"GET\",\n\t\turl = options.url,\n\t\theaders = options.headers || {accept: \"application/json\"},\n\t\treturnProp = options.returnProp || \"responseText\",\n\t\trequest = new XMLHttpRequest(),\n\t\tdata = \"\",\n\t\tf,results;\n\t// Massage the data hashmap into a string\n\tif(options.data) {\n\t\tif(typeof options.data === \"string\") { // Already a string\n\t\t\tdata = options.data;\n\t\t} else { // A hashmap of strings\n\t\t\tresults = [];\n\t\t\t$tw.utils.each(options.data,function(dataItem,dataItemTitle) {\n\t\t\t\tresults.push(dataItemTitle + \"=\" + encodeURIComponent(dataItem));\n\t\t\t});\n\t\t\tif(type === \"GET\" || type === \"HEAD\") {\n\t\t\t\turl += \"?\" + results.join(\"&\");\n\t\t\t} else {\n\t\t\t\tdata = results.join(\"&\");\n\t\t\t}\n\t\t}\n\t}\n\t// Set up the state change handler\n\trequest.onreadystatechange = function() {\n\t\tif(this.readyState === 4) {\n\t\t\tif(this.status === 200 || this.status === 201 || this.status === 204) {\n\t\t\t\t// Success!\n\t\t\t\toptions.callback(null,this[returnProp],this);\n\t\t\t\treturn;\n\t\t\t}\n\t\t// Something went wrong\n\t\toptions.callback($tw.language.getString(\"Error/XMLHttpRequest\") + \": \" + this.status,null,this);\n\t\t}\n\t};\n\t// Make the request\n\trequest.open(type,url,true);\n\tif(headers) {\n\t\t$tw.utils.each(headers,function(header,headerTitle,object) {\n\t\t\trequest.setRequestHeader(headerTitle,header);\n\t\t});\n\t}\n\tif(data && !$tw.utils.hop(headers,\"Content-type\")) {\n\t\trequest.setRequestHeader(\"Content-type\",\"application/x-www-form-urlencoded; charset=UTF-8\");\n\t}\n\tif(!$tw.utils.hop(headers,\"X-Requested-With\")) {\n\t\trequest.setRequestHeader(\"X-Requested-With\",\"TiddlyWiki\");\n\t}\n\ttry {\n\t\trequest.send(data);\n\t} catch(e) {\n\t\toptions.callback(e,null,this);\n\t}\n\treturn request;\n};\n\n})();\n",
"type": "application/javascript",
"module-type": "utils"
},
"$:/core/modules/utils/dom/keyboard.js": {
"title": "$:/core/modules/utils/dom/keyboard.js",
"text": "/*\\\ntitle: $:/core/modules/utils/dom/keyboard.js\ntype: application/javascript\nmodule-type: utils\n\nKeyboard utilities; now deprecated. Instead, use $tw.keyboardManager\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n[\"parseKeyDescriptor\",\"checkKeyDescriptor\"].forEach(function(method) {\n\texports[method] = function() {\n\t\tif($tw.keyboardManager) {\n\t\t\treturn $tw.keyboardManager[method].apply($tw.keyboardManager,Array.prototype.slice.call(arguments,0));\n\t\t} else {\n\t\t\treturn null\n\t\t}\n\t};\n});\n\n})();\n",
"type": "application/javascript",
"module-type": "utils"
},
"$:/core/modules/utils/dom/modal.js": {
"title": "$:/core/modules/utils/dom/modal.js",
"text": "/*\\\ntitle: $:/core/modules/utils/dom/modal.js\ntype: application/javascript\nmodule-type: utils\n\nModal message mechanism\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nvar widget = require(\"$:/core/modules/widgets/widget.js\");\n\nvar Modal = function(wiki) {\n\tthis.wiki = wiki;\n\tthis.modalCount = 0;\n};\n\n/*\nDisplay a modal dialogue\n\ttitle: Title of tiddler to display\n\toptions: see below\nOptions include:\n\tdownloadLink: Text of a big download link to include\n*/\nModal.prototype.display = function(title,options) {\n\toptions = options || {};\n\tthis.srcDocument = options.variables && (options.variables.rootwindow === \"true\" ||\n\t\t\t\toptions.variables.rootwindow === \"yes\") ? document :\n\t\t\t\t(options.event.event && options.event.event.target ? options.event.event.target.ownerDocument : document);\n\tthis.srcWindow = this.srcDocument.defaultView;\n\tvar self = this,\n\t\trefreshHandler,\n\t\tduration = $tw.utils.getAnimationDuration(),\n\t\ttiddler = this.wiki.getTiddler(title);\n\t// Don't do anything if the tiddler doesn't exist\n\tif(!tiddler) {\n\t\treturn;\n\t}\n\t// Create the variables\n\tvar variables = $tw.utils.extend({currentTiddler: title},options.variables);\n\t// Create the wrapper divs\n\tvar wrapper = this.srcDocument.createElement(\"div\"),\n\t\tmodalBackdrop = this.srcDocument.createElement(\"div\"),\n\t\tmodalWrapper = this.srcDocument.createElement(\"div\"),\n\t\tmodalHeader = this.srcDocument.createElement(\"div\"),\n\t\theaderTitle = this.srcDocument.createElement(\"h3\"),\n\t\tmodalBody = this.srcDocument.createElement(\"div\"),\n\t\tmodalLink = this.srcDocument.createElement(\"a\"),\n\t\tmodalFooter = this.srcDocument.createElement(\"div\"),\n\t\tmodalFooterHelp = this.srcDocument.createElement(\"span\"),\n\t\tmodalFooterButtons = this.srcDocument.createElement(\"span\");\n\t// Up the modal count and adjust the body class\n\tthis.modalCount++;\n\tthis.adjustPageClass();\n\t// Add classes\n\t$tw.utils.addClass(wrapper,\"tc-modal-wrapper\");\n\tif(tiddler.fields && tiddler.fields.class) {\n\t\t$tw.utils.addClass(wrapper,tiddler.fields.class);\n\t}\n\t$tw.utils.addClass(modalBackdrop,\"tc-modal-backdrop\");\n\t$tw.utils.addClass(modalWrapper,\"tc-modal\");\n\t$tw.utils.addClass(modalHeader,\"tc-modal-header\");\n\t$tw.utils.addClass(modalBody,\"tc-modal-body\");\n\t$tw.utils.addClass(modalFooter,\"tc-modal-footer\");\n\t// Join them together\n\twrapper.appendChild(modalBackdrop);\n\twrapper.appendChild(modalWrapper);\n\tmodalHeader.appendChild(headerTitle);\n\tmodalWrapper.appendChild(modalHeader);\n\tmodalWrapper.appendChild(modalBody);\n\tmodalFooter.appendChild(modalFooterHelp);\n\tmodalFooter.appendChild(modalFooterButtons);\n\tmodalWrapper.appendChild(modalFooter);\n\t// Render the title of the message\n\tvar headerWidgetNode = this.wiki.makeTranscludeWidget(title,{\n\t\tfield: \"subtitle\",\n\t\tmode: \"inline\",\n\t\tchildren: [{\n\t\t\ttype: \"text\",\n\t\t\tattributes: {\n\t\t\t\ttext: {\n\t\t\t\t\ttype: \"string\",\n\t\t\t\t\tvalue: title\n\t\t}}}],\n\t\tparentWidget: $tw.rootWidget,\n\t\tdocument: this.srcDocument,\n\t\tvariables: variables,\n\t\timportPageMacros: true\n\t});\n\theaderWidgetNode.render(headerTitle,null);\n\t// Render the body of the message\n\tvar bodyWidgetNode = this.wiki.makeTranscludeWidget(title,{\n\t\tparentWidget: $tw.rootWidget,\n\t\tdocument: this.srcDocument,\n\t\tvariables: variables,\n\t\timportPageMacros: true\n\t});\n\tbodyWidgetNode.render(modalBody,null);\n\t// Setup the link if present\n\tif(options.downloadLink) {\n\t\tmodalLink.href = options.downloadLink;\n\t\tmodalLink.appendChild(this.srcDocument.createTextNode(\"Right-click to save changes\"));\n\t\tmodalBody.appendChild(modalLink);\n\t}\n\t// Render the footer of the message\n\tif(tiddler.fields && tiddler.fields.help) {\n\t\tvar link = this.srcDocument.createElement(\"a\");\n\t\tlink.setAttribute(\"href\",tiddler.fields.help);\n\t\tlink.setAttribute(\"target\",\"_blank\");\n\t\tlink.setAttribute(\"rel\",\"noopener noreferrer\");\n\t\tlink.appendChild(this.srcDocument.createTextNode(\"Help\"));\n\t\tmodalFooterHelp.appendChild(link);\n\t\tmodalFooterHelp.style.float = \"left\";\n\t}\n\tvar footerWidgetNode = this.wiki.makeTranscludeWidget(title,{\n\t\tfield: \"footer\",\n\t\tmode: \"inline\",\n\t\tchildren: [{\n\t\t\ttype: \"button\",\n\t\t\tattributes: {\n\t\t\t\tmessage: {\n\t\t\t\t\ttype: \"string\",\n\t\t\t\t\tvalue: \"tm-close-tiddler\"\n\t\t\t\t}\n\t\t\t},\n\t\t\tchildren: [{\n\t\t\t\ttype: \"text\",\n\t\t\t\tattributes: {\n\t\t\t\t\ttext: {\n\t\t\t\t\t\ttype: \"string\",\n\t\t\t\t\t\tvalue: $tw.language.getString(\"Buttons/Close/Caption\")\n\t\t\t}}}\n\t\t]}],\n\t\tparentWidget: $tw.rootWidget,\n\t\tdocument: this.srcDocument,\n\t\tvariables: variables,\n\t\timportPageMacros: true\n\t});\n\tfooterWidgetNode.render(modalFooterButtons,null);\n\t// Set up the refresh handler\n\trefreshHandler = function(changes) {\n\t\theaderWidgetNode.refresh(changes,modalHeader,null);\n\t\tbodyWidgetNode.refresh(changes,modalBody,null);\n\t\tfooterWidgetNode.refresh(changes,modalFooterButtons,null);\n\t};\n\tthis.wiki.addEventListener(\"change\",refreshHandler);\n\t// Add the close event handler\n\tvar closeHandler = function(event) {\n\t\t// Remove our refresh handler\n\t\tself.wiki.removeEventListener(\"change\",refreshHandler);\n\t\t// Decrease the modal count and adjust the body class\n\t\tself.modalCount--;\n\t\tself.adjustPageClass();\n\t\t// Force layout and animate the modal message away\n\t\t$tw.utils.forceLayout(modalBackdrop);\n\t\t$tw.utils.forceLayout(modalWrapper);\n\t\t$tw.utils.setStyle(modalBackdrop,[\n\t\t\t{opacity: \"0\"}\n\t\t]);\n\t\t$tw.utils.setStyle(modalWrapper,[\n\t\t\t{transform: \"translateY(\" + self.srcWindow.innerHeight + \"px)\"}\n\t\t]);\n\t\t// Set up an event for the transition end\n\t\tself.srcWindow.setTimeout(function() {\n\t\t\tif(wrapper.parentNode) {\n\t\t\t\t// Remove the modal message from the DOM\n\t\t\t\tself.srcDocument.body.removeChild(wrapper);\n\t\t\t}\n\t\t},duration);\n\t\t// Don't let anyone else handle the tm-close-tiddler message\n\t\treturn false;\n\t};\n\theaderWidgetNode.addEventListener(\"tm-close-tiddler\",closeHandler,false);\n\tbodyWidgetNode.addEventListener(\"tm-close-tiddler\",closeHandler,false);\n\tfooterWidgetNode.addEventListener(\"tm-close-tiddler\",closeHandler,false);\n\t// Set the initial styles for the message\n\t$tw.utils.setStyle(modalBackdrop,[\n\t\t{opacity: \"0\"}\n\t]);\n\t$tw.utils.setStyle(modalWrapper,[\n\t\t{transformOrigin: \"0% 0%\"},\n\t\t{transform: \"translateY(\" + (-this.srcWindow.innerHeight) + \"px)\"}\n\t]);\n\t// Put the message into the document\n\tthis.srcDocument.body.appendChild(wrapper);\n\t// Set up animation for the styles\n\t$tw.utils.setStyle(modalBackdrop,[\n\t\t{transition: \"opacity \" + duration + \"ms ease-out\"}\n\t]);\n\t$tw.utils.setStyle(modalWrapper,[\n\t\t{transition: $tw.utils.roundTripPropertyName(\"transform\") + \" \" + duration + \"ms ease-in-out\"}\n\t]);\n\t// Force layout\n\t$tw.utils.forceLayout(modalBackdrop);\n\t$tw.utils.forceLayout(modalWrapper);\n\t// Set final animated styles\n\t$tw.utils.setStyle(modalBackdrop,[\n\t\t{opacity: \"0.7\"}\n\t]);\n\t$tw.utils.setStyle(modalWrapper,[\n\t\t{transform: \"translateY(0px)\"}\n\t]);\n};\n\nModal.prototype.adjustPageClass = function() {\n\tvar windowContainer = $tw.pageContainer ? ($tw.pageContainer === this.srcDocument.body.firstChild ? $tw.pageContainer : this.srcDocument.body.firstChild) : null;\n\tif(windowContainer) {\n\t\t$tw.utils.toggleClass(windowContainer,\"tc-modal-displayed\",this.modalCount > 0);\n\t}\n};\n\nexports.Modal = Modal;\n\n})();\n",
"type": "application/javascript",
"module-type": "utils"
},
"$:/core/modules/utils/dom/notifier.js": {
"title": "$:/core/modules/utils/dom/notifier.js",
"text": "/*\\\ntitle: $:/core/modules/utils/dom/notifier.js\ntype: application/javascript\nmodule-type: utils\n\nNotifier mechanism\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nvar widget = require(\"$:/core/modules/widgets/widget.js\");\n\nvar Notifier = function(wiki) {\n\tthis.wiki = wiki;\n};\n\n/*\nDisplay a notification\n\ttitle: Title of tiddler containing the notification text\n\toptions: see below\nOptions include:\n*/\nNotifier.prototype.display = function(title,options) {\n\toptions = options || {};\n\t// Create the wrapper divs\n\tvar self = this,\n\t\tnotification = document.createElement(\"div\"),\n\t\ttiddler = this.wiki.getTiddler(title),\n\t\tduration = $tw.utils.getAnimationDuration(),\n\t\trefreshHandler;\n\t// Don't do anything if the tiddler doesn't exist\n\tif(!tiddler) {\n\t\treturn;\n\t}\n\t// Add classes\n\t$tw.utils.addClass(notification,\"tc-notification\");\n\t// Create the variables\n\tvar variables = $tw.utils.extend({currentTiddler: title},options.variables);\n\t// Render the body of the notification\n\tvar widgetNode = this.wiki.makeTranscludeWidget(title,{\n\t\tparentWidget: $tw.rootWidget,\n\t\tdocument: document,\n\t\tvariables: variables,\n\t\timportPageMacros: true});\n\twidgetNode.render(notification,null);\n\trefreshHandler = function(changes) {\n\t\twidgetNode.refresh(changes,notification,null);\n\t};\n\tthis.wiki.addEventListener(\"change\",refreshHandler);\n\t// Set the initial styles for the notification\n\t$tw.utils.setStyle(notification,[\n\t\t{opacity: \"0\"},\n\t\t{transformOrigin: \"0% 0%\"},\n\t\t{transform: \"translateY(\" + (-window.innerHeight) + \"px)\"},\n\t\t{transition: \"opacity \" + duration + \"ms ease-out, \" + $tw.utils.roundTripPropertyName(\"transform\") + \" \" + duration + \"ms ease-in-out\"}\n\t]);\n\t// Add the notification to the DOM\n\tdocument.body.appendChild(notification);\n\t// Force layout\n\t$tw.utils.forceLayout(notification);\n\t// Set final animated styles\n\t$tw.utils.setStyle(notification,[\n\t\t{opacity: \"1.0\"},\n\t\t{transform: \"translateY(0px)\"}\n\t]);\n\t// Set a timer to remove the notification\n\twindow.setTimeout(function() {\n\t\t// Remove our change event handler\n\t\tself.wiki.removeEventListener(\"change\",refreshHandler);\n\t\t// Force layout and animate the notification away\n\t\t$tw.utils.forceLayout(notification);\n\t\t$tw.utils.setStyle(notification,[\n\t\t\t{opacity: \"0.0\"},\n\t\t\t{transform: \"translateX(\" + (notification.offsetWidth) + \"px)\"}\n\t\t]);\n\t\t// Remove the modal message from the DOM once the transition ends\n\t\tsetTimeout(function() {\n\t\t\tif(notification.parentNode) {\n\t\t\t\tdocument.body.removeChild(notification);\n\t\t\t}\n\t\t},duration);\n\t},$tw.config.preferences.notificationDuration);\n};\n\nexports.Notifier = Notifier;\n\n})();\n",
"type": "application/javascript",
"module-type": "utils"
},
"$:/core/modules/utils/dom/popup.js": {
"title": "$:/core/modules/utils/dom/popup.js",
"text": "/*\\\ntitle: $:/core/modules/utils/dom/popup.js\ntype: application/javascript\nmodule-type: utils\n\nModule that creates a $tw.utils.Popup object prototype that manages popups in the browser\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n/*\nCreates a Popup object with these options:\n\trootElement: the DOM element to which the popup zapper should be attached\n*/\nvar Popup = function(options) {\n\toptions = options || {};\n\tthis.rootElement = options.rootElement || document.documentElement;\n\tthis.popups = []; // Array of {title:,wiki:,domNode:} objects\n};\n\n/*\nTrigger a popup open or closed. Parameters are in a hashmap:\n\ttitle: title of the tiddler where the popup details are stored\n\tdomNode: dom node to which the popup will be positioned (one of domNode or domNodeRect is required)\n\tdomNodeRect: rectangle to which the popup will be positioned\n\twiki: wiki\n\tforce: if specified, forces the popup state to true or false (instead of toggling it)\n\tfloating: if true, skips registering the popup, meaning that it will need manually clearing\n*/\nPopup.prototype.triggerPopup = function(options) {\n\t// Check if this popup is already active\n\tvar index = this.findPopup(options.title);\n\t// Compute the new state\n\tvar state = index === -1;\n\tif(options.force !== undefined) {\n\t\tstate = options.force;\n\t}\n\t// Show or cancel the popup according to the new state\n\tif(state) {\n\t\tthis.show(options);\n\t} else {\n\t\tthis.cancel(index);\n\t}\n};\n\nPopup.prototype.findPopup = function(title) {\n\tvar index = -1;\n\tfor(var t=0; t<this.popups.length; t++) {\n\t\tif(this.popups[t].title === title) {\n\t\t\tindex = t;\n\t\t}\n\t}\n\treturn index;\n};\n\nPopup.prototype.handleEvent = function(event) {\n\tif(event.type === \"click\") {\n\t\t// Find out what was clicked on\n\t\tvar info = this.popupInfo(event.target),\n\t\t\tcancelLevel = info.popupLevel - 1;\n\t\t// Don't remove the level that was clicked on if we clicked on a handle\n\t\tif(info.isHandle) {\n\t\t\tcancelLevel++;\n\t\t}\n\t\t// Cancel\n\t\tthis.cancel(cancelLevel);\n\t}\n};\n\n/*\nFind the popup level containing a DOM node. Returns:\npopupLevel: count of the number of nested popups containing the specified element\nisHandle: true if the specified element is within a popup handle\n*/\nPopup.prototype.popupInfo = function(domNode) {\n\tvar isHandle = false,\n\t\tpopupCount = 0,\n\t\tnode = domNode;\n\t// First check ancestors to see if we're within a popup handle\n\twhile(node) {\n\t\tif($tw.utils.hasClass(node,\"tc-popup-handle\")) {\n\t\t\tisHandle = true;\n\t\t\tpopupCount++;\n\t\t}\n\t\tif($tw.utils.hasClass(node,\"tc-popup-keep\")) {\n\t\t\tisHandle = true;\n\t\t}\n\t\tnode = node.parentNode;\n\t}\n\t// Then count the number of ancestor popups\n\tnode = domNode;\n\twhile(node) {\n\t\tif($tw.utils.hasClass(node,\"tc-popup\")) {\n\t\t\tpopupCount++;\n\t\t}\n\t\tnode = node.parentNode;\n\t}\n\tvar info = {\n\t\tpopupLevel: popupCount,\n\t\tisHandle: isHandle\n\t};\n\treturn info;\n};\n\n/*\nDisplay a popup by adding it to the stack\n*/\nPopup.prototype.show = function(options) {\n\t// Find out what was clicked on\n\tvar info = this.popupInfo(options.domNode);\n\t// Cancel any higher level popups\n\tthis.cancel(info.popupLevel);\n\n\t// Store the popup details if not already there\n\tif(!options.floating && this.findPopup(options.title) === -1) {\n\t\tthis.popups.push({\n\t\t\ttitle: options.title,\n\t\t\twiki: options.wiki,\n\t\t\tdomNode: options.domNode,\n\t\t\tnoStateReference: options.noStateReference\n\t\t});\n\t}\n\t// Set the state tiddler\n\tvar rect;\n\tif(options.domNodeRect) {\n\t\trect = options.domNodeRect;\n\t} else {\n\t\trect = {\n\t\t\tleft: options.domNode.offsetLeft,\n\t\t\ttop: options.domNode.offsetTop,\n\t\t\twidth: options.domNode.offsetWidth,\n\t\t\theight: options.domNode.offsetHeight\n\t\t};\n\t}\n\tvar popupRect = \"(\" + rect.left + \",\" + rect.top + \",\" + \n\t\t\t\trect.width + \",\" + rect.height + \")\";\n\tif(options.noStateReference) {\n\t\toptions.wiki.setText(options.title,\"text\",undefined,popupRect);\n\t} else {\n\t\toptions.wiki.setTextReference(options.title,popupRect);\n\t}\n\t// Add the click handler if we have any popups\n\tif(this.popups.length > 0) {\n\t\tthis.rootElement.addEventListener(\"click\",this,true);\t\t\n\t}\n};\n\n/*\nCancel all popups at or above a specified level or DOM node\nlevel: popup level to cancel (0 cancels all popups)\n*/\nPopup.prototype.cancel = function(level) {\n\tvar numPopups = this.popups.length;\n\tlevel = Math.max(0,Math.min(level,numPopups));\n\tfor(var t=level; t<numPopups; t++) {\n\t\tvar popup = this.popups.pop();\n\t\tif(popup.title) {\n\t\t\tif(popup.noStateReference) {\n\t\t\t\tpopup.wiki.deleteTiddler(popup.title);\n\t\t\t} else {\n\t\t\t\tpopup.wiki.deleteTiddler($tw.utils.parseTextReference(popup.title).title);\n \t\t}\n\t\t}\n\t}\n\tif(this.popups.length === 0) {\n\t\tthis.rootElement.removeEventListener(\"click\",this,false);\n\t}\n};\n\n/*\nReturns true if the specified title and text identifies an active popup\n*/\nPopup.prototype.readPopupState = function(text) {\n\tvar popupLocationRegExp = /^\\((-?[0-9\\.E]+),(-?[0-9\\.E]+),(-?[0-9\\.E]+),(-?[0-9\\.E]+)\\)$/;\n\treturn popupLocationRegExp.test(text);\n};\n\nexports.Popup = Popup;\n\n})();\n",
"type": "application/javascript",
"module-type": "utils"
},
"$:/core/modules/utils/dom/scroller.js": {
"title": "$:/core/modules/utils/dom/scroller.js",
"text": "/*\\\ntitle: $:/core/modules/utils/dom/scroller.js\ntype: application/javascript\nmodule-type: utils\n\nModule that creates a $tw.utils.Scroller object prototype that manages scrolling in the browser\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n/*\nEvent handler for when the `tm-scroll` event hits the document body\n*/\nvar PageScroller = function() {\n\tthis.idRequestFrame = null;\n\tthis.requestAnimationFrame = window.requestAnimationFrame ||\n\t\twindow.webkitRequestAnimationFrame ||\n\t\twindow.mozRequestAnimationFrame ||\n\t\tfunction(callback) {\n\t\t\treturn window.setTimeout(callback, 1000/60);\n\t\t};\n\tthis.cancelAnimationFrame = window.cancelAnimationFrame ||\n\t\twindow.webkitCancelAnimationFrame ||\n\t\twindow.webkitCancelRequestAnimationFrame ||\n\t\twindow.mozCancelAnimationFrame ||\n\t\twindow.mozCancelRequestAnimationFrame ||\n\t\tfunction(id) {\n\t\t\twindow.clearTimeout(id);\n\t\t};\n};\n\nPageScroller.prototype.isScrolling = function() {\n\treturn this.idRequestFrame !== null;\n}\n\nPageScroller.prototype.cancelScroll = function(srcWindow) {\n\tif(this.idRequestFrame) {\n\t\tthis.cancelAnimationFrame.call(srcWindow,this.idRequestFrame);\n\t\tthis.idRequestFrame = null;\n\t}\n};\n\n/*\nHandle an event\n*/\nPageScroller.prototype.handleEvent = function(event) {\n\tif(event.type === \"tm-scroll\") {\n\t\treturn this.scrollIntoView(event.target);\n\t}\n\treturn true;\n};\n\n/*\nHandle a scroll event hitting the page document\n*/\nPageScroller.prototype.scrollIntoView = function(element,callback) {\n\tvar self = this,\n\t\tduration = $tw.utils.getAnimationDuration(),\n\t srcWindow = element ? element.ownerDocument.defaultView : window;\n\t// Now get ready to scroll the body\n\tthis.cancelScroll(srcWindow);\n\tthis.startTime = Date.now();\n\t// Get the height of any position:fixed toolbars\n\tvar toolbar = srcWindow.document.querySelector(\".tc-adjust-top-of-scroll\"),\n\t\toffset = 0;\n\tif(toolbar) {\n\t\toffset = toolbar.offsetHeight;\n\t}\n\t// Get the client bounds of the element and adjust by the scroll position\n\tvar getBounds = function() {\n\t\t\tvar clientBounds = typeof callback === 'function' ? callback() : element.getBoundingClientRect(),\n\t\t\t\tscrollPosition = $tw.utils.getScrollPosition(srcWindow);\n\t\t\treturn {\n\t\t\t\tleft: clientBounds.left + scrollPosition.x,\n\t\t\t\ttop: clientBounds.top + scrollPosition.y - offset,\n\t\t\t\twidth: clientBounds.width,\n\t\t\t\theight: clientBounds.height\n\t\t\t};\n\t\t},\n\t\t// We'll consider the horizontal and vertical scroll directions separately via this function\n\t\t// targetPos/targetSize - position and size of the target element\n\t\t// currentPos/currentSize - position and size of the current scroll viewport\n\t\t// returns: new position of the scroll viewport\n\t\tgetEndPos = function(targetPos,targetSize,currentPos,currentSize) {\n\t\t\tvar newPos = targetPos;\n\t\t\t// If we are scrolling within 50 pixels of the top/left then snap to zero\n\t\t\tif(newPos < 50) {\n\t\t\t\tnewPos = 0;\n\t\t\t}\n\t\t\treturn newPos;\n\t\t},\n\t\tdrawFrame = function drawFrame() {\n\t\t\tvar t;\n\t\t\tif(duration <= 0) {\n\t\t\t\tt = 1;\n\t\t\t} else {\n\t\t\t\tt = ((Date.now()) - self.startTime) / duration;\t\n\t\t\t}\n\t\t\tif(t >= 1) {\n\t\t\t\tself.cancelScroll(srcWindow);\n\t\t\t\tt = 1;\n\t\t\t}\n\t\t\tt = $tw.utils.slowInSlowOut(t);\n\t\t\tvar scrollPosition = $tw.utils.getScrollPosition(srcWindow),\n\t\t\t\tbounds = getBounds(),\n\t\t\t\tendX = getEndPos(bounds.left,bounds.width,scrollPosition.x,srcWindow.innerWidth),\n\t\t\t\tendY = getEndPos(bounds.top,bounds.height,scrollPosition.y,srcWindow.innerHeight);\n\t\t\tsrcWindow.scrollTo(scrollPosition.x + (endX - scrollPosition.x) * t,scrollPosition.y + (endY - scrollPosition.y) * t);\n\t\t\tif(t < 1) {\n\t\t\t\tself.idRequestFrame = self.requestAnimationFrame.call(srcWindow,drawFrame);\n\t\t\t}\n\t\t};\n\tdrawFrame();\n};\n\nexports.PageScroller = PageScroller;\n\n})();\n",
"type": "application/javascript",
"module-type": "utils"
},
"$:/core/modules/utils/edition-info.js": {
"title": "$:/core/modules/utils/edition-info.js",
"text": "/*\\\ntitle: $:/core/modules/utils/edition-info.js\ntype: application/javascript\nmodule-type: utils-node\n\nInformation about the available editions\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nvar fs = require(\"fs\"),\n\tpath = require(\"path\");\n\nvar editionInfo;\n\nexports.getEditionInfo = function() {\n\tif(!editionInfo) {\n\t\t// Enumerate the edition paths\n\t\tvar editionPaths = $tw.getLibraryItemSearchPaths($tw.config.editionsPath,$tw.config.editionsEnvVar);\n\t\teditionInfo = {};\n\t\tfor(var editionIndex=0; editionIndex<editionPaths.length; editionIndex++) {\n\t\t\tvar editionPath = editionPaths[editionIndex];\n\t\t\t// Enumerate the folders\n\t\t\tvar entries = fs.readdirSync(editionPath);\n\t\t\tfor(var entryIndex=0; entryIndex<entries.length; entryIndex++) {\n\t\t\t\tvar entry = entries[entryIndex];\n\t\t\t\t// Check if directories have a valid tiddlywiki.info\n\t\t\t\tif(!editionInfo[entry] && $tw.utils.isDirectory(path.resolve(editionPath,entry))) {\n\t\t\t\t\tvar info;\n\t\t\t\t\ttry {\n\t\t\t\t\t\tinfo = JSON.parse(fs.readFileSync(path.resolve(editionPath,entry,\"tiddlywiki.info\"),\"utf8\"));\n\t\t\t\t\t} catch(ex) {\n\t\t\t\t\t}\n\t\t\t\t\tif(info) {\n\t\t\t\t\t\teditionInfo[entry] = info;\n\t\t\t\t\t}\n\t\t\t\t}\n\t\t\t}\n\t\t}\n\t}\n\treturn editionInfo;\n};\n\n})();\n",
"type": "application/javascript",
"module-type": "utils-node"
},
"$:/core/modules/utils/fakedom.js": {
"title": "$:/core/modules/utils/fakedom.js",
"text": "/*\\\ntitle: $:/core/modules/utils/fakedom.js\ntype: application/javascript\nmodule-type: global\n\nA barebones implementation of DOM interfaces needed by the rendering mechanism.\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n// Sequence number used to enable us to track objects for testing\nvar sequenceNumber = null;\n\nvar bumpSequenceNumber = function(object) {\n\tif(sequenceNumber !== null) {\n\t\tobject.sequenceNumber = sequenceNumber++;\n\t}\n};\n\nvar TW_TextNode = function(text) {\n\tbumpSequenceNumber(this);\n\tthis.textContent = text + \"\";\n};\n\nObject.defineProperty(TW_TextNode.prototype, \"nodeType\", {\n\tget: function() {\n\t\treturn 3;\n\t}\n});\n\nObject.defineProperty(TW_TextNode.prototype, \"formattedTextContent\", {\n\tget: function() {\n\t\treturn this.textContent.replace(/(\\r?\\n)/g,\"\");\n\t}\n});\n\nvar TW_Element = function(tag,namespace) {\n\tbumpSequenceNumber(this);\n\tthis.isTiddlyWikiFakeDom = true;\n\tthis.tag = tag;\n\tthis.attributes = {};\n\tthis.isRaw = false;\n\tthis.children = [];\n\tthis._style = {};\n\tthis.namespaceURI = namespace || \"http://www.w3.org/1999/xhtml\";\n};\n\nObject.defineProperty(TW_Element.prototype, \"style\", {\n\tget: function() {\n\t\treturn this._style;\n\t},\n\tset: function(str) {\n\t\tvar self = this;\n\t\tstr = str || \"\";\n\t\t$tw.utils.each(str.split(\";\"),function(declaration) {\n\t\t\tvar parts = declaration.split(\":\"),\n\t\t\t\tname = $tw.utils.trim(parts[0]),\n\t\t\t\tvalue = $tw.utils.trim(parts[1]);\n\t\t\tif(name && value) {\n\t\t\t\tself._style[$tw.utils.convertStyleNameToPropertyName(name)] = value;\n\t\t\t}\n\t\t});\n\t}\n});\n\nObject.defineProperty(TW_Element.prototype, \"nodeType\", {\n\tget: function() {\n\t\treturn 1;\n\t}\n});\n\nTW_Element.prototype.getAttribute = function(name) {\n\tif(this.isRaw) {\n\t\tthrow \"Cannot getAttribute on a raw TW_Element\";\n\t}\n\treturn this.attributes[name];\n};\n\nTW_Element.prototype.setAttribute = function(name,value) {\n\tif(this.isRaw) {\n\t\tthrow \"Cannot setAttribute on a raw TW_Element\";\n\t}\n\tthis.attributes[name] = value + \"\";\n};\n\nTW_Element.prototype.setAttributeNS = function(namespace,name,value) {\n\tthis.setAttribute(name,value);\n};\n\nTW_Element.prototype.removeAttribute = function(name) {\n\tif(this.isRaw) {\n\t\tthrow \"Cannot removeAttribute on a raw TW_Element\";\n\t}\n\tif($tw.utils.hop(this.attributes,name)) {\n\t\tdelete this.attributes[name];\n\t}\n};\n\nTW_Element.prototype.appendChild = function(node) {\n\tthis.children.push(node);\n\tnode.parentNode = this;\n};\n\nTW_Element.prototype.insertBefore = function(node,nextSibling) {\n\tif(nextSibling) {\n\t\tvar p = this.children.indexOf(nextSibling);\n\t\tif(p !== -1) {\n\t\t\tthis.children.splice(p,0,node);\n\t\t\tnode.parentNode = this;\n\t\t} else {\n\t\t\tthis.appendChild(node);\n\t\t}\n\t} else {\n\t\tthis.appendChild(node);\n\t}\n};\n\nTW_Element.prototype.removeChild = function(node) {\n\tvar p = this.children.indexOf(node);\n\tif(p !== -1) {\n\t\tthis.children.splice(p,1);\n\t}\n};\n\nTW_Element.prototype.hasChildNodes = function() {\n\treturn !!this.children.length;\n};\n\nObject.defineProperty(TW_Element.prototype, \"childNodes\", {\n\tget: function() {\n\t\treturn this.children;\n\t}\n});\n\nObject.defineProperty(TW_Element.prototype, \"firstChild\", {\n\tget: function() {\n\t\treturn this.children[0];\n\t}\n});\n\nTW_Element.prototype.addEventListener = function(type,listener,useCapture) {\n\t// Do nothing\n};\n\nObject.defineProperty(TW_Element.prototype, \"tagName\", {\n\tget: function() {\n\t\treturn this.tag || \"\";\n\t}\n});\n\nObject.defineProperty(TW_Element.prototype, \"className\", {\n\tget: function() {\n\t\treturn this.attributes[\"class\"] || \"\";\n\t},\n\tset: function(value) {\n\t\tthis.attributes[\"class\"] = value + \"\";\n\t}\n});\n\nObject.defineProperty(TW_Element.prototype, \"value\", {\n\tget: function() {\n\t\treturn this.attributes.value || \"\";\n\t},\n\tset: function(value) {\n\t\tthis.attributes.value = value + \"\";\n\t}\n});\n\nObject.defineProperty(TW_Element.prototype, \"outerHTML\", {\n\tget: function() {\n\t\tvar output = [],attr,a,v;\n\t\toutput.push(\"<\",this.tag);\n\t\tif(this.attributes) {\n\t\t\tattr = [];\n\t\t\tfor(a in this.attributes) {\n\t\t\t\tattr.push(a);\n\t\t\t}\n\t\t\tattr.sort();\n\t\t\tfor(a=0; a<attr.length; a++) {\n\t\t\t\tv = this.attributes[attr[a]];\n\t\t\t\tif(v !== undefined) {\n\t\t\t\t\toutput.push(\" \",attr[a],\"=\\\"\",$tw.utils.htmlEncode(v),\"\\\"\");\n\t\t\t\t}\n\t\t\t}\n\t\t}\n\t\tif(this._style) {\n\t\t\tvar style = [];\n\t\t\tfor(var s in this._style) {\n\t\t\t\tstyle.push($tw.utils.convertPropertyNameToStyleName(s) + \":\" + this._style[s] + \";\");\n\t\t\t}\n\t\t\tif(style.length > 0) {\n\t\t\t\toutput.push(\" style=\\\"\",style.join(\"\"),\"\\\"\");\n\t\t\t}\n\t\t}\n\t\toutput.push(\">\");\n\t\tif($tw.config.htmlVoidElements.indexOf(this.tag) === -1) {\n\t\t\toutput.push(this.innerHTML);\n\t\t\toutput.push(\"</\",this.tag,\">\");\n\t\t}\n\t\treturn output.join(\"\");\n\t}\n});\n\nObject.defineProperty(TW_Element.prototype, \"innerHTML\", {\n\tget: function() {\n\t\tif(this.isRaw) {\n\t\t\treturn this.rawHTML;\n\t\t} else {\n\t\t\tvar b = [];\n\t\t\t$tw.utils.each(this.children,function(node) {\n\t\t\t\tif(node instanceof TW_Element) {\n\t\t\t\t\tb.push(node.outerHTML);\n\t\t\t\t} else if(node instanceof TW_TextNode) {\n\t\t\t\t\tb.push($tw.utils.htmlEncode(node.textContent));\n\t\t\t\t}\n\t\t\t});\n\t\t\treturn b.join(\"\");\n\t\t}\n\t},\n\tset: function(value) {\n\t\tthis.isRaw = true;\n\t\tthis.rawHTML = value;\n\t\tthis.rawTextContent = null;\n\t}\n});\n\nObject.defineProperty(TW_Element.prototype, \"textInnerHTML\", {\n\tset: function(value) {\n\t\tif(this.isRaw) {\n\t\t\tthis.rawTextContent = value;\n\t\t} else {\n\t\t\tthrow \"Cannot set textInnerHTML of a non-raw TW_Element\";\n\t\t}\n\t}\n});\n\nObject.defineProperty(TW_Element.prototype, \"textContent\", {\n\tget: function() {\n\t\tif(this.isRaw) {\n\t\t\tif(this.rawTextContent === null) {\n\t\t\t\treturn \"\";\n\t\t\t} else {\n\t\t\t\treturn this.rawTextContent;\n\t\t\t}\n\t\t} else {\n\t\t\tvar b = [];\n\t\t\t$tw.utils.each(this.children,function(node) {\n\t\t\t\tb.push(node.textContent);\n\t\t\t});\n\t\t\treturn b.join(\"\");\n\t\t}\n\t},\n\tset: function(value) {\n\t\tthis.children = [new TW_TextNode(value)];\n\t}\n});\n\nObject.defineProperty(TW_Element.prototype, \"formattedTextContent\", {\n\tget: function() {\n\t\tif(this.isRaw) {\n\t\t\treturn \"\";\n\t\t} else {\n\t\t\tvar b = [],\n\t\t\t\tisBlock = $tw.config.htmlBlockElements.indexOf(this.tag) !== -1;\n\t\t\tif(isBlock) {\n\t\t\t\tb.push(\"\\n\");\n\t\t\t}\n\t\t\tif(this.tag === \"li\") {\n\t\t\t\tb.push(\"* \");\n\t\t\t}\n\t\t\t$tw.utils.each(this.children,function(node) {\n\t\t\t\tb.push(node.formattedTextContent);\n\t\t\t});\n\t\t\tif(isBlock) {\n\t\t\t\tb.push(\"\\n\");\n\t\t\t}\n\t\t\treturn b.join(\"\");\n\t\t}\n\t}\n});\n\nvar document = {\n\tsetSequenceNumber: function(value) {\n\t\tsequenceNumber = value;\n\t},\n\tcreateElementNS: function(namespace,tag) {\n\t\treturn new TW_Element(tag,namespace);\n\t},\n\tcreateElement: function(tag) {\n\t\treturn new TW_Element(tag);\n\t},\n\tcreateTextNode: function(text) {\n\t\treturn new TW_TextNode(text);\n\t},\n\tcompatMode: \"CSS1Compat\", // For KaTeX to know that we're not a browser in quirks mode\n\tisTiddlyWikiFakeDom: true\n};\n\nexports.fakeDocument = document;\n\n})();\n",
"type": "application/javascript",
"module-type": "global"
},
"$:/core/modules/utils/filesystem.js": {
"title": "$:/core/modules/utils/filesystem.js",
"text": "/*\\\ntitle: $:/core/modules/utils/filesystem.js\ntype: application/javascript\nmodule-type: utils-node\n\nFile system utilities\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nvar fs = require(\"fs\"),\n\tpath = require(\"path\");\n\n/*\nRecursively (and synchronously) copy a directory and all its content\n*/\nexports.copyDirectory = function(srcPath,dstPath) {\n\t// Remove any trailing path separators\n\tsrcPath = $tw.utils.removeTrailingSeparator(srcPath);\n\tdstPath = $tw.utils.removeTrailingSeparator(dstPath);\n\t// Create the destination directory\n\tvar err = $tw.utils.createDirectory(dstPath);\n\tif(err) {\n\t\treturn err;\n\t}\n\t// Function to copy a folder full of files\n\tvar copy = function(srcPath,dstPath) {\n\t\tvar srcStats = fs.lstatSync(srcPath),\n\t\t\tdstExists = fs.existsSync(dstPath);\n\t\tif(srcStats.isFile()) {\n\t\t\t$tw.utils.copyFile(srcPath,dstPath);\n\t\t} else if(srcStats.isDirectory()) {\n\t\t\tvar items = fs.readdirSync(srcPath);\n\t\t\tfor(var t=0; t<items.length; t++) {\n\t\t\t\tvar item = items[t],\n\t\t\t\t\terr = copy(srcPath + path.sep + item,dstPath + path.sep + item);\n\t\t\t\tif(err) {\n\t\t\t\t\treturn err;\n\t\t\t\t}\n\t\t\t}\n\t\t}\n\t};\n\tcopy(srcPath,dstPath);\n\treturn null;\n};\n\n/*\nCopy a file\n*/\nvar FILE_BUFFER_LENGTH = 64 * 1024,\n\tfileBuffer;\n\nexports.copyFile = function(srcPath,dstPath) {\n\t// Create buffer if required\n\tif(!fileBuffer) {\n\t\tfileBuffer = Buffer.alloc(FILE_BUFFER_LENGTH);\n\t}\n\t// Create any directories in the destination\n\t$tw.utils.createDirectory(path.dirname(dstPath));\n\t// Copy the file\n\tvar srcFile = fs.openSync(srcPath,\"r\"),\n\t\tdstFile = fs.openSync(dstPath,\"w\"),\n\t\tbytesRead = 1,\n\t\tpos = 0;\n\twhile (bytesRead > 0) {\n\t\tbytesRead = fs.readSync(srcFile,fileBuffer,0,FILE_BUFFER_LENGTH,pos);\n\t\tfs.writeSync(dstFile,fileBuffer,0,bytesRead);\n\t\tpos += bytesRead;\n\t}\n\tfs.closeSync(srcFile);\n\tfs.closeSync(dstFile);\n\treturn null;\n};\n\n/*\nRemove trailing path separator\n*/\nexports.removeTrailingSeparator = function(dirPath) {\n\tvar len = dirPath.length;\n\tif(dirPath.charAt(len-1) === path.sep) {\n\t\tdirPath = dirPath.substr(0,len-1);\n\t}\n\treturn dirPath;\n};\n\n/*\nRecursively create a directory\n*/\nexports.createDirectory = function(dirPath) {\n\tif(dirPath.substr(dirPath.length-1,1) !== path.sep) {\n\t\tdirPath = dirPath + path.sep;\n\t}\n\tvar pos = 1;\n\tpos = dirPath.indexOf(path.sep,pos);\n\twhile(pos !== -1) {\n\t\tvar subDirPath = dirPath.substr(0,pos);\n\t\tif(!$tw.utils.isDirectory(subDirPath)) {\n\t\t\ttry {\n\t\t\t\tfs.mkdirSync(subDirPath);\n\t\t\t} catch(e) {\n\t\t\t\treturn \"Error creating directory '\" + subDirPath + \"'\";\n\t\t\t}\n\t\t}\n\t\tpos = dirPath.indexOf(path.sep,pos + 1);\n\t}\n\treturn null;\n};\n\n/*\nRecursively create directories needed to contain a specified file\n*/\nexports.createFileDirectories = function(filePath) {\n\treturn $tw.utils.createDirectory(path.dirname(filePath));\n};\n\n/*\nRecursively delete a directory\n*/\nexports.deleteDirectory = function(dirPath) {\n\tif(fs.existsSync(dirPath)) {\n\t\tvar entries = fs.readdirSync(dirPath);\n\t\tfor(var entryIndex=0; entryIndex<entries.length; entryIndex++) {\n\t\t\tvar currPath = dirPath + path.sep + entries[entryIndex];\n\t\t\tif(fs.lstatSync(currPath).isDirectory()) {\n\t\t\t\t$tw.utils.deleteDirectory(currPath);\n\t\t\t} else {\n\t\t\t\tfs.unlinkSync(currPath);\n\t\t\t}\n\t\t}\n\tfs.rmdirSync(dirPath);\n\t}\n\treturn null;\n};\n\n/*\nCheck if a path identifies a directory\n*/\nexports.isDirectory = function(dirPath) {\n\treturn fs.existsSync(dirPath) && fs.statSync(dirPath).isDirectory();\n};\n\n/*\nCheck if a path identifies a directory that is empty\n*/\nexports.isDirectoryEmpty = function(dirPath) {\n\tif(!$tw.utils.isDirectory(dirPath)) {\n\t\treturn false;\n\t}\n\tvar files = fs.readdirSync(dirPath),\n\t\tempty = true;\n\t$tw.utils.each(files,function(file,index) {\n\t\tif(file.charAt(0) !== \".\") {\n\t\t\tempty = false;\n\t\t}\n\t});\n\treturn empty;\n};\n\n/*\nRecursively delete a tree of empty directories\n*/\nexports.deleteEmptyDirs = function(dirpath,callback) {\n\tvar self = this;\n\tfs.readdir(dirpath,function(err,files) {\n\t\tif(err) {\n\t\t\treturn callback(err);\n\t\t}\n\t\tif(files.length > 0) {\n\t\t\treturn callback(null);\n\t\t}\n\t\tfs.rmdir(dirpath,function(err) {\n\t\t\tif(err) {\n\t\t\t\treturn callback(err);\n\t\t\t}\n\t\t\tself.deleteEmptyDirs(path.dirname(dirpath),callback);\n\t\t});\n\t});\n};\n\n/*\nCreate a fileInfo object for saving a tiddler:\n\tfilepath: the absolute path to the file containing the tiddler\n\ttype: the type of the tiddler file (NOT the type of the tiddler)\n\thasMetaFile: true if the file also has a companion .meta file\nOptions include:\n\tdirectory: absolute path of root directory to which we are saving\n\tpathFilters: optional array of filters to be used to generate the base path\n\twiki: optional wiki for evaluating the pathFilters\n*/\nexports.generateTiddlerFileInfo = function(tiddler,options) {\n\tvar fileInfo = {};\n\t// Check if the tiddler has any unsafe fields that can't be expressed in a .tid or .meta file: containing control characters, or leading/trailing whitespace\n\tvar hasUnsafeFields = false;\n\t$tw.utils.each(tiddler.getFieldStrings(),function(value,fieldName) {\n\t\tif(fieldName !== \"text\") {\n\t\t\thasUnsafeFields = hasUnsafeFields || /[\\x00-\\x1F]/mg.test(value);\n\t\t\thasUnsafeFields = hasUnsafeFields || ($tw.utils.trim(value) !== value);\n\t\t}\n\t});\n\t// Check for field values \n\tif(hasUnsafeFields) {\n\t\t// Save as a JSON file\n\t\tfileInfo.type = \"application/json\";\n\t\tfileInfo.hasMetaFile = false;\n\t} else {\n\t\t// Save as a .tid or a text/binary file plus a .meta file\n\t\tvar tiddlerType = tiddler.fields.type || \"text/vnd.tiddlywiki\";\n\t\tif(tiddlerType === \"text/vnd.tiddlywiki\") {\n\t\t\t// Save as a .tid file\n\t\t\tfileInfo.type = \"application/x-tiddler\";\n\t\t\tfileInfo.hasMetaFile = false;\n\t\t} else {\n\t\t\t// Save as a text/binary file and a .meta file\n\t\t\tfileInfo.type = tiddlerType;\n\t\t\tfileInfo.hasMetaFile = true;\n\t\t}\n\t}\n\t// Take the file extension from the tiddler content type\n\tvar contentTypeInfo = $tw.config.contentTypeInfo[fileInfo.type] || {extension: \"\"};\n\t// Generate the filepath\n\tfileInfo.filepath = $tw.utils.generateTiddlerFilepath(tiddler.fields.title,{\n\t\textension: contentTypeInfo.extension,\n\t\tdirectory: options.directory,\n\t\tpathFilters: options.pathFilters,\n\t\twiki: options.wiki\n\t});\n\treturn fileInfo;\n};\n\n/*\nGenerate the filepath for saving a tiddler\nOptions include:\n\textension: file extension to be added the finished filepath\n\tdirectory: absolute path of root directory to which we are saving\n\tpathFilters: optional array of filters to be used to generate the base path\n\twiki: optional wiki for evaluating the pathFilters\n*/\nexports.generateTiddlerFilepath = function(title,options) {\n\tvar self = this,\n\t\tdirectory = options.directory || \"\",\n\t\textension = options.extension || \"\",\n\t\tfilepath;\n\t// Check if any of the pathFilters applies\n\tif(options.pathFilters && options.wiki) {\n\t\t$tw.utils.each(options.pathFilters,function(filter) {\n\t\t\tif(!filepath) {\n\t\t\t\tvar source = options.wiki.makeTiddlerIterator([title]),\n\t\t\t\t\tresult = options.wiki.filterTiddlers(filter,null,source);\n\t\t\t\tif(result.length > 0) {\n\t\t\t\t\tfilepath = result[0];\n\t\t\t\t}\n\t\t\t}\n\t\t});\n\t}\n\t// If not, generate a base pathname\n\tif(!filepath) {\n\t\tfilepath = title;\n\t\t// If the filepath already ends in the extension then remove it\n\t\tif(filepath.substring(filepath.length - extension.length) === extension) {\n\t\t\tfilepath = filepath.substring(0,filepath.length - extension.length);\n\t\t}\n\t\t// Remove any forward or backward slashes so we don't create directories\n\t\tfilepath = filepath.replace(/\\/|\\\\/g,\"_\");\n\t}\n\t// Don't let the filename start with a dot because such files are invisible on *nix\n\tfilepath = filepath.replace(/^\\./g,\"_\");\n\t// Remove any characters that can't be used in cross-platform filenames\n\tfilepath = $tw.utils.transliterate(filepath.replace(/<|>|\\:|\\\"|\\||\\?|\\*|\\^/g,\"_\"));\n\t// Truncate the filename if it is too long\n\tif(filepath.length > 200) {\n\t\tfilepath = filepath.substr(0,200);\n\t}\n\t// If the resulting filename is blank (eg because the title is just punctuation characters)\n\tif(!filepath) {\n\t\t// ...then just use the character codes of the title\n\t\tfilepath = \"\";\t\n\t\t$tw.utils.each(title.split(\"\"),function(char) {\n\t\t\tif(filepath) {\n\t\t\t\tfilepath += \"-\";\n\t\t\t}\n\t\t\tfilepath += char.charCodeAt(0).toString();\n\t\t});\n\t}\n\t// Add a uniquifier if the file already exists\n\tvar fullPath,\n\t\tcount = 0;\n\tdo {\n\t\tfullPath = path.resolve(directory,filepath + (count ? \"_\" + count : \"\") + extension);\n\t\tcount++;\n\t} while(fs.existsSync(fullPath));\n\t// Return the full path to the file\n\treturn fullPath;\n};\n\n/*\nSave a tiddler to a file described by the fileInfo:\n\tfilepath: the absolute path to the file containing the tiddler\n\ttype: the type of the tiddler file (NOT the type of the tiddler)\n\thasMetaFile: true if the file also has a companion .meta file\n*/\nexports.saveTiddlerToFile = function(tiddler,fileInfo,callback) {\n\t$tw.utils.createDirectory(path.dirname(fileInfo.filepath));\n\tif(fileInfo.hasMetaFile) {\n\t\t// Save the tiddler as a separate body and meta file\n\t\tvar typeInfo = $tw.config.contentTypeInfo[tiddler.fields.type || \"text/plain\"] || {encoding: \"utf8\"};\n\t\tfs.writeFile(fileInfo.filepath,tiddler.fields.text,typeInfo.encoding,function(err) {\n\t\t\tif(err) {\n\t\t\t\treturn callback(err);\n\t\t\t}\n\t\t\tfs.writeFile(fileInfo.filepath + \".meta\",tiddler.getFieldStringBlock({exclude: [\"text\",\"bag\"]}),\"utf8\",callback);\n\t\t});\n\t} else {\n\t\t// Save the tiddler as a self contained templated file\n\t\tif(fileInfo.type === \"application/x-tiddler\") {\n\t\t\tfs.writeFile(fileInfo.filepath,tiddler.getFieldStringBlock({exclude: [\"text\",\"bag\"]}) + (!!tiddler.fields.text ? \"\\n\\n\" + tiddler.fields.text : \"\"),\"utf8\",callback);\n\t\t} else {\n\t\t\tfs.writeFile(fileInfo.filepath,JSON.stringify([tiddler.getFieldStrings({exclude: [\"bag\"]})],null,$tw.config.preferences.jsonSpaces),\"utf8\",callback);\n\t\t}\n\t}\n};\n\n/*\nSave a tiddler to a file described by the fileInfo:\n\tfilepath: the absolute path to the file containing the tiddler\n\ttype: the type of the tiddler file (NOT the type of the tiddler)\n\thasMetaFile: true if the file also has a companion .meta file\n*/\nexports.saveTiddlerToFileSync = function(tiddler,fileInfo) {\n\t$tw.utils.createDirectory(path.dirname(fileInfo.filepath));\n\tif(fileInfo.hasMetaFile) {\n\t\t// Save the tiddler as a separate body and meta file\n\t\tvar typeInfo = $tw.config.contentTypeInfo[tiddler.fields.type || \"text/plain\"] || {encoding: \"utf8\"};\n\t\tfs.writeFileSync(fileInfo.filepath,tiddler.fields.text,typeInfo.encoding);\n\t\tfs.writeFileSync(fileInfo.filepath + \".meta\",tiddler.getFieldStringBlock({exclude: [\"text\",\"bag\"]}),\"utf8\");\n\t} else {\n\t\t// Save the tiddler as a self contained templated file\n\t\tif(fileInfo.type === \"application/x-tiddler\") {\n\t\t\tfs.writeFileSync(fileInfo.filepath,tiddler.getFieldStringBlock({exclude: [\"text\",\"bag\"]}) + (!!tiddler.fields.text ? \"\\n\\n\" + tiddler.fields.text : \"\"),\"utf8\");\n\t\t} else {\n\t\t\tfs.writeFileSync(fileInfo.filepath,JSON.stringify([tiddler.getFieldStrings({exclude: [\"bag\"]})],null,$tw.config.preferences.jsonSpaces),\"utf8\");\n\t\t}\n\t}\n};\n\n})();\n",
"type": "application/javascript",
"module-type": "utils-node"
},
"$:/core/modules/utils/logger.js": {
"title": "$:/core/modules/utils/logger.js",
"text": "/*\\\ntitle: $:/core/modules/utils/logger.js\ntype: application/javascript\nmodule-type: utils\n\nA basic logging implementation\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nvar ALERT_TAG = \"$:/tags/Alert\";\n\n/*\nMake a new logger\n*/\nfunction Logger(componentName,options) {\n\toptions = options || {};\n\tthis.componentName = componentName || \"\";\n\tthis.colour = options.colour || \"white\";\n\tthis.enable = \"enable\" in options ? options.enable : true;\n\tthis.save = \"save\" in options ? options.save : true;\n\tthis.saveLimit = options.saveLimit || 100 * 1024;\n\tthis.saveBufferLogger = this;\n\tthis.buffer = \"\";\n\tthis.alertCount = 0;\n}\n\nLogger.prototype.setSaveBuffer = function(logger) {\n\tthis.saveBufferLogger = logger;\n};\n\n/*\nLog a message\n*/\nLogger.prototype.log = function(/* args */) {\n\tvar self = this;\n\tif(this.enable) {\n\t\tif(this.saveBufferLogger.save) {\n\t\t\tthis.saveBufferLogger.buffer += $tw.utils.formatDateString(new Date(),\"YYYY MM DD 0hh:0mm:0ss.0XXX\") + \":\";\n\t\t\t$tw.utils.each(Array.prototype.slice.call(arguments,0),function(arg,index) {\n\t\t\t\tself.saveBufferLogger.buffer += \" \" + arg;\n\t\t\t});\n\t\t\tthis.saveBufferLogger.buffer += \"\\n\";\n\t\t\tthis.saveBufferLogger.buffer = this.saveBufferLogger.buffer.slice(-this.saveBufferLogger.saveLimit);\t\t\t\n\t\t}\n\t\tif(console !== undefined && console.log !== undefined) {\n\t\t\treturn Function.apply.call(console.log, console, [$tw.utils.terminalColour(this.colour),this.componentName + \":\"].concat(Array.prototype.slice.call(arguments,0)).concat($tw.utils.terminalColour()));\n\t\t}\n\t} \n};\n\n/*\nRead the message buffer\n*/\nLogger.prototype.getBuffer = function() {\n\treturn this.saveBufferLogger.buffer;\n};\n\n/*\nLog a structure as a table\n*/\nLogger.prototype.table = function(value) {\n\t(console.table || console.log)(value);\n};\n\n/*\nAlert a message\n*/\nLogger.prototype.alert = function(/* args */) {\n\tif(this.enable) {\n\t\t// Prepare the text of the alert\n\t\tvar text = Array.prototype.join.call(arguments,\" \");\n\t\t// Create alert tiddlers in the browser\n\t\tif($tw.browser) {\n\t\t\t// Check if there is an existing alert with the same text and the same component\n\t\t\tvar existingAlerts = $tw.wiki.getTiddlersWithTag(ALERT_TAG),\n\t\t\t\talertFields,\n\t\t\t\texistingCount,\n\t\t\t\tself = this;\n\t\t\t$tw.utils.each(existingAlerts,function(title) {\n\t\t\t\tvar tiddler = $tw.wiki.getTiddler(title);\n\t\t\t\tif(tiddler.fields.text === text && tiddler.fields.component === self.componentName && tiddler.fields.modified && (!alertFields || tiddler.fields.modified < alertFields.modified)) {\n\t\t\t\t\t\talertFields = $tw.utils.extend({},tiddler.fields);\n\t\t\t\t}\n\t\t\t});\n\t\t\tif(alertFields) {\n\t\t\t\texistingCount = alertFields.count || 1;\n\t\t\t} else {\n\t\t\t\talertFields = {\n\t\t\t\t\ttitle: $tw.wiki.generateNewTitle(\"$:/temp/alerts/alert\",{prefix: \"\"}),\n\t\t\t\t\ttext: text,\n\t\t\t\t\ttags: [ALERT_TAG],\n\t\t\t\t\tcomponent: this.componentName\n\t\t\t\t};\n\t\t\t\texistingCount = 0;\n\t\t\t\tthis.alertCount += 1;\n\t\t\t}\n\t\t\talertFields.modified = new Date();\n\t\t\tif(++existingCount > 1) {\n\t\t\t\talertFields.count = existingCount;\n\t\t\t} else {\n\t\t\t\talertFields.count = undefined;\n\t\t\t}\n\t\t\t$tw.wiki.addTiddler(new $tw.Tiddler(alertFields));\n\t\t\t// Log the alert as well\n\t\t\tthis.log.apply(this,Array.prototype.slice.call(arguments,0));\n\t\t} else {\n\t\t\t// Print an orange message to the console if not in the browser\n\t\t\tconsole.error(\"\\x1b[1;33m\" + text + \"\\x1b[0m\");\n\t\t}\t\t\n\t}\n};\n\n/*\nClear outstanding alerts\n*/\nLogger.prototype.clearAlerts = function() {\n\tvar self = this;\n\tif($tw.browser && this.alertCount > 0) {\n\t\t$tw.utils.each($tw.wiki.getTiddlersWithTag(ALERT_TAG),function(title) {\n\t\t\tvar tiddler = $tw.wiki.getTiddler(title);\n\t\t\tif(tiddler.fields.component === self.componentName) {\n\t\t\t\t$tw.wiki.deleteTiddler(title);\n\t\t\t}\n\t\t});\n\t\tthis.alertCount = 0;\n\t}\n};\n\nexports.Logger = Logger;\n\n})();\n",
"type": "application/javascript",
"module-type": "utils"
},
"$:/core/modules/utils/parsetree.js": {
"title": "$:/core/modules/utils/parsetree.js",
"text": "/*\\\ntitle: $:/core/modules/utils/parsetree.js\ntype: application/javascript\nmodule-type: utils\n\nParse tree utility functions.\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nexports.addAttributeToParseTreeNode = function(node,name,value) {\n\tnode.attributes = node.attributes || {};\n\tnode.attributes[name] = {type: \"string\", value: value};\n};\n\nexports.getAttributeValueFromParseTreeNode = function(node,name,defaultValue) {\n\tif(node.attributes && node.attributes[name] && node.attributes[name].value !== undefined) {\n\t\treturn node.attributes[name].value;\n\t}\n\treturn defaultValue;\n};\n\nexports.addClassToParseTreeNode = function(node,classString) {\n\tvar classes = [];\n\tnode.attributes = node.attributes || {};\n\tnode.attributes[\"class\"] = node.attributes[\"class\"] || {type: \"string\", value: \"\"};\n\tif(node.attributes[\"class\"].type === \"string\") {\n\t\tif(node.attributes[\"class\"].value !== \"\") {\n\t\t\tclasses = node.attributes[\"class\"].value.split(\" \");\n\t\t}\n\t\tif(classString !== \"\") {\n\t\t\t$tw.utils.pushTop(classes,classString.split(\" \"));\n\t\t}\n\t\tnode.attributes[\"class\"].value = classes.join(\" \");\n\t}\n};\n\nexports.addStyleToParseTreeNode = function(node,name,value) {\n\t\tnode.attributes = node.attributes || {};\n\t\tnode.attributes.style = node.attributes.style || {type: \"string\", value: \"\"};\n\t\tif(node.attributes.style.type === \"string\") {\n\t\t\tnode.attributes.style.value += name + \":\" + value + \";\";\n\t\t}\n};\n\nexports.findParseTreeNode = function(nodeArray,search) {\n\tfor(var t=0; t<nodeArray.length; t++) {\n\t\tif(nodeArray[t].type === search.type && nodeArray[t].tag === search.tag) {\n\t\t\treturn nodeArray[t];\n\t\t}\n\t}\n\treturn undefined;\n};\n\n/*\nHelper to get the text of a parse tree node or array of nodes\n*/\nexports.getParseTreeText = function getParseTreeText(tree) {\n\tvar output = [];\n\tif($tw.utils.isArray(tree)) {\n\t\t$tw.utils.each(tree,function(node) {\n\t\t\toutput.push(getParseTreeText(node));\n\t\t});\n\t} else {\n\t\tif(tree.type === \"text\") {\n\t\t\toutput.push(tree.text);\n\t\t}\n\t\tif(tree.children) {\n\t\t\treturn getParseTreeText(tree.children);\n\t\t}\n\t}\n\treturn output.join(\"\");\n};\n\n})();\n",
"type": "application/javascript",
"module-type": "utils"
},
"$:/core/modules/utils/performance.js": {
"title": "$:/core/modules/utils/performance.js",
"text": "/*\\\ntitle: $:/core/modules/utils/performance.js\ntype: application/javascript\nmodule-type: global\n\nPerformance measurement.\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nfunction Performance(enabled) {\n\tthis.enabled = !!enabled;\n\tthis.measures = {}; // Hashmap by measurement name of {time:, invocations:}\n\tthis.logger = new $tw.utils.Logger(\"performance\");\n\tthis.showGreeting();\n}\n\nPerformance.prototype.showGreeting = function() {\n\tif($tw.browser) {\n\t\tthis.logger.log(\"Execute $tw.perf.log(); to see filter execution timings\");\t\t\n\t}\n};\n\n/*\nWrap performance reporting around a top level function\n*/\nPerformance.prototype.report = function(name,fn) {\n\tvar self = this;\n\tif(this.enabled) {\n\t\treturn function() {\n\t\t\tvar startTime = $tw.utils.timer(),\n\t\t\t\tresult = fn.apply(this,arguments);\n\t\t\tself.logger.log(name + \": \" + $tw.utils.timer(startTime).toFixed(2) + \"ms\");\n\t\t\treturn result;\n\t\t};\n\t} else {\n\t\treturn fn;\n\t}\n};\n\nPerformance.prototype.log = function() {\n\tvar self = this,\n\t\ttotalTime = 0,\n\t\torderedMeasures = Object.keys(this.measures).sort(function(a,b) {\n\t\t\tif(self.measures[a].time > self.measures[b].time) {\n\t\t\t\treturn -1;\n\t\t\t} else if (self.measures[a].time < self.measures[b].time) {\n\t\t\t\treturn + 1;\n\t\t\t} else {\n\t\t\t\treturn 0;\n\t\t\t}\n\t\t});\n\t$tw.utils.each(orderedMeasures,function(name) {\n\t\ttotalTime += self.measures[name].time;\n\t});\n\tvar results = []\n\t$tw.utils.each(orderedMeasures,function(name) {\n\t\tvar measure = self.measures[name];\n\t\tresults.push({name: name,invocations: measure.invocations, avgTime: measure.time / measure.invocations, totalTime: measure.time, percentTime: (measure.time / totalTime) * 100})\n\t});\n\tself.logger.table(results);\n};\n\n/*\nWrap performance measurements around a subfunction\n*/\nPerformance.prototype.measure = function(name,fn) {\n\tvar self = this;\n\tif(this.enabled) {\n\t\treturn function() {\n\t\t\tvar startTime = $tw.utils.timer(),\n\t\t\t\tresult = fn.apply(this,arguments);\n\t\t\tif(!(name in self.measures)) {\n\t\t\t\tself.measures[name] = {time: 0, invocations: 0};\n\t\t\t}\n\t\t\tself.measures[name].time += $tw.utils.timer(startTime);\n\t\t\tself.measures[name].invocations++;\n\t\t\treturn result;\n\t\t};\n\t} else {\n\t\treturn fn;\n\t}\n};\n\nexports.Performance = Performance;\n\n})();\n",
"type": "application/javascript",
"module-type": "global"
},
"$:/core/modules/utils/pluginmaker.js": {
"title": "$:/core/modules/utils/pluginmaker.js",
"text": "/*\\\ntitle: $:/core/modules/utils/pluginmaker.js\ntype: application/javascript\nmodule-type: utils\n\nA quick and dirty way to pack up plugins within the browser.\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n/*\nRepack a plugin, and then delete any non-shadow payload tiddlers\n*/\nexports.repackPlugin = function(title,additionalTiddlers,excludeTiddlers) {\n\tadditionalTiddlers = additionalTiddlers || [];\n\texcludeTiddlers = excludeTiddlers || [];\n\t// Get the plugin tiddler\n\tvar pluginTiddler = $tw.wiki.getTiddler(title);\n\tif(!pluginTiddler) {\n\t\tthrow \"No such tiddler as \" + title;\n\t}\n\t// Extract the JSON\n\tvar jsonPluginTiddler;\n\ttry {\n\t\tjsonPluginTiddler = JSON.parse(pluginTiddler.fields.text);\n\t} catch(e) {\n\t\tthrow \"Cannot parse plugin tiddler \" + title + \"\\n\" + $tw.language.getString(\"Error/Caption\") + \": \" + e;\n\t}\n\t// Get the list of tiddlers\n\tvar tiddlers = Object.keys(jsonPluginTiddler.tiddlers);\n\t// Add the additional tiddlers\n\t$tw.utils.pushTop(tiddlers,additionalTiddlers);\n\t// Remove any excluded tiddlers\n\tfor(var t=tiddlers.length-1; t>=0; t--) {\n\t\tif(excludeTiddlers.indexOf(tiddlers[t]) !== -1) {\n\t\t\ttiddlers.splice(t,1);\n\t\t}\n\t}\n\t// Pack up the tiddlers into a block of JSON\n\tvar plugins = {};\n\t$tw.utils.each(tiddlers,function(title) {\n\t\tvar tiddler = $tw.wiki.getTiddler(title),\n\t\t\tfields = {};\n\t\t$tw.utils.each(tiddler.fields,function (value,name) {\n\t\t\tfields[name] = tiddler.getFieldString(name);\n\t\t});\n\t\tplugins[title] = fields;\n\t});\n\t// Retrieve and bump the version number\n\tvar pluginVersion = $tw.utils.parseVersion(pluginTiddler.getFieldString(\"version\") || \"0.0.0\") || {\n\t\t\tmajor: \"0\",\n\t\t\tminor: \"0\",\n\t\t\tpatch: \"0\"\n\t\t};\n\tpluginVersion.patch++;\n\tvar version = pluginVersion.major + \".\" + pluginVersion.minor + \".\" + pluginVersion.patch;\n\tif(pluginVersion.prerelease) {\n\t\tversion += \"-\" + pluginVersion.prerelease;\n\t}\n\tif(pluginVersion.build) {\n\t\tversion += \"+\" + pluginVersion.build;\n\t}\n\t// Save the tiddler\n\t$tw.wiki.addTiddler(new $tw.Tiddler(pluginTiddler,{text: JSON.stringify({tiddlers: plugins},null,4), version: version}));\n\t// Delete any non-shadow constituent tiddlers\n\t$tw.utils.each(tiddlers,function(title) {\n\t\tif($tw.wiki.tiddlerExists(title)) {\n\t\t\t$tw.wiki.deleteTiddler(title);\n\t\t}\n\t});\n\t// Trigger an autosave\n\t$tw.rootWidget.dispatchEvent({type: \"tm-auto-save-wiki\"});\n\t// Return a heartwarming confirmation\n\treturn \"Plugin \" + title + \" successfully saved\";\n};\n\n})();\n",
"type": "application/javascript",
"module-type": "utils"
},
"$:/core/modules/utils/transliterate.js": {
"title": "$:/core/modules/utils/transliterate.js",
"text": "/*\\\ntitle: $:/core/modules/utils/transliterate.js\ntype: application/javascript\nmodule-type: utils\n\nTransliteration static utility functions.\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n/*\nTransliterate string to ASCII\n\n(Some pairs taken from http://semplicewebsites.com/removing-accents-javascript)\n*/\nexports.transliterationPairs = 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:\"o\",\n\t\"ṓ\":\"o\",\n\t\"ṑ\":\"o\",\n\t\"ǫ\":\"o\",\n\t\"ǭ\":\"o\",\n\t\"ø\":\"o\",\n\t\"ǿ\":\"o\",\n\t\"õ\":\"o\",\n\t\"ṍ\":\"o\",\n\t\"ṏ\":\"o\",\n\t\"ȭ\":\"o\",\n\t\"ƣ\":\"oi\",\n\t\"ꝏ\":\"oo\",\n\t\"ɛ\":\"e\",\n\t\"ᶓ\":\"e\",\n\t\"ɔ\":\"o\",\n\t\"ᶗ\":\"o\",\n\t\"ȣ\":\"ou\",\n\t\"ṕ\":\"p\",\n\t\"ṗ\":\"p\",\n\t\"ꝓ\":\"p\",\n\t\"ƥ\":\"p\",\n\t\"ᵱ\":\"p\",\n\t\"ᶈ\":\"p\",\n\t\"ꝕ\":\"p\",\n\t\"ᵽ\":\"p\",\n\t\"ꝑ\":\"p\",\n\t\"ꝙ\":\"q\",\n\t\"ʠ\":\"q\",\n\t\"ɋ\":\"q\",\n\t\"ꝗ\":\"q\",\n\t\"ŕ\":\"r\",\n\t\"ř\":\"r\",\n\t\"ŗ\":\"r\",\n\t\"ṙ\":\"r\",\n\t\"ṛ\":\"r\",\n\t\"ṝ\":\"r\",\n\t\"ȑ\":\"r\",\n\t\"ɾ\":\"r\",\n\t\"ᵳ\":\"r\",\n\t\"ȓ\":\"r\",\n\t\"ṟ\":\"r\",\n\t\"ɼ\":\"r\",\n\t\"ᵲ\":\"r\",\n\t\"ᶉ\":\"r\",\n\t\"ɍ\":\"r\",\n\t\"ɽ\":\"r\",\n\t\"ↄ\":\"c\",\n\t\"ꜿ\":\"c\",\n\t\"ɘ\":\"e\",\n\t\"ɿ\":\"r\",\n\t\"ś\":\"s\",\n\t\"ṥ\":\"s\",\n\t\"š\":\"s\",\n\t\"ṧ\":\"s\",\n\t\"ş\":\"s\",\n\t\"ŝ\":\"s\",\n\t\"ș\":\"s\",\n\t\"ṡ\":\"s\",\n\t\"ṣ\":\"s\",\n\t\"ṩ\":\"s\",\n\t\"ʂ\":\"s\",\n\t\"ᵴ\":\"s\",\n\t\"ᶊ\":\"s\",\n\t\"ȿ\":\"s\",\n\t\"ɡ\":\"g\",\n\t\"ᴑ\":\"o\",\n\t\"ᴓ\":\"o\",\n\t\"ᴝ\":\"u\",\n\t\"ť\":\"t\",\n\t\"ţ\":\"t\",\n\t\"ṱ\":\"t\",\n\t\"ț\":\"t\",\n\t\"ȶ\":\"t\",\n\t\"ẗ\":\"t\",\n\t\"ⱦ\":\"t\",\n\t\"ṫ\":\"t\",\n\t\"ṭ\":\"t\",\n\t\"ƭ\":\"t\",\n\t\"ṯ\":\"t\",\n\t\"ᵵ\":\"t\",\n\t\"ƫ\":\"t\",\n\t\"ʈ\":\"t\",\n\t\"ŧ\":\"t\",\n\t\"ᵺ\":\"th\",\n\t\"ɐ\":\"a\",\n\t\"ᴂ\":\"ae\",\n\t\"ǝ\":\"e\",\n\t\"ᵷ\":\"g\",\n\t\"ɥ\":\"h\",\n\t\"ʮ\":\"h\",\n\t\"ʯ\":\"h\",\n\t\"ᴉ\":\"i\",\n\t\"ʞ\":\"k\",\n\t\"ꞁ\":\"l\",\n\t\"ɯ\":\"m\",\n\t\"ɰ\":\"m\",\n\t\"ᴔ\":\"oe\",\n\t\"ɹ\":\"r\",\n\t\"ɻ\":\"r\",\n\t\"ɺ\":\"r\",\n\t\"ⱹ\":\"r\",\n\t\"ʇ\":\"t\",\n\t\"ʌ\":\"v\",\n\t\"ʍ\":\"w\",\n\t\"ʎ\":\"y\",\n\t\"ꜩ\":\"tz\",\n\t\"ú\":\"u\",\n\t\"ŭ\":\"u\",\n\t\"ǔ\":\"u\",\n\t\"û\":\"u\",\n\t\"ṷ\":\"u\",\n\t\"ü\":\"u\",\n\t\"ǘ\":\"u\",\n\t\"ǚ\":\"u\",\n\t\"ǜ\":\"u\",\n\t\"ǖ\":\"u\",\n\t\"ṳ\":\"u\",\n\t\"ụ\":\"u\",\n\t\"ű\":\"u\",\n\t\"ȕ\":\"u\",\n\t\"ù\":\"u\",\n\t\"ủ\":\"u\",\n\t\"ư\":\"u\",\n\t\"ứ\":\"u\",\n\t\"ự\":\"u\",\n\t\"ừ\":\"u\",\n\t\"ử\":\"u\",\n\t\"ữ\":\"u\",\n\t\"ȗ\":\"u\",\n\t\"ū\":\"u\",\n\t\"ṻ\":\"u\",\n\t\"ų\":\"u\",\n\t\"ᶙ\":\"u\",\n\t\"ů\":\"u\",\n\t\"ũ\":\"u\",\n\t\"ṹ\":\"u\",\n\t\"ṵ\":\"u\",\n\t\"ᵫ\":\"ue\",\n\t\"ꝸ\":\"um\",\n\t\"ⱴ\":\"v\",\n\t\"ꝟ\":\"v\",\n\t\"ṿ\":\"v\",\n\t\"ʋ\":\"v\",\n\t\"ᶌ\":\"v\",\n\t\"ⱱ\":\"v\",\n\t\"ṽ\":\"v\",\n\t\"ꝡ\":\"vy\",\n\t\"ẃ\":\"w\",\n\t\"ŵ\":\"w\",\n\t\"ẅ\":\"w\",\n\t\"ẇ\":\"w\",\n\t\"ẉ\":\"w\",\n\t\"ẁ\":\"w\",\n\t\"ⱳ\":\"w\",\n\t\"ẘ\":\"w\",\n\t\"ẍ\":\"x\",\n\t\"ẋ\":\"x\",\n\t\"ᶍ\":\"x\",\n\t\"ý\":\"y\",\n\t\"ŷ\":\"y\",\n\t\"ÿ\":\"y\",\n\t\"ẏ\":\"y\",\n\t\"ỵ\":\"y\",\n\t\"ỳ\":\"y\",\n\t\"ƴ\":\"y\",\n\t\"ỷ\":\"y\",\n\t\"ỿ\":\"y\",\n\t\"ȳ\":\"y\",\n\t\"ẙ\":\"y\",\n\t\"ɏ\":\"y\",\n\t\"ỹ\":\"y\",\n\t\"ź\":\"z\",\n\t\"ž\":\"z\",\n\t\"ẑ\":\"z\",\n\t\"ʑ\":\"z\",\n\t\"ⱬ\":\"z\",\n\t\"ż\":\"z\",\n\t\"ẓ\":\"z\",\n\t\"ȥ\":\"z\",\n\t\"ẕ\":\"z\",\n\t\"ᵶ\":\"z\",\n\t\"ᶎ\":\"z\",\n\t\"ʐ\":\"z\",\n\t\"ƶ\":\"z\",\n\t\"ɀ\":\"z\",\n\t\"ff\":\"ff\",\n\t\"ffi\":\"ffi\",\n\t\"ffl\":\"ffl\",\n\t\"fi\":\"fi\",\n\t\"fl\":\"fl\",\n\t\"ij\":\"ij\",\n\t\"œ\":\"oe\",\n\t\"st\":\"st\",\n\t\"ₐ\":\"a\",\n\t\"ₑ\":\"e\",\n\t\"ᵢ\":\"i\",\n\t\"ⱼ\":\"j\",\n\t\"ₒ\":\"o\",\n\t\"ᵣ\":\"r\",\n\t\"ᵤ\":\"u\",\n\t\"ᵥ\":\"v\",\n\t\"ₓ\":\"x\",\n\t\"Ё\":\"YO\",\n\t\"Й\":\"I\",\n\t\"Ц\":\"TS\",\n\t\"У\":\"U\",\n\t\"К\":\"K\",\n\t\"Е\":\"E\",\n\t\"Н\":\"N\",\n\t\"Г\":\"G\",\n\t\"Ш\":\"SH\",\n\t\"Щ\":\"SCH\",\n\t\"З\":\"Z\",\n\t\"Х\":\"H\",\n\t\"Ъ\":\"'\",\n\t\"ё\":\"yo\",\n\t\"й\":\"i\",\n\t\"ц\":\"ts\",\n\t\"у\":\"u\",\n\t\"к\":\"k\",\n\t\"е\":\"e\",\n\t\"н\":\"n\",\n\t\"г\":\"g\",\n\t\"ш\":\"sh\",\n\t\"щ\":\"sch\",\n\t\"з\":\"z\",\n\t\"х\":\"h\",\n\t\"ъ\":\"'\",\n\t\"Ф\":\"F\",\n\t\"Ы\":\"I\",\n\t\"В\":\"V\",\n\t\"А\":\"a\",\n\t\"П\":\"P\",\n\t\"Р\":\"R\",\n\t\"О\":\"O\",\n\t\"Л\":\"L\",\n\t\"Д\":\"D\",\n\t\"Ж\":\"ZH\",\n\t\"Э\":\"E\",\n\t\"ф\":\"f\",\n\t\"ы\":\"i\",\n\t\"в\":\"v\",\n\t\"а\":\"a\",\n\t\"п\":\"p\",\n\t\"р\":\"r\",\n\t\"о\":\"o\",\n\t\"л\":\"l\",\n\t\"д\":\"d\",\n\t\"ж\":\"zh\",\n\t\"э\":\"e\",\n\t\"Я\":\"Ya\",\n\t\"Ч\":\"CH\",\n\t\"С\":\"S\",\n\t\"М\":\"M\",\n\t\"И\":\"I\",\n\t\"Т\":\"T\",\n\t\"Ь\":\"'\",\n\t\"Б\":\"B\",\n\t\"Ю\":\"YU\",\n\t\"я\":\"ya\",\n\t\"ч\":\"ch\",\n\t\"с\":\"s\",\n\t\"м\":\"m\",\n\t\"и\":\"i\",\n\t\"т\":\"t\",\n\t\"ь\":\"'\",\n\t\"б\":\"b\",\n\t\"ю\":\"yu\"\n};\n\nexports.transliterate = function(str) {\n\treturn str.replace(/[^A-Za-z0-9\\[\\] ]/g,function(ch) {\n\t\treturn exports.transliterationPairs[ch] || ch\n\t});\n};\n\nexports.transliterateToSafeASCII = function(str) {\n\treturn str.replace(/[^\\x00-\\x7F]/g,function(ch) {\n\t\treturn exports.transliterationPairs[ch] || \"\"\n\t});\n};\n\n})();\n",
"type": "application/javascript",
"module-type": "utils"
},
"$:/core/modules/utils/utils.js": {
"title": "$:/core/modules/utils/utils.js",
"text": "/*\\\ntitle: $:/core/modules/utils/utils.js\ntype: application/javascript\nmodule-type: utils\n\nVarious static utility functions.\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nvar base64utf8 = require(\"$:/core/modules/utils/base64-utf8/base64-utf8.module.js\");\n\n/*\nDisplay a message, in colour if we're on a terminal\n*/\nexports.log = function(text,colour) {\n\tconsole.log($tw.node ? exports.terminalColour(colour) + text + exports.terminalColour() : text);\n};\n\nexports.terminalColour = function(colour) {\n\tif(!$tw.browser && $tw.node && process.stdout.isTTY) {\n\t\tif(colour) {\n\t\t\tvar code = exports.terminalColourLookup[colour];\n\t\t\tif(code) {\n\t\t\t\treturn \"\\x1b[\" + code + \"m\";\n\t\t\t}\n\t\t} else {\n\t\t\treturn \"\\x1b[0m\"; // Cancel colour\n\t\t}\n\t}\n\treturn \"\";\n};\n\nexports.terminalColourLookup = {\n\t\"black\": \"0;30\",\n\t\"red\": \"0;31\",\n\t\"green\": \"0;32\",\n\t\"brown/orange\": \"0;33\",\n\t\"blue\": \"0;34\",\n\t\"purple\": \"0;35\",\n\t\"cyan\": \"0;36\",\n\t\"light gray\": \"0;37\"\n};\n\n/*\nDisplay a warning, in colour if we're on a terminal\n*/\nexports.warning = function(text) {\n\texports.log(text,\"brown/orange\");\n};\n\n/*\nReturn the integer represented by the str (string).\nReturn the dflt (default) parameter if str is not a base-10 number.\n*/\nexports.getInt = function(str,deflt) {\n\tvar i = parseInt(str,10);\n\treturn isNaN(i) ? deflt : i;\n}\n\n/*\nRepeatedly replaces a substring within a string. Like String.prototype.replace, but without any of the default special handling of $ sequences in the replace string\n*/\nexports.replaceString = function(text,search,replace) {\n\treturn text.replace(search,function() {\n\t\treturn replace;\n\t});\n};\n\n/*\nRepeats a string\n*/\nexports.repeat = function(str,count) {\n\tvar result = \"\";\n\tfor(var t=0;t<count;t++) {\n\t\tresult += str;\n\t}\n\treturn result;\n};\n\n/*\nTrim whitespace from the start and end of a string\nThanks to Steven Levithan, http://blog.stevenlevithan.com/archives/faster-trim-javascript\n*/\nexports.trim = function(str) {\n\tif(typeof str === \"string\") {\n\t\treturn str.replace(/^\\s\\s*/, '').replace(/\\s\\s*$/, '');\n\t} else {\n\t\treturn str;\n\t}\n};\n\n/*\nConvert a string to sentence case (ie capitalise first letter)\n*/\nexports.toSentenceCase = function(str) {\n\treturn (str || \"\").replace(/^\\S/, function(c) {return c.toUpperCase();});\n}\n\n/*\nConvert a string to title case (ie capitalise each initial letter)\n*/\nexports.toTitleCase = function(str) {\n\treturn (str || \"\").replace(/(^|\\s)\\S/g, function(c) {return c.toUpperCase();});\n}\n\t\n/*\nFind the line break preceding a given position in a string\nReturns position immediately after that line break, or the start of the string\n*/\nexports.findPrecedingLineBreak = function(text,pos) {\n\tvar result = text.lastIndexOf(\"\\n\",pos - 1);\n\tif(result === -1) {\n\t\tresult = 0;\n\t} else {\n\t\tresult++;\n\t\tif(text.charAt(result) === \"\\r\") {\n\t\t\tresult++;\n\t\t}\n\t}\n\treturn result;\n};\n\n/*\nFind the line break following a given position in a string\n*/\nexports.findFollowingLineBreak = function(text,pos) {\n\t// Cut to just past the following line break, or to the end of the text\n\tvar result = text.indexOf(\"\\n\",pos);\n\tif(result === -1) {\n\t\tresult = text.length;\n\t} else {\n\t\tif(text.charAt(result) === \"\\r\") {\n\t\t\tresult++;\n\t\t}\n\t}\n\treturn result;\n};\n\n/*\nReturn the number of keys in an object\n*/\nexports.count = function(object) {\n\treturn Object.keys(object || {}).length;\n};\n\n/*\nDetermine whether an array-item is an object-property\n*/\nexports.hopArray = function(object,array) {\n\tfor(var i=0; i<array.length; i++) {\n\t\tif($tw.utils.hop(object,array[i])) {\n\t\t\treturn true;\n\t\t}\n\t}\n\treturn false;\n};\n\n/*\nRemove entries from an array\n\tarray: array to modify\n\tvalue: a single value to remove, or an array of values to remove\n*/\nexports.removeArrayEntries = function(array,value) {\n\tvar t,p;\n\tif($tw.utils.isArray(value)) {\n\t\tfor(t=0; t<value.length; t++) {\n\t\t\tp = array.indexOf(value[t]);\n\t\t\tif(p !== -1) {\n\t\t\t\tarray.splice(p,1);\n\t\t\t}\n\t\t}\n\t} else {\n\t\tp = array.indexOf(value);\n\t\tif(p !== -1) {\n\t\t\tarray.splice(p,1);\n\t\t}\n\t}\n};\n\n/*\nCheck whether any members of a hashmap are present in another hashmap\n*/\nexports.checkDependencies = function(dependencies,changes) {\n\tvar hit = false;\n\t$tw.utils.each(changes,function(change,title) {\n\t\tif($tw.utils.hop(dependencies,title)) {\n\t\t\thit = true;\n\t\t}\n\t});\n\treturn hit;\n};\n\nexports.extend = function(object /* [, src] */) {\n\t$tw.utils.each(Array.prototype.slice.call(arguments, 1), function(source) {\n\t\tif(source) {\n\t\t\tfor(var property in source) {\n\t\t\t\tobject[property] = source[property];\n\t\t\t}\n\t\t}\n\t});\n\treturn object;\n};\n\nexports.deepCopy = function(object) {\n\tvar result,t;\n\tif($tw.utils.isArray(object)) {\n\t\t// Copy arrays\n\t\tresult = object.slice(0);\n\t} else if(typeof object === \"object\") {\n\t\tresult = {};\n\t\tfor(t in object) {\n\t\t\tif(object[t] !== undefined) {\n\t\t\t\tresult[t] = $tw.utils.deepCopy(object[t]);\n\t\t\t}\n\t\t}\n\t} else {\n\t\tresult = object;\n\t}\n\treturn result;\n};\n\nexports.extendDeepCopy = function(object,extendedProperties) {\n\tvar result = $tw.utils.deepCopy(object),t;\n\tfor(t in extendedProperties) {\n\t\tif(extendedProperties[t] !== undefined) {\n\t\t\tresult[t] = $tw.utils.deepCopy(extendedProperties[t]);\n\t\t}\n\t}\n\treturn result;\n};\n\nexports.deepFreeze = function deepFreeze(object) {\n\tvar property, key;\n\tif(object) {\n\t\tObject.freeze(object);\n\t\tfor(key in object) {\n\t\t\tproperty = object[key];\n\t\t\tif($tw.utils.hop(object,key) && (typeof property === \"object\") && !Object.isFrozen(property)) {\n\t\t\t\tdeepFreeze(property);\n\t\t\t}\n\t\t}\n\t}\n};\n\nexports.slowInSlowOut = function(t) {\n\treturn (1 - ((Math.cos(t * Math.PI) + 1) / 2));\n};\n\nexports.formatDateString = function(date,template) {\n\tvar result = \"\",\n\t\tt = template,\n\t\tmatches = [\n\t\t\t[/^0hh12/, function() {\n\t\t\t\treturn $tw.utils.pad($tw.utils.getHours12(date));\n\t\t\t}],\n\t\t\t[/^wYYYY/, function() {\n\t\t\t\treturn $tw.utils.getYearForWeekNo(date);\n\t\t\t}],\n\t\t\t[/^hh12/, function() {\n\t\t\t\treturn $tw.utils.getHours12(date);\n\t\t\t}],\n\t\t\t[/^DDth/, function() {\n\t\t\t\treturn date.getDate() + $tw.utils.getDaySuffix(date);\n\t\t\t}],\n\t\t\t[/^YYYY/, function() {\n\t\t\t\treturn date.getFullYear();\n\t\t\t}],\n\t\t\t[/^0hh/, function() {\n\t\t\t\treturn $tw.utils.pad(date.getHours());\n\t\t\t}],\n\t\t\t[/^0mm/, function() {\n\t\t\t\treturn $tw.utils.pad(date.getMinutes());\n\t\t\t}],\n\t\t\t[/^0ss/, function() {\n\t\t\t\treturn $tw.utils.pad(date.getSeconds());\n\t\t\t}],\n\t\t\t[/^0XXX/, function() {\n\t\t\t\treturn $tw.utils.pad(date.getMilliseconds(),3);\n\t\t\t}],\n\t\t\t[/^0DD/, function() {\n\t\t\t\treturn $tw.utils.pad(date.getDate());\n\t\t\t}],\n\t\t\t[/^0MM/, function() {\n\t\t\t\treturn $tw.utils.pad(date.getMonth()+1);\n\t\t\t}],\n\t\t\t[/^0WW/, function() {\n\t\t\t\treturn $tw.utils.pad($tw.utils.getWeek(date));\n\t\t\t}],\n\t\t\t[/^ddd/, function() {\n\t\t\t\treturn $tw.language.getString(\"Date/Short/Day/\" + date.getDay());\n\t\t\t}],\n\t\t\t[/^mmm/, function() {\n\t\t\t\treturn $tw.language.getString(\"Date/Short/Month/\" + (date.getMonth() + 1));\n\t\t\t}],\n\t\t\t[/^DDD/, function() {\n\t\t\t\treturn $tw.language.getString(\"Date/Long/Day/\" + date.getDay());\n\t\t\t}],\n\t\t\t[/^MMM/, function() {\n\t\t\t\treturn $tw.language.getString(\"Date/Long/Month/\" + (date.getMonth() + 1));\n\t\t\t}],\n\t\t\t[/^TZD/, function() {\n\t\t\t\tvar tz = date.getTimezoneOffset(),\n\t\t\t\tatz = Math.abs(tz);\n\t\t\t\treturn (tz < 0 ? '+' : '-') + $tw.utils.pad(Math.floor(atz / 60)) + ':' + $tw.utils.pad(atz % 60);\n\t\t\t}],\n\t\t\t[/^wYY/, function() {\n\t\t\t\treturn $tw.utils.pad($tw.utils.getYearForWeekNo(date) - 2000);\n\t\t\t}],\n\t\t\t[/^[ap]m/, function() {\n\t\t\t\treturn $tw.utils.getAmPm(date).toLowerCase();\n\t\t\t}],\n\t\t\t[/^hh/, function() {\n\t\t\t\treturn date.getHours();\n\t\t\t}],\n\t\t\t[/^mm/, function() {\n\t\t\t\treturn date.getMinutes();\n\t\t\t}],\n\t\t\t[/^ss/, function() {\n\t\t\t\treturn date.getSeconds();\n\t\t\t}],\n\t\t\t[/^XXX/, function() {\n\t\t\t\treturn date.getMilliseconds();\n\t\t\t}],\n\t\t\t[/^[AP]M/, function() {\n\t\t\t\treturn $tw.utils.getAmPm(date).toUpperCase();\n\t\t\t}],\n\t\t\t[/^DD/, function() {\n\t\t\t\treturn date.getDate();\n\t\t\t}],\n\t\t\t[/^MM/, function() {\n\t\t\t\treturn date.getMonth() + 1;\n\t\t\t}],\n\t\t\t[/^WW/, function() {\n\t\t\t\treturn $tw.utils.getWeek(date);\n\t\t\t}],\n\t\t\t[/^YY/, function() {\n\t\t\t\treturn $tw.utils.pad(date.getFullYear() - 2000);\n\t\t\t}]\n\t\t];\n\t// If the user wants everything in UTC, shift the datestamp\n\t// Optimize for format string that essentially means\n\t// 'return raw UTC (tiddlywiki style) date string.'\n\tif(t.indexOf(\"[UTC]\") == 0 ) {\n\t\tif(t == \"[UTC]YYYY0MM0DD0hh0mm0ssXXX\")\n\t\t\treturn $tw.utils.stringifyDate(new Date());\n\t\tvar offset = date.getTimezoneOffset() ; // in minutes\n\t\tdate = new Date(date.getTime()+offset*60*1000) ;\n\t\tt = t.substr(5) ;\n\t}\n\twhile(t.length){\n\t\tvar matchString = \"\";\n\t\t$tw.utils.each(matches, function(m) {\n\t\t\tvar match = m[0].exec(t);\n\t\t\tif(match) {\n\t\t\t\tmatchString = m[1].call();\n\t\t\t\tt = t.substr(match[0].length);\n\t\t\t\treturn false;\n\t\t\t}\n\t\t});\n\t\tif(matchString) {\n\t\t\tresult += matchString;\n\t\t} else {\n\t\t\tresult += t.charAt(0);\n\t\t\tt = t.substr(1);\n\t\t}\n\t}\n\tresult = result.replace(/\\\\(.)/g,\"$1\");\n\treturn result;\n};\n\nexports.getAmPm = function(date) {\n\treturn $tw.language.getString(\"Date/Period/\" + (date.getHours() >= 12 ? \"pm\" : \"am\"));\n};\n\nexports.getDaySuffix = function(date) {\n\treturn $tw.language.getString(\"Date/DaySuffix/\" + date.getDate());\n};\n\nexports.getWeek = function(date) {\n\tvar dt = new Date(date.getTime());\n\tvar d = dt.getDay();\n\tif(d === 0) {\n\t\td = 7; // JavaScript Sun=0, ISO Sun=7\n\t}\n\tdt.setTime(dt.getTime() + (4 - d) * 86400000);// shift day to Thurs of same week to calculate weekNo\n\tvar x = new Date(dt.getFullYear(),0,1);\n\tvar n = Math.floor((dt.getTime() - x.getTime()) / 86400000);\n\treturn Math.floor(n / 7) + 1;\n};\n\nexports.getYearForWeekNo = function(date) {\n\tvar dt = new Date(date.getTime());\n\tvar d = dt.getDay();\n\tif(d === 0) {\n\t\td = 7; // JavaScript Sun=0, ISO Sun=7\n\t}\n\tdt.setTime(dt.getTime() + (4 - d) * 86400000);// shift day to Thurs of same week\n\treturn dt.getFullYear();\n};\n\nexports.getHours12 = function(date) {\n\tvar h = date.getHours();\n\treturn h > 12 ? h-12 : ( h > 0 ? h : 12 );\n};\n\n/*\nConvert a date delta in milliseconds into a string representation of \"23 seconds ago\", \"27 minutes ago\" etc.\n\tdelta: delta in milliseconds\nReturns an object with these members:\n\tdescription: string describing the delta period\n\tupdatePeriod: time in millisecond until the string will be inaccurate\n*/\nexports.getRelativeDate = function(delta) {\n\tvar futurep = false;\n\tif(delta < 0) {\n\t\tdelta = -1 * delta;\n\t\tfuturep = true;\n\t}\n\tvar units = [\n\t\t{name: \"Years\", duration: 365 * 24 * 60 * 60 * 1000},\n\t\t{name: \"Months\", duration: (365/12) * 24 * 60 * 60 * 1000},\n\t\t{name: \"Days\", duration: 24 * 60 * 60 * 1000},\n\t\t{name: \"Hours\", duration: 60 * 60 * 1000},\n\t\t{name: \"Minutes\", duration: 60 * 1000},\n\t\t{name: \"Seconds\", duration: 1000}\n\t];\n\tfor(var t=0; t<units.length; t++) {\n\t\tvar result = Math.floor(delta / units[t].duration);\n\t\tif(result >= 2) {\n\t\t\treturn {\n\t\t\t\tdelta: delta,\n\t\t\t\tdescription: $tw.language.getString(\n\t\t\t\t\t\"RelativeDate/\" + (futurep ? \"Future\" : \"Past\") + \"/\" + units[t].name,\n\t\t\t\t\t{variables:\n\t\t\t\t\t\t{period: result.toString()}\n\t\t\t\t\t}\n\t\t\t\t),\n\t\t\t\tupdatePeriod: units[t].duration\n\t\t\t};\n\t\t}\n\t}\n\treturn {\n\t\tdelta: delta,\n\t\tdescription: $tw.language.getString(\n\t\t\t\"RelativeDate/\" + (futurep ? \"Future\" : \"Past\") + \"/Second\",\n\t\t\t{variables:\n\t\t\t\t{period: \"1\"}\n\t\t\t}\n\t\t),\n\t\tupdatePeriod: 1000\n\t};\n};\n\n// Convert & to \"&\", < to \"<\", > to \">\", \" to \""\"\nexports.htmlEncode = function(s) {\n\tif(s) {\n\t\treturn s.toString().replace(/&/mg,\"&\").replace(/</mg,\"<\").replace(/>/mg,\">\").replace(/\\\"/mg,\""\");\n\t} else {\n\t\treturn \"\";\n\t}\n};\n\n// Converts all HTML entities to their character equivalents\nexports.entityDecode = function(s) {\n\tvar converter = String.fromCodePoint || String.fromCharCode,\n\t\te = s.substr(1,s.length-2), // Strip the & and the ;\n\t\tc;\n\tif(e.charAt(0) === \"#\") {\n\t\tif(e.charAt(1) === \"x\" || e.charAt(1) === \"X\") {\n\t\t\tc = parseInt(e.substr(2),16);\n\t\t} else {\n\t\t\tc = parseInt(e.substr(1),10);\n\t\t}\n\t\tif(isNaN(c)) {\n\t\t\treturn s;\n\t\t} else {\n\t\t\treturn converter(c);\n\t\t}\n\t} else {\n\t\tc = $tw.config.htmlEntities[e];\n\t\tif(c) {\n\t\t\treturn converter(c);\n\t\t} else {\n\t\t\treturn s; // Couldn't convert it as an entity, just return it raw\n\t\t}\n\t}\n};\n\nexports.unescapeLineBreaks = function(s) {\n\treturn s.replace(/\\\\n/mg,\"\\n\").replace(/\\\\b/mg,\" \").replace(/\\\\s/mg,\"\\\\\").replace(/\\r/mg,\"\");\n};\n\n/*\n * Returns an escape sequence for given character. Uses \\x for characters <=\n * 0xFF to save space, \\u for the rest.\n *\n * The code needs to be in sync with th code template in the compilation\n * function for \"action\" nodes.\n */\n// Copied from peg.js, thanks to David Majda\nexports.escape = function(ch) {\n\tvar charCode = ch.charCodeAt(0);\n\tif(charCode <= 0xFF) {\n\t\treturn '\\\\x' + $tw.utils.pad(charCode.toString(16).toUpperCase());\n\t} else {\n\t\treturn '\\\\u' + $tw.utils.pad(charCode.toString(16).toUpperCase(),4);\n\t}\n};\n\n// Turns a string into a legal JavaScript string\n// Copied from peg.js, thanks to David Majda\nexports.stringify = function(s) {\n\t/*\n\t* ECMA-262, 5th ed., 7.8.4: All characters may appear literally in a string\n\t* literal except for the closing quote character, backslash, carriage return,\n\t* line separator, paragraph separator, and line feed. Any character may\n\t* appear in the form of an escape sequence.\n\t*\n\t* For portability, we also escape all non-ASCII characters.\n\t*/\n\treturn (s || \"\")\n\t\t.replace(/\\\\/g, '\\\\\\\\') // backslash\n\t\t.replace(/\"/g, '\\\\\"') // double quote character\n\t\t.replace(/'/g, \"\\\\'\") // single quote character\n\t\t.replace(/\\r/g, '\\\\r') // carriage return\n\t\t.replace(/\\n/g, '\\\\n') // line feed\n\t\t.replace(/[\\x00-\\x1f\\x80-\\uFFFF]/g, exports.escape); // non-ASCII characters\n};\n\n// Turns a string into a legal JSON string\n// Derived from peg.js, thanks to David Majda\nexports.jsonStringify = function(s) {\n\t// See http://www.json.org/\n\treturn (s || \"\")\n\t\t.replace(/\\\\/g, '\\\\\\\\') // backslash\n\t\t.replace(/\"/g, '\\\\\"') // double quote character\n\t\t.replace(/\\r/g, '\\\\r') // carriage return\n\t\t.replace(/\\n/g, '\\\\n') // line feed\n\t\t.replace(/\\x08/g, '\\\\b') // backspace\n\t\t.replace(/\\x0c/g, '\\\\f') // formfeed\n\t\t.replace(/\\t/g, '\\\\t') // tab\n\t\t.replace(/[\\x00-\\x1f\\x80-\\uFFFF]/g,function(s) {\n\t\t\treturn '\\\\u' + $tw.utils.pad(s.charCodeAt(0).toString(16).toUpperCase(),4);\n\t\t}); // non-ASCII characters\n};\n\n/*\nEscape the RegExp special characters with a preceding backslash\n*/\nexports.escapeRegExp = function(s) {\n return s.replace(/[\\-\\/\\\\\\^\\$\\*\\+\\?\\.\\(\\)\\|\\[\\]\\{\\}]/g, '\\\\$&');\n};\n\n// Checks whether a link target is external, i.e. not a tiddler title\nexports.isLinkExternal = function(to) {\n\tvar externalRegExp = /^(?:file|http|https|mailto|ftp|irc|news|data|skype):[^\\s<>{}\\[\\]`|\"\\\\^]+(?:\\/|\\b)/i;\n\treturn externalRegExp.test(to);\n};\n\nexports.nextTick = function(fn) {\n/*global window: false */\n\tif(typeof process === \"undefined\") {\n\t\t// Apparently it would be faster to use postMessage - http://dbaron.org/log/20100309-faster-timeouts\n\t\twindow.setTimeout(fn,4);\n\t} else {\n\t\tprocess.nextTick(fn);\n\t}\n};\n\n/*\nConvert a hyphenated CSS property name into a camel case one\n*/\nexports.unHyphenateCss = function(propName) {\n\treturn propName.replace(/-([a-z])/gi, function(match0,match1) {\n\t\treturn match1.toUpperCase();\n\t});\n};\n\n/*\nConvert a camelcase CSS property name into a dashed one (\"backgroundColor\" --> \"background-color\")\n*/\nexports.hyphenateCss = function(propName) {\n\treturn propName.replace(/([A-Z])/g, function(match0,match1) {\n\t\treturn \"-\" + match1.toLowerCase();\n\t});\n};\n\n/*\nParse a text reference of one of these forms:\n* title\n* !!field\n* title!!field\n* title##index\n* etc\nReturns an object with the following fields, all optional:\n* title: tiddler title\n* field: tiddler field name\n* index: JSON property index\n*/\nexports.parseTextReference = function(textRef) {\n\t// Separate out the title, field name and/or JSON indices\n\tvar reTextRef = /(?:(.*?)!!(.+))|(?:(.*?)##(.+))|(.*)/mg,\n\t\tmatch = reTextRef.exec(textRef),\n\t\tresult = {};\n\tif(match && reTextRef.lastIndex === textRef.length) {\n\t\t// Return the parts\n\t\tif(match[1]) {\n\t\t\tresult.title = match[1];\n\t\t}\n\t\tif(match[2]) {\n\t\t\tresult.field = match[2];\n\t\t}\n\t\tif(match[3]) {\n\t\t\tresult.title = match[3];\n\t\t}\n\t\tif(match[4]) {\n\t\t\tresult.index = match[4];\n\t\t}\n\t\tif(match[5]) {\n\t\t\tresult.title = match[5];\n\t\t}\n\t} else {\n\t\t// If we couldn't parse it\n\t\tresult.title = textRef\n\t}\n\treturn result;\n};\n\n/*\nChecks whether a string is a valid fieldname\n*/\nexports.isValidFieldName = function(name) {\n\tif(!name || typeof name !== \"string\") {\n\t\treturn false;\n\t}\n\tname = name.toLowerCase().trim();\n\tvar fieldValidatorRegEx = /^[a-z0-9\\-\\._]+$/mg;\n\treturn fieldValidatorRegEx.test(name);\n};\n\n/*\nExtract the version number from the meta tag or from the boot file\n*/\n\n// Browser version\nexports.extractVersionInfo = function() {\n\tif($tw.packageInfo) {\n\t\treturn $tw.packageInfo.version;\n\t} else {\n\t\tvar metatags = document.getElementsByTagName(\"meta\");\n\t\tfor(var t=0; t<metatags.length; t++) {\n\t\t\tvar m = metatags[t];\n\t\t\tif(m.name === \"tiddlywiki-version\") {\n\t\t\t\treturn m.content;\n\t\t\t}\n\t\t}\n\t}\n\treturn null;\n};\n\n/*\nGet the animation duration in ms\n*/\nexports.getAnimationDuration = function() {\n\treturn parseInt($tw.wiki.getTiddlerText(\"$:/config/AnimationDuration\",\"400\"),10) || 0;\n};\n\n/*\nHash a string to a number\nDerived from http://stackoverflow.com/a/15710692\n*/\nexports.hashString = function(str) {\n\treturn str.split(\"\").reduce(function(a,b) {\n\t\ta = ((a << 5) - a) + b.charCodeAt(0);\n\t\treturn a & a;\n\t},0);\n};\n\n/*\nDecode a base64 string\n*/\nexports.base64Decode = function(string64) {\n\treturn base64utf8.base64.decode.call(base64utf8,string64);\n};\n\n/*\nEncode a string to base64\n*/\nexports.base64Encode = function(string64) {\n\treturn base64utf8.base64.encode.call(base64utf8,string64);\n};\n\n/*\nConvert a hashmap into a tiddler dictionary format sequence of name:value pairs\n*/\nexports.makeTiddlerDictionary = function(data) {\n\tvar output = [];\n\tfor(var name in data) {\n\t\toutput.push(name + \": \" + data[name]);\n\t}\n\treturn output.join(\"\\n\");\n};\n\n/*\nHigh resolution microsecond timer for profiling\n*/\nexports.timer = function(base) {\n\tvar m;\n\tif($tw.node) {\n\t\tvar r = process.hrtime();\n\t\tm = r[0] * 1e3 + (r[1] / 1e6);\n\t} else if(window.performance) {\n\t\tm = performance.now();\n\t} else {\n\t\tm = Date.now();\n\t}\n\tif(typeof base !== \"undefined\") {\n\t\tm = m - base;\n\t}\n\treturn m;\n};\n\n/*\nConvert text and content type to a data URI\n*/\nexports.makeDataUri = function(text,type,_canonical_uri) {\n\ttype = type || \"text/vnd.tiddlywiki\";\n\tvar typeInfo = $tw.config.contentTypeInfo[type] || $tw.config.contentTypeInfo[\"text/plain\"],\n\t\tisBase64 = typeInfo.encoding === \"base64\",\n\t\tparts = [];\n\tif(_canonical_uri) {\n\t\tparts.push(_canonical_uri);\n\t} else {\n\t\tparts.push(\"data:\");\n\t\tparts.push(type);\n\t\tparts.push(isBase64 ? \";base64\" : \"\");\n\t\tparts.push(\",\");\n\t\tparts.push(isBase64 ? text : encodeURIComponent(text));\t\t\n\t}\n\treturn parts.join(\"\");\n};\n\n/*\nUseful for finding out the fully escaped CSS selector equivalent to a given tag. For example:\n\n$tw.utils.tagToCssSelector(\"$:/tags/Stylesheet\") --> tc-tagged-\\%24\\%3A\\%2Ftags\\%2FStylesheet\n*/\nexports.tagToCssSelector = function(tagName) {\n\treturn \"tc-tagged-\" + encodeURIComponent(tagName).replace(/[!\"#$%&'()*+,\\-./:;<=>?@[\\\\\\]^`{\\|}~,]/mg,function(c) {\n\t\treturn \"\\\\\" + c;\n\t});\n};\n\n/*\nIE does not have sign function\n*/\nexports.sign = Math.sign || function(x) {\n\tx = +x; // convert to a number\n\tif (x === 0 || isNaN(x)) {\n\t\treturn x;\n\t}\n\treturn x > 0 ? 1 : -1;\n};\n\n/*\nIE does not have an endsWith function\n*/\nexports.strEndsWith = function(str,ending,position) {\n\tif(str.endsWith) {\n\t\treturn str.endsWith(ending,position);\n\t} else {\n\t\tif (typeof position !== 'number' || !isFinite(position) || Math.floor(position) !== position || position > str.length) {\n\t\t\tposition = str.length;\n\t\t}\n\t\tposition -= ending.length;\n\t\tvar lastIndex = str.indexOf(ending, position);\n\t\treturn lastIndex !== -1 && lastIndex === position;\n\t}\n};\n\n/*\nReturn system information useful for debugging\n*/\nexports.getSystemInfo = function(str,ending,position) {\n\tvar results = [],\n\t\tsave = function(desc,value) {\n\t\t\tresults.push(desc + \": \" + value);\n\t\t};\n\tif($tw.browser) {\n\t\tsave(\"User Agent\",navigator.userAgent);\n\t\tsave(\"Online Status\",window.navigator.onLine);\n\t}\n\tif($tw.node) {\n\t\tsave(\"Node Version\",process.version);\n\t}\n\treturn results.join(\"\\n\");\n};\n\nexports.parseNumber = function(str) {\n\treturn parseFloat(str) || 0;\n};\n\nexports.parseInt = function(str) {\n\treturn parseInt(str,10) || 0;\n};\n\nexports.stringifyNumber = function(num) {\n\treturn num + \"\";\n};\n\n})();\n",
"type": "application/javascript",
"module-type": "utils"
},
"$:/core/modules/widgets/action-createtiddler.js": {
"title": "$:/core/modules/widgets/action-createtiddler.js",
"text": "/*\\\ntitle: $:/core/modules/widgets/action-createtiddler.js\ntype: application/javascript\nmodule-type: widget\n\nAction widget to create a new tiddler with a unique name and specified fields.\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw:false, require:false, exports:false */\n\"use strict\";\n\nvar Widget = require(\"$:/core/modules/widgets/widget.js\").widget;\n\nvar CreateTiddlerWidget = function(parseTreeNode,options) {\n\tthis.initialise(parseTreeNode,options);\n};\n\n/*\nInherit from the base widget class\n*/\nCreateTiddlerWidget.prototype = new Widget();\n\n/*\nRender this widget into the DOM\n*/\nCreateTiddlerWidget.prototype.render = function(parent,nextSibling) {\n\tthis.computeAttributes();\n\tthis.execute();\n};\n\n/*\nCompute the internal state of the widget\n*/\nCreateTiddlerWidget.prototype.execute = function() {\n\tthis.actionBaseTitle = this.getAttribute(\"$basetitle\");\n\tthis.hasBase = !!this.actionBaseTitle;\n\tthis.actionSaveTitle = this.getAttribute(\"$savetitle\");\n\tthis.actionSaveDraftTitle = this.getAttribute(\"$savedrafttitle\");\n\tthis.actionTimestamp = this.getAttribute(\"$timestamp\",\"yes\") === \"yes\";\n\t//Following params are new since 5.1.22\n\tthis.actionTemplate = this.getAttribute(\"$template\");\n\tthis.useTemplate = !!this.actionTemplate;\n\tthis.actionOverwrite = this.getAttribute(\"$overwrite\",\"no\");\n\n};\n\n/*\nRefresh the widget by ensuring our attributes are up to date\n*/\nCreateTiddlerWidget.prototype.refresh = function(changedTiddlers) {\n\tvar changedAttributes = this.computeAttributes();\n\tif($tw.utils.count(changedAttributes) > 0) {\n\t\tthis.refreshSelf();\n\t\treturn true;\n\t}\n\treturn this.refreshChildren(changedTiddlers);\n};\n\n/*\nInvoke the action associated with this widget\n*/\nCreateTiddlerWidget.prototype.invokeAction = function(triggeringWidget,event) {\n\tvar title = this.wiki.getTiddlerText(\"$:/language/DefaultNewTiddlerTitle\"), // Get the initial new-tiddler title\n\t\tfields = {},\n\t\tcreationFields,\n\t\tmodificationFields;\n\t$tw.utils.each(this.attributes,function(attribute,name) {\n\t\tif(name.charAt(0) !== \"$\") {\n\t\t\tfields[name] = attribute;\n\t\t}\n\t});\n\tif(this.actionTimestamp) {\n\t\tcreationFields = this.wiki.getCreationFields();\n\t\tmodificationFields = this.wiki.getModificationFields();\n\t}\n\tif(this.hasBase && this.actionOverwrite === \"no\") {\n\t\ttitle = this.wiki.generateNewTitle(this.actionBaseTitle);\n\t} else if (this.hasBase && this.actionOverwrite === \"yes\") {\n\t\ttitle = this.actionBaseTitle\n\t}\n\t// NO $basetitle BUT $template parameter is available\n\t// the title MUST be unique, otherwise the template would be overwritten\n\tif (!this.hasBase && this.useTemplate) {\n\t\ttitle = this.wiki.generateNewTitle(this.actionTemplate);\n\t} else if (!this.hasBase && !this.useTemplate) {\n\t\t// If NO $basetitle AND NO $template use initial title\n\t\t// DON'T overwrite any stuff\n\t\ttitle = this.wiki.generateNewTitle(title);\n\t}\n\tvar templateTiddler = this.wiki.getTiddler(this.actionTemplate) || {};\n\tvar tiddler = this.wiki.addTiddler(new $tw.Tiddler(templateTiddler.fields,creationFields,fields,modificationFields,{title: title}));\n\tif(this.actionSaveTitle) {\n\t\tthis.wiki.setTextReference(this.actionSaveTitle,title,this.getVariable(\"currentTiddler\"));\n\t}\n\tif(this.actionSaveDraftTitle) {\n\t\tthis.wiki.setTextReference(this.actionSaveDraftTitle,this.wiki.generateDraftTitle(title),this.getVariable(\"currentTiddler\"));\n\t}\n\treturn true; // Action was invoked\n};\n\nexports[\"action-createtiddler\"] = CreateTiddlerWidget;\n\n})();\n",
"type": "application/javascript",
"module-type": "widget"
},
"$:/core/modules/widgets/action-deletefield.js": {
"title": "$:/core/modules/widgets/action-deletefield.js",
"text": "/*\\\ntitle: $:/core/modules/widgets/action-deletefield.js\ntype: application/javascript\nmodule-type: widget\n\nAction widget to delete fields of a tiddler.\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nvar Widget = require(\"$:/core/modules/widgets/widget.js\").widget;\n\nvar DeleteFieldWidget = function(parseTreeNode,options) {\n\tthis.initialise(parseTreeNode,options);\n};\n\n/*\nInherit from the base widget class\n*/\nDeleteFieldWidget.prototype = new Widget();\n\n/*\nRender this widget into the DOM\n*/\nDeleteFieldWidget.prototype.render = function(parent,nextSibling) {\n\tthis.computeAttributes();\n\tthis.execute();\n};\n\n/*\nCompute the internal state of the widget\n*/\nDeleteFieldWidget.prototype.execute = function() {\n\tthis.actionTiddler = this.getAttribute(\"$tiddler\",this.getVariable(\"currentTiddler\"));\n\tthis.actionField = this.getAttribute(\"$field\");\n};\n\n/*\nRefresh the widget by ensuring our attributes are up to date\n*/\nDeleteFieldWidget.prototype.refresh = function(changedTiddlers) {\n\tvar changedAttributes = this.computeAttributes();\n\tif(changedAttributes[\"$tiddler\"]) {\n\t\tthis.refreshSelf();\n\t\treturn true;\n\t}\n\treturn this.refreshChildren(changedTiddlers);\n};\n\n/*\nInvoke the action associated with this widget\n*/\nDeleteFieldWidget.prototype.invokeAction = function(triggeringWidget,event) {\n\tvar self = this,\n\t\ttiddler = this.wiki.getTiddler(self.actionTiddler),\n\t\tremoveFields = {},\n\t\thasChanged = false;\n\tif(this.actionField && tiddler) {\n\t\tremoveFields[this.actionField] = undefined;\n\t\tif(this.actionField in tiddler.fields) {\n\t\t\thasChanged = true;\n\t\t}\n\t}\n\tif(tiddler) {\n\t\t$tw.utils.each(this.attributes,function(attribute,name) {\n\t\t\tif(name.charAt(0) !== \"$\" && name !== \"title\") {\n\t\t\t\tremoveFields[name] = undefined;\n\t\t\t\thasChanged = true;\n\t\t\t}\n\t\t});\n\t\tif(hasChanged) {\n\t\t\tthis.wiki.addTiddler(new $tw.Tiddler(this.wiki.getCreationFields(),tiddler,removeFields,this.wiki.getModificationFields()));\t\t\t\n\t\t}\n\t}\n\treturn true; // Action was invoked\n};\n\nexports[\"action-deletefield\"] = DeleteFieldWidget;\n\n})();\n",
"type": "application/javascript",
"module-type": "widget"
},
"$:/core/modules/widgets/action-deletetiddler.js": {
"title": "$:/core/modules/widgets/action-deletetiddler.js",
"text": "/*\\\ntitle: $:/core/modules/widgets/action-deletetiddler.js\ntype: application/javascript\nmodule-type: widget\n\nAction widget to delete a tiddler.\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nvar Widget = require(\"$:/core/modules/widgets/widget.js\").widget;\n\nvar DeleteTiddlerWidget = function(parseTreeNode,options) {\n\tthis.initialise(parseTreeNode,options);\n};\n\n/*\nInherit from the base widget class\n*/\nDeleteTiddlerWidget.prototype = new Widget();\n\n/*\nRender this widget into the DOM\n*/\nDeleteTiddlerWidget.prototype.render = function(parent,nextSibling) {\n\tthis.computeAttributes();\n\tthis.execute();\n};\n\n/*\nCompute the internal state of the widget\n*/\nDeleteTiddlerWidget.prototype.execute = function() {\n\tthis.actionFilter = this.getAttribute(\"$filter\");\n\tthis.actionTiddler = this.getAttribute(\"$tiddler\");\n};\n\n/*\nRefresh the widget by ensuring our attributes are up to date\n*/\nDeleteTiddlerWidget.prototype.refresh = function(changedTiddlers) {\n\tvar changedAttributes = this.computeAttributes();\n\tif(changedAttributes[\"$filter\"] || changedAttributes[\"$tiddler\"]) {\n\t\tthis.refreshSelf();\n\t\treturn true;\n\t}\n\treturn this.refreshChildren(changedTiddlers);\n};\n\n/*\nInvoke the action associated with this widget\n*/\nDeleteTiddlerWidget.prototype.invokeAction = function(triggeringWidget,event) {\n\tvar tiddlers = [];\n\tif(this.actionFilter) {\n\t\ttiddlers = this.wiki.filterTiddlers(this.actionFilter,this);\n\t}\n\tif(this.actionTiddler) {\n\t\ttiddlers.push(this.actionTiddler);\n\t}\n\tfor(var t=0; t<tiddlers.length; t++) {\n\t\tthis.wiki.deleteTiddler(tiddlers[t]);\n\t}\n\treturn true; // Action was invoked\n};\n\nexports[\"action-deletetiddler\"] = DeleteTiddlerWidget;\n\n})();\n",
"type": "application/javascript",
"module-type": "widget"
},
"$:/core/modules/widgets/action-listops.js": {
"title": "$:/core/modules/widgets/action-listops.js",
"text": "/*\\\ntitle: $:/core/modules/widgets/action-listops.js\ntype: application/javascript\nmodule-type: widget\n\nAction widget to apply list operations to any tiddler field (defaults to the 'list' field of the current tiddler)\n\n\\*/\n(function() {\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\nvar Widget = require(\"$:/core/modules/widgets/widget.js\").widget;\nvar ActionListopsWidget = function(parseTreeNode, options) {\n\tthis.initialise(parseTreeNode, options);\n};\n/**\n * Inherit from the base widget class\n */\nActionListopsWidget.prototype = new Widget();\n/**\n * Render this widget into the DOM\n */\nActionListopsWidget.prototype.render = function(parent, nextSibling) {\n\tthis.computeAttributes();\n\tthis.execute();\n};\n/**\n * Compute the internal state of the widget\n */\nActionListopsWidget.prototype.execute = function() {\n\t// Get our parameters\n\tthis.target = this.getAttribute(\"$tiddler\", this.getVariable(\n\t\t\"currentTiddler\"));\n\tthis.filter = this.getAttribute(\"$filter\");\n\tthis.subfilter = this.getAttribute(\"$subfilter\");\n\tthis.listField = this.getAttribute(\"$field\", \"list\");\n\tthis.listIndex = this.getAttribute(\"$index\");\n\tthis.filtertags = this.getAttribute(\"$tags\");\n};\n/**\n * \tRefresh the widget by ensuring our attributes are up to date\n */\nActionListopsWidget.prototype.refresh = function(changedTiddlers) {\n\tvar changedAttributes = this.computeAttributes();\n\tif(changedAttributes.$tiddler || changedAttributes.$filter ||\n\t\tchangedAttributes.$subfilter || changedAttributes.$field ||\n\t\tchangedAttributes.$index || changedAttributes.$tags) {\n\t\tthis.refreshSelf();\n\t\treturn true;\n\t}\n\treturn this.refreshChildren(changedTiddlers);\n};\n/**\n * \tInvoke the action associated with this widget\n */\nActionListopsWidget.prototype.invokeAction = function(triggeringWidget,\n\tevent) {\n\t//Apply the specified filters to the lists\n\tvar field = this.listField,\n\t\tindex,\n\t\ttype = \"!!\",\n\t\tlist = this.listField;\n\tif(this.listIndex) {\n\t\tfield = undefined;\n\t\tindex = this.listIndex;\n\t\ttype = \"##\";\n\t\tlist = this.listIndex;\n\t}\n\tif(this.filter) {\n\t\tthis.wiki.setText(this.target, field, index, $tw.utils.stringifyList(\n\t\t\tthis.wiki\n\t\t\t.filterTiddlers(this.filter, this)));\n\t}\n\tif(this.subfilter) {\n\t\tvar subfilter = \"[list[\" + this.target + type + list + \"]] \" + this.subfilter;\n\t\tthis.wiki.setText(this.target, field, index, $tw.utils.stringifyList(\n\t\t\tthis.wiki\n\t\t\t.filterTiddlers(subfilter, this)));\n\t}\n\tif(this.filtertags) {\n\t\tvar tiddler = this.wiki.getTiddler(this.target),\n\t\t\toldtags = tiddler ? (tiddler.fields.tags || []).slice(0) : [],\n\t\t\ttagfilter = \"[list[\" + this.target + \"!!tags]] \" + this.filtertags,\n\t\t\tnewtags = this.wiki.filterTiddlers(tagfilter,this);\n\t\tif($tw.utils.stringifyList(oldtags.sort()) !== $tw.utils.stringifyList(newtags.sort())) {\n\t\t\tthis.wiki.setText(this.target,\"tags\",undefined,$tw.utils.stringifyList(newtags));\t\t\t\n\t\t}\n\t}\n\treturn true; // Action was invoked\n};\n\nexports[\"action-listops\"] = ActionListopsWidget;\n\n})();\n",
"type": "application/javascript",
"module-type": "widget"
},
"$:/core/modules/widgets/action-navigate.js": {
"title": "$:/core/modules/widgets/action-navigate.js",
"text": "/*\\\ntitle: $:/core/modules/widgets/action-navigate.js\ntype: application/javascript\nmodule-type: widget\n\nAction widget to navigate to a tiddler\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nvar Widget = require(\"$:/core/modules/widgets/widget.js\").widget;\n\nvar NavigateWidget = function(parseTreeNode,options) {\n\tthis.initialise(parseTreeNode,options);\n};\n\n/*\nInherit from the base widget class\n*/\nNavigateWidget.prototype = new Widget();\n\n/*\nRender this widget into the DOM\n*/\nNavigateWidget.prototype.render = function(parent,nextSibling) {\n\tthis.computeAttributes();\n\tthis.execute();\n};\n\n/*\nCompute the internal state of the widget\n*/\nNavigateWidget.prototype.execute = function() {\n\tthis.actionTo = this.getAttribute(\"$to\");\n\tthis.actionScroll = this.getAttribute(\"$scroll\");\n};\n\n/*\nRefresh the widget by ensuring our attributes are up to date\n*/\nNavigateWidget.prototype.refresh = function(changedTiddlers) {\n\tvar changedAttributes = this.computeAttributes();\n\tif(changedAttributes[\"$to\"] || changedAttributes[\"$scroll\"]) {\n\t\tthis.refreshSelf();\n\t\treturn true;\n\t}\n\treturn this.refreshChildren(changedTiddlers);\n};\n\n/*\nInvoke the action associated with this widget\n*/\nNavigateWidget.prototype.invokeAction = function(triggeringWidget,event) {\n\tevent = event || {};\n\tvar bounds = triggeringWidget && triggeringWidget.getBoundingClientRect && triggeringWidget.getBoundingClientRect(),\n\t\tsuppressNavigation = event.metaKey || event.ctrlKey || (event.button === 1);\n\tif(this.actionScroll === \"yes\") {\n\t\tsuppressNavigation = false;\n\t} else if(this.actionScroll === \"no\") {\n\t\tsuppressNavigation = true;\n\t}\n\tthis.dispatchEvent({\n\t\ttype: \"tm-navigate\",\n\t\tnavigateTo: this.actionTo === undefined ? this.getVariable(\"currentTiddler\") : this.actionTo,\n\t\tnavigateFromTitle: this.getVariable(\"storyTiddler\"),\n\t\tnavigateFromNode: triggeringWidget,\n\t\tnavigateFromClientRect: bounds && { top: bounds.top, left: bounds.left, width: bounds.width, right: bounds.right, bottom: bounds.bottom, height: bounds.height\n\t\t},\n\t\tnavigateSuppressNavigation: suppressNavigation\n\t});\n\treturn true; // Action was invoked\n};\n\nexports[\"action-navigate\"] = NavigateWidget;\n\n})();\n",
"type": "application/javascript",
"module-type": "widget"
},
"$:/core/modules/widgets/action-popup.js": {
"title": "$:/core/modules/widgets/action-popup.js",
"text": "/*\\\ntitle: $:/core/modules/widgets/action-popup.js\ntype: application/javascript\nmodule-type: widget\n\nAction widget to trigger a popup.\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nvar Widget = require(\"$:/core/modules/widgets/widget.js\").widget;\n\nvar ActionPopupWidget = function(parseTreeNode,options) {\n\tthis.initialise(parseTreeNode,options);\n};\n\n/*\nInherit from the base widget class\n*/\nActionPopupWidget.prototype = new Widget();\n\n/*\nRender this widget into the DOM\n*/\nActionPopupWidget.prototype.render = function(parent,nextSibling) {\n\tthis.computeAttributes();\n\tthis.execute();\n};\n\n/*\nCompute the internal state of the widget\n*/\nActionPopupWidget.prototype.execute = function() {\n\tthis.actionState = this.getAttribute(\"$state\");\n\tthis.actionCoords = this.getAttribute(\"$coords\");\n};\n\n/*\nRefresh the widget by ensuring our attributes are up to date\n*/\nActionPopupWidget.prototype.refresh = function(changedTiddlers) {\n\tvar changedAttributes = this.computeAttributes();\n\tif(changedAttributes[\"$state\"] || changedAttributes[\"$coords\"]) {\n\t\tthis.refreshSelf();\n\t\treturn true;\n\t}\n\treturn this.refreshChildren(changedTiddlers);\n};\n\n/*\nInvoke the action associated with this widget\n*/\nActionPopupWidget.prototype.invokeAction = function(triggeringWidget,event) {\n\t// Trigger the popup\n\tvar popupLocationRegExp = /^\\((-?[0-9\\.E]+),(-?[0-9\\.E]+),(-?[0-9\\.E]+),(-?[0-9\\.E]+)\\)$/,\n\t\tmatch = popupLocationRegExp.exec(this.actionCoords);\n\tif(match) {\n\t\t$tw.popup.triggerPopup({\n\t\t\tdomNode: null,\n\t\t\tdomNodeRect: {\n\t\t\t\tleft: parseFloat(match[1]),\n\t\t\t\ttop: parseFloat(match[2]),\n\t\t\t\twidth: parseFloat(match[3]),\n\t\t\t\theight: parseFloat(match[4])\n\t\t\t},\n\t\t\ttitle: this.actionState,\n\t\t\twiki: this.wiki\n\t\t});\n\t}\n\treturn true; // Action was invoked\n};\n\nexports[\"action-popup\"] = ActionPopupWidget;\n\n})();\n",
"type": "application/javascript",
"module-type": "widget"
},
"$:/core/modules/widgets/action-sendmessage.js": {
"title": "$:/core/modules/widgets/action-sendmessage.js",
"text": "/*\\\ntitle: $:/core/modules/widgets/action-sendmessage.js\ntype: application/javascript\nmodule-type: widget\n\nAction widget to send a message\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nvar Widget = require(\"$:/core/modules/widgets/widget.js\").widget;\n\nvar SendMessageWidget = function(parseTreeNode,options) {\n\tthis.initialise(parseTreeNode,options);\n};\n\n/*\nInherit from the base widget class\n*/\nSendMessageWidget.prototype = new Widget();\n\n/*\nRender this widget into the DOM\n*/\nSendMessageWidget.prototype.render = function(parent,nextSibling) {\n\tthis.computeAttributes();\n\tthis.execute();\n};\n\n/*\nCompute the internal state of the widget\n*/\nSendMessageWidget.prototype.execute = function() {\n\tthis.actionMessage = this.getAttribute(\"$message\");\n\tthis.actionParam = this.getAttribute(\"$param\");\n\tthis.actionName = this.getAttribute(\"$name\");\n\tthis.actionValue = this.getAttribute(\"$value\",\"\");\n};\n\n/*\nRefresh the widget by ensuring our attributes are up to date\n*/\nSendMessageWidget.prototype.refresh = function(changedTiddlers) {\n\tvar changedAttributes = this.computeAttributes();\n\tif(Object.keys(changedAttributes).length) {\n\t\tthis.refreshSelf();\n\t\treturn true;\n\t}\n\treturn this.refreshChildren(changedTiddlers);\n};\n\n/*\nInvoke the action associated with this widget\n*/\nSendMessageWidget.prototype.invokeAction = function(triggeringWidget,event) {\n\t// Get the string parameter\n\tvar param = this.actionParam;\n\t// Assemble the attributes as a hashmap\n\tvar paramObject = Object.create(null);\n\tvar count = 0;\n\t$tw.utils.each(this.attributes,function(attribute,name) {\n\t\tif(name.charAt(0) !== \"$\") {\n\t\t\tparamObject[name] = attribute;\n\t\t\tcount++;\n\t\t}\n\t});\n\t// Add name/value pair if present\n\tif(this.actionName) {\n\t\tparamObject[this.actionName] = this.actionValue;\n\t}\n\t// Dispatch the message\n\tthis.dispatchEvent({\n\t\ttype: this.actionMessage,\n\t\tparam: param,\n\t\tparamObject: paramObject,\n\t\ttiddlerTitle: this.getVariable(\"currentTiddler\"),\n\t\tnavigateFromTitle: this.getVariable(\"storyTiddler\"),\n\t\tevent: event\n\t});\n\treturn true; // Action was invoked\n};\n\nexports[\"action-sendmessage\"] = SendMessageWidget;\n\n})();\n",
"type": "application/javascript",
"module-type": "widget"
},
"$:/core/modules/widgets/action-setfield.js": {
"title": "$:/core/modules/widgets/action-setfield.js",
"text": "/*\\\ntitle: $:/core/modules/widgets/action-setfield.js\ntype: application/javascript\nmodule-type: widget\n\nAction widget to set a single field or index on a tiddler.\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nvar Widget = require(\"$:/core/modules/widgets/widget.js\").widget;\n\nvar SetFieldWidget = function(parseTreeNode,options) {\n\tthis.initialise(parseTreeNode,options);\n};\n\n/*\nInherit from the base widget class\n*/\nSetFieldWidget.prototype = new Widget();\n\n/*\nRender this widget into the DOM\n*/\nSetFieldWidget.prototype.render = function(parent,nextSibling) {\n\tthis.computeAttributes();\n\tthis.execute();\n};\n\n/*\nCompute the internal state of the widget\n*/\nSetFieldWidget.prototype.execute = function() {\n\tthis.actionTiddler = this.getAttribute(\"$tiddler\",this.getVariable(\"currentTiddler\"));\n\tthis.actionField = this.getAttribute(\"$field\");\n\tthis.actionIndex = this.getAttribute(\"$index\");\n\tthis.actionValue = this.getAttribute(\"$value\");\n\tthis.actionTimestamp = this.getAttribute(\"$timestamp\",\"yes\") === \"yes\";\n};\n\n/*\nRefresh the widget by ensuring our attributes are up to date\n*/\nSetFieldWidget.prototype.refresh = function(changedTiddlers) {\n\tvar changedAttributes = this.computeAttributes();\n\tif(changedAttributes[\"$tiddler\"] || changedAttributes[\"$field\"] || changedAttributes[\"$index\"] || changedAttributes[\"$value\"]) {\n\t\tthis.refreshSelf();\n\t\treturn true;\n\t}\n\treturn this.refreshChildren(changedTiddlers);\n};\n\n/*\nInvoke the action associated with this widget\n*/\nSetFieldWidget.prototype.invokeAction = function(triggeringWidget,event) {\n\tvar self = this,\n\t\toptions = {};\n\toptions.suppressTimestamp = !this.actionTimestamp;\n\tif((typeof this.actionField == \"string\") || (typeof this.actionIndex == \"string\") || (typeof this.actionValue == \"string\")) {\n\t\tthis.wiki.setText(this.actionTiddler,this.actionField,this.actionIndex,this.actionValue,options);\n\t}\n\t$tw.utils.each(this.attributes,function(attribute,name) {\n\t\tif(name.charAt(0) !== \"$\") {\n\t\t\tself.wiki.setText(self.actionTiddler,name,undefined,attribute,options);\n\t\t}\n\t});\n\treturn true; // Action was invoked\n};\n\nexports[\"action-setfield\"] = SetFieldWidget;\n\n})();\n",
"type": "application/javascript",
"module-type": "widget"
},
"$:/core/modules/widgets/browse.js": {
"title": "$:/core/modules/widgets/browse.js",
"text": "/*\\\ntitle: $:/core/modules/widgets/browse.js\ntype: application/javascript\nmodule-type: widget\n\nBrowse widget for browsing for files to import\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nvar Widget = require(\"$:/core/modules/widgets/widget.js\").widget;\n\nvar BrowseWidget = function(parseTreeNode,options) {\n\tthis.initialise(parseTreeNode,options);\n};\n\n/*\nInherit from the base widget class\n*/\nBrowseWidget.prototype = new Widget();\n\n/*\nRender this widget into the DOM\n*/\nBrowseWidget.prototype.render = function(parent,nextSibling) {\n\tvar self = this;\n\t// Remember parent\n\tthis.parentDomNode = parent;\n\t// Compute attributes and execute state\n\tthis.computeAttributes();\n\tthis.execute();\n\t// Create element\n\tvar domNode = this.document.createElement(\"input\");\n\tdomNode.setAttribute(\"type\",\"file\");\n\tif(this.browseMultiple) {\n\t\tdomNode.setAttribute(\"multiple\",\"multiple\");\n\t}\n\tif(this.tooltip) {\n\t\tdomNode.setAttribute(\"title\",this.tooltip);\n\t}\n\t// Nw.js supports \"nwsaveas\" to force a \"save as\" dialogue that allows a new or existing file to be selected\n\tif(this.nwsaveas) {\n\t\tdomNode.setAttribute(\"nwsaveas\",this.nwsaveas);\n\t}\n\t// Nw.js supports \"webkitdirectory\" and \"nwdirectory\" to allow a directory to be selected\n\tif(this.webkitdirectory) {\n\t\tdomNode.setAttribute(\"webkitdirectory\",this.webkitdirectory);\n\t}\n\tif(this.nwdirectory) {\n\t\tdomNode.setAttribute(\"nwdirectory\",this.nwdirectory);\n\t}\n\t// Add a click event handler\n\tdomNode.addEventListener(\"change\",function (event) {\n\t\tif(self.message) {\n\t\t\tself.dispatchEvent({type: self.message, param: self.param, files: event.target.files});\n\t\t} else {\n\t\t\tself.wiki.readFiles(event.target.files,{\n\t\t\t\tcallback: function(tiddlerFieldsArray) {\n\t\t\t\t\tself.dispatchEvent({type: \"tm-import-tiddlers\", param: JSON.stringify(tiddlerFieldsArray)});\n\t\t\t\t},\n\t\t\t\tdeserializer: self.deserializer\n\t\t\t});\n\t\t}\n\t\treturn false;\n\t},false);\n\t// Insert element\n\tparent.insertBefore(domNode,nextSibling);\n\tthis.renderChildren(domNode,null);\n\tthis.domNodes.push(domNode);\n};\n\n/*\nCompute the internal state of the widget\n*/\nBrowseWidget.prototype.execute = function() {\n\tthis.browseMultiple = this.getAttribute(\"multiple\");\n\tthis.deserializer = this.getAttribute(\"deserializer\");\n\tthis.message = this.getAttribute(\"message\");\n\tthis.param = this.getAttribute(\"param\");\n\tthis.tooltip = this.getAttribute(\"tooltip\");\n\tthis.nwsaveas = this.getAttribute(\"nwsaveas\");\n\tthis.webkitdirectory = this.getAttribute(\"webkitdirectory\");\n\tthis.nwdirectory = this.getAttribute(\"nwdirectory\");\n};\n\n/*\nSelectively refreshes the widget if needed. Returns true if the widget or any of its children needed re-rendering\n*/\nBrowseWidget.prototype.refresh = function(changedTiddlers) {\n\treturn false;\n};\n\nexports.browse = BrowseWidget;\n\n})();\n",
"type": "application/javascript",
"module-type": "widget"
},
"$:/core/modules/widgets/button.js": {
"title": "$:/core/modules/widgets/button.js",
"text": "/*\\\ntitle: $:/core/modules/widgets/button.js\ntype: application/javascript\nmodule-type: widget\n\nButton widget\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nvar Widget = require(\"$:/core/modules/widgets/widget.js\").widget;\n\nvar ButtonWidget = function(parseTreeNode,options) {\n\tthis.initialise(parseTreeNode,options);\n};\n\n/*\nInherit from the base widget class\n*/\nButtonWidget.prototype = new Widget();\n\n/*\nRender this widget into the DOM\n*/\nButtonWidget.prototype.render = function(parent,nextSibling) {\n\tvar self = this;\n\t// Remember parent\n\tthis.parentDomNode = parent;\n\t// Compute attributes and execute state\n\tthis.computeAttributes();\n\tthis.execute();\n\t// Create element\n\tvar tag = \"button\";\n\tif(this.buttonTag && $tw.config.htmlUnsafeElements.indexOf(this.buttonTag) === -1) {\n\t\ttag = this.buttonTag;\n\t}\n\tvar domNode = this.document.createElement(tag);\n\t// Assign classes\n\tvar classes = this[\"class\"].split(\" \") || [],\n\t\tisPoppedUp = (this.popup || this.popupTitle) && this.isPoppedUp();\n\tif(this.selectedClass) {\n\t\tif((this.set || this.setTitle) && this.setTo && this.isSelected()) {\n\t\t\t$tw.utils.pushTop(classes,this.selectedClass.split(\" \"));\n\t\t}\n\t\tif(isPoppedUp) {\n\t\t\t$tw.utils.pushTop(classes,this.selectedClass.split(\" \"));\n\t\t}\n\t}\n\tif(isPoppedUp) {\n\t\t$tw.utils.pushTop(classes,\"tc-popup-handle\");\n\t}\n\tdomNode.className = classes.join(\" \");\n\t// Assign other attributes\n\tif(this.style) {\n\t\tdomNode.setAttribute(\"style\",this.style);\n\t}\n\tif(this.tooltip) {\n\t\tdomNode.setAttribute(\"title\",this.tooltip);\n\t}\n\tif(this[\"aria-label\"]) {\n\t\tdomNode.setAttribute(\"aria-label\",this[\"aria-label\"]);\n\t}\n\t// Set the tabindex\n\tif(this.tabIndex) {\n\t\tdomNode.setAttribute(\"tabindex\",this.tabIndex);\n\t}\t\n\t// Add a click event handler\n\tdomNode.addEventListener(\"click\",function (event) {\n\t\tvar handled = false;\n\t\tif(self.invokeActions(self,event)) {\n\t\t\thandled = true;\n\t\t}\n\t\tif(self.to) {\n\t\t\tself.navigateTo(event);\n\t\t\thandled = true;\n\t\t}\n\t\tif(self.message) {\n\t\t\tself.dispatchMessage(event);\n\t\t\thandled = true;\n\t\t}\n\t\tif(self.popup || self.popupTitle) {\n\t\t\tself.triggerPopup(event);\n\t\t\thandled = true;\n\t\t}\n\t\tif(self.set || self.setTitle) {\n\t\t\tself.setTiddler();\n\t\t\thandled = true;\n\t\t}\n\t\tif(self.actions) {\n\t\t\tself.invokeActionString(self.actions,self,event);\n\t\t}\n\t\tif(handled) {\n\t\t\tevent.preventDefault();\n\t\t\tevent.stopPropagation();\n\t\t}\n\t\treturn handled;\n\t},false);\n\t// Make it draggable if required\n\tif(this.dragTiddler || this.dragFilter) {\n\t\t$tw.utils.makeDraggable({\n\t\t\tdomNode: domNode,\n\t\t\tdragTiddlerFn: function() {return self.dragTiddler;},\n\t\t\tdragFilterFn: function() {return self.dragFilter;},\n\t\t\twidget: this\n\t\t});\n\t}\n\t// Insert element\n\tparent.insertBefore(domNode,nextSibling);\n\tthis.renderChildren(domNode,null);\n\tthis.domNodes.push(domNode);\n};\n\n/*\nWe don't allow actions to propagate because we trigger actions ourselves\n*/\nButtonWidget.prototype.allowActionPropagation = function() {\n\treturn false;\n};\n\nButtonWidget.prototype.getBoundingClientRect = function() {\n\treturn this.domNodes[0].getBoundingClientRect();\n};\n\nButtonWidget.prototype.isSelected = function() {\n return this.setTitle ? (this.setField ? this.wiki.getTiddler(this.setTitle).getFieldString(this.setField) === this.setTo :\n\t\t(this.setIndex ? this.wiki.extractTiddlerDataItem(this.setTitle,this.setIndex) === this.setTo :\n\t\t\tthis.wiki.getTiddlerText(this.setTitle))) || this.defaultSetValue || this.getVariable(\"currentTiddler\") :\n\t\tthis.wiki.getTextReference(this.set,this.defaultSetValue,this.getVariable(\"currentTiddler\")) === this.setTo;\n};\n\nButtonWidget.prototype.isPoppedUp = function() {\n\tvar tiddler = this.popupTitle ? this.wiki.getTiddler(this.popupTitle) : this.wiki.getTiddler(this.popup);\n\tvar result = tiddler && tiddler.fields.text ? $tw.popup.readPopupState(tiddler.fields.text) : false;\n\treturn result;\n};\n\nButtonWidget.prototype.navigateTo = function(event) {\n\tvar bounds = this.getBoundingClientRect();\n\tthis.dispatchEvent({\n\t\ttype: \"tm-navigate\",\n\t\tnavigateTo: this.to,\n\t\tnavigateFromTitle: this.getVariable(\"storyTiddler\"),\n\t\tnavigateFromNode: this,\n\t\tnavigateFromClientRect: { top: bounds.top, left: bounds.left, width: bounds.width, right: bounds.right, bottom: bounds.bottom, height: bounds.height\n\t\t},\n\t\tnavigateSuppressNavigation: event.metaKey || event.ctrlKey || (event.button === 1),\n\t\tevent: event\n\t});\n};\n\nButtonWidget.prototype.dispatchMessage = function(event) {\n\tthis.dispatchEvent({type: this.message, param: this.param, tiddlerTitle: this.getVariable(\"currentTiddler\"), event: event});\n};\n\nButtonWidget.prototype.triggerPopup = function(event) {\n\tif(this.popupTitle) {\n\t\t$tw.popup.triggerPopup({\n\t\t\tdomNode: this.domNodes[0],\n\t\t\ttitle: this.popupTitle,\n\t\t\twiki: this.wiki,\n\t\t\tnoStateReference: true\n\t\t});\n\t} else {\n\t\t$tw.popup.triggerPopup({\n\t\t\tdomNode: this.domNodes[0],\n\t\t\ttitle: this.popup,\n\t\t\twiki: this.wiki\n\t\t});\n\t}\n};\n\nButtonWidget.prototype.setTiddler = function() {\n\tif(this.setTitle) {\n\t\tthis.setField ? this.wiki.setText(this.setTitle,this.setField,undefined,this.setTo) :\n\t\t\t\t(this.setIndex ? this.wiki.setText(this.setTitle,undefined,this.setIndex,this.setTo) :\n\t\t\t\tthis.wiki.setText(this.setTitle,\"text\",undefined,this.setTo));\n\t} else {\n\t\tthis.wiki.setTextReference(this.set,this.setTo,this.getVariable(\"currentTiddler\"));\n\t}\n};\n\n/*\nCompute the internal state of the widget\n*/\nButtonWidget.prototype.execute = function() {\n\t// Get attributes\n\tthis.actions = this.getAttribute(\"actions\");\n\tthis.to = this.getAttribute(\"to\");\n\tthis.message = this.getAttribute(\"message\");\n\tthis.param = this.getAttribute(\"param\");\n\tthis.set = this.getAttribute(\"set\");\n\tthis.setTo = this.getAttribute(\"setTo\");\n\tthis.popup = this.getAttribute(\"popup\");\n\tthis.hover = this.getAttribute(\"hover\");\n\tthis[\"class\"] = this.getAttribute(\"class\",\"\");\n\tthis[\"aria-label\"] = this.getAttribute(\"aria-label\");\n\tthis.tooltip = this.getAttribute(\"tooltip\");\n\tthis.style = this.getAttribute(\"style\");\n\tthis.selectedClass = this.getAttribute(\"selectedClass\");\n\tthis.defaultSetValue = this.getAttribute(\"default\",\"\");\n\tthis.buttonTag = this.getAttribute(\"tag\");\n\tthis.dragTiddler = this.getAttribute(\"dragTiddler\");\n\tthis.dragFilter = this.getAttribute(\"dragFilter\");\n\tthis.setTitle = this.getAttribute(\"setTitle\");\n\tthis.setField = this.getAttribute(\"setField\");\n\tthis.setIndex = this.getAttribute(\"setIndex\");\n\tthis.popupTitle = this.getAttribute(\"popupTitle\");\n\tthis.tabIndex = this.getAttribute(\"tabindex\");\n\t// Make child widgets\n\tthis.makeChildWidgets();\n};\n\n/*\nSelectively refreshes the widget if needed. Returns true if the widget or any of its children needed re-rendering\n*/\nButtonWidget.prototype.refresh = function(changedTiddlers) {\n\tvar changedAttributes = this.computeAttributes();\n\tif(changedAttributes.actions || changedAttributes.to || changedAttributes.message || changedAttributes.param || changedAttributes.set || changedAttributes.setTo || changedAttributes.popup || changedAttributes.hover || changedAttributes[\"class\"] || changedAttributes.selectedClass || changedAttributes.style || changedAttributes.dragFilter || changedAttributes.dragTiddler || (this.set && changedTiddlers[this.set]) || (this.popup && changedTiddlers[this.popup]) || (this.popupTitle && changedTiddlers[this.popupTitle]) || changedAttributes.setTitle || changedAttributes.setField || changedAttributes.setIndex || changedAttributes.popupTitle) {\n\t\tthis.refreshSelf();\n\t\treturn true;\n\t}\n\treturn this.refreshChildren(changedTiddlers);\n};\n\nexports.button = ButtonWidget;\n\n})();\n",
"type": "application/javascript",
"module-type": "widget"
},
"$:/core/modules/widgets/checkbox.js": {
"title": "$:/core/modules/widgets/checkbox.js",
"text": "/*\\\ntitle: $:/core/modules/widgets/checkbox.js\ntype: application/javascript\nmodule-type: widget\n\nCheckbox widget\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nvar Widget = require(\"$:/core/modules/widgets/widget.js\").widget;\n\nvar CheckboxWidget = function(parseTreeNode,options) {\n\tthis.initialise(parseTreeNode,options);\n};\n\n/*\nInherit from the base widget class\n*/\nCheckboxWidget.prototype = new Widget();\n\n/*\nRender this widget into the DOM\n*/\nCheckboxWidget.prototype.render = function(parent,nextSibling) {\n\t// Save the parent dom node\n\tthis.parentDomNode = parent;\n\t// Compute our attributes\n\tthis.computeAttributes();\n\t// Execute our logic\n\tthis.execute();\n\t// Create our elements\n\tthis.labelDomNode = this.document.createElement(\"label\");\n\tthis.labelDomNode.setAttribute(\"class\",this.checkboxClass);\n\tthis.inputDomNode = this.document.createElement(\"input\");\n\tthis.inputDomNode.setAttribute(\"type\",\"checkbox\");\n\tif(this.getValue()) {\n\t\tthis.inputDomNode.setAttribute(\"checked\",\"true\");\n\t}\n\tthis.labelDomNode.appendChild(this.inputDomNode);\n\tthis.spanDomNode = this.document.createElement(\"span\");\n\tthis.labelDomNode.appendChild(this.spanDomNode);\n\t// Add a click event handler\n\t$tw.utils.addEventListeners(this.inputDomNode,[\n\t\t{name: \"change\", handlerObject: this, handlerMethod: \"handleChangeEvent\"}\n\t]);\n\t// Insert the label into the DOM and render any children\n\tparent.insertBefore(this.labelDomNode,nextSibling);\n\tthis.renderChildren(this.spanDomNode,null);\n\tthis.domNodes.push(this.labelDomNode);\n};\n\nCheckboxWidget.prototype.getValue = function() {\n\tvar tiddler = this.wiki.getTiddler(this.checkboxTitle);\n\tif(tiddler) {\n\t\tif(this.checkboxTag) {\n\t\t\tif(this.checkboxInvertTag) {\n\t\t\t\treturn !tiddler.hasTag(this.checkboxTag);\n\t\t\t} else {\n\t\t\t\treturn tiddler.hasTag(this.checkboxTag);\n\t\t\t}\n\t\t}\n\t\tif(this.checkboxField) {\n\t\t\tvar value;\n\t\t\tif($tw.utils.hop(tiddler.fields,this.checkboxField)) {\n\t\t\t\tvalue = tiddler.fields[this.checkboxField] || \"\";\n\t\t\t} else {\n\t\t\t\tvalue = this.checkboxDefault || \"\";\n\t\t\t}\n\t\t\tif(value === this.checkboxChecked) {\n\t\t\t\treturn true;\n\t\t\t}\n\t\t\tif(value === this.checkboxUnchecked) {\n\t\t\t\treturn false;\n\t\t\t}\n\t\t}\n\t\tif(this.checkboxIndex) {\n\t\t\tvar value = this.wiki.extractTiddlerDataItem(tiddler,this.checkboxIndex,this.checkboxDefault || \"\");\n\t\t\tif(value === this.checkboxChecked) {\n\t\t\t\treturn true;\n\t\t\t}\n\t\t\tif(value === this.checkboxUnchecked) {\n\t\t\t\treturn false;\n\t\t\t}\n\t\t}\n\t} else {\n\t\tif(this.checkboxTag) {\n\t\t\treturn false;\n\t\t}\n\t\tif(this.checkboxField) {\n\t\t\tif(this.checkboxDefault === this.checkboxChecked) {\n\t\t\t\treturn true;\n\t\t\t}\n\t\t\tif(this.checkboxDefault === this.checkboxUnchecked) {\n\t\t\t\treturn false;\n\t\t\t}\n\t\t}\n\t}\n\treturn false;\n};\n\nCheckboxWidget.prototype.handleChangeEvent = function(event) {\n\tvar checked = this.inputDomNode.checked,\n\t\ttiddler = this.wiki.getTiddler(this.checkboxTitle),\n\t\tfallbackFields = {text: \"\"},\n\t\tnewFields = {title: this.checkboxTitle},\n\t\thasChanged = false,\n\t\ttagCheck = false,\n\t\thasTag = tiddler && tiddler.hasTag(this.checkboxTag),\n\t\tvalue = checked ? this.checkboxChecked : this.checkboxUnchecked;\n\tif(this.checkboxTag && this.checkboxInvertTag === \"yes\") {\n\t\ttagCheck = hasTag === checked;\n\t} else {\n\t\ttagCheck = hasTag !== checked;\n\t}\n\t// Set the tag if specified\n\tif(this.checkboxTag && (!tiddler || tagCheck)) {\n\t\tnewFields.tags = tiddler ? (tiddler.fields.tags || []).slice(0) : [];\n\t\tvar pos = newFields.tags.indexOf(this.checkboxTag);\n\t\tif(pos !== -1) {\n\t\t\tnewFields.tags.splice(pos,1);\n\t\t}\n\t\tif(this.checkboxInvertTag === \"yes\" && !checked) {\n\t\t\tnewFields.tags.push(this.checkboxTag);\n\t\t} else if(this.checkboxInvertTag !== \"yes\" && checked) {\n\t\t\tnewFields.tags.push(this.checkboxTag);\n\t\t}\n\t\thasChanged = true;\n\t}\n\t// Set the field if specified\n\tif(this.checkboxField) {\n\t\tif(!tiddler || tiddler.fields[this.checkboxField] !== value) {\n\t\t\tnewFields[this.checkboxField] = value;\n\t\t\thasChanged = true;\n\t\t}\n\t}\n\t// Set the index if specified\n\tif(this.checkboxIndex) {\n\t\tvar indexValue = this.wiki.extractTiddlerDataItem(this.checkboxTitle,this.checkboxIndex);\n\t\tif(!tiddler || indexValue !== value) {\n\t\t\thasChanged = true;\n\t\t}\n\t}\n\tif(hasChanged) {\n\t\tif(this.checkboxIndex) {\n\t\t\tthis.wiki.setText(this.checkboxTitle,\"\",this.checkboxIndex,value);\n\t\t} else {\n\t\t\tthis.wiki.addTiddler(new $tw.Tiddler(this.wiki.getCreationFields(),fallbackFields,tiddler,newFields,this.wiki.getModificationFields()));\n\t\t}\n\t}\n\t// Trigger actions\n\tif(this.checkboxActions) {\n\t\tthis.invokeActionString(this.checkboxActions,this,event);\n\t}\n\tif(this.checkboxCheckActions && checked) {\n\t\tthis.invokeActionString(this.checkboxCheckActions,this,event);\n\t}\n\tif(this.checkboxUncheckActions && !checked) {\n\t\tthis.invokeActionString(this.checkboxUncheckActions,this,event);\n\t}\n};\n\n/*\nCompute the internal state of the widget\n*/\nCheckboxWidget.prototype.execute = function() {\n\t// Get the parameters from the attributes\n\tthis.checkboxActions = this.getAttribute(\"actions\");\n\tthis.checkboxCheckActions = this.getAttribute(\"checkactions\");\n\tthis.checkboxUncheckActions = this.getAttribute(\"uncheckactions\");\n\tthis.checkboxTitle = this.getAttribute(\"tiddler\",this.getVariable(\"currentTiddler\"));\n\tthis.checkboxTag = this.getAttribute(\"tag\");\n\tthis.checkboxField = this.getAttribute(\"field\");\n\tthis.checkboxIndex = this.getAttribute(\"index\");\n\tthis.checkboxChecked = this.getAttribute(\"checked\");\n\tthis.checkboxUnchecked = this.getAttribute(\"unchecked\");\n\tthis.checkboxDefault = this.getAttribute(\"default\");\n\tthis.checkboxClass = this.getAttribute(\"class\",\"\");\n\tthis.checkboxInvertTag = this.getAttribute(\"invertTag\",\"\");\n\t// Make the child widgets\n\tthis.makeChildWidgets();\n};\n\n/*\nSelectively refreshes the widget if needed. Returns true if the widget or any of its children needed re-rendering\n*/\nCheckboxWidget.prototype.refresh = function(changedTiddlers) {\n\tvar changedAttributes = this.computeAttributes();\n\tif(changedAttributes.tiddler || changedAttributes.tag || changedAttributes.invertTag || changedAttributes.field || changedAttributes.index || changedAttributes.checked || changedAttributes.unchecked || changedAttributes[\"default\"] || changedAttributes[\"class\"]) {\n\t\tthis.refreshSelf();\n\t\treturn true;\n\t} else {\n\t\tvar refreshed = false;\n\t\tif(changedTiddlers[this.checkboxTitle]) {\n\t\t\tthis.inputDomNode.checked = this.getValue();\n\t\t\trefreshed = true;\n\t\t}\n\t\treturn this.refreshChildren(changedTiddlers) || refreshed;\n\t}\n};\n\nexports.checkbox = CheckboxWidget;\n\n})();\n",
"type": "application/javascript",
"module-type": "widget"
},
"$:/core/modules/widgets/codeblock.js": {
"title": "$:/core/modules/widgets/codeblock.js",
"text": "/*\\\ntitle: $:/core/modules/widgets/codeblock.js\ntype: application/javascript\nmodule-type: widget\n\nCode block node widget\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nvar Widget = require(\"$:/core/modules/widgets/widget.js\").widget;\n\nvar CodeBlockWidget = function(parseTreeNode,options) {\n\tthis.initialise(parseTreeNode,options);\n};\n\n/*\nInherit from the base widget class\n*/\nCodeBlockWidget.prototype = new Widget();\n\n/*\nRender this widget into the DOM\n*/\nCodeBlockWidget.prototype.render = function(parent,nextSibling) {\n\tthis.parentDomNode = parent;\n\tthis.computeAttributes();\n\tthis.execute();\n\tvar codeNode = this.document.createElement(\"code\"),\n\t\tdomNode = this.document.createElement(\"pre\");\n\tcodeNode.appendChild(this.document.createTextNode(this.getAttribute(\"code\")));\n\tdomNode.appendChild(codeNode);\n\tparent.insertBefore(domNode,nextSibling);\n\tthis.domNodes.push(domNode);\n\tif(this.postRender) {\n\t\tthis.postRender();\n\t}\n};\n\n/*\nCompute the internal state of the widget\n*/\nCodeBlockWidget.prototype.execute = function() {\n\tthis.language = this.getAttribute(\"language\");\n};\n\n/*\nSelectively refreshes the widget if needed. Returns true if the widget or any of its children needed re-rendering\n*/\nCodeBlockWidget.prototype.refresh = function(changedTiddlers) {\n\treturn false;\n};\n\nexports.codeblock = CodeBlockWidget;\n\n})();\n",
"type": "application/javascript",
"module-type": "widget"
},
"$:/core/modules/widgets/count.js": {
"title": "$:/core/modules/widgets/count.js",
"text": "/*\\\ntitle: $:/core/modules/widgets/count.js\ntype: application/javascript\nmodule-type: widget\n\nCount widget\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nvar Widget = require(\"$:/core/modules/widgets/widget.js\").widget;\n\nvar CountWidget = function(parseTreeNode,options) {\n\tthis.initialise(parseTreeNode,options);\n};\n\n/*\nInherit from the base widget class\n*/\nCountWidget.prototype = new Widget();\n\n/*\nRender this widget into the DOM\n*/\nCountWidget.prototype.render = function(parent,nextSibling) {\n\tthis.parentDomNode = parent;\n\tthis.computeAttributes();\n\tthis.execute();\n\tvar textNode = this.document.createTextNode(this.currentCount);\n\tparent.insertBefore(textNode,nextSibling);\n\tthis.domNodes.push(textNode);\n};\n\n/*\nCompute the internal state of the widget\n*/\nCountWidget.prototype.execute = function() {\n\t// Get parameters from our attributes\n\tthis.filter = this.getAttribute(\"filter\");\n\t// Execute the filter\n\tif(this.filter) {\n\t\tthis.currentCount = this.wiki.filterTiddlers(this.filter,this).length;\n\t} else {\n\t\tthis.currentCount = \"0\";\n\t}\n};\n\n/*\nSelectively refreshes the widget if needed. Returns true if the widget or any of its children needed re-rendering\n*/\nCountWidget.prototype.refresh = function(changedTiddlers) {\n\t// Re-execute the filter to get the count\n\tthis.computeAttributes();\n\tvar oldCount = this.currentCount;\n\tthis.execute();\n\tif(this.currentCount !== oldCount) {\n\t\t// Regenerate and rerender the widget and replace the existing DOM node\n\t\tthis.refreshSelf();\n\t\treturn true;\n\t} else {\n\t\treturn false;\n\t}\n\n};\n\nexports.count = CountWidget;\n\n})();\n",
"type": "application/javascript",
"module-type": "widget"
},
"$:/core/modules/widgets/diff-text.js": {
"title": "$:/core/modules/widgets/diff-text.js",
"text": "/*\\\ntitle: $:/core/modules/widgets/diff-text.js\ntype: application/javascript\nmodule-type: widget\n\nWidget to display a diff between two texts\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nvar Widget = require(\"$:/core/modules/widgets/widget.js\").widget,\n\tdmp = require(\"$:/core/modules/utils/diff-match-patch/diff_match_patch.js\");\n\nvar DiffTextWidget = function(parseTreeNode,options) {\n\tthis.initialise(parseTreeNode,options);\n};\n\n/*\nInherit from the base widget class\n*/\nDiffTextWidget.prototype = new Widget();\n\nDiffTextWidget.prototype.invisibleCharacters = {\n\t\"\\n\": \"↩︎\\n\",\n\t\"\\r\": \"⇠\",\n\t\"\\t\": \"⇥\\t\"\n};\n\n/*\nRender this widget into the DOM\n*/\nDiffTextWidget.prototype.render = function(parent,nextSibling) {\n\tthis.parentDomNode = parent;\n\tthis.computeAttributes();\n\tthis.execute();\n\t// Create the diff\n\tvar dmpObject = new dmp.diff_match_patch(),\n\t\tdiffs = dmpObject.diff_main(this.getAttribute(\"source\"),this.getAttribute(\"dest\"));\n\t// Apply required cleanup\n\tswitch(this.getAttribute(\"cleanup\",\"semantic\")) {\n\t\tcase \"none\":\n\t\t\t// No cleanup\n\t\t\tbreak;\n\t\tcase \"efficiency\":\n\t\t\tdmpObject.diff_cleanupEfficiency(diffs);\n\t\t\tbreak;\n\t\tdefault: // case \"semantic\"\n\t\t\tdmpObject.diff_cleanupSemantic(diffs);\n\t\t\tbreak;\n\t}\n\t// Create the elements\n\tvar domContainer = this.document.createElement(\"div\"), \n\t\tdomDiff = this.createDiffDom(diffs);\n\tparent.insertBefore(domContainer,nextSibling);\n\t// Set variables\n\tthis.setVariable(\"diff-count\",diffs.reduce(function(acc,diff) {\n\t\tif(diff[0] !== dmp.DIFF_EQUAL) {\n\t\t\tacc++;\n\t\t}\n\t\treturn acc;\n\t},0).toString());\n\t// Render child widgets\n\tthis.renderChildren(domContainer,null);\n\t// Render the diff\n\tdomContainer.appendChild(domDiff);\n\t// Save our container\n\tthis.domNodes.push(domContainer);\n};\n\n/*\nCreate DOM elements representing a list of diffs\n*/\nDiffTextWidget.prototype.createDiffDom = function(diffs) {\n\tvar self = this;\n\t// Create the element and assign the attributes\n\tvar domPre = this.document.createElement(\"pre\"),\n\t\tdomCode = this.document.createElement(\"code\");\n\t$tw.utils.each(diffs,function(diff) {\n\t\tvar tag = diff[0] === dmp.DIFF_INSERT ? \"ins\" : (diff[0] === dmp.DIFF_DELETE ? \"del\" : \"span\"),\n\t\t\tclassName = diff[0] === dmp.DIFF_INSERT ? \"tc-diff-insert\" : (diff[0] === dmp.DIFF_DELETE ? \"tc-diff-delete\" : \"tc-diff-equal\"),\n\t\t\tdom = self.document.createElement(tag),\n\t\t\ttext = diff[1],\n\t\t\tcurrPos = 0,\n\t\t\tre = /([\\x00-\\x1F])/mg,\n\t\t\tmatch = re.exec(text),\n\t\t\tspan,\n\t\t\tprintable;\n\t\tdom.className = className;\n\t\twhile(match) {\n\t\t\tif(currPos < match.index) {\n\t\t\t\tdom.appendChild(self.document.createTextNode(text.slice(currPos,match.index)));\n\t\t\t}\n\t\t\tspan = self.document.createElement(\"span\");\n\t\t\tspan.className = \"tc-diff-invisible\";\n\t\t\tprintable = self.invisibleCharacters[match[0]] || (\"[0x\" + match[0].charCodeAt(0).toString(16) + \"]\");\n\t\t\tspan.appendChild(self.document.createTextNode(printable));\n\t\t\tdom.appendChild(span);\n\t\t\tcurrPos = match.index + match[0].length;\n\t\t\tmatch = re.exec(text);\n\t\t}\n\t\tif(currPos < text.length) {\n\t\t\tdom.appendChild(self.document.createTextNode(text.slice(currPos)));\n\t\t}\n\t\tdomCode.appendChild(dom);\n\t});\n\tdomPre.appendChild(domCode);\n\treturn domPre;\n};\n\n/*\nCompute the internal state of the widget\n*/\nDiffTextWidget.prototype.execute = function() {\n\t// Make child widgets\n\tvar parseTreeNodes;\n\tif(this.parseTreeNode && this.parseTreeNode.children && this.parseTreeNode.children.length > 0) {\n\t\tparseTreeNodes = this.parseTreeNode.children;\n\t} else {\n\t\tparseTreeNodes = [{\n\t\t\ttype: \"transclude\",\n\t\t\tattributes: {\n\t\t\t\ttiddler: {type: \"string\", value: \"$:/language/Diffs/CountMessage\"}\n\t\t\t}\n\t\t}];\n\t}\n\tthis.makeChildWidgets(parseTreeNodes);\n};\n\n/*\nSelectively refreshes the widget if needed. Returns true if the widget or any of its children needed re-rendering\n*/\nDiffTextWidget.prototype.refresh = function(changedTiddlers) {\n\tvar changedAttributes = this.computeAttributes();\n\tif(changedAttributes.source || changedAttributes.dest || changedAttributes.cleanup) {\n\t\tthis.refreshSelf();\n\t\treturn true;\n\t} else {\n\t\treturn this.refreshChildren(changedTiddlers);\n\t}\n};\n\nexports[\"diff-text\"] = DiffTextWidget;\n\n})();\n",
"type": "application/javascript",
"module-type": "widget"
},
"$:/core/modules/widgets/draggable.js": {
"title": "$:/core/modules/widgets/draggable.js",
"text": "/*\\\ntitle: $:/core/modules/widgets/draggable.js\ntype: application/javascript\nmodule-type: widget\n\nDraggable widget\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nvar Widget = require(\"$:/core/modules/widgets/widget.js\").widget;\n\nvar DraggableWidget = function(parseTreeNode,options) {\n\tthis.initialise(parseTreeNode,options);\n};\n\n/*\nInherit from the base widget class\n*/\nDraggableWidget.prototype = new Widget();\n\n/*\nRender this widget into the DOM\n*/\nDraggableWidget.prototype.render = function(parent,nextSibling) {\n\tvar self = this;\n\t// Save the parent dom node\n\tthis.parentDomNode = parent;\n\t// Compute our attributes\n\tthis.computeAttributes();\n\t// Execute our logic\n\tthis.execute();\n\t// Sanitise the specified tag\n\tvar tag = this.draggableTag;\n\tif($tw.config.htmlUnsafeElements.indexOf(tag) !== -1) {\n\t\ttag = \"div\";\n\t}\n\t// Create our element\n\tvar domNode = this.document.createElement(tag);\n\t// Assign classes\n\tvar classes = [\"tc-draggable\"];\n\tif(this.draggableClasses) {\n\t\tclasses.push(this.draggableClasses);\n\t}\n\tdomNode.setAttribute(\"class\",classes.join(\" \"));\n\t// Add event handlers\n\t$tw.utils.makeDraggable({\n\t\tdomNode: domNode,\n\t\tdragTiddlerFn: function() {return self.getAttribute(\"tiddler\");},\n\t\tdragFilterFn: function() {return self.getAttribute(\"filter\");},\n\t\tstartActions: self.startActions,\n\t\tendActions: self.endActions,\n\t\twidget: this\n\t});\n\t// Insert the link into the DOM and render any children\n\tparent.insertBefore(domNode,nextSibling);\n\tthis.renderChildren(domNode,null);\n\tthis.domNodes.push(domNode);\n};\n\n/*\nCompute the internal state of the widget\n*/\nDraggableWidget.prototype.execute = function() {\n\t// Pick up our attributes\n\tthis.draggableTag = this.getAttribute(\"tag\",\"div\");\n\tthis.draggableClasses = this.getAttribute(\"class\");\n\tthis.startActions = this.getAttribute(\"startactions\");\n\tthis.endActions = this.getAttribute(\"endactions\");\n\t// Make the child widgets\n\tthis.makeChildWidgets();\n};\n\n/*\nSelectively refreshes the widget if needed. Returns true if the widget or any of its children needed re-rendering\n*/\nDraggableWidget.prototype.refresh = function(changedTiddlers) {\n\tvar changedAttributes = this.computeAttributes();\n\tif(changedAttributes.tag || changedAttributes[\"class\"]) {\n\t\tthis.refreshSelf();\n\t\treturn true;\n\t}\n\treturn this.refreshChildren(changedTiddlers);\n};\n\nexports.draggable = DraggableWidget;\n\n})();\n",
"type": "application/javascript",
"module-type": "widget"
},
"$:/core/modules/widgets/droppable.js": {
"title": "$:/core/modules/widgets/droppable.js",
"text": "/*\\\ntitle: $:/core/modules/widgets/droppable.js\ntype: application/javascript\nmodule-type: widget\n\nDroppable widget\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nvar Widget = require(\"$:/core/modules/widgets/widget.js\").widget;\n\nvar DroppableWidget = function(parseTreeNode,options) {\n\tthis.initialise(parseTreeNode,options);\n};\n\n/*\nInherit from the base widget class\n*/\nDroppableWidget.prototype = new Widget();\n\n/*\nRender this widget into the DOM\n*/\nDroppableWidget.prototype.render = function(parent,nextSibling) {\n\tvar self = this;\n\t// Remember parent\n\tthis.parentDomNode = parent;\n\t// Compute attributes and execute state\n\tthis.computeAttributes();\n\tthis.execute();\n\tvar tag = this.parseTreeNode.isBlock ? \"div\" : \"span\";\n\tif(this.droppableTag && $tw.config.htmlUnsafeElements.indexOf(this.droppableTag) === -1) {\n\t\ttag = this.droppableTag;\n\t}\n\t// Create element and assign classes\n\tvar domNode = this.document.createElement(tag),\n\t\tclasses = (this[\"class\"] || \"\").split(\" \");\n\tclasses.push(\"tc-droppable\");\n\tdomNode.className = classes.join(\" \");\n\t// Add event handlers\n\tif(this.droppableEnable) {\n\t\t$tw.utils.addEventListeners(domNode,[\n\t\t\t{name: \"dragenter\", handlerObject: this, handlerMethod: \"handleDragEnterEvent\"},\n\t\t\t{name: \"dragover\", handlerObject: this, handlerMethod: \"handleDragOverEvent\"},\n\t\t\t{name: \"dragleave\", handlerObject: this, handlerMethod: \"handleDragLeaveEvent\"},\n\t\t\t{name: \"drop\", handlerObject: this, handlerMethod: \"handleDropEvent\"}\n\t\t]);\t\t\n\t}\n\t// Insert element\n\tparent.insertBefore(domNode,nextSibling);\n\tthis.renderChildren(domNode,null);\n\tthis.domNodes.push(domNode);\n\t// Stack of outstanding enter/leave events\n\tthis.currentlyEntered = [];\n};\n\nDroppableWidget.prototype.enterDrag = function(event) {\n\tif(this.currentlyEntered.indexOf(event.target) === -1) {\n\t\tthis.currentlyEntered.push(event.target);\n\t}\n\t// If we're entering for the first time we need to apply highlighting\n\t$tw.utils.addClass(this.domNodes[0],\"tc-dragover\");\n};\n\nDroppableWidget.prototype.leaveDrag = function(event) {\n\tvar pos = this.currentlyEntered.indexOf(event.target);\n\tif(pos !== -1) {\n\t\tthis.currentlyEntered.splice(pos,1);\n\t}\n\t// Remove highlighting if we're leaving externally. The hacky second condition is to resolve a problem with Firefox whereby there is an erroneous dragenter event if the node being dragged is within the dropzone\n\tif(this.currentlyEntered.length === 0 || (this.currentlyEntered.length === 1 && this.currentlyEntered[0] === $tw.dragInProgress)) {\n\t\tthis.currentlyEntered = [];\n\t\t$tw.utils.removeClass(this.domNodes[0],\"tc-dragover\");\n\t}\n};\n\nDroppableWidget.prototype.handleDragEnterEvent = function(event) {\n\tthis.enterDrag(event);\n\t// Tell the browser that we're ready to handle the drop\n\tevent.preventDefault();\n\t// Tell the browser not to ripple the drag up to any parent drop handlers\n\tevent.stopPropagation();\n\treturn false;\n};\n\nDroppableWidget.prototype.handleDragOverEvent = function(event) {\n\t// Check for being over a TEXTAREA or INPUT\n\tif([\"TEXTAREA\",\"INPUT\"].indexOf(event.target.tagName) !== -1) {\n\t\treturn false;\n\t}\n\t// Tell the browser that we're still interested in the drop\n\tevent.preventDefault();\n\t// Set the drop effect\n\tevent.dataTransfer.dropEffect = this.droppableEffect;\n\treturn false;\n};\n\nDroppableWidget.prototype.handleDragLeaveEvent = function(event) {\n\tthis.leaveDrag(event);\n\treturn false;\n};\n\nDroppableWidget.prototype.handleDropEvent = function(event) {\n\tvar self = this;\n\tthis.leaveDrag(event);\n\t// Check for being over a TEXTAREA or INPUT\n\tif([\"TEXTAREA\",\"INPUT\"].indexOf(event.target.tagName) !== -1) {\n\t\treturn false;\n\t}\n\tvar dataTransfer = event.dataTransfer;\n\t// Remove highlighting\n\t$tw.utils.removeClass(this.domNodes[0],\"tc-dragover\");\n\t// Try to import the various data types we understand\n\t$tw.utils.importDataTransfer(dataTransfer,null,function(fieldsArray) {\n\t\tfieldsArray.forEach(function(fields) {\n\t\t\tself.performActions(fields.title || fields.text,event);\n\t\t});\n\t});\n\t// Tell the browser that we handled the drop\n\tevent.preventDefault();\n\t// Stop the drop ripple up to any parent handlers\n\tevent.stopPropagation();\n\treturn false;\n};\n\nDroppableWidget.prototype.performActions = function(title,event) {\n\tif(this.droppableActions) {\n\t\tvar modifierKey = event.ctrlKey && ! event.shiftKey ? \"ctrl\" : event.shiftKey && !event.ctrlKey ? \"shift\" : \n\t\t\t\tevent.ctrlKey && event.shiftKey ? \"ctrl-shift\" : \"normal\" ;\n\t\tthis.invokeActionString(this.droppableActions,this,event,{actionTiddler: title, modifier: modifierKey});\n\t}\n};\n\n/*\nCompute the internal state of the widget\n*/\nDroppableWidget.prototype.execute = function() {\n\tthis.droppableActions = this.getAttribute(\"actions\");\n\tthis.droppableEffect = this.getAttribute(\"effect\",\"copy\");\n\tthis.droppableTag = this.getAttribute(\"tag\");\n\tthis.droppableClass = this.getAttribute(\"class\");\n\tthis.droppableEnable = (this.getAttribute(\"enable\") || \"yes\") === \"yes\";\n\t// Make child widgets\n\tthis.makeChildWidgets();\n};\n\n/*\nSelectively refreshes the widget if needed. Returns true if the widget or any of its children needed re-rendering\n*/\nDroppableWidget.prototype.refresh = function(changedTiddlers) {\n\tvar changedAttributes = this.computeAttributes();\n\tif(changedAttributes[\"class\"] || changedAttributes.tag || changedAttributes.enable) {\n\t\tthis.refreshSelf();\n\t\treturn true;\n\t}\n\treturn this.refreshChildren(changedTiddlers);\n};\n\nexports.droppable = DroppableWidget;\n\n})();\n",
"type": "application/javascript",
"module-type": "widget"
},
"$:/core/modules/widgets/dropzone.js": {
"title": "$:/core/modules/widgets/dropzone.js",
"text": "/*\\\ntitle: $:/core/modules/widgets/dropzone.js\ntype: application/javascript\nmodule-type: widget\n\nDropzone widget\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nvar Widget = require(\"$:/core/modules/widgets/widget.js\").widget;\n\nvar DropZoneWidget = function(parseTreeNode,options) {\n\tthis.initialise(parseTreeNode,options);\n};\n\n/*\nInherit from the base widget class\n*/\nDropZoneWidget.prototype = new Widget();\n\n/*\nRender this widget into the DOM\n*/\nDropZoneWidget.prototype.render = function(parent,nextSibling) {\n\tvar self = this;\n\t// Remember parent\n\tthis.parentDomNode = parent;\n\t// Compute attributes and execute state\n\tthis.computeAttributes();\n\tthis.execute();\n\t// Create element\n\tvar domNode = this.document.createElement(\"div\");\n\tdomNode.className = this.dropzoneClass || \"tc-dropzone\";\n\t// Add event handlers\n\tif(this.dropzoneEnable) {\n\t\t$tw.utils.addEventListeners(domNode,[\n\t\t\t{name: \"dragenter\", handlerObject: this, handlerMethod: \"handleDragEnterEvent\"},\n\t\t\t{name: \"dragover\", handlerObject: this, handlerMethod: \"handleDragOverEvent\"},\n\t\t\t{name: \"dragleave\", handlerObject: this, handlerMethod: \"handleDragLeaveEvent\"},\n\t\t\t{name: \"drop\", handlerObject: this, handlerMethod: \"handleDropEvent\"},\n\t\t\t{name: \"paste\", handlerObject: this, handlerMethod: \"handlePasteEvent\"},\n\t\t\t{name: \"dragend\", handlerObject: this, handlerMethod: \"handleDragEndEvent\"}\n\t\t]);\t\t\n\t}\n\tdomNode.addEventListener(\"click\",function (event) {\n\t},false);\n\t// Insert element\n\tparent.insertBefore(domNode,nextSibling);\n\tthis.renderChildren(domNode,null);\n\tthis.domNodes.push(domNode);\n\t// Stack of outstanding enter/leave events\n\tthis.currentlyEntered = [];\n};\n\nDropZoneWidget.prototype.enterDrag = function(event) {\n\tif(this.currentlyEntered.indexOf(event.target) === -1) {\n\t\tthis.currentlyEntered.push(event.target);\n\t}\n\t// If we're entering for the first time we need to apply highlighting\n\t$tw.utils.addClass(this.domNodes[0],\"tc-dragover\");\n};\n\nDropZoneWidget.prototype.leaveDrag = function(event) {\n\tvar pos = this.currentlyEntered.indexOf(event.target);\n\tif(pos !== -1) {\n\t\tthis.currentlyEntered.splice(pos,1);\n\t}\n\t// Remove highlighting if we're leaving externally\n\tif(this.currentlyEntered.length === 0) {\n\t\t$tw.utils.removeClass(this.domNodes[0],\"tc-dragover\");\n\t}\n};\n\nDropZoneWidget.prototype.handleDragEnterEvent = function(event) {\n\t// Check for this window being the source of the drag\n\tif($tw.dragInProgress) {\n\t\treturn false;\n\t}\n\tthis.enterDrag(event);\n\t// Tell the browser that we're ready to handle the drop\n\tevent.preventDefault();\n\t// Tell the browser not to ripple the drag up to any parent drop handlers\n\tevent.stopPropagation();\n};\n\nDropZoneWidget.prototype.handleDragOverEvent = function(event) {\n\t// Check for being over a TEXTAREA or INPUT\n\tif([\"TEXTAREA\",\"INPUT\"].indexOf(event.target.tagName) !== -1) {\n\t\treturn false;\n\t}\n\t// Check for this window being the source of the drag\n\tif($tw.dragInProgress) {\n\t\treturn false;\n\t}\n\t// Tell the browser that we're still interested in the drop\n\tevent.preventDefault();\n\tevent.dataTransfer.dropEffect = \"copy\"; // Explicitly show this is a copy\n};\n\nDropZoneWidget.prototype.handleDragLeaveEvent = function(event) {\n\tthis.leaveDrag(event);\n};\n\nDropZoneWidget.prototype.handleDragEndEvent = function(event) {\n\t$tw.utils.removeClass(this.domNodes[0],\"tc-dragover\");\n};\n\nDropZoneWidget.prototype.handleDropEvent = function(event) {\n\tvar self = this,\n\t\treadFileCallback = function(tiddlerFieldsArray) {\n\t\t\tself.dispatchEvent({type: \"tm-import-tiddlers\", param: JSON.stringify(tiddlerFieldsArray)});\n\t\t};\n\tthis.leaveDrag(event);\n\t// Check for being over a TEXTAREA or INPUT\n\tif([\"TEXTAREA\",\"INPUT\"].indexOf(event.target.tagName) !== -1) {\n\t\treturn false;\n\t}\n\t// Check for this window being the source of the drag\n\tif($tw.dragInProgress) {\n\t\treturn false;\n\t}\n\tvar self = this,\n\t\tdataTransfer = event.dataTransfer;\n\t// Remove highlighting\n\t$tw.utils.removeClass(this.domNodes[0],\"tc-dragover\");\n\t// Import any files in the drop\n\tvar numFiles = 0;\n\tif(dataTransfer.files) {\n\t\tnumFiles = this.wiki.readFiles(dataTransfer.files,{\n\t\t\tcallback: readFileCallback,\n\t\t\tdeserializer: this.dropzoneDeserializer\n\t\t});\n\t}\n\t// Try to import the various data types we understand\n\tif(numFiles === 0) {\n\t\t$tw.utils.importDataTransfer(dataTransfer,this.wiki.generateNewTitle(\"Untitled\"),readFileCallback);\n\t}\n\t// Tell the browser that we handled the drop\n\tevent.preventDefault();\n\t// Stop the drop ripple up to any parent handlers\n\tevent.stopPropagation();\n};\n\nDropZoneWidget.prototype.handlePasteEvent = function(event) {\n\tvar self = this,\n\t\treadFileCallback = function(tiddlerFieldsArray) {\n\t\t\tself.dispatchEvent({type: \"tm-import-tiddlers\", param: JSON.stringify(tiddlerFieldsArray)});\n\t\t};\n\t// Let the browser handle it if we're in a textarea or input box\n\tif([\"TEXTAREA\",\"INPUT\"].indexOf(event.target.tagName) == -1 && !event.target.isContentEditable) {\n\t\tvar self = this,\n\t\t\titems = event.clipboardData.items;\n\t\t// Enumerate the clipboard items\n\t\tfor(var t = 0; t<items.length; t++) {\n\t\t\tvar item = items[t];\n\t\t\tif(item.kind === \"file\") {\n\t\t\t\t// Import any files\n\t\t\t\tthis.wiki.readFile(item.getAsFile(),{\n\t\t\t\t\tcallback: readFileCallback,\n\t\t\t\t\tdeserializer: this.dropzoneDeserializer\n\t\t\t\t});\n\t\t\t} else if(item.kind === \"string\") {\n\t\t\t\t// Create tiddlers from string items\n\t\t\t\tvar type = item.type;\n\t\t\t\titem.getAsString(function(str) {\n\t\t\t\t\tvar tiddlerFields = {\n\t\t\t\t\t\ttitle: self.wiki.generateNewTitle(\"Untitled\"),\n\t\t\t\t\t\ttext: str,\n\t\t\t\t\t\ttype: type\n\t\t\t\t\t};\n\t\t\t\t\tif($tw.log.IMPORT) {\n\t\t\t\t\t\tconsole.log(\"Importing string '\" + str + \"', type: '\" + type + \"'\");\n\t\t\t\t\t}\n\t\t\t\t\tself.dispatchEvent({type: \"tm-import-tiddlers\", param: JSON.stringify([tiddlerFields])});\n\t\t\t\t});\n\t\t\t}\n\t\t}\n\t\t// Tell the browser that we've handled the paste\n\t\tevent.stopPropagation();\n\t\tevent.preventDefault();\n\t}\n};\n\n/*\nCompute the internal state of the widget\n*/\nDropZoneWidget.prototype.execute = function() {\n\tthis.dropzoneClass = this.getAttribute(\"class\");\n\tthis.dropzoneDeserializer = this.getAttribute(\"deserializer\");\n\tthis.dropzoneEnable = (this.getAttribute(\"enable\") || \"yes\") === \"yes\";\n\t// Make child widgets\n\tthis.makeChildWidgets();\n};\n\n/*\nSelectively refreshes the widget if needed. Returns true if the widget or any of its children needed re-rendering\n*/\nDropZoneWidget.prototype.refresh = function(changedTiddlers) {\n\tvar changedAttributes = this.computeAttributes();\n\tif(changedAttributes.enable) {\n\t\tthis.refreshSelf();\n\t\treturn true;\n\t}\n\treturn this.refreshChildren(changedTiddlers);\n};\n\nexports.dropzone = DropZoneWidget;\n\n})();\n",
"type": "application/javascript",
"module-type": "widget"
},
"$:/core/modules/widgets/edit-binary.js": {
"title": "$:/core/modules/widgets/edit-binary.js",
"text": "/*\\\ntitle: $:/core/modules/widgets/edit-binary.js\ntype: application/javascript\nmodule-type: widget\n\nEdit-binary widget; placeholder for editing binary tiddlers\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nvar BINARY_WARNING_MESSAGE = \"$:/core/ui/BinaryWarning\";\nvar EXPORT_BUTTON_IMAGE = \"$:/core/images/export-button\";\n\nvar Widget = require(\"$:/core/modules/widgets/widget.js\").widget;\n\nvar EditBinaryWidget = function(parseTreeNode,options) {\n\tthis.initialise(parseTreeNode,options);\n};\n\n/*\nInherit from the base widget class\n*/\nEditBinaryWidget.prototype = new Widget();\n\n/*\nRender this widget into the DOM\n*/\nEditBinaryWidget.prototype.render = function(parent,nextSibling) {\n\tvar self = this;\n\t// Save the parent dom node\n\tthis.parentDomNode = parent;\n\t// Compute our attributes\n\tthis.computeAttributes();\n\t// Execute our logic\n\tthis.execute();\n\tthis.renderChildren(parent,nextSibling);\n};\n\n/*\nCompute the internal state of the widget\n*/\nEditBinaryWidget.prototype.execute = function() {\n\t// Get our parameters\n\tvar editTitle = this.getAttribute(\"tiddler\",this.getVariable(\"currentTiddler\"));\n\tvar tiddler = this.wiki.getTiddler(editTitle);\n\tvar type = tiddler.fields.type;\n\tvar text = tiddler.fields.text;\n\t// Transclude the binary data tiddler warning message\n\tvar warn = {\n\t\ttype: \"element\",\n\t\ttag: \"p\",\n\t\tchildren: [{\n\t\t\ttype: \"transclude\",\n\t\t\tattributes: {\n\t\t\t\ttiddler: {type: \"string\", value: BINARY_WARNING_MESSAGE}\n\t\t\t}\n\t\t}]\n\t};\n\t// Create download link based on draft tiddler title\n\tvar link = {\n\t\ttype: \"element\",\n\t\ttag: \"a\",\n\t\tattributes: {\n\t\t\ttitle: {type: \"indirect\", textReference: \"!!draft.title\"},\n\t\t\tdownload: {type: \"indirect\", textReference: \"!!draft.title\"}\n\t\t},\n\t\tchildren: [{\n\t\ttype: \"transclude\",\n\t\t\tattributes: {\n\t\t\t\ttiddler: {type: \"string\", value: EXPORT_BUTTON_IMAGE}\n\t\t\t}\n\t\t}]\n\t};\n\t// Set the link href to internal data URI (no external)\n\tif(text) {\n\t\tlink.attributes.href = {\n\t\t\ttype: \"string\", \n\t\t\tvalue: \"data:\" + type + \";base64,\" + text\n\t\t};\n\t}\n\t// Combine warning message and download link in a div\n\tvar element = {\n\t\ttype: \"element\",\n\t\ttag: \"div\",\n\t\tattributes: {\n\t\t\tclass: {type: \"string\", value: \"tc-binary-warning\"}\n\t\t},\n\t\tchildren: [warn, link]\n\t}\n\t// Construct the child widgets\n\tthis.makeChildWidgets([element]);\n};\n\n/*\nRefresh by refreshing our child widget\n*/\nEditBinaryWidget.prototype.refresh = function(changedTiddlers) {\n\treturn this.refreshChildren(changedTiddlers);\n};\n\nexports[\"edit-binary\"] = EditBinaryWidget;\n\n})();\n",
"type": "application/javascript",
"module-type": "widget"
},
"$:/core/modules/widgets/edit-bitmap.js": {
"title": "$:/core/modules/widgets/edit-bitmap.js",
"text": "/*\\\ntitle: $:/core/modules/widgets/edit-bitmap.js\ntype: application/javascript\nmodule-type: widget\n\nEdit-bitmap widget\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n// Default image sizes\nvar DEFAULT_IMAGE_WIDTH = 600,\n\tDEFAULT_IMAGE_HEIGHT = 370,\n\tDEFAULT_IMAGE_TYPE = \"image/png\";\n\n// Configuration tiddlers\nvar LINE_WIDTH_TITLE = \"$:/config/BitmapEditor/LineWidth\",\n\tLINE_COLOUR_TITLE = \"$:/config/BitmapEditor/Colour\",\n\tLINE_OPACITY_TITLE = \"$:/config/BitmapEditor/Opacity\";\n\nvar Widget = require(\"$:/core/modules/widgets/widget.js\").widget;\n\nvar EditBitmapWidget = function(parseTreeNode,options) {\n\t// Initialise the editor operations if they've not been done already\n\tif(!this.editorOperations) {\n\t\tEditBitmapWidget.prototype.editorOperations = {};\n\t\t$tw.modules.applyMethods(\"bitmapeditoroperation\",this.editorOperations);\n\t}\n\tthis.initialise(parseTreeNode,options);\n};\n\n/*\nInherit from the base widget class\n*/\nEditBitmapWidget.prototype = new Widget();\n\n/*\nRender this widget into the DOM\n*/\nEditBitmapWidget.prototype.render = function(parent,nextSibling) {\n\tvar self = this;\n\t// Save the parent dom node\n\tthis.parentDomNode = parent;\n\t// Compute our attributes\n\tthis.computeAttributes();\n\t// Execute our logic\n\tthis.execute();\n\t// Create the wrapper for the toolbar and render its content\n\tthis.toolbarNode = this.document.createElement(\"div\");\n\tthis.toolbarNode.className = \"tc-editor-toolbar\";\n\tparent.insertBefore(this.toolbarNode,nextSibling);\n\tthis.domNodes.push(this.toolbarNode);\n\t// Create the on-screen canvas\n\tthis.canvasDomNode = $tw.utils.domMaker(\"canvas\",{\n\t\tdocument: this.document,\n\t\t\"class\":\"tc-edit-bitmapeditor\",\n\t\teventListeners: [{\n\t\t\tname: \"touchstart\", handlerObject: this, handlerMethod: \"handleTouchStartEvent\"\n\t\t},{\n\t\t\tname: \"touchmove\", handlerObject: this, handlerMethod: \"handleTouchMoveEvent\"\n\t\t},{\n\t\t\tname: \"touchend\", handlerObject: this, handlerMethod: \"handleTouchEndEvent\"\n\t\t},{\n\t\t\tname: \"mousedown\", handlerObject: this, handlerMethod: \"handleMouseDownEvent\"\n\t\t},{\n\t\t\tname: \"mousemove\", handlerObject: this, handlerMethod: \"handleMouseMoveEvent\"\n\t\t},{\n\t\t\tname: \"mouseup\", handlerObject: this, handlerMethod: \"handleMouseUpEvent\"\n\t\t}]\n\t});\n\t// Set the width and height variables\n\tthis.setVariable(\"tv-bitmap-editor-width\",this.canvasDomNode.width + \"px\");\n\tthis.setVariable(\"tv-bitmap-editor-height\",this.canvasDomNode.height + \"px\");\n\t// Render toolbar child widgets\n\tthis.renderChildren(this.toolbarNode,null);\n\t// // Insert the elements into the DOM\n\tparent.insertBefore(this.canvasDomNode,nextSibling);\n\tthis.domNodes.push(this.canvasDomNode);\n\t// Load the image into the canvas\n\tif($tw.browser) {\n\t\tthis.loadCanvas();\n\t}\n\t// Add widget message listeners\n\tthis.addEventListeners([\n\t\t{type: \"tm-edit-bitmap-operation\", handler: \"handleEditBitmapOperationMessage\"}\n\t]);\n};\n\n/*\nHandle an edit bitmap operation message from the toolbar\n*/\nEditBitmapWidget.prototype.handleEditBitmapOperationMessage = function(event) {\n\t// Invoke the handler\n\tvar handler = this.editorOperations[event.param];\n\tif(handler) {\n\t\thandler.call(this,event);\n\t}\n};\n\n/*\nCompute the internal state of the widget\n*/\nEditBitmapWidget.prototype.execute = function() {\n\t// Get our parameters\n\tthis.editTitle = this.getAttribute(\"tiddler\",this.getVariable(\"currentTiddler\"));\n\t// Make the child widgets\n\tthis.makeChildWidgets();\n};\n\n/*\nJust refresh the toolbar\n*/\nEditBitmapWidget.prototype.refresh = function(changedTiddlers) {\n\treturn this.refreshChildren(changedTiddlers);\n};\n\n/*\nSet the bitmap size variables and refresh the toolbar\n*/\nEditBitmapWidget.prototype.refreshToolbar = function() {\n\t// Set the width and height variables\n\tthis.setVariable(\"tv-bitmap-editor-width\",this.canvasDomNode.width + \"px\");\n\tthis.setVariable(\"tv-bitmap-editor-height\",this.canvasDomNode.height + \"px\");\n\t// Refresh each of our child widgets\n\t$tw.utils.each(this.children,function(childWidget) {\n\t\tchildWidget.refreshSelf();\n\t});\n};\n\nEditBitmapWidget.prototype.loadCanvas = function() {\n\tvar tiddler = this.wiki.getTiddler(this.editTitle),\n\t\tcurrImage = new Image();\n\t// Set up event handlers for loading the image\n\tvar self = this;\n\tcurrImage.onload = function() {\n\t\t// Copy the image to the on-screen canvas\n\t\tself.initCanvas(self.canvasDomNode,currImage.width,currImage.height,currImage);\n\t\t// And also copy the current bitmap to the off-screen canvas\n\t\tself.currCanvas = self.document.createElement(\"canvas\");\n\t\tself.initCanvas(self.currCanvas,currImage.width,currImage.height,currImage);\n\t\t// Set the width and height input boxes\n\t\tself.refreshToolbar();\n\t};\n\tcurrImage.onerror = function() {\n\t\t// Set the on-screen canvas size and clear it\n\t\tself.initCanvas(self.canvasDomNode,DEFAULT_IMAGE_WIDTH,DEFAULT_IMAGE_HEIGHT);\n\t\t// Set the off-screen canvas size and clear it\n\t\tself.currCanvas = self.document.createElement(\"canvas\");\n\t\tself.initCanvas(self.currCanvas,DEFAULT_IMAGE_WIDTH,DEFAULT_IMAGE_HEIGHT);\n\t\t// Set the width and height input boxes\n\t\tself.refreshToolbar();\n\t};\n\t// Get the current bitmap into an image object\n\tif(tiddler && tiddler.fields.type && tiddler.fields.text) {\n\t\tcurrImage.src = \"data:\" + tiddler.fields.type + \";base64,\" + tiddler.fields.text;\t\t\n\t} else {\n\t\tcurrImage.width = DEFAULT_IMAGE_WIDTH;\n\t\tcurrImage.height = DEFAULT_IMAGE_HEIGHT;\n\t\tcurrImage.onerror();\n\t}\n};\n\nEditBitmapWidget.prototype.initCanvas = function(canvas,width,height,image) {\n\tcanvas.width = width;\n\tcanvas.height = height;\n\tvar ctx = canvas.getContext(\"2d\");\n\tif(image) {\n\t\tctx.drawImage(image,0,0);\n\t} else {\n\t\tctx.fillStyle = \"#fff\";\n\t\tctx.fillRect(0,0,canvas.width,canvas.height);\n\t}\n};\n\n/*\n** Change the size of the canvas, preserving the current image\n*/\nEditBitmapWidget.prototype.changeCanvasSize = function(newWidth,newHeight) {\n\t// Create and size a new canvas\n\tvar newCanvas = this.document.createElement(\"canvas\");\n\tthis.initCanvas(newCanvas,newWidth,newHeight);\n\t// Copy the old image\n\tvar ctx = newCanvas.getContext(\"2d\");\n\tctx.drawImage(this.currCanvas,0,0);\n\t// Set the new canvas as the current one\n\tthis.currCanvas = newCanvas;\n\t// Set the size of the onscreen canvas\n\tthis.canvasDomNode.width = newWidth;\n\tthis.canvasDomNode.height = newHeight;\n\t// Paint the onscreen canvas with the offscreen canvas\n\tctx = this.canvasDomNode.getContext(\"2d\");\n\tctx.drawImage(this.currCanvas,0,0);\n};\n\n/*\n** Rotate the canvas left by 90 degrees\n*/\nEditBitmapWidget.prototype.rotateCanvasLeft = function() {\n\t// Get the current size of the image\n\tvar origWidth = this.currCanvas.width,\n\t\torigHeight = this.currCanvas.height;\n\t// Create and size a new canvas\n\tvar newCanvas = this.document.createElement(\"canvas\"),\n\t\tnewWidth = origHeight,\n\t\tnewHeight = origWidth;\n\tthis.initCanvas(newCanvas,newWidth,newHeight);\n\t// Copy the old image\n\tvar ctx = newCanvas.getContext(\"2d\");\n\tctx.save();\n\tctx.translate(newWidth / 2,newHeight / 2);\n\tctx.rotate(-Math.PI / 2);\n\tctx.drawImage(this.currCanvas,-origWidth / 2,-origHeight / 2);\n\tctx.restore();\n\t// Set the new canvas as the current one\n\tthis.currCanvas = newCanvas;\n\t// Set the size of the onscreen canvas\n\tthis.canvasDomNode.width = newWidth;\n\tthis.canvasDomNode.height = newHeight;\n\t// Paint the onscreen canvas with the offscreen canvas\n\tctx = this.canvasDomNode.getContext(\"2d\");\n\tctx.drawImage(this.currCanvas,0,0);\n};\n\nEditBitmapWidget.prototype.handleTouchStartEvent = function(event) {\n\tthis.brushDown = true;\n\tthis.strokeStart(event.touches[0].clientX,event.touches[0].clientY);\n\tevent.preventDefault();\n\tevent.stopPropagation();\n\treturn false;\n};\n\nEditBitmapWidget.prototype.handleTouchMoveEvent = function(event) {\n\tif(this.brushDown) {\n\t\tthis.strokeMove(event.touches[0].clientX,event.touches[0].clientY);\n\t}\n\tevent.preventDefault();\n\tevent.stopPropagation();\n\treturn false;\n};\n\nEditBitmapWidget.prototype.handleTouchEndEvent = function(event) {\n\tif(this.brushDown) {\n\t\tthis.brushDown = false;\n\t\tthis.strokeEnd();\n\t}\n\tevent.preventDefault();\n\tevent.stopPropagation();\n\treturn false;\n};\n\nEditBitmapWidget.prototype.handleMouseDownEvent = function(event) {\n\tthis.strokeStart(event.clientX,event.clientY);\n\tthis.brushDown = true;\n\tevent.preventDefault();\n\tevent.stopPropagation();\n\treturn false;\n};\n\nEditBitmapWidget.prototype.handleMouseMoveEvent = function(event) {\n\tif(this.brushDown) {\n\t\tthis.strokeMove(event.clientX,event.clientY);\n\t\tevent.preventDefault();\n\t\tevent.stopPropagation();\n\t\treturn false;\n\t}\n\treturn true;\n};\n\nEditBitmapWidget.prototype.handleMouseUpEvent = function(event) {\n\tif(this.brushDown) {\n\t\tthis.brushDown = false;\n\t\tthis.strokeEnd();\n\t\tevent.preventDefault();\n\t\tevent.stopPropagation();\n\t\treturn false;\n\t}\n\treturn true;\n};\n\nEditBitmapWidget.prototype.adjustCoordinates = function(x,y) {\n\tvar canvasRect = this.canvasDomNode.getBoundingClientRect(),\n\t\tscale = this.canvasDomNode.width/canvasRect.width;\n\treturn {x: (x - canvasRect.left) * scale, y: (y - canvasRect.top) * scale};\n};\n\nEditBitmapWidget.prototype.strokeStart = function(x,y) {\n\t// Start off a new stroke\n\tthis.stroke = [this.adjustCoordinates(x,y)];\n};\n\nEditBitmapWidget.prototype.strokeMove = function(x,y) {\n\tvar ctx = this.canvasDomNode.getContext(\"2d\"),\n\t\tt;\n\t// Add the new position to the end of the stroke\n\tthis.stroke.push(this.adjustCoordinates(x,y));\n\t// Redraw the previous image\n\tctx.drawImage(this.currCanvas,0,0);\n\t// Render the stroke\n\tctx.globalAlpha = parseFloat(this.wiki.getTiddlerText(LINE_OPACITY_TITLE,\"1.0\"));\n\tctx.strokeStyle = this.wiki.getTiddlerText(LINE_COLOUR_TITLE,\"#ff0\");\n\tctx.lineWidth = parseFloat(this.wiki.getTiddlerText(LINE_WIDTH_TITLE,\"3\"));\n\tctx.lineCap = \"round\";\n\tctx.lineJoin = \"round\";\n\tctx.beginPath();\n\tctx.moveTo(this.stroke[0].x,this.stroke[0].y);\n\tfor(t=1; t<this.stroke.length-1; t++) {\n\t\tvar s1 = this.stroke[t],\n\t\t\ts2 = this.stroke[t-1],\n\t\t\ttx = (s1.x + s2.x)/2,\n\t\t\tty = (s1.y + s2.y)/2;\n\t\tctx.quadraticCurveTo(s2.x,s2.y,tx,ty);\n\t}\n\tctx.stroke();\n};\n\nEditBitmapWidget.prototype.strokeEnd = function() {\n\t// Copy the bitmap to the off-screen canvas\n\tvar ctx = this.currCanvas.getContext(\"2d\");\n\tctx.drawImage(this.canvasDomNode,0,0);\n\t// Save the image into the tiddler\n\tthis.saveChanges();\n};\n\nEditBitmapWidget.prototype.saveChanges = function() {\n\tvar tiddler = this.wiki.getTiddler(this.editTitle) || new $tw.Tiddler({title: this.editTitle,type: DEFAULT_IMAGE_TYPE});\n\t// data URIs look like \"data:<type>;base64,<text>\"\n\tvar dataURL = this.canvasDomNode.toDataURL(tiddler.fields.type),\n\t\tposColon = dataURL.indexOf(\":\"),\n\t\tposSemiColon = dataURL.indexOf(\";\"),\n\t\tposComma = dataURL.indexOf(\",\"),\n\t\ttype = dataURL.substring(posColon+1,posSemiColon),\n\t\ttext = dataURL.substring(posComma+1);\n\tvar update = {type: type, text: text};\n\tthis.wiki.addTiddler(new $tw.Tiddler(this.wiki.getModificationFields(),tiddler,update,this.wiki.getCreationFields()));\n};\n\nexports[\"edit-bitmap\"] = EditBitmapWidget;\n\n})();\n",
"type": "application/javascript",
"module-type": "widget"
},
"$:/core/modules/widgets/edit-shortcut.js": {
"title": "$:/core/modules/widgets/edit-shortcut.js",
"text": "/*\\\ntitle: $:/core/modules/widgets/edit-shortcut.js\ntype: application/javascript\nmodule-type: widget\n\nWidget to display an editable keyboard shortcut\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nvar Widget = require(\"$:/core/modules/widgets/widget.js\").widget;\n\nvar EditShortcutWidget = function(parseTreeNode,options) {\n\tthis.initialise(parseTreeNode,options);\n};\n\n/*\nInherit from the base widget class\n*/\nEditShortcutWidget.prototype = new Widget();\n\n/*\nRender this widget into the DOM\n*/\nEditShortcutWidget.prototype.render = function(parent,nextSibling) {\n\tthis.parentDomNode = parent;\n\tthis.computeAttributes();\n\tthis.execute();\n\tthis.inputNode = this.document.createElement(\"input\");\n\t// Assign classes\n\tif(this.shortcutClass) {\n\t\tthis.inputNode.className = this.shortcutClass;\t\t\n\t}\n\t// Assign other attributes\n\tif(this.shortcutStyle) {\n\t\tthis.inputNode.setAttribute(\"style\",this.shortcutStyle);\n\t}\n\tif(this.shortcutTooltip) {\n\t\tthis.inputNode.setAttribute(\"title\",this.shortcutTooltip);\n\t}\n\tif(this.shortcutPlaceholder) {\n\t\tthis.inputNode.setAttribute(\"placeholder\",this.shortcutPlaceholder);\n\t}\n\tif(this.shortcutAriaLabel) {\n\t\tthis.inputNode.setAttribute(\"aria-label\",this.shortcutAriaLabel);\n\t}\n\t// Assign the current shortcut\n\tthis.updateInputNode();\n\t// Add event handlers\n\t$tw.utils.addEventListeners(this.inputNode,[\n\t\t{name: \"keydown\", handlerObject: this, handlerMethod: \"handleKeydownEvent\"}\n\t]);\n\t// Link into the DOM\n\tparent.insertBefore(this.inputNode,nextSibling);\n\tthis.domNodes.push(this.inputNode);\n\t// Focus the input Node if focus === \"yes\" or focus === \"true\"\n\tif(this.shortcutFocus === \"yes\" || this.shortcutFocus === \"true\") {\n\t\tthis.focus();\n\t}\n};\n\n/*\nCompute the internal state of the widget\n*/\nEditShortcutWidget.prototype.execute = function() {\n\tthis.shortcutTiddler = this.getAttribute(\"tiddler\");\n\tthis.shortcutField = this.getAttribute(\"field\");\n\tthis.shortcutIndex = this.getAttribute(\"index\");\n\tthis.shortcutPlaceholder = this.getAttribute(\"placeholder\");\n\tthis.shortcutDefault = this.getAttribute(\"default\",\"\");\n\tthis.shortcutClass = this.getAttribute(\"class\");\n\tthis.shortcutStyle = this.getAttribute(\"style\");\n\tthis.shortcutTooltip = this.getAttribute(\"tooltip\");\n\tthis.shortcutAriaLabel = this.getAttribute(\"aria-label\");\n\tthis.shortcutFocus = this.getAttribute(\"focus\");\n};\n\n/*\nUpdate the value of the input node\n*/\nEditShortcutWidget.prototype.updateInputNode = function() {\n\tif(this.shortcutField) {\n\t\tvar tiddler = this.wiki.getTiddler(this.shortcutTiddler);\n\t\tif(tiddler && $tw.utils.hop(tiddler.fields,this.shortcutField)) {\n\t\t\tthis.inputNode.value = tiddler.getFieldString(this.shortcutField);\n\t\t} else {\n\t\t\tthis.inputNode.value = this.shortcutDefault;\n\t\t}\n\t} else if(this.shortcutIndex) {\n\t\tthis.inputNode.value = this.wiki.extractTiddlerDataItem(this.shortcutTiddler,this.shortcutIndex,this.shortcutDefault);\n\t} else {\n\t\tthis.inputNode.value = this.wiki.getTiddlerText(this.shortcutTiddler,this.shortcutDefault);\n\t}\n};\n\n/*\nHandle a dom \"keydown\" event\n*/\nEditShortcutWidget.prototype.handleKeydownEvent = function(event) {\n\t// Ignore shift, ctrl, meta, alt\n\tif(event.keyCode && $tw.keyboardManager.getModifierKeys().indexOf(event.keyCode) === -1) {\n\t\t// Get the shortcut text representation\n\t\tvar value = $tw.keyboardManager.getPrintableShortcuts([{\n\t\t\tctrlKey: event.ctrlKey,\n\t\t\tshiftKey: event.shiftKey,\n\t\t\taltKey: event.altKey,\n\t\t\tmetaKey: event.metaKey,\n\t\t\tkeyCode: event.keyCode\n\t\t}]);\n\t\tif(value.length > 0) {\n\t\t\tthis.wiki.setText(this.shortcutTiddler,this.shortcutField,this.shortcutIndex,value[0]);\n\t\t}\n\t\t// Ignore the keydown if it was already handled\n\t\tevent.preventDefault();\n\t\tevent.stopPropagation();\n\t\treturn true;\t\t\n\t} else {\n\t\treturn false;\n\t}\n};\n\n/*\nfocus the input node\n*/\nEditShortcutWidget.prototype.focus = function() {\n\tif(this.inputNode.focus && this.inputNode.select) {\n\t\tthis.inputNode.focus();\n\t\tthis.inputNode.select();\n\t}\n};\n\n/*\nSelectively refreshes the widget if needed. Returns true if the widget needed re-rendering\n*/\nEditShortcutWidget.prototype.refresh = function(changedTiddlers) {\n\tvar changedAttributes = this.computeAttributes();\n\tif(changedAttributes.tiddler || changedAttributes.field || changedAttributes.index || changedAttributes.placeholder || changedAttributes[\"default\"] || changedAttributes[\"class\"] || changedAttributes.style || changedAttributes.tooltip || changedAttributes[\"aria-label\"] || changedAttributes.focus) {\n\t\tthis.refreshSelf();\n\t\treturn true;\n\t} else if(changedTiddlers[this.shortcutTiddler]) {\n\t\tthis.updateInputNode();\n\t\treturn true;\n\t} else {\n\t\treturn false;\t\n\t}\n};\n\nexports[\"edit-shortcut\"] = EditShortcutWidget;\n\n})();\n",
"type": "application/javascript",
"module-type": "widget"
},
"$:/core/modules/widgets/edit-text.js": {
"title": "$:/core/modules/widgets/edit-text.js",
"text": "/*\\\ntitle: $:/core/modules/widgets/edit-text.js\ntype: application/javascript\nmodule-type: widget\n\nEdit-text widget\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nvar editTextWidgetFactory = require(\"$:/core/modules/editor/factory.js\").editTextWidgetFactory,\n\tFramedEngine = require(\"$:/core/modules/editor/engines/framed.js\").FramedEngine,\n\tSimpleEngine = require(\"$:/core/modules/editor/engines/simple.js\").SimpleEngine;\n\nexports[\"edit-text\"] = editTextWidgetFactory(FramedEngine,SimpleEngine);\n\n})();\n",
"type": "application/javascript",
"module-type": "widget"
},
"$:/core/modules/widgets/edit.js": {
"title": "$:/core/modules/widgets/edit.js",
"text": "/*\\\ntitle: $:/core/modules/widgets/edit.js\ntype: application/javascript\nmodule-type: widget\n\nEdit widget is a meta-widget chooses the appropriate actual editting widget\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nvar Widget = require(\"$:/core/modules/widgets/widget.js\").widget;\n\nvar EditWidget = function(parseTreeNode,options) {\n\tthis.initialise(parseTreeNode,options);\n};\n\n/*\nInherit from the base widget class\n*/\nEditWidget.prototype = new Widget();\n\n/*\nRender this widget into the DOM\n*/\nEditWidget.prototype.render = function(parent,nextSibling) {\n\tthis.parentDomNode = parent;\n\tthis.computeAttributes();\n\tthis.execute();\n\tthis.renderChildren(parent,nextSibling);\n};\n\n// Mappings from content type to editor type are stored in tiddlers with this prefix\nvar EDITOR_MAPPING_PREFIX = \"$:/config/EditorTypeMappings/\";\n\n/*\nCompute the internal state of the widget\n*/\nEditWidget.prototype.execute = function() {\n\t// Get our parameters\n\tthis.editTitle = this.getAttribute(\"tiddler\",this.getVariable(\"currentTiddler\"));\n\tthis.editField = this.getAttribute(\"field\",\"text\");\n\tthis.editIndex = this.getAttribute(\"index\");\n\tthis.editClass = this.getAttribute(\"class\");\n\tthis.editPlaceholder = this.getAttribute(\"placeholder\");\n\tthis.editTabIndex = this.getAttribute(\"tabindex\");\n\tthis.editFocus = this.getAttribute(\"focus\",\"\");\n\t// Choose the appropriate edit widget\n\tthis.editorType = this.getEditorType();\n\t// Make the child widgets\n\tthis.makeChildWidgets([{\n\t\ttype: \"edit-\" + this.editorType,\n\t\tattributes: {\n\t\t\ttiddler: {type: \"string\", value: this.editTitle},\n\t\t\tfield: {type: \"string\", value: this.editField},\n\t\t\tindex: {type: \"string\", value: this.editIndex},\n\t\t\t\"class\": {type: \"string\", value: this.editClass},\n\t\t\t\"placeholder\": {type: \"string\", value: this.editPlaceholder},\n\t\t\t\"tabindex\": {type: \"string\", value: this.editTabIndex},\n\t\t\t\"focus\": {type: \"string\", value: this.editFocus}\n\t\t},\n\t\tchildren: this.parseTreeNode.children\n\t}]);\n};\n\nEditWidget.prototype.getEditorType = function() {\n\t// Get the content type of the thing we're editing\n\tvar type;\n\tif(this.editField === \"text\") {\n\t\tvar tiddler = this.wiki.getTiddler(this.editTitle);\n\t\tif(tiddler) {\n\t\t\ttype = tiddler.fields.type;\n\t\t}\n\t}\n\ttype = type || \"text/vnd.tiddlywiki\";\n\tvar editorType = this.wiki.getTiddlerText(EDITOR_MAPPING_PREFIX + type);\n\tif(!editorType) {\n\t\tvar typeInfo = $tw.config.contentTypeInfo[type];\n\t\tif(typeInfo && typeInfo.encoding === \"base64\") {\n\t\t\teditorType = \"binary\";\n\t\t} else {\n\t\t\teditorType = \"text\";\n\t\t}\n\t}\n\treturn editorType;\n};\n\n/*\nSelectively refreshes the widget if needed. Returns true if the widget or any of its children needed re-rendering\n*/\nEditWidget.prototype.refresh = function(changedTiddlers) {\n\tvar changedAttributes = this.computeAttributes();\n\t// Refresh if an attribute has changed, or the type associated with the target tiddler has changed\n\tif(changedAttributes.tiddler || changedAttributes.field || changedAttributes.index || changedAttributes.tabindex || (changedTiddlers[this.editTitle] && this.getEditorType() !== this.editorType)) {\n\t\tthis.refreshSelf();\n\t\treturn true;\n\t} else {\n\t\treturn this.refreshChildren(changedTiddlers);\n\t}\n};\n\nexports.edit = EditWidget;\n\n})();\n",
"type": "application/javascript",
"module-type": "widget"
},
"$:/core/modules/widgets/element.js": {
"title": "$:/core/modules/widgets/element.js",
"text": "/*\\\ntitle: $:/core/modules/widgets/element.js\ntype: application/javascript\nmodule-type: widget\n\nElement widget\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nvar Widget = require(\"$:/core/modules/widgets/widget.js\").widget;\n\nvar ElementWidget = function(parseTreeNode,options) {\n\tthis.initialise(parseTreeNode,options);\n};\n\n/*\nInherit from the base widget class\n*/\nElementWidget.prototype = new Widget();\n\n/*\nRender this widget into the DOM\n*/\nElementWidget.prototype.render = function(parent,nextSibling) {\n\tthis.parentDomNode = parent;\n\tthis.computeAttributes();\n\tthis.execute();\n\t// Neuter blacklisted elements\n\tvar tag = this.parseTreeNode.tag;\n\tif($tw.config.htmlUnsafeElements.indexOf(tag) !== -1) {\n\t\ttag = \"safe-\" + tag;\n\t}\n\t// Adjust headings by the current base level\n\tvar headingLevel = [\"h1\",\"h2\",\"h3\",\"h4\",\"h5\",\"h6\"].indexOf(tag);\n\tif(headingLevel !== -1) {\n\t\tvar baseLevel = parseInt(this.getVariable(\"tv-adjust-heading-level\",\"0\"),10) || 0;\n\t\theadingLevel = Math.min(Math.max(headingLevel + 1 + baseLevel,1),6);\n\t\ttag = \"h\" + headingLevel;\n\t}\n\t// Create the DOM node\n\tvar domNode = this.document.createElementNS(this.namespace,tag);\n\tthis.assignAttributes(domNode,{excludeEventAttributes: true});\n\tparent.insertBefore(domNode,nextSibling);\n\tthis.renderChildren(domNode,null);\n\tthis.domNodes.push(domNode);\n};\n\n/*\nCompute the internal state of the widget\n*/\nElementWidget.prototype.execute = function() {\n\t// Select the namespace for the tag\n\tvar tagNamespaces = {\n\t\t\tsvg: \"http://www.w3.org/2000/svg\",\n\t\t\tmath: \"http://www.w3.org/1998/Math/MathML\",\n\t\t\tbody: \"http://www.w3.org/1999/xhtml\"\n\t\t};\n\tthis.namespace = tagNamespaces[this.parseTreeNode.tag];\n\tif(this.namespace) {\n\t\tthis.setVariable(\"namespace\",this.namespace);\n\t} else {\n\t\tthis.namespace = this.getVariable(\"namespace\",{defaultValue: \"http://www.w3.org/1999/xhtml\"});\n\t}\n\t// Make the child widgets\n\tthis.makeChildWidgets();\n};\n\n/*\nSelectively refreshes the widget if needed. Returns true if the widget or any of its children needed re-rendering\n*/\nElementWidget.prototype.refresh = function(changedTiddlers) {\n\tvar changedAttributes = this.computeAttributes(),\n\t\thasChangedAttributes = $tw.utils.count(changedAttributes) > 0;\n\tif(hasChangedAttributes) {\n\t\t// Update our attributes\n\t\tthis.assignAttributes(this.domNodes[0],{excludeEventAttributes: true});\n\t}\n\treturn this.refreshChildren(changedTiddlers) || hasChangedAttributes;\n};\n\nexports.element = ElementWidget;\n\n})();\n",
"type": "application/javascript",
"module-type": "widget"
},
"$:/core/modules/widgets/encrypt.js": {
"title": "$:/core/modules/widgets/encrypt.js",
"text": "/*\\\ntitle: $:/core/modules/widgets/encrypt.js\ntype: application/javascript\nmodule-type: widget\n\nEncrypt widget\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nvar Widget = require(\"$:/core/modules/widgets/widget.js\").widget;\n\nvar EncryptWidget = function(parseTreeNode,options) {\n\tthis.initialise(parseTreeNode,options);\n};\n\n/*\nInherit from the base widget class\n*/\nEncryptWidget.prototype = new Widget();\n\n/*\nRender this widget into the DOM\n*/\nEncryptWidget.prototype.render = function(parent,nextSibling) {\n\tthis.parentDomNode = parent;\n\tthis.computeAttributes();\n\tthis.execute();\n\tvar textNode = this.document.createTextNode(this.encryptedText);\n\tparent.insertBefore(textNode,nextSibling);\n\tthis.domNodes.push(textNode);\n};\n\n/*\nCompute the internal state of the widget\n*/\nEncryptWidget.prototype.execute = function() {\n\t// Get parameters from our attributes\n\tthis.filter = this.getAttribute(\"filter\",\"[!is[system]]\");\n\t// Encrypt the filtered tiddlers\n\tvar tiddlers = this.wiki.filterTiddlers(this.filter),\n\t\tjson = {},\n\t\tself = this;\n\t$tw.utils.each(tiddlers,function(title) {\n\t\tvar tiddler = self.wiki.getTiddler(title),\n\t\t\tjsonTiddler = {};\n\t\tfor(var f in tiddler.fields) {\n\t\t\tjsonTiddler[f] = tiddler.getFieldString(f);\n\t\t}\n\t\tjson[title] = jsonTiddler;\n\t});\n\tthis.encryptedText = $tw.utils.htmlEncode($tw.crypto.encrypt(JSON.stringify(json)));\n};\n\n/*\nSelectively refreshes the widget if needed. Returns true if the widget or any of its children needed re-rendering\n*/\nEncryptWidget.prototype.refresh = function(changedTiddlers) {\n\t// We don't need to worry about refreshing because the encrypt widget isn't for interactive use\n\treturn false;\n};\n\nexports.encrypt = EncryptWidget;\n\n})();\n",
"type": "application/javascript",
"module-type": "widget"
},
"$:/core/modules/widgets/entity.js": {
"title": "$:/core/modules/widgets/entity.js",
"text": "/*\\\ntitle: $:/core/modules/widgets/entity.js\ntype: application/javascript\nmodule-type: widget\n\nHTML entity widget\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nvar Widget = require(\"$:/core/modules/widgets/widget.js\").widget;\n\nvar EntityWidget = function(parseTreeNode,options) {\n\tthis.initialise(parseTreeNode,options);\n};\n\n/*\nInherit from the base widget class\n*/\nEntityWidget.prototype = new Widget();\n\n/*\nRender this widget into the DOM\n*/\nEntityWidget.prototype.render = function(parent,nextSibling) {\n\tthis.parentDomNode = parent;\n\tthis.execute();\n\tvar entityString = this.getAttribute(\"entity\",this.parseTreeNode.entity || \"\"),\n\t\ttextNode = this.document.createTextNode($tw.utils.entityDecode(entityString));\n\tparent.insertBefore(textNode,nextSibling);\n\tthis.domNodes.push(textNode);\n};\n\n/*\nCompute the internal state of the widget\n*/\nEntityWidget.prototype.execute = function() {\n};\n\n/*\nSelectively refreshes the widget if needed. Returns true if the widget or any of its children needed re-rendering\n*/\nEntityWidget.prototype.refresh = function(changedTiddlers) {\n\tvar changedAttributes = this.computeAttributes();\n\tif(changedAttributes.entity) {\n\t\tthis.refreshSelf();\n\t\treturn true;\n\t} else {\n\t\treturn false;\t\n\t}\n};\n\nexports.entity = EntityWidget;\n\n})();\n",
"type": "application/javascript",
"module-type": "widget"
},
"$:/core/modules/widgets/fieldmangler.js": {
"title": "$:/core/modules/widgets/fieldmangler.js",
"text": "/*\\\ntitle: $:/core/modules/widgets/fieldmangler.js\ntype: application/javascript\nmodule-type: widget\n\nField mangler widget\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nvar Widget = require(\"$:/core/modules/widgets/widget.js\").widget;\n\nvar FieldManglerWidget = function(parseTreeNode,options) {\n\tthis.initialise(parseTreeNode,options);\n\tthis.addEventListeners([\n\t\t{type: \"tm-remove-field\", handler: \"handleRemoveFieldEvent\"},\n\t\t{type: \"tm-add-field\", handler: \"handleAddFieldEvent\"},\n\t\t{type: \"tm-remove-tag\", handler: \"handleRemoveTagEvent\"},\n\t\t{type: \"tm-add-tag\", handler: \"handleAddTagEvent\"}\n\t]);\n};\n\n/*\nInherit from the base widget class\n*/\nFieldManglerWidget.prototype = new Widget();\n\n/*\nRender this widget into the DOM\n*/\nFieldManglerWidget.prototype.render = function(parent,nextSibling) {\n\tthis.parentDomNode = parent;\n\tthis.computeAttributes();\n\tthis.execute();\n\tthis.renderChildren(parent,nextSibling);\n};\n\n/*\nCompute the internal state of the widget\n*/\nFieldManglerWidget.prototype.execute = function() {\n\t// Get our parameters\n\tthis.mangleTitle = this.getAttribute(\"tiddler\",this.getVariable(\"currentTiddler\"));\n\t// Construct the child widgets\n\tthis.makeChildWidgets();\n};\n\n/*\nSelectively refreshes the widget if needed. Returns true if the widget or any of its children needed re-rendering\n*/\nFieldManglerWidget.prototype.refresh = function(changedTiddlers) {\n\tvar changedAttributes = this.computeAttributes();\n\tif(changedAttributes.tiddler) {\n\t\tthis.refreshSelf();\n\t\treturn true;\n\t} else {\n\t\treturn this.refreshChildren(changedTiddlers);\t\t\n\t}\n};\n\nFieldManglerWidget.prototype.handleRemoveFieldEvent = function(event) {\n\tvar tiddler = this.wiki.getTiddler(this.mangleTitle),\n\t\tdeletion = {};\n\tdeletion[event.param] = undefined;\n\tthis.wiki.addTiddler(new $tw.Tiddler(tiddler,deletion));\n\treturn true;\n};\n\nFieldManglerWidget.prototype.handleAddFieldEvent = function(event) {\n\tvar tiddler = this.wiki.getTiddler(this.mangleTitle),\n\t\taddition = this.wiki.getModificationFields(),\n\t\thadInvalidFieldName = false,\n\t\taddField = function(name,value) {\n\t\t\tvar trimmedName = name.toLowerCase().trim();\n\t\t\tif(!$tw.utils.isValidFieldName(trimmedName)) {\n\t\t\t\tif(!hadInvalidFieldName) {\n\t\t\t\t\talert($tw.language.getString(\n\t\t\t\t\t\t\"InvalidFieldName\",\n\t\t\t\t\t\t{variables:\n\t\t\t\t\t\t\t{fieldName: trimmedName}\n\t\t\t\t\t\t}\n\t\t\t\t\t));\n\t\t\t\t\thadInvalidFieldName = true;\n\t\t\t\t\treturn;\n\t\t\t\t}\n\t\t\t} else {\n\t\t\t\tif(!value && tiddler) {\n\t\t\t\t\tvalue = tiddler.fields[trimmedName];\n\t\t\t\t}\n\t\t\t\taddition[trimmedName] = value || \"\";\n\t\t\t}\n\t\t\treturn;\n\t\t};\n\taddition.title = this.mangleTitle;\n\tif(typeof event.param === \"string\") {\n\t\taddField(event.param,\"\");\n\t}\n\tif(typeof event.paramObject === \"object\") {\n\t\tfor(var name in event.paramObject) {\n\t\t\taddField(name,event.paramObject[name]);\n\t\t}\n\t}\n\tthis.wiki.addTiddler(new $tw.Tiddler(tiddler,addition));\n\treturn true;\n};\n\nFieldManglerWidget.prototype.handleRemoveTagEvent = function(event) {\n\tvar tiddler = this.wiki.getTiddler(this.mangleTitle),\n\t\tmodification = this.wiki.getModificationFields();\n\tif(tiddler && tiddler.fields.tags) {\n\t\tvar p = tiddler.fields.tags.indexOf(event.param);\n\t\tif(p !== -1) {\n\t\t\tmodification.tags = (tiddler.fields.tags || []).slice(0);\n\t\t\tmodification.tags.splice(p,1);\n\t\t\tif(modification.tags.length === 0) {\n\t\t\t\tmodification.tags = undefined;\n\t\t\t}\n\t\t\tthis.wiki.addTiddler(new $tw.Tiddler(tiddler,modification));\n\t\t}\n\t}\n\treturn true;\n};\n\nFieldManglerWidget.prototype.handleAddTagEvent = function(event) {\n\tvar tiddler = this.wiki.getTiddler(this.mangleTitle),\n\t\tmodification = this.wiki.getModificationFields();\n\tif(tiddler && typeof event.param === \"string\") {\n\t\tvar tag = event.param.trim();\n\t\tif(tag !== \"\") {\n\t\t\tmodification.tags = (tiddler.fields.tags || []).slice(0);\n\t\t\t$tw.utils.pushTop(modification.tags,tag);\n\t\t\tthis.wiki.addTiddler(new $tw.Tiddler(tiddler,modification));\t\t\t\n\t\t}\n\t} else if(typeof event.param === \"string\" && event.param.trim() !== \"\" && this.mangleTitle.trim() !== \"\") {\n\t\tvar tag = [];\n\t\ttag.push(event.param.trim());\n\t\tthis.wiki.addTiddler(new $tw.Tiddler({title: this.mangleTitle, tags: tag},modification));\n\t}\n\treturn true;\n};\n\nexports.fieldmangler = FieldManglerWidget;\n\n})();\n",
"type": "application/javascript",
"module-type": "widget"
},
"$:/core/modules/widgets/fields.js": {
"title": "$:/core/modules/widgets/fields.js",
"text": "/*\\\ntitle: $:/core/modules/widgets/fields.js\ntype: application/javascript\nmodule-type: widget\n\nFields widget\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nvar Widget = require(\"$:/core/modules/widgets/widget.js\").widget;\n\nvar FieldsWidget = function(parseTreeNode,options) {\n\tthis.initialise(parseTreeNode,options);\n};\n\n/*\nInherit from the base widget class\n*/\nFieldsWidget.prototype = new Widget();\n\n/*\nRender this widget into the DOM\n*/\nFieldsWidget.prototype.render = function(parent,nextSibling) {\n\tthis.parentDomNode = parent;\n\tthis.computeAttributes();\n\tthis.execute();\n\tvar textNode = this.document.createTextNode(this.text);\n\tparent.insertBefore(textNode,nextSibling);\n\tthis.domNodes.push(textNode);\n};\n\n/*\nCompute the internal state of the widget\n*/\nFieldsWidget.prototype.execute = function() {\n\t// Get parameters from our attributes\n\tthis.tiddlerTitle = this.getAttribute(\"tiddler\",this.getVariable(\"currentTiddler\"));\n\tthis.template = this.getAttribute(\"template\");\n\tthis.sort = this.getAttribute(\"sort\",\"yes\") === \"yes\";\n\tthis.sortReverse = this.getAttribute(\"sortReverse\",\"no\") === \"yes\";\n\tthis.exclude = this.getAttribute(\"exclude\");\n\tthis.include = this.getAttribute(\"include\",null);\n\tthis.stripTitlePrefix = this.getAttribute(\"stripTitlePrefix\",\"no\") === \"yes\";\n\t// Get the value to display\n\tvar tiddler = this.wiki.getTiddler(this.tiddlerTitle);\n\n\t// Get the inclusion and exclusion list\n\tvar excludeArr = (this.exclude) ? this.exclude.split(\" \") : [\"text\"];\n\t// Include takes precedence\n\tvar includeArr = (this.include) ? this.include.split(\" \") : null;\n\n\t// Compose the template\n\tvar text = [];\n\tif(this.template && tiddler) {\n\t\tvar fields = [];\n\t\tif (includeArr) { // Include takes precedence\n\t\t\tfor(var i=0; i<includeArr.length; i++) {\n\t\t\t\tif(tiddler.fields[includeArr[i]]) {\n\t\t\t\t\tfields.push(includeArr[i]);\n\t\t\t\t}\n\t\t\t}\n\t\t} else {\n\t\t\tfor(var fieldName in tiddler.fields) {\n\t\t\t\tif(excludeArr.indexOf(fieldName) === -1) {\n\t\t\t\t\tfields.push(fieldName);\n\t\t\t\t}\n\t\t\t}\n\t\t}\n\t\tif (this.sort) fields.sort();\n\t\tif (this.sortReverse) fields.reverse();\n\t\tfor(var f=0, fmax=fields.length; f<fmax; f++) {\n\t\t\tfieldName = fields[f];\n\t\t\tvar row = this.template,\n\t\t\t\tvalue = tiddler.getFieldString(fieldName);\n\t\t\tif(this.stripTitlePrefix && fieldName === \"title\") {\n\t\t\t\tvar reStrip = /^\\{[^\\}]+\\}(.+)/mg,\n\t\t\t\t\treMatch = reStrip.exec(value);\n\t\t\t\tif(reMatch) {\n\t\t\t\t\tvalue = reMatch[1];\n\t\t\t\t}\n\t\t\t}\n\t\t\trow = $tw.utils.replaceString(row,\"$name$\",fieldName);\n\t\t\trow = $tw.utils.replaceString(row,\"$value$\",value);\n\t\t\trow = $tw.utils.replaceString(row,\"$encoded_value$\",$tw.utils.htmlEncode(value));\n\t\t\ttext.push(row);\n\t\t}\n\t}\n\tthis.text = text.join(\"\");\n};\n\n/*\nSelectively refreshes the widget if needed. Returns true if the widget or any of its children needed re-rendering\n*/\nFieldsWidget.prototype.refresh = function(changedTiddlers) {\n\tvar changedAttributes = this.computeAttributes();\n\tif( changedAttributes.tiddler || changedAttributes.template || changedAttributes.exclude ||\n\t\tchangedAttributes.include || changedAttributes.sort || changedAttributes.sortReverse ||\n\t\tchangedTiddlers[this.tiddlerTitle] || changedAttributes.stripTitlePrefix) {\n\t\t\tthis.refreshSelf();\n\t\t\treturn true;\n\t} else {\n\t\treturn false;\n\t}\n};\n\nexports.fields = FieldsWidget;\n\n})();\n",
"type": "application/javascript",
"module-type": "widget"
},
"$:/core/modules/widgets/image.js": {
"title": "$:/core/modules/widgets/image.js",
"text": "/*\\\ntitle: $:/core/modules/widgets/image.js\ntype: application/javascript\nmodule-type: widget\n\nThe image widget displays an image referenced with an external URI or with a local tiddler title.\n\n```\n<$image src=\"TiddlerTitle\" width=\"320\" height=\"400\" class=\"classnames\">\n```\n\nThe image source can be the title of an existing tiddler or the URL of an external image.\n\nExternal images always generate an HTML `<img>` tag.\n\nTiddlers that have a _canonical_uri field generate an HTML `<img>` tag with the src attribute containing the URI.\n\nTiddlers that contain image data generate an HTML `<img>` tag with the src attribute containing a base64 representation of the image.\n\nTiddlers that contain wikitext could be rendered to a DIV of the usual size of a tiddler, and then transformed to the size requested.\n\nThe width and height attributes are interpreted as a number of pixels, and do not need to include the \"px\" suffix.\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nvar Widget = require(\"$:/core/modules/widgets/widget.js\").widget;\n\nvar ImageWidget = function(parseTreeNode,options) {\n\tthis.initialise(parseTreeNode,options);\n};\n\n/*\nInherit from the base widget class\n*/\nImageWidget.prototype = new Widget();\n\n/*\nRender this widget into the DOM\n*/\nImageWidget.prototype.render = function(parent,nextSibling) {\n\tthis.parentDomNode = parent;\n\tthis.computeAttributes();\n\tthis.execute();\n\t// Create element\n\t// Determine what type of image it is\n\tvar tag = \"img\", src = \"\",\n\t\ttiddler = this.wiki.getTiddler(this.imageSource);\n\tif(!tiddler) {\n\t\t// The source isn't the title of a tiddler, so we'll assume it's a URL\n\t\tsrc = this.getVariable(\"tv-get-export-image-link\",{params: [{name: \"src\",value: this.imageSource}],defaultValue: this.imageSource});\n\t} else {\n\t\t// Check if it is an image tiddler\n\t\tif(this.wiki.isImageTiddler(this.imageSource)) {\n\t\t\tvar type = tiddler.fields.type,\n\t\t\t\ttext = tiddler.fields.text,\n\t\t\t\t_canonical_uri = tiddler.fields._canonical_uri;\n\t\t\t// If the tiddler has body text then it doesn't need to be lazily loaded\n\t\t\tif(text) {\n\t\t\t\t// Render the appropriate element for the image type\n\t\t\t\tswitch(type) {\n\t\t\t\t\tcase \"application/pdf\":\n\t\t\t\t\t\ttag = \"embed\";\n\t\t\t\t\t\tsrc = \"data:application/pdf;base64,\" + text;\n\t\t\t\t\t\tbreak;\n\t\t\t\t\tcase \"image/svg+xml\":\n\t\t\t\t\t\tsrc = \"data:image/svg+xml,\" + encodeURIComponent(text);\n\t\t\t\t\t\tbreak;\n\t\t\t\t\tdefault:\n\t\t\t\t\t\tsrc = \"data:\" + type + \";base64,\" + text;\n\t\t\t\t\t\tbreak;\n\t\t\t\t}\n\t\t\t} else if(_canonical_uri) {\n\t\t\t\tswitch(type) {\n\t\t\t\t\tcase \"application/pdf\":\n\t\t\t\t\t\ttag = \"embed\";\n\t\t\t\t\t\tsrc = _canonical_uri;\n\t\t\t\t\t\tbreak;\n\t\t\t\t\tcase \"image/svg+xml\":\n\t\t\t\t\t\tsrc = _canonical_uri;\n\t\t\t\t\t\tbreak;\n\t\t\t\t\tdefault:\n\t\t\t\t\t\tsrc = _canonical_uri;\n\t\t\t\t\t\tbreak;\n\t\t\t\t}\t\n\t\t\t} else {\n\t\t\t\t// Just trigger loading of the tiddler\n\t\t\t\tthis.wiki.getTiddlerText(this.imageSource);\n\t\t\t}\n\t\t}\n\t}\n\t// Create the element and assign the attributes\n\tvar domNode = this.document.createElement(tag);\n\tdomNode.setAttribute(\"src\",src);\n\tif(this.imageClass) {\n\t\tdomNode.setAttribute(\"class\",this.imageClass);\t\t\n\t}\n\tif(this.imageWidth) {\n\t\tdomNode.setAttribute(\"width\",this.imageWidth);\n\t}\n\tif(this.imageHeight) {\n\t\tdomNode.setAttribute(\"height\",this.imageHeight);\n\t}\n\tif(this.imageTooltip) {\n\t\tdomNode.setAttribute(\"title\",this.imageTooltip);\t\t\n\t}\n\tif(this.imageAlt) {\n\t\tdomNode.setAttribute(\"alt\",this.imageAlt);\t\t\n\t}\n\t// Insert element\n\tparent.insertBefore(domNode,nextSibling);\n\tthis.domNodes.push(domNode);\n};\n\n/*\nCompute the internal state of the widget\n*/\nImageWidget.prototype.execute = function() {\n\t// Get our parameters\n\tthis.imageSource = this.getAttribute(\"source\");\n\tthis.imageWidth = this.getAttribute(\"width\");\n\tthis.imageHeight = this.getAttribute(\"height\");\n\tthis.imageClass = this.getAttribute(\"class\");\n\tthis.imageTooltip = this.getAttribute(\"tooltip\");\n\tthis.imageAlt = this.getAttribute(\"alt\");\n};\n\n/*\nSelectively refreshes the widget if needed. Returns true if the widget or any of its children needed re-rendering\n*/\nImageWidget.prototype.refresh = function(changedTiddlers) {\n\tvar changedAttributes = this.computeAttributes();\n\tif(changedAttributes.source || changedAttributes.width || changedAttributes.height || changedAttributes[\"class\"] || changedAttributes.tooltip || changedTiddlers[this.imageSource]) {\n\t\tthis.refreshSelf();\n\t\treturn true;\n\t} else {\n\t\treturn false;\t\t\n\t}\n};\n\nexports.image = ImageWidget;\n\n})();\n",
"type": "application/javascript",
"module-type": "widget"
},
"$:/core/modules/widgets/importvariables.js": {
"title": "$:/core/modules/widgets/importvariables.js",
"text": "/*\\\ntitle: $:/core/modules/widgets/importvariables.js\ntype: application/javascript\nmodule-type: widget\n\nImport variable definitions from other tiddlers\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nvar Widget = require(\"$:/core/modules/widgets/widget.js\").widget;\n\nvar ImportVariablesWidget = function(parseTreeNode,options) {\n\tthis.initialise(parseTreeNode,options);\n};\n\n/*\nInherit from the base widget class\n*/\nImportVariablesWidget.prototype = new Widget();\n\n/*\nRender this widget into the DOM\n*/\nImportVariablesWidget.prototype.render = function(parent,nextSibling) {\n\tthis.parentDomNode = parent;\n\tthis.computeAttributes();\n\tthis.execute();\n\tthis.renderChildren(parent,nextSibling);\n};\n\n/*\nCompute the internal state of the widget\n*/\nImportVariablesWidget.prototype.execute = function(tiddlerList) {\n\tvar widgetPointer = this;\n\t// Get our parameters\n\tthis.filter = this.getAttribute(\"filter\");\n\t// Compute the filter\n\tthis.tiddlerList = tiddlerList || this.wiki.filterTiddlers(this.filter,this);\n\t// Accumulate the <$set> widgets from each tiddler\n\t$tw.utils.each(this.tiddlerList,function(title) {\n\t\tvar parser = widgetPointer.wiki.parseTiddler(title);\n\t\tif(parser) {\n\t\t\tvar parseTreeNode = parser.tree[0];\n\t\t\twhile(parseTreeNode && parseTreeNode.type === \"set\") {\n\t\t\t\tvar node = {\n\t\t\t\t\ttype: \"set\",\n\t\t\t\t\tattributes: parseTreeNode.attributes,\n\t\t\t\t\tparams: parseTreeNode.params,\n\t\t\t\t\tisMacroDefinition: parseTreeNode.isMacroDefinition\n\t\t\t\t};\n\t\t\t\tif (parseTreeNode.isMacroDefinition) {\n\t\t\t\t\t// Macro definitions can be folded into\n\t\t\t\t\t// current widget instead of adding\n\t\t\t\t\t// another link to the chain.\n\t\t\t\t\tvar widget = widgetPointer.makeChildWidget(node);\n\t\t\t\t\twidget.computeAttributes();\n\t\t\t\t\twidget.execute();\n\t\t\t\t\t// We SHALLOW copy over all variables\n\t\t\t\t\t// in widget. We can't use\n\t\t\t\t\t// $tw.utils.assign, because that copies\n\t\t\t\t\t// up the prototype chain, which we\n\t\t\t\t\t// don't want.\n\t\t\t\t\t$tw.utils.each(Object.keys(widget.variables), function(key) {\n\t\t\t\t\t\twidgetPointer.variables[key] = widget.variables[key];\n\t\t\t\t\t});\n\t\t\t\t} else {\n\t\t\t\t\twidgetPointer.makeChildWidgets([node]);\n\t\t\t\t\twidgetPointer = widgetPointer.children[0];\n\t\t\t\t}\n\t\t\t\tparseTreeNode = parseTreeNode.children && parseTreeNode.children[0];\n\t\t\t}\n\t\t} \n\t});\n\n\tif (widgetPointer != this) {\n\t\twidgetPointer.parseTreeNode.children = this.parseTreeNode.children;\n\t} else {\n\t\twidgetPointer.makeChildWidgets();\n\t}\n};\n\n/*\nSelectively refreshes the widget if needed. Returns true if the widget or any of its children needed re-rendering\n*/\nImportVariablesWidget.prototype.refresh = function(changedTiddlers) {\n\t// Recompute our attributes and the filter list\n\tvar changedAttributes = this.computeAttributes(),\n\t\ttiddlerList = this.wiki.filterTiddlers(this.getAttribute(\"filter\"),this);\n\t// Refresh if the filter has changed, or the list of tiddlers has changed, or any of the tiddlers in the list has changed\n\tfunction haveListedTiddlersChanged() {\n\t\tvar changed = false;\n\t\ttiddlerList.forEach(function(title) {\n\t\t\tif(changedTiddlers[title]) {\n\t\t\t\tchanged = true;\n\t\t\t}\n\t\t});\n\t\treturn changed;\n\t}\n\tif(changedAttributes.filter || !$tw.utils.isArrayEqual(this.tiddlerList,tiddlerList) || haveListedTiddlersChanged()) {\n\t\t// Compute the filter\n\t\tthis.removeChildDomNodes();\n\t\tthis.execute(tiddlerList);\n\t\tthis.renderChildren(this.parentDomNode,this.findNextSiblingDomNode());\n\t\treturn true;\n\t} else {\n\t\treturn this.refreshChildren(changedTiddlers);\t\t\n\t}\n};\n\nexports.importvariables = ImportVariablesWidget;\n\n})();\n",
"type": "application/javascript",
"module-type": "widget"
},
"$:/core/modules/widgets/keyboard.js": {
"title": "$:/core/modules/widgets/keyboard.js",
"text": "/*\\\ntitle: $:/core/modules/widgets/keyboard.js\ntype: application/javascript\nmodule-type: widget\n\nKeyboard shortcut widget\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nvar Widget = require(\"$:/core/modules/widgets/widget.js\").widget;\n\nvar KeyboardWidget = function(parseTreeNode,options) {\n\tthis.initialise(parseTreeNode,options);\n};\n\n/*\nInherit from the base widget class\n*/\nKeyboardWidget.prototype = new Widget();\n\n/*\nRender this widget into the DOM\n*/\nKeyboardWidget.prototype.render = function(parent,nextSibling) {\n\tvar self = this;\n\t// Remember parent\n\tthis.parentDomNode = parent;\n\t// Compute attributes and execute state\n\tthis.computeAttributes();\n\tthis.execute();\n\tvar tag = this.parseTreeNode.isBlock ? \"div\" : \"span\";\n\tif(this.tag && $tw.config.htmlUnsafeElements.indexOf(this.tag) === -1) {\n\t\ttag = this.tag;\n\t}\n\t// Create element\n\tvar domNode = this.document.createElement(tag);\n\t// Assign classes\n\tvar classes = (this[\"class\"] || \"\").split(\" \");\n\tclasses.push(\"tc-keyboard\");\n\tdomNode.className = classes.join(\" \");\n\t// Add a keyboard event handler\n\tdomNode.addEventListener(\"keydown\",function (event) {\n\t\tif($tw.keyboardManager.checkKeyDescriptors(event,self.keyInfoArray)) {\n\t\t\tself.invokeActions(self,event);\n\t\t\tif(self.actions) {\n\t\t\t\tself.invokeActionString(self.actions,self,event);\n\t\t\t}\n\t\t\tself.dispatchMessage(event);\n\t\t\tevent.preventDefault();\n\t\t\tevent.stopPropagation();\n\t\t\treturn true;\n\t\t}\n\t\treturn false;\n\t},false);\n\t// Insert element\n\tparent.insertBefore(domNode,nextSibling);\n\tthis.renderChildren(domNode,null);\n\tthis.domNodes.push(domNode);\n};\n\nKeyboardWidget.prototype.dispatchMessage = function(event) {\n\tthis.dispatchEvent({type: this.message, param: this.param, tiddlerTitle: this.getVariable(\"currentTiddler\")});\n};\n\n/*\nCompute the internal state of the widget\n*/\nKeyboardWidget.prototype.execute = function() {\n\tvar self = this;\n\t// Get attributes\n\tthis.actions = this.getAttribute(\"actions\",\"\");\n\tthis.message = this.getAttribute(\"message\",\"\");\n\tthis.param = this.getAttribute(\"param\",\"\");\n\tthis.key = this.getAttribute(\"key\",\"\");\n\tthis.tag = this.getAttribute(\"tag\",\"\");\n\tthis.keyInfoArray = $tw.keyboardManager.parseKeyDescriptors(this.key);\n\tthis[\"class\"] = this.getAttribute(\"class\",\"\");\n\tif(this.key.substr(0,2) === \"((\" && this.key.substr(-2,2) === \"))\") {\n\t\tthis.shortcutTiddlers = [];\n\t\tvar name = this.key.substring(2,this.key.length -2);\n\t\t$tw.utils.each($tw.keyboardManager.lookupNames,function(platformDescriptor) {\n\t\t\tself.shortcutTiddlers.push(\"$:/config/\" + platformDescriptor + \"/\" + name);\n\t\t});\n\t}\n\t// Make child widgets\n\tthis.makeChildWidgets();\n};\n\n/*\nSelectively refreshes the widget if needed. Returns true if the widget or any of its children needed re-rendering\n*/\nKeyboardWidget.prototype.refresh = function(changedTiddlers) {\n\tvar changedAttributes = this.computeAttributes();\n\tif(changedAttributes.message || changedAttributes.param || changedAttributes.key || changedAttributes[\"class\"] || changedAttributes.tag) {\n\t\tthis.refreshSelf();\n\t\treturn true;\n\t}\n\t// Update the keyInfoArray if one of its shortcut-config-tiddlers has changed\n\tif(this.shortcutTiddlers && $tw.utils.hopArray(changedTiddlers,this.shortcutTiddlers)) {\n\t\tthis.keyInfoArray = $tw.keyboardManager.parseKeyDescriptors(this.key);\n\t}\n\treturn this.refreshChildren(changedTiddlers);\n};\n\nexports.keyboard = KeyboardWidget;\n\n})();\n",
"type": "application/javascript",
"module-type": "widget"
},
"$:/core/modules/widgets/link.js": {
"title": "$:/core/modules/widgets/link.js",
"text": "/*\\\ntitle: $:/core/modules/widgets/link.js\ntype: application/javascript\nmodule-type: widget\n\nLink widget\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nvar Widget = require(\"$:/core/modules/widgets/widget.js\").widget;\n\nvar LinkWidget = function(parseTreeNode,options) {\n\tthis.initialise(parseTreeNode,options);\n};\n\n/*\nInherit from the base widget class\n*/\nLinkWidget.prototype = new Widget();\n\n/*\nRender this widget into the DOM\n*/\nLinkWidget.prototype.render = function(parent,nextSibling) {\n\t// Save the parent dom node\n\tthis.parentDomNode = parent;\n\t// Compute our attributes\n\tthis.computeAttributes();\n\t// Execute our logic\n\tthis.execute();\n\t// Get the value of the tv-wikilinks configuration macro\n\tvar wikiLinksMacro = this.getVariable(\"tv-wikilinks\"),\n\t\tuseWikiLinks = wikiLinksMacro ? (wikiLinksMacro.trim() !== \"no\") : true,\n\t\tmissingLinksEnabled = !(this.hideMissingLinks && this.isMissing && !this.isShadow);\n\t// Render the link if required\n\tif(useWikiLinks && missingLinksEnabled) {\n\t\tthis.renderLink(parent,nextSibling);\n\t} else {\n\t\t// Just insert the link text\n\t\tvar domNode = this.document.createElement(\"span\");\n\t\tparent.insertBefore(domNode,nextSibling);\n\t\tthis.renderChildren(domNode,null);\n\t\tthis.domNodes.push(domNode);\n\t}\n};\n\n/*\nRender this widget into the DOM\n*/\nLinkWidget.prototype.renderLink = function(parent,nextSibling) {\n\tvar self = this;\n\t// Sanitise the specified tag\n\tvar tag = this.linkTag;\n\tif($tw.config.htmlUnsafeElements.indexOf(tag) !== -1) {\n\t\ttag = \"a\";\n\t}\n\t// Create our element\n\tvar domNode = this.document.createElement(tag);\n\t// Assign classes\n\tvar classes = [];\n\tif(this.overrideClasses === undefined) {\n\t\tclasses.push(\"tc-tiddlylink\");\n\t\tif(this.isShadow) {\n\t\t\tclasses.push(\"tc-tiddlylink-shadow\");\n\t\t}\n\t\tif(this.isMissing && !this.isShadow) {\n\t\t\tclasses.push(\"tc-tiddlylink-missing\");\n\t\t} else {\n\t\t\tif(!this.isMissing) {\n\t\t\t\tclasses.push(\"tc-tiddlylink-resolves\");\n\t\t\t}\n\t\t}\n\t\tif(this.linkClasses) {\n\t\t\tclasses.push(this.linkClasses);\t\t\t\n\t\t}\n\t} else if(this.overrideClasses !== \"\") {\n\t\tclasses.push(this.overrideClasses)\n\t}\n\tif(classes.length > 0) {\n\t\tdomNode.setAttribute(\"class\",classes.join(\" \"));\n\t}\n\t// Set an href\n\tvar wikilinkTransformFilter = this.getVariable(\"tv-filter-export-link\"),\n\t\twikiLinkText;\n\tif(wikilinkTransformFilter) {\n\t\t// Use the filter to construct the href\n\t\twikiLinkText = this.wiki.filterTiddlers(wikilinkTransformFilter,this,function(iterator) {\n\t\t\titerator(self.wiki.getTiddler(self.to),self.to)\n\t\t})[0];\n\t} else {\n\t\t// Expand the tv-wikilink-template variable to construct the href\n\t\tvar wikiLinkTemplateMacro = this.getVariable(\"tv-wikilink-template\"),\n\t\t\twikiLinkTemplate = wikiLinkTemplateMacro ? wikiLinkTemplateMacro.trim() : \"#$uri_encoded$\";\n\t\twikiLinkText = $tw.utils.replaceString(wikiLinkTemplate,\"$uri_encoded$\",encodeURIComponent(this.to));\n\t\twikiLinkText = $tw.utils.replaceString(wikiLinkText,\"$uri_doubleencoded$\",encodeURIComponent(encodeURIComponent(this.to)));\n\t}\n\t// Override with the value of tv-get-export-link if defined\n\twikiLinkText = this.getVariable(\"tv-get-export-link\",{params: [{name: \"to\",value: this.to}],defaultValue: wikiLinkText});\n\tif(tag === \"a\") {\n\t\tdomNode.setAttribute(\"href\",wikiLinkText);\n\t}\n\t// Set the tabindex\n\tif(this.tabIndex) {\n\t\tdomNode.setAttribute(\"tabindex\",this.tabIndex);\n\t}\n\t// Set the tooltip\n\t// HACK: Performance issues with re-parsing the tooltip prevent us defaulting the tooltip to \"<$transclude field='tooltip'><$transclude field='title'/></$transclude>\"\n\tvar tooltipWikiText = this.tooltip || this.getVariable(\"tv-wikilink-tooltip\");\n\tif(tooltipWikiText) {\n\t\tvar tooltipText = this.wiki.renderText(\"text/plain\",\"text/vnd.tiddlywiki\",tooltipWikiText,{\n\t\t\t\tparseAsInline: true,\n\t\t\t\tvariables: {\n\t\t\t\t\tcurrentTiddler: this.to\n\t\t\t\t},\n\t\t\t\tparentWidget: this\n\t\t\t});\n\t\tdomNode.setAttribute(\"title\",tooltipText);\n\t}\n\tif(this[\"aria-label\"]) {\n\t\tdomNode.setAttribute(\"aria-label\",this[\"aria-label\"]);\n\t}\n\t// Add a click event handler\n\t$tw.utils.addEventListeners(domNode,[\n\t\t{name: \"click\", handlerObject: this, handlerMethod: \"handleClickEvent\"},\n\t]);\n\t// Make the link draggable if required\n\tif(this.draggable === \"yes\") {\n\t\t$tw.utils.makeDraggable({\n\t\t\tdomNode: domNode,\n\t\t\tdragTiddlerFn: function() {return self.to;},\n\t\t\twidget: this\n\t\t});\n\t}\n\t// Insert the link into the DOM and render any children\n\tparent.insertBefore(domNode,nextSibling);\n\tthis.renderChildren(domNode,null);\n\tthis.domNodes.push(domNode);\n};\n\nLinkWidget.prototype.handleClickEvent = function(event) {\n\t// Send the click on its way as a navigate event\n\tvar bounds = this.domNodes[0].getBoundingClientRect();\n\tthis.dispatchEvent({\n\t\ttype: \"tm-navigate\",\n\t\tnavigateTo: this.to,\n\t\tnavigateFromTitle: this.getVariable(\"storyTiddler\"),\n\t\tnavigateFromNode: this,\n\t\tnavigateFromClientRect: { top: bounds.top, left: bounds.left, width: bounds.width, right: bounds.right, bottom: bounds.bottom, height: bounds.height\n\t\t},\n\t\tnavigateSuppressNavigation: event.metaKey || event.ctrlKey || (event.button === 1),\n\t\tmetaKey: event.metaKey,\n\t\tctrlKey: event.ctrlKey,\n\t\taltKey: event.altKey,\n\t\tshiftKey: event.shiftKey\n\t});\n\tif(this.domNodes[0].hasAttribute(\"href\")) {\n\t\tevent.preventDefault();\n\t}\n\tevent.stopPropagation();\n\treturn false;\n};\n\n/*\nCompute the internal state of the widget\n*/\nLinkWidget.prototype.execute = function() {\n\t// Pick up our attributes\n\tthis.to = this.getAttribute(\"to\",this.getVariable(\"currentTiddler\"));\n\tthis.tooltip = this.getAttribute(\"tooltip\");\n\tthis[\"aria-label\"] = this.getAttribute(\"aria-label\");\n\tthis.linkClasses = this.getAttribute(\"class\");\n\tthis.overrideClasses = this.getAttribute(\"overrideClass\");\n\tthis.tabIndex = this.getAttribute(\"tabindex\");\n\tthis.draggable = this.getAttribute(\"draggable\",\"yes\");\n\tthis.linkTag = this.getAttribute(\"tag\",\"a\");\n\t// Determine the link characteristics\n\tthis.isMissing = !this.wiki.tiddlerExists(this.to);\n\tthis.isShadow = this.wiki.isShadowTiddler(this.to);\n\tthis.hideMissingLinks = (this.getVariable(\"tv-show-missing-links\") || \"yes\") === \"no\";\n\t// Make the child widgets\n\tvar templateTree;\n\tif(this.parseTreeNode.children && this.parseTreeNode.children.length > 0) {\n\t\ttemplateTree = this.parseTreeNode.children;\n\t} else {\n\t\t// Default template is a link to the title\n\t\ttemplateTree = [{type: \"text\", text: this.to}];\n\t}\n\tthis.makeChildWidgets(templateTree);\n};\n\n/*\nSelectively refreshes the widget if needed. Returns true if the widget or any of its children needed re-rendering\n*/\nLinkWidget.prototype.refresh = function(changedTiddlers) {\n\tvar changedAttributes = this.computeAttributes();\n\tif(changedAttributes.to || changedTiddlers[this.to] || changedAttributes[\"aria-label\"] || changedAttributes.tooltip) {\n\t\tthis.refreshSelf();\n\t\treturn true;\n\t}\n\treturn this.refreshChildren(changedTiddlers);\n};\n\nexports.link = LinkWidget;\n\n})();\n",
"type": "application/javascript",
"module-type": "widget"
},
"$:/core/modules/widgets/linkcatcher.js": {
"title": "$:/core/modules/widgets/linkcatcher.js",
"text": "/*\\\ntitle: $:/core/modules/widgets/linkcatcher.js\ntype: application/javascript\nmodule-type: widget\n\nLinkcatcher widget\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nvar Widget = require(\"$:/core/modules/widgets/widget.js\").widget;\n\nvar LinkCatcherWidget = function(parseTreeNode,options) {\n\tthis.initialise(parseTreeNode,options);\n\tthis.addEventListeners([\n\t\t{type: \"tm-navigate\", handler: \"handleNavigateEvent\"}\n\t]);\n};\n\n/*\nInherit from the base widget class\n*/\nLinkCatcherWidget.prototype = new Widget();\n\n/*\nRender this widget into the DOM\n*/\nLinkCatcherWidget.prototype.render = function(parent,nextSibling) {\n\tthis.parentDomNode = parent;\n\tthis.computeAttributes();\n\tthis.execute();\n\tthis.renderChildren(parent,nextSibling);\n};\n\n/*\nCompute the internal state of the widget\n*/\nLinkCatcherWidget.prototype.execute = function() {\n\t// Get our parameters\n\tthis.catchTo = this.getAttribute(\"to\");\n\tthis.catchMessage = this.getAttribute(\"message\");\n\tthis.catchSet = this.getAttribute(\"set\");\n\tthis.catchSetTo = this.getAttribute(\"setTo\");\n\tthis.catchActions = this.getAttribute(\"actions\");\n\t// Construct the child widgets\n\tthis.makeChildWidgets();\n\t// When executing actions we avoid trapping navigate events, so that we don't trigger ourselves recursively\n\tthis.executingActions = false;\n};\n\n/*\nSelectively refreshes the widget if needed. Returns true if the widget or any of its children needed re-rendering\n*/\nLinkCatcherWidget.prototype.refresh = function(changedTiddlers) {\n\tvar changedAttributes = this.computeAttributes();\n\tif(changedAttributes.to || changedAttributes.message || changedAttributes.set || changedAttributes.setTo) {\n\t\tthis.refreshSelf();\n\t\treturn true;\n\t} else {\n\t\treturn this.refreshChildren(changedTiddlers);\t\t\n\t}\n};\n\n/*\nHandle a tm-navigate event\n*/\nLinkCatcherWidget.prototype.handleNavigateEvent = function(event) {\n\tif(!this.executingActions) {\n\t\t// Execute the actions\n\t\tif(this.catchTo) {\n\t\t\tthis.wiki.setTextReference(this.catchTo,event.navigateTo,this.getVariable(\"currentTiddler\"));\n\t\t}\n\t\tif(this.catchMessage && this.parentWidget) {\n\t\t\tthis.parentWidget.dispatchEvent({\n\t\t\t\ttype: this.catchMessage,\n\t\t\t\tparam: event.navigateTo,\n\t\t\t\tnavigateTo: event.navigateTo\n\t\t\t});\n\t\t}\n\t\tif(this.catchSet) {\n\t\t\tvar tiddler = this.wiki.getTiddler(this.catchSet);\n\t\t\tthis.wiki.addTiddler(new $tw.Tiddler(tiddler,{title: this.catchSet, text: this.catchSetTo}));\n\t\t}\n\t\tif(this.catchActions) {\n\t\t\tthis.executingActions = true;\n\t\t\tthis.invokeActionString(this.catchActions,this,event,{navigateTo: event.navigateTo});\n\t\t\tthis.executingActions = false;\n\t\t}\n\t} else {\n\t\t// This is a navigate event generated by the actions of this linkcatcher, so we don't trap it again, but just pass it to the parent\n\t\tthis.parentWidget.dispatchEvent({\n\t\t\ttype: \"tm-navigate\",\n\t\t\tparam: event.navigateTo,\n\t\t\tnavigateTo: event.navigateTo\n\t\t});\n\t}\n\treturn false;\n};\n\nexports.linkcatcher = LinkCatcherWidget;\n\n})();\n",
"type": "application/javascript",
"module-type": "widget"
},
"$:/core/modules/widgets/list.js": {
"title": "$:/core/modules/widgets/list.js",
"text": "/*\\\ntitle: $:/core/modules/widgets/list.js\ntype: application/javascript\nmodule-type: widget\n\nList and list item widgets\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nvar Widget = require(\"$:/core/modules/widgets/widget.js\").widget;\n\n/*\nThe list widget creates list element sub-widgets that reach back into the list widget for their configuration\n*/\n\nvar ListWidget = function(parseTreeNode,options) {\n\t// Initialise the storyviews if they've not been done already\n\tif(!this.storyViews) {\n\t\tListWidget.prototype.storyViews = {};\n\t\t$tw.modules.applyMethods(\"storyview\",this.storyViews);\n\t}\n\t// Main initialisation inherited from widget.js\n\tthis.initialise(parseTreeNode,options);\n};\n\n/*\nInherit from the base widget class\n*/\nListWidget.prototype = new Widget();\n\n/*\nRender this widget into the DOM\n*/\nListWidget.prototype.render = function(parent,nextSibling) {\n\tthis.parentDomNode = parent;\n\tthis.computeAttributes();\n\tthis.execute();\n\tthis.renderChildren(parent,nextSibling);\n\t// Construct the storyview\n\tvar StoryView = this.storyViews[this.storyViewName];\n\tif(this.storyViewName && !StoryView) {\n\t\tStoryView = this.storyViews[\"classic\"];\n\t}\n\tif(StoryView && !this.document.isTiddlyWikiFakeDom) {\n\t\tthis.storyview = new StoryView(this);\n\t} else {\n\t\tthis.storyview = null;\n\t}\n};\n\n/*\nCompute the internal state of the widget\n*/\nListWidget.prototype.execute = function() {\n\t// Get our attributes\n\tthis.template = this.getAttribute(\"template\");\n\tthis.editTemplate = this.getAttribute(\"editTemplate\");\n\tthis.variableName = this.getAttribute(\"variable\",\"currentTiddler\");\n\tthis.storyViewName = this.getAttribute(\"storyview\");\n\tthis.historyTitle = this.getAttribute(\"history\");\n\t// Compose the list elements\n\tthis.list = this.getTiddlerList();\n\tvar members = [],\n\t\tself = this;\n\t// Check for an empty list\n\tif(this.list.length === 0) {\n\t\tmembers = this.getEmptyMessage();\n\t} else {\n\t\t$tw.utils.each(this.list,function(title,index) {\n\t\t\tmembers.push(self.makeItemTemplate(title));\n\t\t});\n\t}\n\t// Construct the child widgets\n\tthis.makeChildWidgets(members);\n\t// Clear the last history\n\tthis.history = [];\n};\n\nListWidget.prototype.getTiddlerList = function() {\n\tvar defaultFilter = \"[!is[system]sort[title]]\";\n\treturn this.wiki.filterTiddlers(this.getAttribute(\"filter\",defaultFilter),this);\n};\n\nListWidget.prototype.getEmptyMessage = function() {\n\tvar emptyMessage = this.getAttribute(\"emptyMessage\",\"\"),\n\t\tparser = this.wiki.parseText(\"text/vnd.tiddlywiki\",emptyMessage,{parseAsInline: true});\n\tif(parser) {\n\t\treturn parser.tree;\n\t} else {\n\t\treturn [];\n\t}\n};\n\n/*\nCompose the template for a list item\n*/\nListWidget.prototype.makeItemTemplate = function(title) {\n\t// Check if the tiddler is a draft\n\tvar tiddler = this.wiki.getTiddler(title),\n\t\tisDraft = tiddler && tiddler.hasField(\"draft.of\"),\n\t\ttemplate = this.template,\n\t\ttemplateTree;\n\tif(isDraft && this.editTemplate) {\n\t\ttemplate = this.editTemplate;\n\t}\n\t// Compose the transclusion of the template\n\tif(template) {\n\t\ttemplateTree = [{type: \"transclude\", attributes: {tiddler: {type: \"string\", value: template}}}];\n\t} else {\n\t\tif(this.parseTreeNode.children && this.parseTreeNode.children.length > 0) {\n\t\t\ttemplateTree = this.parseTreeNode.children;\n\t\t} else {\n\t\t\t// Default template is a link to the title\n\t\t\ttemplateTree = [{type: \"element\", tag: this.parseTreeNode.isBlock ? \"div\" : \"span\", children: [{type: \"link\", attributes: {to: {type: \"string\", value: title}}, children: [\n\t\t\t\t\t{type: \"text\", text: title}\n\t\t\t]}]}];\n\t\t}\n\t}\n\t// Return the list item\n\treturn {type: \"listitem\", itemTitle: title, variableName: this.variableName, children: templateTree};\n};\n\n/*\nSelectively refreshes the widget if needed. Returns true if the widget or any of its children needed re-rendering\n*/\nListWidget.prototype.refresh = function(changedTiddlers) {\n\tvar changedAttributes = this.computeAttributes(),\n\t\tresult;\n\t// Call the storyview\n\tif(this.storyview && this.storyview.refreshStart) {\n\t\tthis.storyview.refreshStart(changedTiddlers,changedAttributes);\n\t}\n\t// Completely refresh if any of our attributes have changed\n\tif(changedAttributes.filter || changedAttributes.template || changedAttributes.editTemplate || changedAttributes.emptyMessage || changedAttributes.storyview || changedAttributes.history) {\n\t\tthis.refreshSelf();\n\t\tresult = true;\n\t} else {\n\t\t// Handle any changes to the list\n\t\tresult = this.handleListChanges(changedTiddlers);\n\t\t// Handle any changes to the history stack\n\t\tif(this.historyTitle && changedTiddlers[this.historyTitle]) {\n\t\t\tthis.handleHistoryChanges();\n\t\t}\n\t}\n\t// Call the storyview\n\tif(this.storyview && this.storyview.refreshEnd) {\n\t\tthis.storyview.refreshEnd(changedTiddlers,changedAttributes);\n\t}\n\treturn result;\n};\n\n/*\nHandle any changes to the history list\n*/\nListWidget.prototype.handleHistoryChanges = function() {\n\t// Get the history data\n\tvar newHistory = this.wiki.getTiddlerDataCached(this.historyTitle,[]);\n\t// Ignore any entries of the history that match the previous history\n\tvar entry = 0;\n\twhile(entry < newHistory.length && entry < this.history.length && newHistory[entry].title === this.history[entry].title) {\n\t\tentry++;\n\t}\n\t// Navigate forwards to each of the new tiddlers\n\twhile(entry < newHistory.length) {\n\t\tif(this.storyview && this.storyview.navigateTo) {\n\t\t\tthis.storyview.navigateTo(newHistory[entry]);\n\t\t}\n\t\tentry++;\n\t}\n\t// Update the history\n\tthis.history = newHistory;\n};\n\n/*\nProcess any changes to the list\n*/\nListWidget.prototype.handleListChanges = function(changedTiddlers) {\n\t// Get the new list\n\tvar prevList = this.list;\n\tthis.list = this.getTiddlerList();\n\t// Check for an empty list\n\tif(this.list.length === 0) {\n\t\t// Check if it was empty before\n\t\tif(prevList.length === 0) {\n\t\t\t// If so, just refresh the empty message\n\t\t\treturn this.refreshChildren(changedTiddlers);\n\t\t} else {\n\t\t\t// Replace the previous content with the empty message\n\t\t\tfor(t=this.children.length-1; t>=0; t--) {\n\t\t\t\tthis.removeListItem(t);\n\t\t\t}\n\t\t\tvar nextSibling = this.findNextSiblingDomNode();\n\t\t\tthis.makeChildWidgets(this.getEmptyMessage());\n\t\t\tthis.renderChildren(this.parentDomNode,nextSibling);\n\t\t\treturn true;\n\t\t}\n\t} else {\n\t\t// If the list was empty then we need to remove the empty message\n\t\tif(prevList.length === 0) {\n\t\t\tthis.removeChildDomNodes();\n\t\t\tthis.children = [];\n\t\t}\n\t\t// Cycle through the list, inserting and removing list items as needed\n\t\tvar hasRefreshed = false;\n\t\tfor(var t=0; t<this.list.length; t++) {\n\t\t\tvar index = this.findListItem(t,this.list[t]);\n\t\t\tif(index === undefined) {\n\t\t\t\t// The list item must be inserted\n\t\t\t\tthis.insertListItem(t,this.list[t]);\n\t\t\t\thasRefreshed = true;\n\t\t\t} else {\n\t\t\t\t// There are intervening list items that must be removed\n\t\t\t\tfor(var n=index-1; n>=t; n--) {\n\t\t\t\t\tthis.removeListItem(n);\n\t\t\t\t\thasRefreshed = true;\n\t\t\t\t}\n\t\t\t\t// Refresh the item we're reusing\n\t\t\t\tvar refreshed = this.children[t].refresh(changedTiddlers);\n\t\t\t\thasRefreshed = hasRefreshed || refreshed;\n\t\t\t}\n\t\t}\n\t\t// Remove any left over items\n\t\tfor(t=this.children.length-1; t>=this.list.length; t--) {\n\t\t\tthis.removeListItem(t);\n\t\t\thasRefreshed = true;\n\t\t}\n\t\treturn hasRefreshed;\n\t}\n};\n\n/*\nFind the list item with a given title, starting from a specified position\n*/\nListWidget.prototype.findListItem = function(startIndex,title) {\n\twhile(startIndex < this.children.length) {\n\t\tif(this.children[startIndex].parseTreeNode.itemTitle === title) {\n\t\t\treturn startIndex;\n\t\t}\n\t\tstartIndex++;\n\t}\n\treturn undefined;\n};\n\n/*\nInsert a new list item at the specified index\n*/\nListWidget.prototype.insertListItem = function(index,title) {\n\t// Create, insert and render the new child widgets\n\tvar widget = this.makeChildWidget(this.makeItemTemplate(title));\n\twidget.parentDomNode = this.parentDomNode; // Hack to enable findNextSiblingDomNode() to work\n\tthis.children.splice(index,0,widget);\n\tvar nextSibling = widget.findNextSiblingDomNode();\n\twidget.render(this.parentDomNode,nextSibling);\n\t// Animate the insertion if required\n\tif(this.storyview && this.storyview.insert) {\n\t\tthis.storyview.insert(widget);\n\t}\n\treturn true;\n};\n\n/*\nRemove the specified list item\n*/\nListWidget.prototype.removeListItem = function(index) {\n\tvar widget = this.children[index];\n\t// Animate the removal if required\n\tif(this.storyview && this.storyview.remove) {\n\t\tthis.storyview.remove(widget);\n\t} else {\n\t\twidget.removeChildDomNodes();\n\t}\n\t// Remove the child widget\n\tthis.children.splice(index,1);\n};\n\nexports.list = ListWidget;\n\nvar ListItemWidget = function(parseTreeNode,options) {\n\tthis.initialise(parseTreeNode,options);\n};\n\n/*\nInherit from the base widget class\n*/\nListItemWidget.prototype = new Widget();\n\n/*\nRender this widget into the DOM\n*/\nListItemWidget.prototype.render = function(parent,nextSibling) {\n\tthis.parentDomNode = parent;\n\tthis.computeAttributes();\n\tthis.execute();\n\tthis.renderChildren(parent,nextSibling);\n};\n\n/*\nCompute the internal state of the widget\n*/\nListItemWidget.prototype.execute = function() {\n\t// Set the current list item title\n\tthis.setVariable(this.parseTreeNode.variableName,this.parseTreeNode.itemTitle);\n\t// Construct the child widgets\n\tthis.makeChildWidgets();\n};\n\n/*\nSelectively refreshes the widget if needed. Returns true if the widget or any of its children needed re-rendering\n*/\nListItemWidget.prototype.refresh = function(changedTiddlers) {\n\treturn this.refreshChildren(changedTiddlers);\n};\n\nexports.listitem = ListItemWidget;\n\n})();",
"type": "application/javascript",
"module-type": "widget"
},
"$:/core/modules/widgets/macrocall.js": {
"title": "$:/core/modules/widgets/macrocall.js",
"text": "/*\\\ntitle: $:/core/modules/widgets/macrocall.js\ntype: application/javascript\nmodule-type: widget\n\nMacrocall widget\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nvar Widget = require(\"$:/core/modules/widgets/widget.js\").widget;\n\nvar MacroCallWidget = function(parseTreeNode,options) {\n\tthis.initialise(parseTreeNode,options);\n};\n\n/*\nInherit from the base widget class\n*/\nMacroCallWidget.prototype = new Widget();\n\n/*\nRender this widget into the DOM\n*/\nMacroCallWidget.prototype.render = function(parent,nextSibling) {\n\tthis.parentDomNode = parent;\n\tthis.computeAttributes();\n\tthis.execute();\n\tthis.renderChildren(parent,nextSibling);\n};\n\n/*\nCompute the internal state of the widget\n*/\nMacroCallWidget.prototype.execute = function() {\n\t// Get the parse type if specified\n\tthis.parseType = this.getAttribute(\"$type\",\"text/vnd.tiddlywiki\");\n\tthis.renderOutput = this.getAttribute(\"$output\",\"text/html\");\n\t// Merge together the parameters specified in the parse tree with the specified attributes\n\tvar params = this.parseTreeNode.params ? this.parseTreeNode.params.slice(0) : [];\n\t$tw.utils.each(this.attributes,function(attribute,name) {\n\t\tif(name.charAt(0) !== \"$\") {\n\t\t\tparams.push({name: name, value: attribute});\t\t\t\n\t\t}\n\t});\n\t// Get the macro value\n\tvar macroName = this.parseTreeNode.name || this.getAttribute(\"$name\"),\n\t\tvariableInfo = this.getVariableInfo(macroName,{params: params}),\n\t\ttext = variableInfo.text,\n\t\tparseTreeNodes;\n\t// Are we rendering to HTML?\n\tif(this.renderOutput === \"text/html\") {\n\t\t// If so we'll return the parsed macro\n\t\tvar parser = this.wiki.parseText(this.parseType,text,\n\t\t\t\t\t\t\t{parseAsInline: !this.parseTreeNode.isBlock});\n\t\tparseTreeNodes = parser ? parser.tree : [];\n\t\t// Wrap the parse tree in a vars widget assigning the parameters to variables named \"__paramname__\"\n\t\tvar attributes = {};\n\t\t$tw.utils.each(variableInfo.params,function(param) {\n\t\t\tvar name = \"__\" + param.name + \"__\";\n\t\t\tattributes[name] = {\n\t\t\t\tname: name,\n\t\t\t\ttype: \"string\",\n\t\t\t\tvalue: param.value\n\t\t\t};\n\t\t});\n\t\tparseTreeNodes = [{\n\t\t\ttype: \"vars\",\n\t\t\tattributes: attributes,\n\t\t\tchildren: parseTreeNodes\n\t\t}];\n\t} else {\n\t\t// Otherwise, we'll render the text\n\t\tvar plainText = this.wiki.renderText(\"text/plain\",this.parseType,text,{parentWidget: this});\n\t\tparseTreeNodes = [{type: \"text\", text: plainText}];\n\t}\n\t// Construct the child widgets\n\tthis.makeChildWidgets(parseTreeNodes);\n};\n\n/*\nSelectively refreshes the widget if needed. Returns true if the widget or any of its children needed re-rendering\n*/\nMacroCallWidget.prototype.refresh = function(changedTiddlers) {\n\tvar changedAttributes = this.computeAttributes();\n\tif($tw.utils.count(changedAttributes) > 0) {\n\t\t// Rerender ourselves\n\t\tthis.refreshSelf();\n\t\treturn true;\n\t} else {\n\t\treturn this.refreshChildren(changedTiddlers);\n\t}\n};\n\nexports.macrocall = MacroCallWidget;\n\n})();\n",
"type": "application/javascript",
"module-type": "widget"
},
"$:/core/modules/widgets/navigator.js": {
"title": "$:/core/modules/widgets/navigator.js",
"text": "/*\\\ntitle: $:/core/modules/widgets/navigator.js\ntype: application/javascript\nmodule-type: widget\n\nNavigator widget\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nvar IMPORT_TITLE = \"$:/Import\";\n\nvar Widget = require(\"$:/core/modules/widgets/widget.js\").widget;\n\nvar NavigatorWidget = function(parseTreeNode,options) {\n\tthis.initialise(parseTreeNode,options);\n\tthis.addEventListeners([\n\t\t{type: \"tm-navigate\", handler: \"handleNavigateEvent\"},\n\t\t{type: \"tm-edit-tiddler\", handler: \"handleEditTiddlerEvent\"},\n\t\t{type: \"tm-delete-tiddler\", handler: \"handleDeleteTiddlerEvent\"},\n\t\t{type: \"tm-save-tiddler\", handler: \"handleSaveTiddlerEvent\"},\n\t\t{type: \"tm-cancel-tiddler\", handler: \"handleCancelTiddlerEvent\"},\n\t\t{type: \"tm-close-tiddler\", handler: \"handleCloseTiddlerEvent\"},\n\t\t{type: \"tm-close-all-tiddlers\", handler: \"handleCloseAllTiddlersEvent\"},\n\t\t{type: \"tm-close-other-tiddlers\", handler: \"handleCloseOtherTiddlersEvent\"},\n\t\t{type: \"tm-new-tiddler\", handler: \"handleNewTiddlerEvent\"},\n\t\t{type: \"tm-import-tiddlers\", handler: \"handleImportTiddlersEvent\"},\n\t\t{type: \"tm-perform-import\", handler: \"handlePerformImportEvent\"},\n\t\t{type: \"tm-fold-tiddler\", handler: \"handleFoldTiddlerEvent\"},\n\t\t{type: \"tm-fold-other-tiddlers\", handler: \"handleFoldOtherTiddlersEvent\"},\n\t\t{type: \"tm-fold-all-tiddlers\", handler: \"handleFoldAllTiddlersEvent\"},\n\t\t{type: \"tm-unfold-all-tiddlers\", handler: \"handleUnfoldAllTiddlersEvent\"},\n\t\t{type: \"tm-rename-tiddler\", handler: \"handleRenameTiddlerEvent\"}\n\t]);\n};\n\n/*\nInherit from the base widget class\n*/\nNavigatorWidget.prototype = new Widget();\n\n/*\nRender this widget into the DOM\n*/\nNavigatorWidget.prototype.render = function(parent,nextSibling) {\n\tthis.parentDomNode = parent;\n\tthis.computeAttributes();\n\tthis.execute();\n\tthis.renderChildren(parent,nextSibling);\n};\n\n/*\nCompute the internal state of the widget\n*/\nNavigatorWidget.prototype.execute = function() {\n\t// Get our parameters\n\tthis.storyTitle = this.getAttribute(\"story\");\n\tthis.historyTitle = this.getAttribute(\"history\");\n\tthis.setVariable(\"tv-story-list\",this.storyTitle);\n\tthis.setVariable(\"tv-history-list\",this.historyTitle);\n\t// Construct the child widgets\n\tthis.makeChildWidgets();\n};\n\n/*\nSelectively refreshes the widget if needed. Returns true if the widget or any of its children needed re-rendering\n*/\nNavigatorWidget.prototype.refresh = function(changedTiddlers) {\n\tvar changedAttributes = this.computeAttributes();\n\tif(changedAttributes.story || changedAttributes.history) {\n\t\tthis.refreshSelf();\n\t\treturn true;\n\t} else {\n\t\treturn this.refreshChildren(changedTiddlers);\n\t}\n};\n\nNavigatorWidget.prototype.getStoryList = function() {\n\treturn this.storyTitle ? this.wiki.getTiddlerList(this.storyTitle) : null;\n};\n\nNavigatorWidget.prototype.saveStoryList = function(storyList) {\n\tif(this.storyTitle) {\n\t\tvar storyTiddler = this.wiki.getTiddler(this.storyTitle);\n\t\tthis.wiki.addTiddler(new $tw.Tiddler(\n\t\t\t{title: this.storyTitle},\n\t\t\tstoryTiddler,\n\t\t\t{list: storyList}\n\t\t));\t\t\n\t}\n};\n\nNavigatorWidget.prototype.removeTitleFromStory = function(storyList,title) {\n\tif(storyList) {\n\t\tvar p = storyList.indexOf(title);\n\t\twhile(p !== -1) {\n\t\t\tstoryList.splice(p,1);\n\t\t\tp = storyList.indexOf(title);\n\t\t}\t\t\n\t}\n};\n\nNavigatorWidget.prototype.replaceFirstTitleInStory = function(storyList,oldTitle,newTitle) {\n\tif(storyList) {\n\t\tvar pos = storyList.indexOf(oldTitle);\n\t\tif(pos !== -1) {\n\t\t\tstoryList[pos] = newTitle;\n\t\t\tdo {\n\t\t\t\tpos = storyList.indexOf(oldTitle,pos + 1);\n\t\t\t\tif(pos !== -1) {\n\t\t\t\t\tstoryList.splice(pos,1);\n\t\t\t\t}\n\t\t\t} while(pos !== -1);\n\t\t} else {\n\t\t\tstoryList.splice(0,0,newTitle);\n\t\t}\t\t\n\t}\n};\n\nNavigatorWidget.prototype.addToStory = function(title,fromTitle) {\n\tif(this.storyTitle) {\n\t\tthis.wiki.addToStory(title,fromTitle,this.storyTitle,{\n\t\t\topenLinkFromInsideRiver: this.getAttribute(\"openLinkFromInsideRiver\",\"top\"),\n\t\t\topenLinkFromOutsideRiver: this.getAttribute(\"openLinkFromOutsideRiver\",\"top\")\n\t\t});\n\t}\n};\n\n/*\nAdd a new record to the top of the history stack\ntitle: a title string or an array of title strings\nfromPageRect: page coordinates of the origin of the navigation\n*/\nNavigatorWidget.prototype.addToHistory = function(title,fromPageRect) {\n\tthis.wiki.addToHistory(title,fromPageRect,this.historyTitle);\n};\n\n/*\nHandle a tm-navigate event\n*/\nNavigatorWidget.prototype.handleNavigateEvent = function(event) {\n\tevent = $tw.hooks.invokeHook(\"th-navigating\",event);\n\tif(event.navigateTo) {\n\t\tthis.addToStory(event.navigateTo,event.navigateFromTitle);\n\t\tif(!event.navigateSuppressNavigation) {\n\t\t\tthis.addToHistory(event.navigateTo,event.navigateFromClientRect);\n\t\t}\n\t}\n\treturn false;\n};\n\n// Close a specified tiddler\nNavigatorWidget.prototype.handleCloseTiddlerEvent = function(event) {\n\tvar title = event.param || event.tiddlerTitle,\n\t\tstoryList = this.getStoryList();\n\t// Look for tiddlers with this title to close\n\tthis.removeTitleFromStory(storyList,title);\n\tthis.saveStoryList(storyList);\n\treturn false;\n};\n\n// Close all tiddlers\nNavigatorWidget.prototype.handleCloseAllTiddlersEvent = function(event) {\n\tthis.saveStoryList([]);\n\treturn false;\n};\n\n// Close other tiddlers\nNavigatorWidget.prototype.handleCloseOtherTiddlersEvent = function(event) {\n\tvar title = event.param || event.tiddlerTitle;\n\tthis.saveStoryList([title]);\n\treturn false;\n};\n\n// Place a tiddler in edit mode\nNavigatorWidget.prototype.handleEditTiddlerEvent = function(event) {\n\tvar editTiddler = $tw.hooks.invokeHook(\"th-editing-tiddler\",event);\n\tif(!editTiddler) {\n\t\treturn false;\n\t}\n\tvar self = this;\n\tfunction isUnmodifiedShadow(title) {\n\t\treturn self.wiki.isShadowTiddler(title) && !self.wiki.tiddlerExists(title);\n\t}\n\tfunction confirmEditShadow(title) {\n\t\treturn confirm($tw.language.getString(\n\t\t\t\"ConfirmEditShadowTiddler\",\n\t\t\t{variables:\n\t\t\t\t{title: title}\n\t\t\t}\n\t\t));\n\t}\n\tvar title = event.param || event.tiddlerTitle;\n\tif(isUnmodifiedShadow(title) && !confirmEditShadow(title)) {\n\t\treturn false;\n\t}\n\t// Replace the specified tiddler with a draft in edit mode\n\tvar draftTiddler = this.makeDraftTiddler(title);\n\t// Update the story and history if required\n\tif(!event.paramObject || event.paramObject.suppressNavigation !== \"yes\") {\n\t\tvar draftTitle = draftTiddler.fields.title,\n\t\t\tstoryList = this.getStoryList();\n\t\tthis.removeTitleFromStory(storyList,draftTitle);\n\t\tthis.replaceFirstTitleInStory(storyList,title,draftTitle);\n\t\tthis.addToHistory(draftTitle,event.navigateFromClientRect);\n\t\tthis.saveStoryList(storyList);\n\t\treturn false;\n\t}\n};\n\n// Delete a tiddler\nNavigatorWidget.prototype.handleDeleteTiddlerEvent = function(event) {\n\t// Get the tiddler we're deleting\n\tvar title = event.param || event.tiddlerTitle,\n\t\ttiddler = this.wiki.getTiddler(title),\n\t\tstoryList = this.getStoryList(),\n\t\toriginalTitle = tiddler ? tiddler.fields[\"draft.of\"] : \"\",\n\t\toriginalTiddler = originalTitle ? this.wiki.getTiddler(originalTitle) : undefined,\n\t\tconfirmationTitle;\n\tif(!tiddler) {\n\t\treturn false;\n\t}\n\t// Check if the tiddler we're deleting is in draft mode\n\tif(originalTitle) {\n\t\t// If so, we'll prompt for confirmation referencing the original tiddler\n\t\tconfirmationTitle = originalTitle;\n\t} else {\n\t\t// If not a draft, then prompt for confirmation referencing the specified tiddler\n\t\tconfirmationTitle = title;\n\t}\n\t// Seek confirmation\n\tif((this.wiki.getTiddler(originalTitle) || (tiddler.fields.text || \"\") !== \"\") && !confirm($tw.language.getString(\n\t\t\t\t\"ConfirmDeleteTiddler\",\n\t\t\t\t{variables:\n\t\t\t\t\t{title: confirmationTitle}\n\t\t\t\t}\n\t\t\t))) {\n\t\treturn false;\n\t}\n\t// Delete the original tiddler\n\tif(originalTitle) {\n\t\tif(originalTiddler) {\n\t\t\t$tw.hooks.invokeHook(\"th-deleting-tiddler\",originalTiddler);\n\t\t}\n\t\tthis.wiki.deleteTiddler(originalTitle);\n\t\tthis.removeTitleFromStory(storyList,originalTitle);\n\t}\n\t// Invoke the hook function and delete this tiddler\n\t$tw.hooks.invokeHook(\"th-deleting-tiddler\",tiddler);\n\tthis.wiki.deleteTiddler(title);\n\t// Remove the closed tiddler from the story\n\tthis.removeTitleFromStory(storyList,title);\n\tthis.saveStoryList(storyList);\n\t// Trigger an autosave\n\t$tw.rootWidget.dispatchEvent({type: \"tm-auto-save-wiki\"});\n\treturn false;\n};\n\n/*\nCreate/reuse the draft tiddler for a given title\n*/\nNavigatorWidget.prototype.makeDraftTiddler = function(targetTitle) {\n\t// See if there is already a draft tiddler for this tiddler\n\tvar draftTitle = this.wiki.findDraft(targetTitle);\n\tif(draftTitle) {\n\t\treturn this.wiki.getTiddler(draftTitle);\n\t}\n\t// Get the current value of the tiddler we're editing\n\tvar tiddler = this.wiki.getTiddler(targetTitle);\n\t// Save the initial value of the draft tiddler\n\tdraftTitle = this.generateDraftTitle(targetTitle);\n\tvar draftTiddler = new $tw.Tiddler(\n\t\t\ttiddler,\n\t\t\t{\n\t\t\t\ttitle: draftTitle,\n\t\t\t\t\"draft.title\": targetTitle,\n\t\t\t\t\"draft.of\": targetTitle\n\t\t\t},\n\t\t\tthis.wiki.getModificationFields()\n\t\t);\n\tthis.wiki.addTiddler(draftTiddler);\n\treturn draftTiddler;\n};\n\n/*\nGenerate a title for the draft of a given tiddler\n*/\nNavigatorWidget.prototype.generateDraftTitle = function(title) {\n\treturn this.wiki.generateDraftTitle(title);\n};\n\n// Take a tiddler out of edit mode, saving the changes\nNavigatorWidget.prototype.handleSaveTiddlerEvent = function(event) {\n\tvar title = event.param || event.tiddlerTitle,\n\t\ttiddler = this.wiki.getTiddler(title),\n\t\tstoryList = this.getStoryList();\n\t// Replace the original tiddler with the draft\n\tif(tiddler) {\n\t\tvar draftTitle = (tiddler.fields[\"draft.title\"] || \"\").trim(),\n\t\t\tdraftOf = (tiddler.fields[\"draft.of\"] || \"\").trim();\n\t\tif(draftTitle) {\n\t\t\tvar isRename = draftOf !== draftTitle,\n\t\t\t\tisConfirmed = true;\n\t\t\tif(isRename && this.wiki.tiddlerExists(draftTitle)) {\n\t\t\t\tisConfirmed = confirm($tw.language.getString(\n\t\t\t\t\t\"ConfirmOverwriteTiddler\",\n\t\t\t\t\t{variables:\n\t\t\t\t\t\t{title: draftTitle}\n\t\t\t\t\t}\n\t\t\t\t));\n\t\t\t}\n\t\t\tif(isConfirmed) {\n\t\t\t\t// Create the new tiddler and pass it through the th-saving-tiddler hook\n\t\t\t\tvar newTiddler = new $tw.Tiddler(this.wiki.getCreationFields(),tiddler,{\n\t\t\t\t\ttitle: draftTitle,\n\t\t\t\t\t\"draft.title\": undefined,\n\t\t\t\t\t\"draft.of\": undefined\n\t\t\t\t},this.wiki.getModificationFields());\n\t\t\t\tnewTiddler = $tw.hooks.invokeHook(\"th-saving-tiddler\",newTiddler);\n\t\t\t\tthis.wiki.addTiddler(newTiddler);\n\t\t\t\t// If enabled, relink references to renamed tiddler\n\t\t\t\tvar shouldRelink = this.getAttribute(\"relinkOnRename\",\"no\").toLowerCase().trim() === \"yes\";\n\t\t\t\tif(isRename && shouldRelink && this.wiki.tiddlerExists(draftOf)) {\nconsole.log(\"Relinking '\" + draftOf + \"' to '\" + draftTitle + \"'\");\n\t\t\t\t\tthis.wiki.relinkTiddler(draftOf,draftTitle);\n\t\t\t\t}\n\t\t\t\t// Remove the draft tiddler\n\t\t\t\tthis.wiki.deleteTiddler(title);\n\t\t\t\t// Remove the original tiddler if we're renaming it\n\t\t\t\tif(isRename) {\n\t\t\t\t\tthis.wiki.deleteTiddler(draftOf);\n\t\t\t\t}\n\t\t\t\t// #2381 always remove new title & old\n\t\t\t\tthis.removeTitleFromStory(storyList,draftTitle);\n\t\t\t\tthis.removeTitleFromStory(storyList,draftOf);\n\t\t\t\tif(!event.paramObject || event.paramObject.suppressNavigation !== \"yes\") {\n\t\t\t\t\t// Replace the draft in the story with the original\n\t\t\t\t\tthis.replaceFirstTitleInStory(storyList,title,draftTitle);\n\t\t\t\t\tthis.addToHistory(draftTitle,event.navigateFromClientRect);\n\t\t\t\t\tif(draftTitle !== this.storyTitle) {\n\t\t\t\t\t\tthis.saveStoryList(storyList);\n\t\t\t\t\t}\n\t\t\t\t}\n\t\t\t\t// Trigger an autosave\n\t\t\t\t$tw.rootWidget.dispatchEvent({type: \"tm-auto-save-wiki\"});\n\t\t\t}\n\t\t}\n\t}\n\treturn false;\n};\n\n// Take a tiddler out of edit mode without saving the changes\nNavigatorWidget.prototype.handleCancelTiddlerEvent = function(event) {\n\tevent = $tw.hooks.invokeHook(\"th-cancelling-tiddler\", event);\n\t// Flip the specified tiddler from draft back to the original\n\tvar draftTitle = event.param || event.tiddlerTitle,\n\t\tdraftTiddler = this.wiki.getTiddler(draftTitle),\n\t\toriginalTitle = draftTiddler && draftTiddler.fields[\"draft.of\"];\n\tif(draftTiddler && originalTitle) {\n\t\t// Ask for confirmation if the tiddler text has changed\n\t\tvar isConfirmed = true,\n\t\t\toriginalTiddler = this.wiki.getTiddler(originalTitle),\n\t\t\tstoryList = this.getStoryList();\n\t\tif(this.wiki.isDraftModified(draftTitle)) {\n\t\t\tisConfirmed = confirm($tw.language.getString(\n\t\t\t\t\"ConfirmCancelTiddler\",\n\t\t\t\t{variables:\n\t\t\t\t\t{title: draftTitle}\n\t\t\t\t}\n\t\t\t));\n\t\t}\n\t\t// Remove the draft tiddler\n\t\tif(isConfirmed) {\n\t\t\tthis.wiki.deleteTiddler(draftTitle);\n\t\t\tif(!event.paramObject || event.paramObject.suppressNavigation !== \"yes\") {\n\t\t\t\tif(originalTiddler) {\n\t\t\t\t\tthis.replaceFirstTitleInStory(storyList,draftTitle,originalTitle);\n\t\t\t\t\tthis.addToHistory(originalTitle,event.navigateFromClientRect);\n\t\t\t\t} else {\n\t\t\t\t\tthis.removeTitleFromStory(storyList,draftTitle);\n\t\t\t\t}\n\t\t\t\tthis.saveStoryList(storyList);\n\t\t\t}\n\t\t}\n\t}\n\treturn false;\n};\n\n// Create a new draft tiddler\n// event.param can either be the title of a template tiddler, or a hashmap of fields.\n//\n// The title of the newly created tiddler follows these rules:\n// * If a hashmap was used and a title field was specified, use that title\n// * If a hashmap was used without a title field, use a default title, if necessary making it unique with a numeric suffix\n// * If a template tiddler was used, use the title of the template, if necessary making it unique with a numeric suffix\n//\n// If a draft of the target tiddler already exists then it is reused\nNavigatorWidget.prototype.handleNewTiddlerEvent = function(event) {\n\tevent = $tw.hooks.invokeHook(\"th-new-tiddler\", event);\n\t// Get the story details\n\tvar storyList = this.getStoryList(),\n\t\ttemplateTiddler, additionalFields, title, draftTitle, existingTiddler;\n\t// Get the template tiddler (if any)\n\tif(typeof event.param === \"string\") {\n\t\t// Get the template tiddler\n\t\ttemplateTiddler = this.wiki.getTiddler(event.param);\n\t\t// Generate a new title\n\t\ttitle = this.wiki.generateNewTitle(event.param || $tw.language.getString(\"DefaultNewTiddlerTitle\"));\n\t}\n\t// Get the specified additional fields\n\tif(typeof event.paramObject === \"object\") {\n\t\tadditionalFields = event.paramObject;\n\t}\n\tif(typeof event.param === \"object\") { // Backwards compatibility with 5.1.3\n\t\tadditionalFields = event.param;\n\t}\n\tif(additionalFields && additionalFields.title) {\n\t\ttitle = additionalFields.title;\n\t}\n\t// Make a copy of the additional fields excluding any blank ones\n\tvar filteredAdditionalFields = $tw.utils.extend({},additionalFields);\n\tObject.keys(filteredAdditionalFields).forEach(function(fieldName) {\n\t\tif(filteredAdditionalFields[fieldName] === \"\") {\n\t\t\tdelete filteredAdditionalFields[fieldName];\n\t\t}\n\t});\n\t// Generate a title if we don't have one\n\ttitle = title || this.wiki.generateNewTitle($tw.language.getString(\"DefaultNewTiddlerTitle\"));\n\t// Find any existing draft for this tiddler\n\tdraftTitle = this.wiki.findDraft(title);\n\t// Pull in any existing tiddler\n\tif(draftTitle) {\n\t\texistingTiddler = this.wiki.getTiddler(draftTitle);\n\t} else {\n\t\tdraftTitle = this.generateDraftTitle(title);\n\t\texistingTiddler = this.wiki.getTiddler(title);\n\t}\n\t// Merge the tags\n\tvar mergedTags = [];\n\tif(existingTiddler && existingTiddler.fields.tags) {\n\t\t$tw.utils.pushTop(mergedTags,existingTiddler.fields.tags);\n\t}\n\tif(additionalFields && additionalFields.tags) {\n\t\t// Merge tags\n\t\tmergedTags = $tw.utils.pushTop(mergedTags,$tw.utils.parseStringArray(additionalFields.tags));\n\t}\n\tif(templateTiddler && templateTiddler.fields.tags) {\n\t\t// Merge tags\n\t\tmergedTags = $tw.utils.pushTop(mergedTags,templateTiddler.fields.tags);\n\t}\n\t// Save the draft tiddler\n\tvar draftTiddler = new $tw.Tiddler({\n\t\t\ttext: \"\",\n\t\t\t\"draft.title\": title\n\t\t},\n\t\ttemplateTiddler,\n\t\tadditionalFields,\n\t\tthis.wiki.getCreationFields(),\n\t\texistingTiddler,\n\t\tfilteredAdditionalFields,\n\t\t{\n\t\t\ttitle: draftTitle,\n\t\t\t\"draft.of\": title,\n\t\t\ttags: mergedTags\n\t\t},this.wiki.getModificationFields());\n\tthis.wiki.addTiddler(draftTiddler);\n\t// Update the story to insert the new draft at the top and remove any existing tiddler\n\tif(storyList && storyList.indexOf(draftTitle) === -1) {\n\t\tvar slot = storyList.indexOf(event.navigateFromTitle);\n\t\tif(slot === -1) {\n\t\t\tslot = this.getAttribute(\"openLinkFromOutsideRiver\",\"top\") === \"bottom\" ? storyList.length - 1 : slot;\n\t\t}\n\t\tstoryList.splice(slot + 1,0,draftTitle);\n\t}\n\tif(storyList && storyList.indexOf(title) !== -1) {\n\t\tstoryList.splice(storyList.indexOf(title),1);\n\t}\n\tthis.saveStoryList(storyList);\n\t// Add a new record to the top of the history stack\n\tthis.addToHistory(draftTitle);\n\treturn false;\n};\n\n// Import JSON tiddlers into a pending import tiddler\nNavigatorWidget.prototype.handleImportTiddlersEvent = function(event) {\n\t// Get the tiddlers\n\tvar tiddlers = [];\n\ttry {\n\t\ttiddlers = JSON.parse(event.param);\n\t} catch(e) {\n\t}\n\t// Get the current $:/Import tiddler\n\tvar importTiddler = this.wiki.getTiddler(IMPORT_TITLE),\n\t\timportData = this.wiki.getTiddlerData(IMPORT_TITLE,{}),\n\t\tnewFields = new Object({\n\t\t\ttitle: IMPORT_TITLE,\n\t\t\ttype: \"application/json\",\n\t\t\t\"plugin-type\": \"import\",\n\t\t\t\"status\": \"pending\"\n\t\t}),\n\t\tincomingTiddlers = [];\n\t// Process each tiddler\n\timportData.tiddlers = importData.tiddlers || {};\n\t$tw.utils.each(tiddlers,function(tiddlerFields) {\n\t\ttiddlerFields.title = $tw.utils.trim(tiddlerFields.title);\n\t\tvar title = tiddlerFields.title;\n\t\tif(title) {\n\t\t\tincomingTiddlers.push(title);\n\t\t\timportData.tiddlers[title] = tiddlerFields;\n\t\t}\n\t});\n\t// Give the active upgrader modules a chance to process the incoming tiddlers\n\tvar messages = this.wiki.invokeUpgraders(incomingTiddlers,importData.tiddlers);\n\t$tw.utils.each(messages,function(message,title) {\n\t\tnewFields[\"message-\" + title] = message;\n\t});\n\t// Deselect any suppressed tiddlers\n\t$tw.utils.each(importData.tiddlers,function(tiddler,title) {\n\t\tif($tw.utils.count(tiddler) === 0) {\n\t\t\tnewFields[\"selection-\" + title] = \"unchecked\";\n\t\t}\n\t});\n\t// Save the $:/Import tiddler\n\tnewFields.text = JSON.stringify(importData,null,$tw.config.preferences.jsonSpaces);\n\tthis.wiki.addTiddler(new $tw.Tiddler(importTiddler,newFields));\n\t// Update the story and history details\n\tif(this.getVariable(\"tv-auto-open-on-import\") !== \"no\") {\n\t\tvar storyList = this.getStoryList(),\n\t\t\thistory = [];\n\t\t// Add it to the story\n\t\tif(storyList && storyList.indexOf(IMPORT_TITLE) === -1) {\n\t\t\tstoryList.unshift(IMPORT_TITLE);\n\t\t}\n\t\t// And to history\n\t\thistory.push(IMPORT_TITLE);\n\t\t// Save the updated story and history\n\t\tthis.saveStoryList(storyList);\n\t\tthis.addToHistory(history);\n\t}\n\treturn false;\n};\n\n//\nNavigatorWidget.prototype.handlePerformImportEvent = function(event) {\n\tvar self = this,\n\t\timportTiddler = this.wiki.getTiddler(event.param),\n\t\timportData = this.wiki.getTiddlerDataCached(event.param,{tiddlers: {}}),\n\t\timportReport = [];\n\t// Add the tiddlers to the store\n\timportReport.push($tw.language.getString(\"Import/Imported/Hint\") + \"\\n\");\n\t$tw.utils.each(importData.tiddlers,function(tiddlerFields) {\n\t\tvar title = tiddlerFields.title;\n\t\tif(title && importTiddler && importTiddler.fields[\"selection-\" + title] !== \"unchecked\") {\n\t\t\tvar tiddler = new $tw.Tiddler(tiddlerFields);\n\t\t\ttiddler = $tw.hooks.invokeHook(\"th-importing-tiddler\",tiddler);\n\t\t\tself.wiki.addTiddler(tiddler);\n\t\t\timportReport.push(\"# [[\" + tiddlerFields.title + \"]]\");\n\t\t}\n\t});\n\t// Replace the $:/Import tiddler with an import report\n\tthis.wiki.addTiddler(new $tw.Tiddler({\n\t\ttitle: event.param,\n\t\ttext: importReport.join(\"\\n\"),\n\t\t\"status\": \"complete\"\n\t}));\n\t// Navigate to the $:/Import tiddler\n\tthis.addToHistory([event.param]);\n\t// Trigger an autosave\n\t$tw.rootWidget.dispatchEvent({type: \"tm-auto-save-wiki\"});\n};\n\nNavigatorWidget.prototype.handleFoldTiddlerEvent = function(event) {\n\tvar paramObject = event.paramObject || {};\n\tif(paramObject.foldedState) {\n\t\tvar foldedState = this.wiki.getTiddlerText(paramObject.foldedState,\"show\") === \"show\" ? \"hide\" : \"show\";\n\t\tthis.wiki.setText(paramObject.foldedState,\"text\",null,foldedState);\n\t}\n};\n\nNavigatorWidget.prototype.handleFoldOtherTiddlersEvent = function(event) {\n\tvar self = this,\n\t\tparamObject = event.paramObject || {},\n\t\tprefix = paramObject.foldedStatePrefix;\n\t$tw.utils.each(this.getStoryList(),function(title) {\n\t\tself.wiki.setText(prefix + title,\"text\",null,event.param === title ? \"show\" : \"hide\");\n\t});\n};\n\nNavigatorWidget.prototype.handleFoldAllTiddlersEvent = function(event) {\n\tvar self = this,\n\t\tparamObject = event.paramObject || {},\n\t\tprefix = paramObject.foldedStatePrefix || \"$:/state/folded/\";\n\t$tw.utils.each(this.getStoryList(),function(title) {\n\t\tself.wiki.setText(prefix + title,\"text\",null,\"hide\");\n\t});\n};\n\nNavigatorWidget.prototype.handleUnfoldAllTiddlersEvent = function(event) {\n\tvar self = this,\n\t\tparamObject = event.paramObject || {},\n\t\tprefix = paramObject.foldedStatePrefix;\n\t$tw.utils.each(this.getStoryList(),function(title) {\n\t\tself.wiki.setText(prefix + title,\"text\",null,\"show\");\n\t});\n};\n\nNavigatorWidget.prototype.handleRenameTiddlerEvent = function(event) {\n\tvar paramObject = event.paramObject || {},\n\t\tfrom = paramObject.from || event.tiddlerTitle,\n\t\tto = paramObject.to;\n\tthis.wiki.renameTiddler(from,to);\n};\n\nexports.navigator = NavigatorWidget;\n\n})();\n",
"type": "application/javascript",
"module-type": "widget"
},
"$:/core/modules/widgets/password.js": {
"title": "$:/core/modules/widgets/password.js",
"text": "/*\\\ntitle: $:/core/modules/widgets/password.js\ntype: application/javascript\nmodule-type: widget\n\nPassword widget\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nvar Widget = require(\"$:/core/modules/widgets/widget.js\").widget;\n\nvar PasswordWidget = function(parseTreeNode,options) {\n\tthis.initialise(parseTreeNode,options);\n};\n\n/*\nInherit from the base widget class\n*/\nPasswordWidget.prototype = new Widget();\n\n/*\nRender this widget into the DOM\n*/\nPasswordWidget.prototype.render = function(parent,nextSibling) {\n\t// Save the parent dom node\n\tthis.parentDomNode = parent;\n\t// Compute our attributes\n\tthis.computeAttributes();\n\t// Execute our logic\n\tthis.execute();\n\t// Get the current password\n\tvar password = $tw.browser ? $tw.utils.getPassword(this.passwordName) || \"\" : \"\";\n\t// Create our element\n\tvar domNode = this.document.createElement(\"input\");\n\tdomNode.setAttribute(\"type\",\"password\");\n\tdomNode.setAttribute(\"value\",password);\n\t// Add a click event handler\n\t$tw.utils.addEventListeners(domNode,[\n\t\t{name: \"change\", handlerObject: this, handlerMethod: \"handleChangeEvent\"}\n\t]);\n\t// Insert the label into the DOM and render any children\n\tparent.insertBefore(domNode,nextSibling);\n\tthis.renderChildren(domNode,null);\n\tthis.domNodes.push(domNode);\n};\n\nPasswordWidget.prototype.handleChangeEvent = function(event) {\n\tvar password = this.domNodes[0].value;\n\treturn $tw.utils.savePassword(this.passwordName,password);\n};\n\n/*\nCompute the internal state of the widget\n*/\nPasswordWidget.prototype.execute = function() {\n\t// Get the parameters from the attributes\n\tthis.passwordName = this.getAttribute(\"name\",\"\");\n\t// Make the child widgets\n\tthis.makeChildWidgets();\n};\n\n/*\nSelectively refreshes the widget if needed. Returns true if the widget or any of its children needed re-rendering\n*/\nPasswordWidget.prototype.refresh = function(changedTiddlers) {\n\tvar changedAttributes = this.computeAttributes();\n\tif(changedAttributes.name) {\n\t\tthis.refreshSelf();\n\t\treturn true;\n\t} else {\n\t\treturn this.refreshChildren(changedTiddlers);\n\t}\n};\n\nexports.password = PasswordWidget;\n\n})();\n",
"type": "application/javascript",
"module-type": "widget"
},
"$:/core/modules/widgets/qualify.js": {
"title": "$:/core/modules/widgets/qualify.js",
"text": "/*\\\ntitle: $:/core/modules/widgets/qualify.js\ntype: application/javascript\nmodule-type: widget\n\nQualify text to a variable \n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nvar Widget = require(\"$:/core/modules/widgets/widget.js\").widget;\n\nvar QualifyWidget = function(parseTreeNode,options) {\n\tthis.initialise(parseTreeNode,options);\n};\n\n/*\nInherit from the base widget class\n*/\nQualifyWidget.prototype = new Widget();\n\n/*\nRender this widget into the DOM\n*/\nQualifyWidget.prototype.render = function(parent,nextSibling) {\n\tthis.parentDomNode = parent;\n\tthis.computeAttributes();\n\tthis.execute();\n\tthis.renderChildren(parent,nextSibling);\n};\n\n/*\nCompute the internal state of the widget\n*/\nQualifyWidget.prototype.execute = function() {\n\t// Get our parameters\n\tthis.qualifyName = this.getAttribute(\"name\");\n\tthis.qualifyTitle = this.getAttribute(\"title\");\n\t// Set context variable\n\tif(this.qualifyName) {\n\t\tthis.setVariable(this.qualifyName,this.qualifyTitle + \"-\" + this.getStateQualifier());\n\t}\n\t// Construct the child widgets\n\tthis.makeChildWidgets();\n};\n\n/*\nSelectively refreshes the widget if needed. Returns true if the widget or any of its children needed re-rendering\n*/\nQualifyWidget.prototype.refresh = function(changedTiddlers) {\n\tvar changedAttributes = this.computeAttributes();\n\tif(changedAttributes.name || changedAttributes.title) {\n\t\tthis.refreshSelf();\n\t\treturn true;\n\t} else {\n\t\treturn this.refreshChildren(changedTiddlers);\n\t}\n};\n\nexports.qualify = QualifyWidget;\n\n})();\n",
"type": "application/javascript",
"module-type": "widget"
},
"$:/core/modules/widgets/radio.js": {
"title": "$:/core/modules/widgets/radio.js",
"text": "/*\\\ntitle: $:/core/modules/widgets/radio.js\ntype: application/javascript\nmodule-type: widget\n\nSet a field or index at a given tiddler via radio buttons\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nvar Widget = require(\"$:/core/modules/widgets/widget.js\").widget;\n\nvar RadioWidget = function(parseTreeNode,options) {\n\tthis.initialise(parseTreeNode,options);\n};\n\n/*\nInherit from the base widget class\n*/\nRadioWidget.prototype = new Widget();\n\n/*\nRender this widget into the DOM\n*/\nRadioWidget.prototype.render = function(parent,nextSibling) {\n\t// Save the parent dom node\n\tthis.parentDomNode = parent;\n\t// Compute our attributes\n\tthis.computeAttributes();\n\t// Execute our logic\n\tthis.execute();\n\tvar isChecked = this.getValue() === this.radioValue;\n\t// Create our elements\n\tthis.labelDomNode = this.document.createElement(\"label\");\n\tthis.labelDomNode.setAttribute(\"class\",\n \t\t\"tc-radio \" + this.radioClass + (isChecked ? \" tc-radio-selected\" : \"\")\n \t);\n\tthis.inputDomNode = this.document.createElement(\"input\");\n\tthis.inputDomNode.setAttribute(\"type\",\"radio\");\n\tif(isChecked) {\n\t\tthis.inputDomNode.setAttribute(\"checked\",\"true\");\n\t}\n\tthis.labelDomNode.appendChild(this.inputDomNode);\n\tthis.spanDomNode = this.document.createElement(\"span\");\n\tthis.labelDomNode.appendChild(this.spanDomNode);\n\t// Add a click event handler\n\t$tw.utils.addEventListeners(this.inputDomNode,[\n\t\t{name: \"change\", handlerObject: this, handlerMethod: \"handleChangeEvent\"}\n\t]);\n\t// Insert the label into the DOM and render any children\n\tparent.insertBefore(this.labelDomNode,nextSibling);\n\tthis.renderChildren(this.spanDomNode,null);\n\tthis.domNodes.push(this.labelDomNode);\n};\n\nRadioWidget.prototype.getValue = function() {\n\tvar value,\n\t\ttiddler = this.wiki.getTiddler(this.radioTitle);\n\tif (this.radioIndex) {\n\t\tvalue = this.wiki.extractTiddlerDataItem(this.radioTitle,this.radioIndex);\n\t} else {\n\t\tvalue = tiddler && tiddler.getFieldString(this.radioField);\n\t}\n\treturn value;\n};\n\nRadioWidget.prototype.setValue = function() {\n\tif(this.radioIndex) {\n\t\tthis.wiki.setText(this.radioTitle,\"\",this.radioIndex,this.radioValue);\n\t} else {\n\t\tvar tiddler = this.wiki.getTiddler(this.radioTitle),\n\t\t\taddition = {};\n\t\taddition[this.radioField] = this.radioValue;\n\t\tthis.wiki.addTiddler(new $tw.Tiddler(this.wiki.getCreationFields(),{title: this.radioTitle},tiddler,addition,this.wiki.getModificationFields()));\n\t}\n};\n\nRadioWidget.prototype.handleChangeEvent = function(event) {\n\tif(this.inputDomNode.checked) {\n\t\tthis.setValue();\n\t}\n};\n\n/*\nCompute the internal state of the widget\n*/\nRadioWidget.prototype.execute = function() {\n\t// Get the parameters from the attributes\n\tthis.radioTitle = this.getAttribute(\"tiddler\",this.getVariable(\"currentTiddler\"));\n\tthis.radioField = this.getAttribute(\"field\",\"text\");\n\tthis.radioIndex = this.getAttribute(\"index\");\n\tthis.radioValue = this.getAttribute(\"value\");\n\tthis.radioClass = this.getAttribute(\"class\",\"\");\n\t// Make the child widgets\n\tthis.makeChildWidgets();\n};\n\n/*\nSelectively refreshes the widget if needed. Returns true if the widget or any of its children needed re-rendering\n*/\nRadioWidget.prototype.refresh = function(changedTiddlers) {\n\tvar changedAttributes = this.computeAttributes();\n\tif(changedAttributes.tiddler || changedAttributes.field || changedAttributes.index || changedAttributes.value || changedAttributes[\"class\"]) {\n\t\tthis.refreshSelf();\n\t\treturn true;\n\t} else {\n\t\tvar refreshed = false;\n\t\tif(changedTiddlers[this.radioTitle]) {\n\t\t\tthis.inputDomNode.checked = this.getValue() === this.radioValue;\n\t\t\trefreshed = true;\n\t\t}\n\t\treturn this.refreshChildren(changedTiddlers) || refreshed;\n\t}\n};\n\nexports.radio = RadioWidget;\n\n})();\n",
"type": "application/javascript",
"module-type": "widget"
},
"$:/core/modules/widgets/range.js": {
"title": "$:/core/modules/widgets/range.js",
"text": "/*\\\ntitle: $:/core/modules/widgets/range.js\ntype: application/javascript\nmodule-type: widget\n\nRange widget\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nvar Widget = require(\"$:/core/modules/widgets/widget.js\").widget;\n\nvar RangeWidget = function(parseTreeNode,options) {\n\tthis.initialise(parseTreeNode,options);\n};\n\n/*\nInherit from the base widget class\n*/\nRangeWidget.prototype = new Widget();\n\n/*\nRender this widget into the DOM\n*/\nRangeWidget.prototype.render = function(parent,nextSibling) {\n\t// Save the parent dom node\n\tthis.parentDomNode = parent;\n\t// Compute our attributes\n\tthis.computeAttributes();\n\t// Execute our logic\n\tthis.execute();\n\t// Create our elements\n\tthis.inputDomNode = this.document.createElement(\"input\");\n\tthis.inputDomNode.setAttribute(\"type\",\"range\");\n\tthis.inputDomNode.setAttribute(\"class\",this.elementClass);\n\tif(this.minValue){\n\t\tthis.inputDomNode.setAttribute(\"min\", this.minValue);\n\t}\n\tif(this.maxValue){\n\t\tthis.inputDomNode.setAttribute(\"max\", this.maxValue);\n\t}\n\tif(this.increment){\n\t\tthis.inputDomNode.setAttribute(\"step\", this.increment);\n\t}\n\tthis.inputDomNode.value = this.getValue();\n\t// Add a click event handler\n\t$tw.utils.addEventListeners(this.inputDomNode,[\n\t\t{name: \"input\", handlerObject: this, handlerMethod: \"handleInputEvent\"},\n\t\t{name: \"change\", handlerObject: this, handlerMethod: \"handleInputEvent\"}\t\t\n\t]);\n\t// Insert the label into the DOM and render any children\n\tparent.insertBefore(this.inputDomNode,nextSibling);\n\tthis.domNodes.push(this.inputDomNode);\n};\n\nRangeWidget.prototype.getValue = function() {\n\tvar tiddler = this.wiki.getTiddler(this.tiddlerTitle),\n\t\tfieldName = this.tiddlerField || \"text\",\n\t\tvalue = this.defaultValue;\n\tif(tiddler) {\n\t\tif(this.tiddlerIndex) {\n\t\t\tvalue = this.wiki.extractTiddlerDataItem(tiddler,this.tiddlerIndex,this.defaultValue || \"\");\n\t\t} else {\n\t\t\tif($tw.utils.hop(tiddler.fields,fieldName)) {\n\t\t\t\tvalue = tiddler.fields[fieldName] || \"\";\n\t\t\t} else {\n\t\t\t\tvalue = this.defaultValue || \"\";\n\t\t\t}\n\t\t}\n\t}\n\treturn value;\n};\n\nRangeWidget.prototype.handleInputEvent = function(event) {\n\tif(this.getValue() !== this.inputDomNode.value) {\n\t\tif(this.tiddlerIndex) {\n\t\t\tthis.wiki.setText(this.tiddlerTitle,\"\",this.tiddlerIndex,this.inputDomNode.value);\n\t\t} else {\n\t\t\tthis.wiki.setText(this.tiddlerTitle,this.tiddlerField,null,this.inputDomNode.value);\n\t\t}\n\t}\n};\n\n/*\nCompute the internal state of the widget\n*/\nRangeWidget.prototype.execute = function() {\n\t// Get the parameters from the attributes\n\tthis.tiddlerTitle = this.getAttribute(\"tiddler\",this.getVariable(\"currentTiddler\"));\n\tthis.tiddlerField = this.getAttribute(\"field\");\n\tthis.tiddlerIndex = this.getAttribute(\"index\");\n\tthis.minValue = this.getAttribute(\"min\");\n\tthis.maxValue = this.getAttribute(\"max\");\n\tthis.increment = this.getAttribute(\"increment\");\n\tthis.defaultValue = this.getAttribute(\"default\");\n\tthis.elementClass = this.getAttribute(\"class\",\"\");\n\t// Make the child widgets\n\tthis.makeChildWidgets();\n};\n\n/*\nSelectively refreshes the widget if needed. Returns true if the widget or any of its children needed re-rendering\n*/\nRangeWidget.prototype.refresh = function(changedTiddlers) {\n\tvar changedAttributes = this.computeAttributes();\n\tif(changedAttributes.tiddler || changedAttributes.field || changedAttributes.index || changedAttributes['min'] || changedAttributes['max'] || changedAttributes['increment'] || changedAttributes[\"default\"] || changedAttributes[\"class\"]) {\n\t\tthis.refreshSelf();\n\t\treturn true;\n\t} else {\n\t\tvar refreshed = false;\n\t\tif(changedTiddlers[this.tiddlerTitle]) {\n\t\t\tvar value = this.getValue();\n\t\t\tif(this.inputDomNode.value !== value) {\n\t\t\t\tthis.inputDomNode.value = value;\t\t\t\t\n\t\t\t}\n\t\t\trefreshed = true;\n\t\t}\n\t\treturn this.refreshChildren(changedTiddlers) || refreshed;\n\t}\n};\n\nexports.range = RangeWidget;\n\n})();\n",
"type": "application/javascript",
"module-type": "widget"
},
"$:/core/modules/widgets/raw.js": {
"title": "$:/core/modules/widgets/raw.js",
"text": "/*\\\ntitle: $:/core/modules/widgets/raw.js\ntype: application/javascript\nmodule-type: widget\n\nRaw widget\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nvar Widget = require(\"$:/core/modules/widgets/widget.js\").widget;\n\nvar RawWidget = function(parseTreeNode,options) {\n\tthis.initialise(parseTreeNode,options);\n};\n\n/*\nInherit from the base widget class\n*/\nRawWidget.prototype = new Widget();\n\n/*\nRender this widget into the DOM\n*/\nRawWidget.prototype.render = function(parent,nextSibling) {\n\tthis.parentDomNode = parent;\n\tthis.execute();\n\tvar div = this.document.createElement(\"div\");\n\tdiv.innerHTML=this.parseTreeNode.html;\n\tparent.insertBefore(div,nextSibling);\n\tthis.domNodes.push(div);\t\n};\n\n/*\nCompute the internal state of the widget\n*/\nRawWidget.prototype.execute = function() {\n};\n\n/*\nSelectively refreshes the widget if needed. Returns true if the widget or any of its children needed re-rendering\n*/\nRawWidget.prototype.refresh = function(changedTiddlers) {\n\treturn false;\n};\n\nexports.raw = RawWidget;\n\n})();\n",
"type": "application/javascript",
"module-type": "widget"
},
"$:/core/modules/widgets/reveal.js": {
"title": "$:/core/modules/widgets/reveal.js",
"text": "/*\\\ntitle: $:/core/modules/widgets/reveal.js\ntype: application/javascript\nmodule-type: widget\n\nReveal widget\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nvar Widget = require(\"$:/core/modules/widgets/widget.js\").widget;\n\nvar RevealWidget = function(parseTreeNode,options) {\n\tthis.initialise(parseTreeNode,options);\n};\n\n/*\nInherit from the base widget class\n*/\nRevealWidget.prototype = new Widget();\n\n/*\nRender this widget into the DOM\n*/\nRevealWidget.prototype.render = function(parent,nextSibling) {\n\tthis.parentDomNode = parent;\n\tthis.computeAttributes();\n\tthis.execute();\n\tvar tag = this.parseTreeNode.isBlock ? \"div\" : \"span\";\n\tif(this.revealTag && $tw.config.htmlUnsafeElements.indexOf(this.revealTag) === -1) {\n\t\ttag = this.revealTag;\n\t}\n\tvar domNode = this.document.createElement(tag);\n\tvar classes = this[\"class\"].split(\" \") || [];\n\tclasses.push(\"tc-reveal\");\n\tdomNode.className = classes.join(\" \");\n\tif(this.style) {\n\t\tdomNode.setAttribute(\"style\",this.style);\n\t}\n\tparent.insertBefore(domNode,nextSibling);\n\tthis.renderChildren(domNode,null);\n\tif(!domNode.isTiddlyWikiFakeDom && this.type === \"popup\" && this.isOpen) {\n\t\tthis.positionPopup(domNode);\n\t\t$tw.utils.addClass(domNode,\"tc-popup\"); // Make sure that clicks don't dismiss popups within the revealed content\n\t}\n\tif(!this.isOpen) {\n\t\tdomNode.setAttribute(\"hidden\",\"true\");\n\t}\n\tthis.domNodes.push(domNode);\n};\n\nRevealWidget.prototype.positionPopup = function(domNode) {\n\tdomNode.style.position = \"absolute\";\n\tdomNode.style.zIndex = \"1000\";\n\tvar left,top;\n\tswitch(this.position) {\n\t\tcase \"left\":\n\t\t\tleft = this.popup.left - domNode.offsetWidth;\n\t\t\ttop = this.popup.top;\n\t\t\tbreak;\n\t\tcase \"above\":\n\t\t\tleft = this.popup.left;\n\t\t\ttop = this.popup.top - domNode.offsetHeight;\n\t\t\tbreak;\n\t\tcase \"aboveright\":\n\t\t\tleft = this.popup.left + this.popup.width;\n\t\t\ttop = this.popup.top + this.popup.height - domNode.offsetHeight;\n\t\t\tbreak;\n\t\tcase \"right\":\n\t\t\tleft = this.popup.left + this.popup.width;\n\t\t\ttop = this.popup.top;\n\t\t\tbreak;\n\t\tcase \"belowleft\":\n\t\t\tleft = this.popup.left + this.popup.width - domNode.offsetWidth;\n\t\t\ttop = this.popup.top + this.popup.height;\n\t\t\tbreak;\n\t\tdefault: // Below\n\t\t\tleft = this.popup.left;\n\t\t\ttop = this.popup.top + this.popup.height;\n\t\t\tbreak;\n\t}\n\tif(!this.positionAllowNegative) {\n\t\tleft = Math.max(0,left);\n\t\ttop = Math.max(0,top);\n\t}\n\tdomNode.style.left = left + \"px\";\n\tdomNode.style.top = top + \"px\";\n};\n\n/*\nCompute the internal state of the widget\n*/\nRevealWidget.prototype.execute = function() {\n\t// Get our parameters\n\tthis.state = this.getAttribute(\"state\");\n\tthis.revealTag = this.getAttribute(\"tag\");\n\tthis.type = this.getAttribute(\"type\");\n\tthis.text = this.getAttribute(\"text\");\n\tthis.position = this.getAttribute(\"position\");\n\tthis.positionAllowNegative = this.getAttribute(\"positionAllowNegative\") === \"yes\";\n\tthis[\"class\"] = this.getAttribute(\"class\",\"\");\n\tthis.style = this.getAttribute(\"style\",\"\");\n\tthis[\"default\"] = this.getAttribute(\"default\",\"\");\n\tthis.animate = this.getAttribute(\"animate\",\"no\");\n\tthis.retain = this.getAttribute(\"retain\",\"no\");\n\tthis.openAnimation = this.animate === \"no\" ? undefined : \"open\";\n\tthis.closeAnimation = this.animate === \"no\" ? undefined : \"close\";\n\t// Compute the title of the state tiddler and read it\n\tthis.stateTiddlerTitle = this.state;\n\tthis.stateTitle = this.getAttribute(\"stateTitle\");\n\tthis.stateField = this.getAttribute(\"stateField\");\n\tthis.stateIndex = this.getAttribute(\"stateIndex\");\n\tthis.readState();\n\t// Construct the child widgets\n\tvar childNodes = this.isOpen ? this.parseTreeNode.children : [];\n\tthis.hasChildNodes = this.isOpen;\n\tthis.makeChildWidgets(childNodes);\n};\n\n/*\nRead the state tiddler\n*/\nRevealWidget.prototype.readState = function() {\n\t// Read the information from the state tiddler\n\tvar state,\n\t defaultState = this[\"default\"];\n\tif(this.stateTitle) {\n\t\tvar stateTitleTiddler = this.wiki.getTiddler(this.stateTitle);\n\t\tif(this.stateField) {\n\t\t\tstate = stateTitleTiddler ? stateTitleTiddler.getFieldString(this.stateField) || defaultState : defaultState;\n\t\t} else if(this.stateIndex) {\n\t\t\tstate = stateTitleTiddler ? this.wiki.extractTiddlerDataItem(this.stateTitle,this.stateIndex) || defaultState : defaultState;\n\t\t} else if(stateTitleTiddler) {\n\t\t\tstate = this.wiki.getTiddlerText(this.stateTitle) || defaultState;\n\t\t} else {\n\t\t\tstate = defaultState;\n\t\t}\n\t} else {\n\t\tstate = this.stateTiddlerTitle ? this.wiki.getTextReference(this.state,this[\"default\"],this.getVariable(\"currentTiddler\")) : this[\"default\"];\n\t}\n\tif(state === null) {\n\t\tstate = this[\"default\"];\n\t}\n\tswitch(this.type) {\n\t\tcase \"popup\":\n\t\t\tthis.readPopupState(state);\n\t\t\tbreak;\n\t\tcase \"match\":\n\t\t\tthis.isOpen = this.text === state;\n\t\t\tbreak;\n\t\tcase \"nomatch\":\n\t\t\tthis.isOpen = this.text !== state;\n\t\t\tbreak;\n\t\tcase \"lt\":\n\t\t\tthis.isOpen = !!(this.compareStateText(state) < 0);\n\t\t\tbreak;\n\t\tcase \"gt\":\n\t\t\tthis.isOpen = !!(this.compareStateText(state) > 0);\n\t\t\tbreak;\n\t\tcase \"lteq\":\n\t\t\tthis.isOpen = !(this.compareStateText(state) > 0);\n\t\t\tbreak;\n\t\tcase \"gteq\":\n\t\t\tthis.isOpen = !(this.compareStateText(state) < 0);\n\t\t\tbreak;\n\t}\n};\n\nRevealWidget.prototype.compareStateText = function(state) {\n\treturn state.localeCompare(this.text,undefined,{numeric: true,sensitivity: \"case\"});\n};\n\nRevealWidget.prototype.readPopupState = function(state) {\n\tvar popupLocationRegExp = /^\\((-?[0-9\\.E]+),(-?[0-9\\.E]+),(-?[0-9\\.E]+),(-?[0-9\\.E]+)\\)$/,\n\t\tmatch = popupLocationRegExp.exec(state);\n\t// Check if the state matches the location regexp\n\tif(match) {\n\t\t// If so, we're open\n\t\tthis.isOpen = true;\n\t\t// Get the location\n\t\tthis.popup = {\n\t\t\tleft: parseFloat(match[1]),\n\t\t\ttop: parseFloat(match[2]),\n\t\t\twidth: parseFloat(match[3]),\n\t\t\theight: parseFloat(match[4])\n\t\t};\n\t} else {\n\t\t// If not, we're closed\n\t\tthis.isOpen = false;\n\t}\n};\n\n/*\nSelectively refreshes the widget if needed. Returns true if the widget or any of its children needed re-rendering\n*/\nRevealWidget.prototype.refresh = function(changedTiddlers) {\n\tvar changedAttributes = this.computeAttributes();\n\tif(changedAttributes.state || changedAttributes.type || changedAttributes.text || changedAttributes.position || changedAttributes.positionAllowNegative || changedAttributes[\"default\"] || changedAttributes.animate || changedAttributes.stateTitle || changedAttributes.stateField || changedAttributes.stateIndex) {\n\t\tthis.refreshSelf();\n\t\treturn true;\n\t} else {\n\t\tvar currentlyOpen = this.isOpen;\n\t\tthis.readState();\n\t\tif(this.isOpen !== currentlyOpen) {\n\t\t\tif(this.retain === \"yes\") {\n\t\t\t\tthis.updateState();\n\t\t\t} else {\n\t\t\t\tthis.refreshSelf();\n\t\t\t\treturn true;\n\t\t\t}\n\t\t}\n\t\treturn this.refreshChildren(changedTiddlers);\n\t}\n};\n\n/*\nCalled by refresh() to dynamically show or hide the content\n*/\nRevealWidget.prototype.updateState = function() {\n\tvar self = this;\n\t// Read the current state\n\tthis.readState();\n\t// Construct the child nodes if needed\n\tvar domNode = this.domNodes[0];\n\tif(this.isOpen && !this.hasChildNodes) {\n\t\tthis.hasChildNodes = true;\n\t\tthis.makeChildWidgets(this.parseTreeNode.children);\n\t\tthis.renderChildren(domNode,null);\n\t}\n\t// Animate our DOM node\n\tif(!domNode.isTiddlyWikiFakeDom && this.type === \"popup\" && this.isOpen) {\n\t\tthis.positionPopup(domNode);\n\t\t$tw.utils.addClass(domNode,\"tc-popup\"); // Make sure that clicks don't dismiss popups within the revealed content\n\n\t}\n\tif(this.isOpen) {\n\t\tdomNode.removeAttribute(\"hidden\");\n $tw.anim.perform(this.openAnimation,domNode);\n\t} else {\n\t\t$tw.anim.perform(this.closeAnimation,domNode,{callback: function() {\n\t\t\t//make sure that the state hasn't changed during the close animation\n\t\t\tself.readState()\n\t\t\tif(!self.isOpen) {\n\t\t\t\tdomNode.setAttribute(\"hidden\",\"true\");\n\t\t\t}\n\t\t}});\n\t}\n};\n\nexports.reveal = RevealWidget;\n\n})();\n",
"type": "application/javascript",
"module-type": "widget"
},
"$:/core/modules/widgets/scrollable.js": {
"title": "$:/core/modules/widgets/scrollable.js",
"text": "/*\\\ntitle: $:/core/modules/widgets/scrollable.js\ntype: application/javascript\nmodule-type: widget\n\nScrollable widget\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nvar Widget = require(\"$:/core/modules/widgets/widget.js\").widget;\n\nvar ScrollableWidget = function(parseTreeNode,options) {\n\tthis.initialise(parseTreeNode,options);\n\tthis.scaleFactor = 1;\n\tthis.addEventListeners([\n\t\t{type: \"tm-scroll\", handler: \"handleScrollEvent\"}\n\t]);\n\tif($tw.browser) {\n\t\tthis.requestAnimationFrame = window.requestAnimationFrame ||\n\t\t\twindow.webkitRequestAnimationFrame ||\n\t\t\twindow.mozRequestAnimationFrame ||\n\t\t\tfunction(callback) {\n\t\t\t\treturn window.setTimeout(callback, 1000/60);\n\t\t\t};\n\t\tthis.cancelAnimationFrame = window.cancelAnimationFrame ||\n\t\t\twindow.webkitCancelAnimationFrame ||\n\t\t\twindow.webkitCancelRequestAnimationFrame ||\n\t\t\twindow.mozCancelAnimationFrame ||\n\t\t\twindow.mozCancelRequestAnimationFrame ||\n\t\t\tfunction(id) {\n\t\t\t\twindow.clearTimeout(id);\n\t\t\t};\n\t}\n};\n\n/*\nInherit from the base widget class\n*/\nScrollableWidget.prototype = new Widget();\n\nScrollableWidget.prototype.cancelScroll = function() {\n\tif(this.idRequestFrame) {\n\t\tthis.cancelAnimationFrame.call(window,this.idRequestFrame);\n\t\tthis.idRequestFrame = null;\n\t}\n};\n\n/*\nHandle a scroll event\n*/\nScrollableWidget.prototype.handleScrollEvent = function(event) {\n\t// Pass the scroll event through if our offsetsize is larger than our scrollsize\n\tif(this.outerDomNode.scrollWidth <= this.outerDomNode.offsetWidth && this.outerDomNode.scrollHeight <= this.outerDomNode.offsetHeight && this.fallthrough === \"yes\") {\n\t\treturn true;\n\t}\n\tthis.scrollIntoView(event.target);\n\treturn false; // Handled event\n};\n\n/*\nScroll an element into view\n*/\nScrollableWidget.prototype.scrollIntoView = function(element) {\n\tvar duration = $tw.utils.getAnimationDuration();\n\tthis.cancelScroll();\n\tthis.startTime = Date.now();\n\tvar scrollPosition = {\n\t\tx: this.outerDomNode.scrollLeft,\n\t\ty: this.outerDomNode.scrollTop\n\t};\n\t// Get the client bounds of the element and adjust by the scroll position\n\tvar scrollableBounds = this.outerDomNode.getBoundingClientRect(),\n\t\tclientTargetBounds = element.getBoundingClientRect(),\n\t\tbounds = {\n\t\t\tleft: clientTargetBounds.left + scrollPosition.x - scrollableBounds.left,\n\t\t\ttop: clientTargetBounds.top + scrollPosition.y - scrollableBounds.top,\n\t\t\twidth: clientTargetBounds.width,\n\t\t\theight: clientTargetBounds.height\n\t\t};\n\t// We'll consider the horizontal and vertical scroll directions separately via this function\n\tvar getEndPos = function(targetPos,targetSize,currentPos,currentSize) {\n\t\t\t// If the target is already visible then stay where we are\n\t\t\tif(targetPos >= currentPos && (targetPos + targetSize) <= (currentPos + currentSize)) {\n\t\t\t\treturn currentPos;\n\t\t\t// If the target is above/left of the current view, then scroll to its top/left\n\t\t\t} else if(targetPos <= currentPos) {\n\t\t\t\treturn targetPos;\n\t\t\t// If the target is smaller than the window and the scroll position is too far up, then scroll till the target is at the bottom of the window\n\t\t\t} else if(targetSize < currentSize && currentPos < (targetPos + targetSize - currentSize)) {\n\t\t\t\treturn targetPos + targetSize - currentSize;\n\t\t\t// If the target is big, then just scroll to the top\n\t\t\t} else if(currentPos < targetPos) {\n\t\t\t\treturn targetPos;\n\t\t\t// Otherwise, stay where we are\n\t\t\t} else {\n\t\t\t\treturn currentPos;\n\t\t\t}\n\t\t},\n\t\tendX = getEndPos(bounds.left,bounds.width,scrollPosition.x,this.outerDomNode.offsetWidth),\n\t\tendY = getEndPos(bounds.top,bounds.height,scrollPosition.y,this.outerDomNode.offsetHeight);\n\t// Only scroll if necessary\n\tif(endX !== scrollPosition.x || endY !== scrollPosition.y) {\n\t\tvar self = this,\n\t\t\tdrawFrame;\n\t\tdrawFrame = function () {\n\t\t\tvar t;\n\t\t\tif(duration <= 0) {\n\t\t\t\tt = 1;\n\t\t\t} else {\n\t\t\t\tt = ((Date.now()) - self.startTime) / duration;\t\n\t\t\t}\n\t\t\tif(t >= 1) {\n\t\t\t\tself.cancelScroll();\n\t\t\t\tt = 1;\n\t\t\t}\n\t\t\tt = $tw.utils.slowInSlowOut(t);\n\t\t\tself.outerDomNode.scrollLeft = scrollPosition.x + (endX - scrollPosition.x) * t;\n\t\t\tself.outerDomNode.scrollTop = scrollPosition.y + (endY - scrollPosition.y) * t;\n\t\t\tif(t < 1) {\n\t\t\t\tself.idRequestFrame = self.requestAnimationFrame.call(window,drawFrame);\n\t\t\t}\n\t\t};\n\t\tdrawFrame();\n\t}\n};\n\n/*\nRender this widget into the DOM\n*/\nScrollableWidget.prototype.render = function(parent,nextSibling) {\n\tvar self = this;\n\t// Remember parent\n\tthis.parentDomNode = parent;\n\t// Compute attributes and execute state\n\tthis.computeAttributes();\n\tthis.execute();\n\t// Create elements\n\tthis.outerDomNode = this.document.createElement(\"div\");\n\t$tw.utils.setStyle(this.outerDomNode,[\n\t\t{overflowY: \"auto\"},\n\t\t{overflowX: \"auto\"},\n\t\t{webkitOverflowScrolling: \"touch\"}\n\t]);\n\tthis.innerDomNode = this.document.createElement(\"div\");\n\tthis.outerDomNode.appendChild(this.innerDomNode);\n\t// Assign classes\n\tthis.outerDomNode.className = this[\"class\"] || \"\";\n\t// Insert element\n\tparent.insertBefore(this.outerDomNode,nextSibling);\n\tthis.renderChildren(this.innerDomNode,null);\n\tthis.domNodes.push(this.outerDomNode);\n};\n\n/*\nCompute the internal state of the widget\n*/\nScrollableWidget.prototype.execute = function() {\n\t// Get attributes\n\tthis.fallthrough = this.getAttribute(\"fallthrough\",\"yes\");\n\tthis[\"class\"] = this.getAttribute(\"class\");\n\t// Make child widgets\n\tthis.makeChildWidgets();\n};\n\n/*\nSelectively refreshes the widget if needed. Returns true if the widget or any of its children needed re-rendering\n*/\nScrollableWidget.prototype.refresh = function(changedTiddlers) {\n\tvar changedAttributes = this.computeAttributes();\n\tif(changedAttributes[\"class\"]) {\n\t\tthis.refreshSelf();\n\t\treturn true;\n\t}\n\treturn this.refreshChildren(changedTiddlers);\n};\n\nexports.scrollable = ScrollableWidget;\n\n})();\n",
"type": "application/javascript",
"module-type": "widget"
},
"$:/core/modules/widgets/select.js": {
"title": "$:/core/modules/widgets/select.js",
"text": "/*\\\ntitle: $:/core/modules/widgets/select.js\ntype: application/javascript\nmodule-type: widget\n\nSelect widget:\n\n```\n<$select tiddler=\"MyTiddler\" field=\"text\">\n<$list filter=\"[tag[chapter]]\">\n<option value=<<currentTiddler>>>\n<$view field=\"description\"/>\n</option>\n</$list>\n</$select>\n```\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nvar Widget = require(\"$:/core/modules/widgets/widget.js\").widget;\n\nvar SelectWidget = function(parseTreeNode,options) {\n\tthis.initialise(parseTreeNode,options);\n};\n\n/*\nInherit from the base widget class\n*/\nSelectWidget.prototype = new Widget();\n\n/*\nRender this widget into the DOM\n*/\nSelectWidget.prototype.render = function(parent,nextSibling) {\n\tthis.parentDomNode = parent;\n\tthis.computeAttributes();\n\tthis.execute();\n\tthis.renderChildren(parent,nextSibling);\n\tthis.setSelectValue();\n\t$tw.utils.addEventListeners(this.getSelectDomNode(),[\n\t\t{name: \"change\", handlerObject: this, handlerMethod: \"handleChangeEvent\"}\n\t]);\n};\n\n/*\nHandle a change event\n*/\nSelectWidget.prototype.handleChangeEvent = function(event) {\n\t// Get the new value and assign it to the tiddler\n\tif(this.selectMultiple == false) {\n\t\tvar value = this.getSelectDomNode().value;\n\t} else {\n\t\tvar value = this.getSelectValues()\n\t\t\t\tvalue = $tw.utils.stringifyList(value);\n\t}\n\tthis.wiki.setText(this.selectTitle,this.selectField,this.selectIndex,value);\n\t// Trigger actions\n\tif(this.selectActions) {\n\t\tthis.invokeActionString(this.selectActions,this,event);\n\t}\n};\n\n/*\nIf necessary, set the value of the select element to the current value\n*/\nSelectWidget.prototype.setSelectValue = function() {\n\tvar value = this.selectDefault;\n\t// Get the value\n\tif(this.selectIndex) {\n\t\tvalue = this.wiki.extractTiddlerDataItem(this.selectTitle,this.selectIndex,value);\n\t} else {\n\t\tvar tiddler = this.wiki.getTiddler(this.selectTitle);\n\t\tif(tiddler) {\n\t\t\tif(this.selectField === \"text\") {\n\t\t\t\t// Calling getTiddlerText() triggers lazy loading of skinny tiddlers\n\t\t\t\tvalue = this.wiki.getTiddlerText(this.selectTitle);\n\t\t\t} else {\n\t\t\t\tif($tw.utils.hop(tiddler.fields,this.selectField)) {\n\t\t\t\t\tvalue = tiddler.getFieldString(this.selectField);\n\t\t\t\t}\n\t\t\t}\n\t\t} else {\n\t\t\tif(this.selectField === \"title\") {\n\t\t\t\tvalue = this.selectTitle;\n\t\t\t}\n\t\t}\n\t}\n\t// Assign it to the select element if it's different than the current value\n\tif (this.selectMultiple) {\n\t\tvalue = value === undefined ? \"\" : value;\n\t\tvar select = this.getSelectDomNode();\n\t\tvar values = Array.isArray(value) ? value : $tw.utils.parseStringArray(value);\n\t\tfor(var i=0; i < select.children.length; i++){\n\t\t\tselect.children[i].selected = values.indexOf(select.children[i].value) !== -1\n\t\t}\n\t} else {\n\t\tvar domNode = this.getSelectDomNode();\n\t\tif(domNode.value !== value) {\n\t\t\tdomNode.value = value;\n\t\t}\n\t}\n};\n\n/*\nGet the DOM node of the select element\n*/\nSelectWidget.prototype.getSelectDomNode = function() {\n\treturn this.children[0].domNodes[0];\n};\n\n// Return an array of the selected opion values\n// select is an HTML select element\nSelectWidget.prototype.getSelectValues = function() {\n\tvar select, result, options, opt;\n\tselect = this.getSelectDomNode();\n\tresult = [];\n\toptions = select && select.options;\n\tfor (var i=0; i<options.length; i++) {\n\t\topt = options[i];\n\t\tif (opt.selected) {\n\t\t\tresult.push(opt.value || opt.text);\n\t\t}\n\t}\n\treturn result;\n}\n\n/*\nCompute the internal state of the widget\n*/\nSelectWidget.prototype.execute = function() {\n\t// Get our parameters\n\tthis.selectActions = this.getAttribute(\"actions\");\n\tthis.selectTitle = this.getAttribute(\"tiddler\",this.getVariable(\"currentTiddler\"));\n\tthis.selectField = this.getAttribute(\"field\",\"text\");\n\tthis.selectIndex = this.getAttribute(\"index\");\n\tthis.selectClass = this.getAttribute(\"class\");\n\tthis.selectDefault = this.getAttribute(\"default\");\n\tthis.selectMultiple = this.getAttribute(\"multiple\", false);\n\tthis.selectSize = this.getAttribute(\"size\");\n\tthis.selectTooltip = this.getAttribute(\"tooltip\");\n\t// Make the child widgets\n\tvar selectNode = {\n\t\ttype: \"element\",\n\t\ttag: \"select\",\n\t\tchildren: this.parseTreeNode.children\n\t};\n\tif(this.selectClass) {\n\t\t$tw.utils.addAttributeToParseTreeNode(selectNode,\"class\",this.selectClass);\n\t}\n\tif(this.selectMultiple) {\n\t\t$tw.utils.addAttributeToParseTreeNode(selectNode,\"multiple\",\"multiple\");\n\t}\n\tif(this.selectSize) {\n\t\t$tw.utils.addAttributeToParseTreeNode(selectNode,\"size\",this.selectSize);\n\t}\n\tif(this.selectTooltip) {\n\t\t$tw.utils.addAttributeToParseTreeNode(selectNode,\"title\",this.selectTooltip);\n\t}\n\tthis.makeChildWidgets([selectNode]);\n};\n\n/*\nSelectively refreshes the widget if needed. Returns true if the widget or any of its children needed re-rendering\n*/\nSelectWidget.prototype.refresh = function(changedTiddlers) {\n\tvar changedAttributes = this.computeAttributes();\n\t// If we're using a different tiddler/field/index then completely refresh ourselves\n\tif(changedAttributes.selectTitle || changedAttributes.selectField || changedAttributes.selectIndex || changedAttributes.selectTooltip) {\n\t\tthis.refreshSelf();\n\t\treturn true;\n\t// If the target tiddler value has changed, just update setting and refresh the children\n\t} else {\n\t\tvar childrenRefreshed = this.refreshChildren(changedTiddlers);\n\t\tif(changedTiddlers[this.selectTitle] || childrenRefreshed) {\n\t\t\tthis.setSelectValue();\n\t\t} \n\t\treturn childrenRefreshed;\n\t}\n};\n\nexports.select = SelectWidget;\n\n})();\n",
"type": "application/javascript",
"module-type": "widget"
},
"$:/core/modules/widgets/set.js": {
"title": "$:/core/modules/widgets/set.js",
"text": "/*\\\ntitle: $:/core/modules/widgets/set.js\ntype: application/javascript\nmodule-type: widget\n\nSet variable widget\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nvar Widget = require(\"$:/core/modules/widgets/widget.js\").widget;\n\nvar SetWidget = function(parseTreeNode,options) {\n\tthis.initialise(parseTreeNode,options);\n};\n\n/*\nInherit from the base widget class\n*/\nSetWidget.prototype = new Widget();\n\n/*\nRender this widget into the DOM\n*/\nSetWidget.prototype.render = function(parent,nextSibling) {\n\tthis.parentDomNode = parent;\n\tthis.computeAttributes();\n\tthis.execute();\n\tthis.renderChildren(parent,nextSibling);\n};\n\n/*\nCompute the internal state of the widget\n*/\nSetWidget.prototype.execute = function() {\n\t// Get our parameters\n\tthis.setName = this.getAttribute(\"name\",\"currentTiddler\");\n\tthis.setFilter = this.getAttribute(\"filter\");\n\tthis.setSelect = this.getAttribute(\"select\");\n\tthis.setTiddler = this.getAttribute(\"tiddler\");\n\tthis.setSubTiddler = this.getAttribute(\"subtiddler\");\n\tthis.setField = this.getAttribute(\"field\");\n\tthis.setIndex = this.getAttribute(\"index\");\n\tthis.setValue = this.getAttribute(\"value\");\n\tthis.setEmptyValue = this.getAttribute(\"emptyValue\");\n\t// Set context variable\n\tthis.setVariable(this.setName,this.getValue(),this.parseTreeNode.params,!!this.parseTreeNode.isMacroDefinition);\n\t// Construct the child widgets\n\tthis.makeChildWidgets();\n};\n\n/*\nGet the value to be assigned\n*/\nSetWidget.prototype.getValue = function() {\n\tvar value = this.setValue;\n\tif(this.setTiddler) {\n\t\tvar tiddler;\n\t\tif(this.setSubTiddler) {\n\t\t\ttiddler = this.wiki.getSubTiddler(this.setTiddler,this.setSubTiddler);\n\t\t} else {\n\t\t\ttiddler = this.wiki.getTiddler(this.setTiddler);\t\t\t\n\t\t}\n\t\tif(!tiddler) {\n\t\t\tvalue = this.setEmptyValue;\n\t\t} else if(this.setField) {\n\t\t\tvalue = tiddler.getFieldString(this.setField) || this.setEmptyValue;\n\t\t} else if(this.setIndex) {\n\t\t\tvalue = this.wiki.extractTiddlerDataItem(this.setTiddler,this.setIndex,this.setEmptyValue);\n\t\t} else {\n\t\t\tvalue = tiddler.fields.text || this.setEmptyValue ;\n\t\t}\n\t} else if(this.setFilter) {\n\t\tvar results = this.wiki.filterTiddlers(this.setFilter,this);\n\t\tif(this.setValue == null) {\n\t\t\tvar select;\n\t\t\tif(this.setSelect) {\n\t\t\t\tselect = parseInt(this.setSelect,10);\n\t\t\t}\n\t\t\tif(select !== undefined) {\n\t\t\t\tvalue = results[select] || \"\";\n\t\t\t} else {\n\t\t\t\tvalue = $tw.utils.stringifyList(results);\t\t\t\n\t\t\t}\n\t\t}\n\t\tif(results.length === 0 && this.setEmptyValue !== undefined) {\n\t\t\tvalue = this.setEmptyValue;\n\t\t}\n\t} else if(!value && this.setEmptyValue) {\n\t\tvalue = this.setEmptyValue;\n\t}\n\treturn value || \"\";\n};\n\n/*\nSelectively refreshes the widget if needed. Returns true if the widget or any of its children needed re-rendering\n*/\nSetWidget.prototype.refresh = function(changedTiddlers) {\n\tvar changedAttributes = this.computeAttributes();\n\tif(changedAttributes.name || changedAttributes.filter || changedAttributes.select || changedAttributes.tiddler || (this.setTiddler && changedTiddlers[this.setTiddler]) || changedAttributes.field || changedAttributes.index || changedAttributes.value || changedAttributes.emptyValue ||\n\t (this.setFilter && this.getValue() != this.variables[this.setName].value)) {\n\t\tthis.refreshSelf();\n\t\treturn true;\n\t} else {\n\t\treturn this.refreshChildren(changedTiddlers);\n\t}\n};\n\nexports.setvariable = SetWidget;\nexports.set = SetWidget;\n\n})();\n",
"type": "application/javascript",
"module-type": "widget"
},
"$:/core/modules/widgets/text.js": {
"title": "$:/core/modules/widgets/text.js",
"text": "/*\\\ntitle: $:/core/modules/widgets/text.js\ntype: application/javascript\nmodule-type: widget\n\nText node widget\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nvar Widget = require(\"$:/core/modules/widgets/widget.js\").widget;\n\nvar TextNodeWidget = function(parseTreeNode,options) {\n\tthis.initialise(parseTreeNode,options);\n};\n\n/*\nInherit from the base widget class\n*/\nTextNodeWidget.prototype = new Widget();\n\n/*\nRender this widget into the DOM\n*/\nTextNodeWidget.prototype.render = function(parent,nextSibling) {\n\tthis.parentDomNode = parent;\n\tthis.computeAttributes();\n\tthis.execute();\n\tvar text = this.getAttribute(\"text\",this.parseTreeNode.text || \"\");\n\ttext = text.replace(/\\r/mg,\"\");\n\tvar textNode = this.document.createTextNode(text);\n\tparent.insertBefore(textNode,nextSibling);\n\tthis.domNodes.push(textNode);\n};\n\n/*\nCompute the internal state of the widget\n*/\nTextNodeWidget.prototype.execute = function() {\n\t// Nothing to do for a text node\n};\n\n/*\nSelectively refreshes the widget if needed. Returns true if the widget or any of its children needed re-rendering\n*/\nTextNodeWidget.prototype.refresh = function(changedTiddlers) {\n\tvar changedAttributes = this.computeAttributes();\n\tif(changedAttributes.text) {\n\t\tthis.refreshSelf();\n\t\treturn true;\n\t} else {\n\t\treturn false;\t\n\t}\n};\n\nexports.text = TextNodeWidget;\n\n})();\n",
"type": "application/javascript",
"module-type": "widget"
},
"$:/core/modules/widgets/tiddler.js": {
"title": "$:/core/modules/widgets/tiddler.js",
"text": "/*\\\ntitle: $:/core/modules/widgets/tiddler.js\ntype: application/javascript\nmodule-type: widget\n\nTiddler widget\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nvar Widget = require(\"$:/core/modules/widgets/widget.js\").widget;\n\nvar TiddlerWidget = function(parseTreeNode,options) {\n\tthis.initialise(parseTreeNode,options);\n};\n\n/*\nInherit from the base widget class\n*/\nTiddlerWidget.prototype = new Widget();\n\n/*\nRender this widget into the DOM\n*/\nTiddlerWidget.prototype.render = function(parent,nextSibling) {\n\tthis.parentDomNode = parent;\n\tthis.computeAttributes();\n\tthis.execute();\n\tthis.renderChildren(parent,nextSibling);\n};\n\n/*\nCompute the internal state of the widget\n*/\nTiddlerWidget.prototype.execute = function() {\n\tthis.tiddlerState = this.computeTiddlerState();\n\tthis.setVariable(\"currentTiddler\",this.tiddlerState.currentTiddler);\n\tthis.setVariable(\"missingTiddlerClass\",this.tiddlerState.missingTiddlerClass);\n\tthis.setVariable(\"shadowTiddlerClass\",this.tiddlerState.shadowTiddlerClass);\n\tthis.setVariable(\"systemTiddlerClass\",this.tiddlerState.systemTiddlerClass);\n\tthis.setVariable(\"tiddlerTagClasses\",this.tiddlerState.tiddlerTagClasses);\n\t// Construct the child widgets\n\tthis.makeChildWidgets();\n};\n\n/*\nCompute the tiddler state flags\n*/\nTiddlerWidget.prototype.computeTiddlerState = function() {\n\t// Get our parameters\n\tthis.tiddlerTitle = this.getAttribute(\"tiddler\",this.getVariable(\"currentTiddler\"));\n\t// Compute the state\n\tvar state = {\n\t\tcurrentTiddler: this.tiddlerTitle || \"\",\n\t\tmissingTiddlerClass: (this.wiki.tiddlerExists(this.tiddlerTitle) || this.wiki.isShadowTiddler(this.tiddlerTitle)) ? \"tc-tiddler-exists\" : \"tc-tiddler-missing\",\n\t\tshadowTiddlerClass: this.wiki.isShadowTiddler(this.tiddlerTitle) ? \"tc-tiddler-shadow\" : \"\",\n\t\tsystemTiddlerClass: this.wiki.isSystemTiddler(this.tiddlerTitle) ? \"tc-tiddler-system\" : \"\",\n\t\ttiddlerTagClasses: this.getTagClasses()\n\t};\n\t// Compute a simple hash to make it easier to detect changes\n\tstate.hash = state.currentTiddler + state.missingTiddlerClass + state.shadowTiddlerClass + state.systemTiddlerClass + state.tiddlerTagClasses;\n\treturn state;\n};\n\n/*\nCreate a string of CSS classes derived from the tags of the current tiddler\n*/\nTiddlerWidget.prototype.getTagClasses = function() {\n\tvar tiddler = this.wiki.getTiddler(this.tiddlerTitle);\n\tif(tiddler) {\n\t\tvar tags = [];\n\t\t$tw.utils.each(tiddler.fields.tags,function(tag) {\n\t\t\ttags.push(\"tc-tagged-\" + encodeURIComponent(tag));\n\t\t});\n\t\treturn tags.join(\" \");\n\t} else {\n\t\treturn \"\";\n\t}\n};\n\n/*\nSelectively refreshes the widget if needed. Returns true if the widget or any of its children needed re-rendering\n*/\nTiddlerWidget.prototype.refresh = function(changedTiddlers) {\n\tvar changedAttributes = this.computeAttributes(),\n\t\tnewTiddlerState = this.computeTiddlerState();\n\tif(changedAttributes.tiddler || newTiddlerState.hash !== this.tiddlerState.hash) {\n\t\tthis.refreshSelf();\n\t\treturn true;\n\t} else {\n\t\treturn this.refreshChildren(changedTiddlers);\t\t\n\t}\n};\n\nexports.tiddler = TiddlerWidget;\n\n})();\n",
"type": "application/javascript",
"module-type": "widget"
},
"$:/core/modules/widgets/transclude.js": {
"title": "$:/core/modules/widgets/transclude.js",
"text": "/*\\\ntitle: $:/core/modules/widgets/transclude.js\ntype: application/javascript\nmodule-type: widget\n\nTransclude widget\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nvar Widget = require(\"$:/core/modules/widgets/widget.js\").widget;\n\nvar TranscludeWidget = function(parseTreeNode,options) {\n\tthis.initialise(parseTreeNode,options);\n};\n\n/*\nInherit from the base widget class\n*/\nTranscludeWidget.prototype = new Widget();\n\n/*\nRender this widget into the DOM\n*/\nTranscludeWidget.prototype.render = function(parent,nextSibling) {\n\tthis.parentDomNode = parent;\n\tthis.computeAttributes();\n\tthis.execute();\n\tthis.renderChildren(parent,nextSibling);\n};\n\n/*\nCompute the internal state of the widget\n*/\nTranscludeWidget.prototype.execute = function() {\n\t// Get our parameters\n\tthis.transcludeTitle = this.getAttribute(\"tiddler\",this.getVariable(\"currentTiddler\"));\n\tthis.transcludeSubTiddler = this.getAttribute(\"subtiddler\");\n\tthis.transcludeField = this.getAttribute(\"field\");\n\tthis.transcludeIndex = this.getAttribute(\"index\");\n\tthis.transcludeMode = this.getAttribute(\"mode\");\n\t// Parse the text reference\n\tvar parseAsInline = !this.parseTreeNode.isBlock;\n\tif(this.transcludeMode === \"inline\") {\n\t\tparseAsInline = true;\n\t} else if(this.transcludeMode === \"block\") {\n\t\tparseAsInline = false;\n\t}\n\tvar parser = this.wiki.parseTextReference(\n\t\t\t\t\t\tthis.transcludeTitle,\n\t\t\t\t\t\tthis.transcludeField,\n\t\t\t\t\t\tthis.transcludeIndex,\n\t\t\t\t\t\t{\n\t\t\t\t\t\t\tparseAsInline: parseAsInline,\n\t\t\t\t\t\t\tsubTiddler: this.transcludeSubTiddler\n\t\t\t\t\t\t}),\n\t\tparseTreeNodes = parser ? parser.tree : this.parseTreeNode.children;\n\t// Set context variables for recursion detection\n\tvar recursionMarker = this.makeRecursionMarker();\n\tthis.setVariable(\"transclusion\",recursionMarker);\n\t// Check for recursion\n\tif(parser) {\n\t\tif(this.parentWidget && this.parentWidget.hasVariable(\"transclusion\",recursionMarker)) {\n\t\t\tparseTreeNodes = [{type: \"element\", tag: \"span\", attributes: {\n\t\t\t\t\"class\": {type: \"string\", value: \"tc-error\"}\n\t\t\t}, children: [\n\t\t\t\t{type: \"text\", text: $tw.language.getString(\"Error/RecursiveTransclusion\")}\n\t\t\t]}];\n\t\t}\n\t}\n\t// Construct the child widgets\n\tthis.makeChildWidgets(parseTreeNodes);\n};\n\n/*\nCompose a string comprising the title, field and/or index to identify this transclusion for recursion detection\n*/\nTranscludeWidget.prototype.makeRecursionMarker = function() {\n\tvar output = [];\n\toutput.push(\"{\");\n\toutput.push(this.getVariable(\"currentTiddler\",{defaultValue: \"\"}));\n\toutput.push(\"|\");\n\toutput.push(this.transcludeTitle || \"\");\n\toutput.push(\"|\");\n\toutput.push(this.transcludeField || \"\");\n\toutput.push(\"|\");\n\toutput.push(this.transcludeIndex || \"\");\n\toutput.push(\"|\");\n\toutput.push(this.transcludeSubTiddler || \"\");\n\toutput.push(\"}\");\n\treturn output.join(\"\");\n};\n\n/*\nSelectively refreshes the widget if needed. Returns true if the widget or any of its children needed re-rendering\n*/\nTranscludeWidget.prototype.refresh = function(changedTiddlers) {\n\tvar changedAttributes = this.computeAttributes();\n\tif(changedAttributes.tiddler || changedAttributes.field || changedAttributes.index || changedTiddlers[this.transcludeTitle]) {\n\t\tthis.refreshSelf();\n\t\treturn true;\n\t} else {\n\t\treturn this.refreshChildren(changedTiddlers);\t\t\n\t}\n};\n\nexports.transclude = TranscludeWidget;\n\n})();\n",
"type": "application/javascript",
"module-type": "widget"
},
"$:/core/modules/widgets/vars.js": {
"title": "$:/core/modules/widgets/vars.js",
"text": "/*\\\ntitle: $:/core/modules/widgets/vars.js\ntype: application/javascript\nmodule-type: widget\n\nThis widget allows multiple variables to be set in one go:\n\n```\n\\define helloworld() Hello world!\n<$vars greeting=\"Hi\" me={{!!title}} sentence=<<helloworld>>>\n <<greeting>>! I am <<me>> and I say: <<sentence>>\n</$vars>\n```\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nvar Widget = require(\"$:/core/modules/widgets/widget.js\").widget;\n\nvar VarsWidget = function(parseTreeNode,options) {\n\t// Call the constructor\n\tWidget.call(this);\n\t// Initialise\t\n\tthis.initialise(parseTreeNode,options);\n};\n\n/*\nInherit from the base widget class\n*/\nVarsWidget.prototype = Object.create(Widget.prototype);\n\n/*\nRender this widget into the DOM\n*/\nVarsWidget.prototype.render = function(parent,nextSibling) {\n\tthis.parentDomNode = parent;\n\tthis.computeAttributes();\n\tthis.execute();\n\tthis.renderChildren(parent,nextSibling);\n};\n\n/*\nCompute the internal state of the widget\n*/\nVarsWidget.prototype.execute = function() {\n\t// Parse variables\n\tvar self = this;\n\t$tw.utils.each(this.attributes,function(val,key) {\n\t\tif(key.charAt(0) !== \"$\") {\n\t\t\tself.setVariable(key,val);\n\t\t}\n\t});\n\t// Construct the child widgets\n\tthis.makeChildWidgets();\n};\n\n/*\nRefresh the widget by ensuring our attributes are up to date\n*/\nVarsWidget.prototype.refresh = function(changedTiddlers) {\n\tvar changedAttributes = this.computeAttributes();\n\tif(Object.keys(changedAttributes).length) {\n\t\tthis.refreshSelf();\n\t\treturn true;\n\t}\n\treturn this.refreshChildren(changedTiddlers);\n};\n\nexports[\"vars\"] = VarsWidget;\n\n})();\n",
"type": "application/javascript",
"module-type": "widget"
},
"$:/core/modules/widgets/view.js": {
"title": "$:/core/modules/widgets/view.js",
"text": "/*\\\ntitle: $:/core/modules/widgets/view.js\ntype: application/javascript\nmodule-type: widget\n\nView widget\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nvar Widget = require(\"$:/core/modules/widgets/widget.js\").widget;\n\nvar ViewWidget = function(parseTreeNode,options) {\n\tthis.initialise(parseTreeNode,options);\n};\n\n/*\nInherit from the base widget class\n*/\nViewWidget.prototype = new Widget();\n\n/*\nRender this widget into the DOM\n*/\nViewWidget.prototype.render = function(parent,nextSibling) {\n\tthis.parentDomNode = parent;\n\tthis.computeAttributes();\n\tthis.execute();\n\tif(this.text) {\n\t\tvar textNode = this.document.createTextNode(this.text);\n\t\tparent.insertBefore(textNode,nextSibling);\n\t\tthis.domNodes.push(textNode);\n\t} else {\n\t\tthis.makeChildWidgets();\n\t\tthis.renderChildren(parent,nextSibling);\n\t}\n};\n\n/*\nCompute the internal state of the widget\n*/\nViewWidget.prototype.execute = function() {\n\t// Get parameters from our attributes\n\tthis.viewTitle = this.getAttribute(\"tiddler\",this.getVariable(\"currentTiddler\"));\n\tthis.viewSubtiddler = this.getAttribute(\"subtiddler\");\n\tthis.viewField = this.getAttribute(\"field\",\"text\");\n\tthis.viewIndex = this.getAttribute(\"index\");\n\tthis.viewFormat = this.getAttribute(\"format\",\"text\");\n\tthis.viewTemplate = this.getAttribute(\"template\",\"\");\n\tthis.viewMode = this.getAttribute(\"mode\",\"block\");\n\tswitch(this.viewFormat) {\n\t\tcase \"htmlwikified\":\n\t\t\tthis.text = this.getValueAsHtmlWikified(this.viewMode);\n\t\t\tbreak;\n\t\tcase \"plainwikified\":\n\t\t\tthis.text = this.getValueAsPlainWikified(this.viewMode);\n\t\t\tbreak;\n\t\tcase \"htmlencodedplainwikified\":\n\t\t\tthis.text = this.getValueAsHtmlEncodedPlainWikified(this.viewMode);\n\t\t\tbreak;\n\t\tcase \"htmlencoded\":\n\t\t\tthis.text = this.getValueAsHtmlEncoded();\n\t\t\tbreak;\n\t\tcase \"urlencoded\":\n\t\t\tthis.text = this.getValueAsUrlEncoded();\n\t\t\tbreak;\n\t\tcase \"doubleurlencoded\":\n\t\t\tthis.text = this.getValueAsDoubleUrlEncoded();\n\t\t\tbreak;\n\t\tcase \"date\":\n\t\t\tthis.text = this.getValueAsDate(this.viewTemplate);\n\t\t\tbreak;\n\t\tcase \"relativedate\":\n\t\t\tthis.text = this.getValueAsRelativeDate();\n\t\t\tbreak;\n\t\tcase \"stripcomments\":\n\t\t\tthis.text = this.getValueAsStrippedComments();\n\t\t\tbreak;\n\t\tcase \"jsencoded\":\n\t\t\tthis.text = this.getValueAsJsEncoded();\n\t\t\tbreak;\n\t\tdefault: // \"text\"\n\t\t\tthis.text = this.getValueAsText();\n\t\t\tbreak;\n\t}\n};\n\n/*\nThe various formatter functions are baked into this widget for the moment. Eventually they will be replaced by macro functions\n*/\n\n/*\nRetrieve the value of the widget. Options are:\nasString: Optionally return the value as a string\n*/\nViewWidget.prototype.getValue = function(options) {\n\toptions = options || {};\n\tvar value = options.asString ? \"\" : undefined;\n\tif(this.viewIndex) {\n\t\tvalue = this.wiki.extractTiddlerDataItem(this.viewTitle,this.viewIndex);\n\t} else {\n\t\tvar tiddler;\n\t\tif(this.viewSubtiddler) {\n\t\t\ttiddler = this.wiki.getSubTiddler(this.viewTitle,this.viewSubtiddler);\t\n\t\t} else {\n\t\t\ttiddler = this.wiki.getTiddler(this.viewTitle);\n\t\t}\n\t\tif(tiddler) {\n\t\t\tif(this.viewField === \"text\" && !this.viewSubtiddler) {\n\t\t\t\t// Calling getTiddlerText() triggers lazy loading of skinny tiddlers\n\t\t\t\tvalue = this.wiki.getTiddlerText(this.viewTitle);\n\t\t\t} else {\n\t\t\t\tif($tw.utils.hop(tiddler.fields,this.viewField)) {\n\t\t\t\t\tif(options.asString) {\n\t\t\t\t\t\tvalue = tiddler.getFieldString(this.viewField);\n\t\t\t\t\t} else {\n\t\t\t\t\t\tvalue = tiddler.fields[this.viewField];\t\t\t\t\n\t\t\t\t\t}\n\t\t\t\t}\n\t\t\t}\n\t\t} else {\n\t\t\tif(this.viewField === \"title\") {\n\t\t\t\tvalue = this.viewTitle;\n\t\t\t}\n\t\t}\n\t}\n\treturn value;\n};\n\nViewWidget.prototype.getValueAsText = function() {\n\treturn this.getValue({asString: true});\n};\n\nViewWidget.prototype.getValueAsHtmlWikified = function(mode) {\n\treturn this.wiki.renderText(\"text/html\",\"text/vnd.tiddlywiki\",this.getValueAsText(),{\n\t\tparseAsInline: mode !== \"block\",\n\t\tparentWidget: this\n\t});\n};\n\nViewWidget.prototype.getValueAsPlainWikified = function(mode) {\n\treturn this.wiki.renderText(\"text/plain\",\"text/vnd.tiddlywiki\",this.getValueAsText(),{\n\t\tparseAsInline: mode !== \"block\",\n\t\tparentWidget: this\n\t});\n};\n\nViewWidget.prototype.getValueAsHtmlEncodedPlainWikified = function(mode) {\n\treturn $tw.utils.htmlEncode(this.wiki.renderText(\"text/plain\",\"text/vnd.tiddlywiki\",this.getValueAsText(),{\n\t\tparseAsInline: mode !== \"block\",\n\t\tparentWidget: this\n\t}));\n};\n\nViewWidget.prototype.getValueAsHtmlEncoded = function() {\n\treturn $tw.utils.htmlEncode(this.getValueAsText());\n};\n\nViewWidget.prototype.getValueAsUrlEncoded = function() {\n\treturn encodeURIComponent(this.getValueAsText());\n};\n\nViewWidget.prototype.getValueAsDoubleUrlEncoded = function() {\n\treturn encodeURIComponent(encodeURIComponent(this.getValueAsText()));\n};\n\nViewWidget.prototype.getValueAsDate = function(format) {\n\tformat = format || \"YYYY MM DD 0hh:0mm\";\n\tvar value = $tw.utils.parseDate(this.getValue());\n\tif(value && $tw.utils.isDate(value) && value.toString() !== \"Invalid Date\") {\n\t\treturn $tw.utils.formatDateString(value,format);\n\t} else {\n\t\treturn \"\";\n\t}\n};\n\nViewWidget.prototype.getValueAsRelativeDate = function(format) {\n\tvar value = $tw.utils.parseDate(this.getValue());\n\tif(value && $tw.utils.isDate(value) && value.toString() !== \"Invalid Date\") {\n\t\treturn $tw.utils.getRelativeDate((new Date()) - (new Date(value))).description;\n\t} else {\n\t\treturn \"\";\n\t}\n};\n\nViewWidget.prototype.getValueAsStrippedComments = function() {\n\tvar lines = this.getValueAsText().split(\"\\n\"),\n\t\tout = [];\n\tfor(var line=0; line<lines.length; line++) {\n\t\tvar text = lines[line];\n\t\tif(!/^\\s*\\/\\/#/.test(text)) {\n\t\t\tout.push(text);\n\t\t}\n\t}\n\treturn out.join(\"\\n\");\n};\n\nViewWidget.prototype.getValueAsJsEncoded = function() {\n\treturn $tw.utils.stringify(this.getValueAsText());\n};\n\n/*\nSelectively refreshes the widget if needed. Returns true if the widget or any of its children needed re-rendering\n*/\nViewWidget.prototype.refresh = function(changedTiddlers) {\n\tvar changedAttributes = this.computeAttributes();\n\tif(changedAttributes.tiddler || changedAttributes.field || changedAttributes.index || changedAttributes.template || changedAttributes.format || changedTiddlers[this.viewTitle]) {\n\t\tthis.refreshSelf();\n\t\treturn true;\n\t} else {\n\t\treturn false;\t\n\t}\n};\n\nexports.view = ViewWidget;\n\n})();\n",
"type": "application/javascript",
"module-type": "widget"
},
"$:/core/modules/widgets/widget.js": {
"title": "$:/core/modules/widgets/widget.js",
"text": "/*\\\ntitle: $:/core/modules/widgets/widget.js\ntype: application/javascript\nmodule-type: widget\n\nWidget base class\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n/*\nCreate a widget object for a parse tree node\n\tparseTreeNode: reference to the parse tree node to be rendered\n\toptions: see below\nOptions include:\n\twiki: mandatory reference to wiki associated with this render tree\n\tparentWidget: optional reference to a parent renderer node for the context chain\n\tdocument: optional document object to use instead of global document\n*/\nvar Widget = function(parseTreeNode,options) {\n\tthis.initialise(parseTreeNode,options);\n};\n\n/*\nInitialise widget properties. These steps are pulled out of the constructor so that we can reuse them in subclasses\n*/\nWidget.prototype.initialise = function(parseTreeNode,options) {\n\t// Bail if parseTreeNode is undefined, meaning that the widget constructor was called without any arguments so that it can be subclassed\n\tif(parseTreeNode === undefined) {\n\t\treturn;\n\t}\n\toptions = options || {};\n\t// Save widget info\n\tthis.parseTreeNode = parseTreeNode;\n\tthis.wiki = options.wiki;\n\tthis.parentWidget = options.parentWidget;\n\tthis.variablesConstructor = function() {};\n\tthis.variablesConstructor.prototype = this.parentWidget ? this.parentWidget.variables : {};\n\tthis.variables = new this.variablesConstructor();\n\tthis.document = options.document;\n\tthis.attributes = {};\n\tthis.children = [];\n\tthis.domNodes = [];\n\tthis.eventListeners = {};\n\t// Hashmap of the widget classes\n\tif(!this.widgetClasses) {\n\t\t// Get widget classes\n\t\tWidget.prototype.widgetClasses = $tw.modules.applyMethods(\"widget\");\n\t\t// Process any subclasses\n\t\t$tw.modules.forEachModuleOfType(\"widget-subclass\",function(title,module) {\n\t\t\tif(module.baseClass) {\n\t\t\t\tvar baseClass = Widget.prototype.widgetClasses[module.baseClass];\n\t\t\t\tif(!baseClass) {\n\t\t\t\t\tthrow \"Module '\" + title + \"' is attemping to extend a non-existent base class '\" + module.baseClass + \"'\";\n\t\t\t\t}\n\t\t\t\tvar subClass = module.constructor;\n\t\t\t\tsubClass.prototype = new baseClass();\n\t\t\t\t$tw.utils.extend(subClass.prototype,module.prototype);\n\t\t\t\tWidget.prototype.widgetClasses[module.name || module.baseClass] = subClass;\n\t\t\t}\n\t\t});\n\t}\n};\n\n/*\nRender this widget into the DOM\n*/\nWidget.prototype.render = function(parent,nextSibling) {\n\tthis.parentDomNode = parent;\n\tthis.execute();\n\tthis.renderChildren(parent,nextSibling);\n};\n\n/*\nCompute the internal state of the widget\n*/\nWidget.prototype.execute = function() {\n\tthis.makeChildWidgets();\n};\n\n/*\nSet the value of a context variable\nname: name of the variable\nvalue: value of the variable\nparams: array of {name:, default:} for each parameter\nisMacroDefinition: true if the variable is set via a \\define macro pragma (and hence should have variable substitution performed)\n*/\nWidget.prototype.setVariable = function(name,value,params,isMacroDefinition) {\n\tthis.variables[name] = {value: value, params: params, isMacroDefinition: !!isMacroDefinition};\n};\n\n/*\nGet the prevailing value of a context variable\nname: name of variable\noptions: see below\nOptions include\nparams: array of {name:, value:} for each parameter\ndefaultValue: default value if the variable is not defined\n\nReturns an object with the following fields:\n\nparams: array of {name:,value:} of parameters passed to wikitext variables\ntext: text of variable, with parameters properly substituted\n*/\nWidget.prototype.getVariableInfo = function(name,options) {\n\toptions = options || {};\n\tvar actualParams = options.params || [],\n\t\tparentWidget = this.parentWidget;\n\t// Check for the variable defined in the parent widget (or an ancestor in the prototype chain)\n\tif(parentWidget && name in parentWidget.variables) {\n\t\tvar variable = parentWidget.variables[name],\n\t\t\tvalue = variable.value,\n\t\t\tparams = this.resolveVariableParameters(variable.params,actualParams);\n\t\t// Substitute any parameters specified in the definition\n\t\t$tw.utils.each(params,function(param) {\n\t\t\tvalue = $tw.utils.replaceString(value,new RegExp(\"\\\\$\" + $tw.utils.escapeRegExp(param.name) + \"\\\\$\",\"mg\"),param.value);\n\t\t});\n\t\t// Only substitute variable references if this variable was defined with the \\define pragma\n\t\tif(variable.isMacroDefinition) {\n\t\t\tvalue = this.substituteVariableReferences(value);\t\t\t\n\t\t}\n\t\treturn {\n\t\t\ttext: value,\n\t\t\tparams: params\n\t\t};\n\t}\n\t// If the variable doesn't exist in the parent widget then look for a macro module\n\treturn {\n\t\ttext: this.evaluateMacroModule(name,actualParams,options.defaultValue)\n\t};\n};\n\n/*\nSimplified version of getVariableInfo() that just returns the text\n*/\nWidget.prototype.getVariable = function(name,options) {\n\treturn this.getVariableInfo(name,options).text;\n};\n\nWidget.prototype.resolveVariableParameters = function(formalParams,actualParams) {\n\tformalParams = formalParams || [];\n\tactualParams = actualParams || [];\n\tvar nextAnonParameter = 0, // Next candidate anonymous parameter in macro call\n\t\tparamInfo, paramValue,\n\t\tresults = [];\n\t// Step through each of the parameters in the macro definition\n\tfor(var p=0; p<formalParams.length; p++) {\n\t\t// Check if we've got a macro call parameter with the same name\n\t\tparamInfo = formalParams[p];\n\t\tparamValue = undefined;\n\t\tfor(var m=0; m<actualParams.length; m++) {\n\t\t\tif(actualParams[m].name === paramInfo.name) {\n\t\t\t\tparamValue = actualParams[m].value;\n\t\t\t}\n\t\t}\n\t\t// If not, use the next available anonymous macro call parameter\n\t\twhile(nextAnonParameter < actualParams.length && actualParams[nextAnonParameter].name) {\n\t\t\tnextAnonParameter++;\n\t\t}\n\t\tif(paramValue === undefined && nextAnonParameter < actualParams.length) {\n\t\t\tparamValue = actualParams[nextAnonParameter++].value;\n\t\t}\n\t\t// If we've still not got a value, use the default, if any\n\t\tparamValue = paramValue || paramInfo[\"default\"] || \"\";\n\t\t// Store the parameter name and value\n\t\tresults.push({name: paramInfo.name, value: paramValue});\n\t}\n\treturn results;\n};\n\nWidget.prototype.substituteVariableReferences = function(text) {\n\tvar self = this;\n\treturn (text || \"\").replace(/\\$\\(([^\\)\\$]+)\\)\\$/g,function(match,p1,offset,string) {\n\t\treturn self.getVariable(p1,{defaultValue: \"\"});\n\t});\n};\n\nWidget.prototype.evaluateMacroModule = function(name,actualParams,defaultValue) {\n\tif($tw.utils.hop($tw.macros,name)) {\n\t\tvar macro = $tw.macros[name],\n\t\t\targs = [];\n\t\tif(macro.params.length > 0) {\n\t\t\tvar nextAnonParameter = 0, // Next candidate anonymous parameter in macro call\n\t\t\t\tparamInfo, paramValue;\n\t\t\t// Step through each of the parameters in the macro definition\n\t\t\tfor(var p=0; p<macro.params.length; p++) {\n\t\t\t\t// Check if we've got a macro call parameter with the same name\n\t\t\t\tparamInfo = macro.params[p];\n\t\t\t\tparamValue = undefined;\n\t\t\t\tfor(var m=0; m<actualParams.length; m++) {\n\t\t\t\t\tif(actualParams[m].name === paramInfo.name) {\n\t\t\t\t\t\tparamValue = actualParams[m].value;\n\t\t\t\t\t}\n\t\t\t\t}\n\t\t\t\t// If not, use the next available anonymous macro call parameter\n\t\t\t\twhile(nextAnonParameter < actualParams.length && actualParams[nextAnonParameter].name) {\n\t\t\t\t\tnextAnonParameter++;\n\t\t\t\t}\n\t\t\t\tif(paramValue === undefined && nextAnonParameter < actualParams.length) {\n\t\t\t\t\tparamValue = actualParams[nextAnonParameter++].value;\n\t\t\t\t}\n\t\t\t\t// If we've still not got a value, use the default, if any\n\t\t\t\tparamValue = paramValue || paramInfo[\"default\"] || \"\";\n\t\t\t\t// Save the parameter\n\t\t\t\targs.push(paramValue);\n\t\t\t}\n\t\t}\n\t\telse for(var i=0; i<actualParams.length; ++i) {\n\t\t\targs.push(actualParams[i].value);\n\t\t}\n\t\treturn (macro.run.apply(this,args) || \"\").toString();\n\t} else {\n\t\treturn defaultValue;\n\t}\n};\n\n/*\nCheck whether a given context variable value exists in the parent chain\n*/\nWidget.prototype.hasVariable = function(name,value) {\n\tvar node = this;\n\twhile(node) {\n\t\tif($tw.utils.hop(node.variables,name) && node.variables[name].value === value) {\n\t\t\treturn true;\n\t\t}\n\t\tnode = node.parentWidget;\n\t}\n\treturn false;\n};\n\n/*\nConstruct a qualifying string based on a hash of concatenating the values of a given variable in the parent chain\n*/\nWidget.prototype.getStateQualifier = function(name) {\n\tthis.qualifiers = this.qualifiers || Object.create(null);\n\tname = name || \"transclusion\";\n\tif(this.qualifiers[name]) {\n\t\treturn this.qualifiers[name];\n\t} else {\n\t\tvar output = [],\n\t\t\tnode = this;\n\t\twhile(node && node.parentWidget) {\n\t\t\tif($tw.utils.hop(node.parentWidget.variables,name)) {\n\t\t\t\toutput.push(node.getVariable(name));\n\t\t\t}\n\t\t\tnode = node.parentWidget;\n\t\t}\n\t\tvar value = $tw.utils.hashString(output.join(\"\"));\n\t\tthis.qualifiers[name] = value;\n\t\treturn value;\n\t}\n};\n\n/*\nCompute the current values of the attributes of the widget. Returns a hashmap of the names of the attributes that have changed\n*/\nWidget.prototype.computeAttributes = function() {\n\tvar changedAttributes = {},\n\t\tself = this,\n\t\tvalue;\n\t$tw.utils.each(this.parseTreeNode.attributes,function(attribute,name) {\n\t\tif(attribute.type === \"filtered\") {\n\t\t\tvalue = self.wiki.filterTiddlers(attribute.filter,self)[0] || \"\";\n\t\t} else if(attribute.type === \"indirect\") {\n\t\t\tvalue = self.wiki.getTextReference(attribute.textReference,\"\",self.getVariable(\"currentTiddler\"));\n\t\t} else if(attribute.type === \"macro\") {\n\t\t\tvalue = self.getVariable(attribute.value.name,{params: attribute.value.params});\n\t\t} else { // String attribute\n\t\t\tvalue = attribute.value;\n\t\t}\n\t\t// Check whether the attribute has changed\n\t\tif(self.attributes[name] !== value) {\n\t\t\tself.attributes[name] = value;\n\t\t\tchangedAttributes[name] = true;\n\t\t}\n\t});\n\treturn changedAttributes;\n};\n\n/*\nCheck for the presence of an attribute\n*/\nWidget.prototype.hasAttribute = function(name) {\n\treturn $tw.utils.hop(this.attributes,name);\n};\n\n/*\nGet the value of an attribute\n*/\nWidget.prototype.getAttribute = function(name,defaultText) {\n\tif($tw.utils.hop(this.attributes,name)) {\n\t\treturn this.attributes[name];\n\t} else {\n\t\treturn defaultText;\n\t}\n};\n\n/*\nAssign the computed attributes of the widget to a domNode\noptions include:\nexcludeEventAttributes: ignores attributes whose name begins with \"on\"\n*/\nWidget.prototype.assignAttributes = function(domNode,options) {\n\toptions = options || {};\n\tvar self = this;\n\t$tw.utils.each(this.attributes,function(v,a) {\n\t\t// Check exclusions\n\t\tif(options.excludeEventAttributes && a.substr(0,2) === \"on\") {\n\t\t\tv = undefined;\n\t\t}\n\t\tif(v !== undefined) {\n\t\t\tvar b = a.split(\":\");\n\t\t\t// Setting certain attributes can cause a DOM error (eg xmlns on the svg element)\n\t\t\ttry {\n\t\t\t\tif (b.length == 2 && b[0] == \"xlink\"){\n\t\t\t\t\tdomNode.setAttributeNS(\"http://www.w3.org/1999/xlink\",b[1],v);\n\t\t\t\t} else {\n\t\t\t\t\tdomNode.setAttributeNS(null,a,v);\n\t\t\t\t}\n\t\t\t} catch(e) {\n\t\t\t}\n\t\t}\n\t});\n};\n\n/*\nMake child widgets correspondng to specified parseTreeNodes\n*/\nWidget.prototype.makeChildWidgets = function(parseTreeNodes) {\n\tthis.children = [];\n\tvar self = this;\n\t$tw.utils.each(parseTreeNodes || (this.parseTreeNode && this.parseTreeNode.children),function(childNode) {\n\t\tself.children.push(self.makeChildWidget(childNode));\n\t});\n};\n\n/*\nConstruct the widget object for a parse tree node\n*/\nWidget.prototype.makeChildWidget = function(parseTreeNode) {\n\tvar WidgetClass = this.widgetClasses[parseTreeNode.type];\n\tif(!WidgetClass) {\n\t\tWidgetClass = this.widgetClasses.text;\n\t\tparseTreeNode = {type: \"text\", text: \"Undefined widget '\" + parseTreeNode.type + \"'\"};\n\t}\n\treturn new WidgetClass(parseTreeNode,{\n\t\twiki: this.wiki,\n\t\tvariables: {},\n\t\tparentWidget: this,\n\t\tdocument: this.document\n\t});\n};\n\n/*\nGet the next sibling of this widget\n*/\nWidget.prototype.nextSibling = function() {\n\tif(this.parentWidget) {\n\t\tvar index = this.parentWidget.children.indexOf(this);\n\t\tif(index !== -1 && index < this.parentWidget.children.length-1) {\n\t\t\treturn this.parentWidget.children[index+1];\n\t\t}\n\t}\n\treturn null;\n};\n\n/*\nGet the previous sibling of this widget\n*/\nWidget.prototype.previousSibling = function() {\n\tif(this.parentWidget) {\n\t\tvar index = this.parentWidget.children.indexOf(this);\n\t\tif(index !== -1 && index > 0) {\n\t\t\treturn this.parentWidget.children[index-1];\n\t\t}\n\t}\n\treturn null;\n};\n\n/*\nRender the children of this widget into the DOM\n*/\nWidget.prototype.renderChildren = function(parent,nextSibling) {\n\tvar children = this.children;\n\tfor(var i = 0; i < children.length; i++) {\n\t\tchildren[i].render(parent,nextSibling);\n\t};\n};\n\n/*\nAdd a list of event listeners from an array [{type:,handler:},...]\n*/\nWidget.prototype.addEventListeners = function(listeners) {\n\tvar self = this;\n\t$tw.utils.each(listeners,function(listenerInfo) {\n\t\tself.addEventListener(listenerInfo.type,listenerInfo.handler);\n\t});\n};\n\n/*\nAdd an event listener\n*/\nWidget.prototype.addEventListener = function(type,handler) {\n\tvar self = this;\n\tif(typeof handler === \"string\") { // The handler is a method name on this widget\n\t\tthis.eventListeners[type] = function(event) {\n\t\t\treturn self[handler].call(self,event);\n\t\t};\n\t} else { // The handler is a function\n\t\tthis.eventListeners[type] = function(event) {\n\t\t\treturn handler.call(self,event);\n\t\t};\n\t}\n};\n\n/*\nDispatch an event to a widget. If the widget doesn't handle the event then it is also dispatched to the parent widget\n*/\nWidget.prototype.dispatchEvent = function(event) {\n\t// Dispatch the event if this widget handles it\n\tvar listener = this.eventListeners[event.type];\n\tif(listener) {\n\t\t// Don't propagate the event if the listener returned false\n\t\tif(!listener(event)) {\n\t\t\treturn false;\n\t\t}\n\t}\n\t// Dispatch the event to the parent widget\n\tif(this.parentWidget) {\n\t\treturn this.parentWidget.dispatchEvent(event);\n\t}\n\treturn true;\n};\n\n/*\nSelectively refreshes the widget if needed. Returns true if the widget or any of its children needed re-rendering\n*/\nWidget.prototype.refresh = function(changedTiddlers) {\n\treturn this.refreshChildren(changedTiddlers);\n};\n\n/*\nRebuild a previously rendered widget\n*/\nWidget.prototype.refreshSelf = function() {\n\tvar nextSibling = this.findNextSiblingDomNode();\n\tthis.removeChildDomNodes();\n\tthis.render(this.parentDomNode,nextSibling);\n};\n\n/*\nRefresh all the children of a widget\n*/\nWidget.prototype.refreshChildren = function(changedTiddlers) {\n\tvar children = this.children,\n\t\trefreshed = false;\n\tfor (var i = 0; i < children.length; i++) {\n\t\trefreshed = children[i].refresh(changedTiddlers) || refreshed;\n\t}\n\treturn refreshed;\n};\n\n/*\nFind the next sibling in the DOM to this widget. This is done by scanning the widget tree through all next siblings and their descendents that share the same parent DOM node\n*/\nWidget.prototype.findNextSiblingDomNode = function(startIndex) {\n\t// Refer to this widget by its index within its parents children\n\tvar parent = this.parentWidget,\n\t\tindex = startIndex !== undefined ? startIndex : parent.children.indexOf(this);\nif(index === -1) {\n\tthrow \"node not found in parents children\";\n}\n\t// Look for a DOM node in the later siblings\n\twhile(++index < parent.children.length) {\n\t\tvar domNode = parent.children[index].findFirstDomNode();\n\t\tif(domNode) {\n\t\t\treturn domNode;\n\t\t}\n\t}\n\t// Go back and look for later siblings of our parent if it has the same parent dom node\n\tvar grandParent = parent.parentWidget;\n\tif(grandParent && parent.parentDomNode === this.parentDomNode) {\n\t\tindex = grandParent.children.indexOf(parent);\n\t\tif(index !== -1) {\n\t\t\treturn parent.findNextSiblingDomNode(index);\n\t\t}\n\t}\n\treturn null;\n};\n\n/*\nFind the first DOM node generated by a widget or its children\n*/\nWidget.prototype.findFirstDomNode = function() {\n\t// Return the first dom node of this widget, if we've got one\n\tif(this.domNodes.length > 0) {\n\t\treturn this.domNodes[0];\n\t}\n\t// Otherwise, recursively call our children\n\tfor(var t=0; t<this.children.length; t++) {\n\t\tvar domNode = this.children[t].findFirstDomNode();\n\t\tif(domNode) {\n\t\t\treturn domNode;\n\t\t}\n\t}\n\treturn null;\n};\n\n/*\nRemove any DOM nodes created by this widget or its children\n*/\nWidget.prototype.removeChildDomNodes = function() {\n\t// If this widget has directly created DOM nodes, delete them and exit. This assumes that any child widgets are contained within the created DOM nodes, which would normally be the case\n\tif(this.domNodes.length > 0) {\n\t\t$tw.utils.each(this.domNodes,function(domNode) {\n\t\t\tdomNode.parentNode.removeChild(domNode);\n\t\t});\n\t\tthis.domNodes = [];\n\t} else {\n\t\t// Otherwise, ask the child widgets to delete their DOM nodes\n\t\t$tw.utils.each(this.children,function(childWidget) {\n\t\t\tchildWidget.removeChildDomNodes();\n\t\t});\n\t}\n};\n\n/*\nInvoke the action widgets that are descendents of the current widget.\n*/\nWidget.prototype.invokeActions = function(triggeringWidget,event) {\n\tvar handled = false;\n\t// For each child widget\n\tfor(var t=0; t<this.children.length; t++) {\n\t\tvar child = this.children[t];\n\t\t// Invoke the child if it is an action widget\n\t\tif(child.invokeAction) {\n\t\t\tchild.refreshSelf();\n\t\t\tif(child.invokeAction(triggeringWidget,event)) {\n\t\t\t\thandled = true;\n\t\t\t}\n\t\t}\n\t\t// Propagate through through the child if it permits it\n\t\tif(child.allowActionPropagation() && child.invokeActions(triggeringWidget,event)) {\n\t\t\thandled = true;\n\t\t}\n\t}\n\treturn handled;\n};\n\n/*\nInvoke the action widgets defined in a string\n*/\nWidget.prototype.invokeActionString = function(actions,triggeringWidget,event,variables) {\n\tactions = actions || \"\";\n\tvar parser = this.wiki.parseText(\"text/vnd.tiddlywiki\",actions,{\n\t\t\tparentWidget: this,\n\t\t\tdocument: this.document\n\t\t}),\n\t\twidgetNode = this.wiki.makeWidget(parser,{\n\t\t\tparentWidget: this,\n\t\t\tdocument: this.document,\n\t\t\tvariables: variables\n\t\t});\n\tvar container = this.document.createElement(\"div\");\n\twidgetNode.render(container,null);\n\treturn widgetNode.invokeActions(this,event);\n};\n\nWidget.prototype.allowActionPropagation = function() {\n\treturn true;\n};\n\nexports.widget = Widget;\n\n})();\n",
"type": "application/javascript",
"module-type": "widget"
},
"$:/core/modules/widgets/wikify.js": {
"title": "$:/core/modules/widgets/wikify.js",
"text": "/*\\\ntitle: $:/core/modules/widgets/wikify.js\ntype: application/javascript\nmodule-type: widget\n\nWidget to wikify text into a variable\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nvar Widget = require(\"$:/core/modules/widgets/widget.js\").widget;\n\nvar WikifyWidget = function(parseTreeNode,options) {\n\tthis.initialise(parseTreeNode,options);\n};\n\n/*\nInherit from the base widget class\n*/\nWikifyWidget.prototype = new Widget();\n\n/*\nRender this widget into the DOM\n*/\nWikifyWidget.prototype.render = function(parent,nextSibling) {\n\tthis.parentDomNode = parent;\n\tthis.computeAttributes();\n\tthis.execute();\n\tthis.renderChildren(parent,nextSibling);\n};\n\n/*\nCompute the internal state of the widget\n*/\nWikifyWidget.prototype.execute = function() {\n\t// Get our parameters\n\tthis.wikifyName = this.getAttribute(\"name\");\n\tthis.wikifyText = this.getAttribute(\"text\");\n\tthis.wikifyType = this.getAttribute(\"type\");\n\tthis.wikifyMode = this.getAttribute(\"mode\",\"block\");\n\tthis.wikifyOutput = this.getAttribute(\"output\",\"text\");\n\t// Create the parse tree\n\tthis.wikifyParser = this.wiki.parseText(this.wikifyType,this.wikifyText,{\n\t\t\tparseAsInline: this.wikifyMode === \"inline\"\n\t\t});\n\t// Create the widget tree \n\tthis.wikifyWidgetNode = this.wiki.makeWidget(this.wikifyParser,{\n\t\t\tdocument: $tw.fakeDocument,\n\t\t\tparentWidget: this\n\t\t});\n\t// Render the widget tree to the container\n\tthis.wikifyContainer = $tw.fakeDocument.createElement(\"div\");\n\tthis.wikifyWidgetNode.render(this.wikifyContainer,null);\n\tthis.wikifyResult = this.getResult();\n\t// Set context variable\n\tthis.setVariable(this.wikifyName,this.wikifyResult);\n\t// Construct the child widgets\n\tthis.makeChildWidgets();\n};\n\n/*\nReturn the result string\n*/\nWikifyWidget.prototype.getResult = function() {\n\tvar result;\n\tswitch(this.wikifyOutput) {\n\t\tcase \"text\":\n\t\t\tresult = this.wikifyContainer.textContent;\n\t\t\tbreak;\n\t\tcase \"formattedtext\":\n\t\t\tresult = this.wikifyContainer.formattedTextContent;\n\t\t\tbreak;\n\t\tcase \"html\":\n\t\t\tresult = this.wikifyContainer.innerHTML;\n\t\t\tbreak;\n\t\tcase \"parsetree\":\n\t\t\tresult = JSON.stringify(this.wikifyParser.tree,0,$tw.config.preferences.jsonSpaces);\n\t\t\tbreak;\n\t\tcase \"widgettree\":\n\t\t\tresult = JSON.stringify(this.getWidgetTree(),0,$tw.config.preferences.jsonSpaces);\n\t\t\tbreak;\n\t}\n\treturn result;\n};\n\n/*\nReturn a string of the widget tree\n*/\nWikifyWidget.prototype.getWidgetTree = function() {\n\tvar copyNode = function(widgetNode,resultNode) {\n\t\t\tvar type = widgetNode.parseTreeNode.type;\n\t\t\tresultNode.type = type;\n\t\t\tswitch(type) {\n\t\t\t\tcase \"element\":\n\t\t\t\t\tresultNode.tag = widgetNode.parseTreeNode.tag;\n\t\t\t\t\tbreak;\n\t\t\t\tcase \"text\":\n\t\t\t\t\tresultNode.text = widgetNode.parseTreeNode.text;\n\t\t\t\t\tbreak;\t\n\t\t\t}\n\t\t\tif(Object.keys(widgetNode.attributes || {}).length > 0) {\n\t\t\t\tresultNode.attributes = {};\n\t\t\t\t$tw.utils.each(widgetNode.attributes,function(attr,attrName) {\n\t\t\t\t\tresultNode.attributes[attrName] = widgetNode.getAttribute(attrName);\n\t\t\t\t});\n\t\t\t}\n\t\t\tif(Object.keys(widgetNode.children || {}).length > 0) {\n\t\t\t\tresultNode.children = [];\n\t\t\t\t$tw.utils.each(widgetNode.children,function(widgetChildNode) {\n\t\t\t\t\tvar node = {};\n\t\t\t\t\tresultNode.children.push(node);\n\t\t\t\t\tcopyNode(widgetChildNode,node);\n\t\t\t\t});\n\t\t\t}\n\t\t},\n\t\tresults = {};\n\tcopyNode(this.wikifyWidgetNode,results);\n\treturn results;\n};\n\n/*\nSelectively refreshes the widget if needed. Returns true if the widget or any of its children needed re-rendering\n*/\nWikifyWidget.prototype.refresh = function(changedTiddlers) {\n\tvar changedAttributes = this.computeAttributes();\n\t// Refresh ourselves entirely if any of our attributes have changed\n\tif(changedAttributes.name || changedAttributes.text || changedAttributes.type || changedAttributes.mode || changedAttributes.output) {\n\t\tthis.refreshSelf();\n\t\treturn true;\n\t} else {\n\t\t// Refresh the widget tree\n\t\tif(this.wikifyWidgetNode.refresh(changedTiddlers)) {\n\t\t\t// Check if there was any change\n\t\t\tvar result = this.getResult();\n\t\t\tif(result !== this.wikifyResult) {\n\t\t\t\t// If so, save the change\n\t\t\t\tthis.wikifyResult = result;\n\t\t\t\tthis.setVariable(this.wikifyName,this.wikifyResult);\n\t\t\t\t// Refresh each of our child widgets\n\t\t\t\t$tw.utils.each(this.children,function(childWidget) {\n\t\t\t\t\tchildWidget.refreshSelf();\n\t\t\t\t});\n\t\t\t\treturn true;\n\t\t\t}\n\t\t}\n\t\t// Just refresh the children\n\t\treturn this.refreshChildren(changedTiddlers);\n\t}\n};\n\nexports.wikify = WikifyWidget;\n\n})();\n",
"type": "application/javascript",
"module-type": "widget"
},
"$:/core/modules/wiki-bulkops.js": {
"title": "$:/core/modules/wiki-bulkops.js",
"text": "/*\\\ntitle: $:/core/modules/wiki-bulkops.js\ntype: application/javascript\nmodule-type: wikimethod\n\nBulk tiddler operations such as rename.\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n/*\nRename a tiddler, and relink any tags or lists that reference it.\n*/\nfunction renameTiddler(fromTitle,toTitle,options) {\n\tfromTitle = (fromTitle || \"\").trim();\n\ttoTitle = (toTitle || \"\").trim();\n\toptions = options || {};\n\tif(fromTitle && toTitle && fromTitle !== toTitle) {\n\t\t// Rename the tiddler itself\n\t\tvar oldTiddler = this.getTiddler(fromTitle),\n\t\t\tnewTiddler = new $tw.Tiddler(oldTiddler,{title: toTitle},this.getModificationFields());\n\t\tnewTiddler = $tw.hooks.invokeHook(\"th-renaming-tiddler\",newTiddler,oldTiddler);\n\t\tthis.addTiddler(newTiddler);\n\t\tthis.deleteTiddler(fromTitle);\n\t\t// Rename any tags or lists that reference it\n\t\tthis.relinkTiddler(fromTitle,toTitle,options)\n\t}\n}\n\n/*\nRelink any tags or lists that reference a given tiddler\n*/\nfunction relinkTiddler(fromTitle,toTitle,options) {\n\tvar self = this;\n\tfromTitle = (fromTitle || \"\").trim();\n\ttoTitle = (toTitle || \"\").trim();\n\toptions = options || {};\n\tif(fromTitle && toTitle && fromTitle !== toTitle) {\n\t\tthis.each(function(tiddler,title) {\n\t\t\tvar type = tiddler.fields.type || \"\";\n\t\t\t// Don't touch plugins or JavaScript modules\n\t\t\tif(!tiddler.fields[\"plugin-type\"] && type !== \"application/javascript\") {\n\t\t\t\tvar tags = tiddler.fields.tags ? tiddler.fields.tags.slice(0) : undefined,\n\t\t\t\t\tlist = tiddler.fields.list ? tiddler.fields.list.slice(0) : undefined,\n\t\t\t\t\tisModified = false;\n\t\t\t\tif(!options.dontRenameInTags) {\n\t\t\t\t\t// Rename tags\n\t\t\t\t\t$tw.utils.each(tags,function (title,index) {\n\t\t\t\t\t\tif(title === fromTitle) {\nconsole.log(\"Renaming tag '\" + tags[index] + \"' to '\" + toTitle + \"' of tiddler '\" + tiddler.fields.title + \"'\");\n\t\t\t\t\t\t\ttags[index] = toTitle;\n\t\t\t\t\t\t\tisModified = true;\n\t\t\t\t\t\t}\n\t\t\t\t\t});\n\t\t\t\t}\n\t\t\t\tif(!options.dontRenameInLists) {\n\t\t\t\t\t// Rename lists\n\t\t\t\t\t$tw.utils.each(list,function (title,index) {\n\t\t\t\t\t\tif(title === fromTitle) {\nconsole.log(\"Renaming list item '\" + list[index] + \"' to '\" + toTitle + \"' of tiddler '\" + tiddler.fields.title + \"'\");\n\t\t\t\t\t\t\tlist[index] = toTitle;\n\t\t\t\t\t\t\tisModified = true;\n\t\t\t\t\t\t}\n\t\t\t\t\t});\n\t\t\t\t}\n\t\t\t\tif(isModified) {\n\t\t\t\t\tvar newTiddler = new $tw.Tiddler(tiddler,{tags: tags, list: list},self.getModificationFields())\n\t\t\t\t\tnewTiddler = $tw.hooks.invokeHook(\"th-relinking-tiddler\",newTiddler,tiddler);\n\t\t\t\t\tself.addTiddler(newTiddler);\n\t\t\t\t}\n\t\t\t}\n\t\t});\n\t}\n};\n\nexports.renameTiddler = renameTiddler;\nexports.relinkTiddler = relinkTiddler;\n\n})();\n",
"type": "application/javascript",
"module-type": "wikimethod"
},
"$:/core/modules/wiki.js": {
"title": "$:/core/modules/wiki.js",
"text": "/*\\\ntitle: $:/core/modules/wiki.js\ntype: application/javascript\nmodule-type: wikimethod\n\nExtension methods for the $tw.Wiki object\n\nAdds the following properties to the wiki object:\n\n* `eventListeners` is a hashmap by type of arrays of listener functions\n* `changedTiddlers` is a hashmap describing changes to named tiddlers since wiki change events were last dispatched. Each entry is a hashmap containing two fields:\n\tmodified: true/false\n\tdeleted: true/false\n* `changeCount` is a hashmap by tiddler title containing a numerical index that starts at zero and is incremented each time a tiddler is created changed or deleted\n* `caches` is a hashmap by tiddler title containing a further hashmap of named cache objects. Caches are automatically cleared when a tiddler is modified or deleted\n* `globalCache` is a hashmap by cache name of cache objects that are cleared whenever any tiddler change occurs\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nvar widget = require(\"$:/core/modules/widgets/widget.js\");\n\nvar USER_NAME_TITLE = \"$:/status/UserName\",\n\tTIMESTAMP_DISABLE_TITLE = \"$:/config/TimestampDisable\";\n\n/*\nAdd available indexers to this wiki\n*/\nexports.addIndexersToWiki = function() {\n\tvar self = this;\n\t$tw.utils.each($tw.modules.applyMethods(\"indexer\"),function(Indexer,name) {\n\t\tself.addIndexer(new Indexer(self),name);\n\t});\n};\n\n/*\nGet the value of a text reference. Text references can have any of these forms:\n\t<tiddlertitle>\n\t<tiddlertitle>!!<fieldname>\n\t!!<fieldname> - specifies a field of the current tiddlers\n\t<tiddlertitle>##<index>\n*/\nexports.getTextReference = function(textRef,defaultText,currTiddlerTitle) {\n\tvar tr = $tw.utils.parseTextReference(textRef),\n\t\ttitle = tr.title || currTiddlerTitle;\n\tif(tr.field) {\n\t\tvar tiddler = this.getTiddler(title);\n\t\tif(tr.field === \"title\") { // Special case so we can return the title of a non-existent tiddler\n\t\t\treturn title;\n\t\t} else if(tiddler && $tw.utils.hop(tiddler.fields,tr.field)) {\n\t\t\treturn tiddler.getFieldString(tr.field);\n\t\t} else {\n\t\t\treturn defaultText;\n\t\t}\n\t} else if(tr.index) {\n\t\treturn this.extractTiddlerDataItem(title,tr.index,defaultText);\n\t} else {\n\t\treturn this.getTiddlerText(title,defaultText);\n\t}\n};\n\nexports.setTextReference = function(textRef,value,currTiddlerTitle) {\n\tvar tr = $tw.utils.parseTextReference(textRef),\n\t\ttitle = tr.title || currTiddlerTitle;\n\tthis.setText(title,tr.field,tr.index,value);\n};\n\nexports.setText = function(title,field,index,value,options) {\n\toptions = options || {};\n\tvar creationFields = options.suppressTimestamp ? {} : this.getCreationFields(),\n\t\tmodificationFields = options.suppressTimestamp ? {} : this.getModificationFields();\n\t// Check if it is a reference to a tiddler field\n\tif(index) {\n\t\tvar data = this.getTiddlerData(title,Object.create(null));\n\t\tif(value !== undefined) {\n\t\t\tdata[index] = value;\n\t\t} else {\n\t\t\tdelete data[index];\n\t\t}\n\t\tthis.setTiddlerData(title,data,modificationFields);\n\t} else {\n\t\tvar tiddler = this.getTiddler(title),\n\t\t\tfields = {title: title};\n\t\tfields[field || \"text\"] = value;\n\t\tthis.addTiddler(new $tw.Tiddler(creationFields,tiddler,fields,modificationFields));\n\t}\n};\n\nexports.deleteTextReference = function(textRef,currTiddlerTitle) {\n\tvar tr = $tw.utils.parseTextReference(textRef),\n\t\ttitle,tiddler,fields;\n\t// Check if it is a reference to a tiddler\n\tif(tr.title && !tr.field) {\n\t\tthis.deleteTiddler(tr.title);\n\t// Else check for a field reference\n\t} else if(tr.field) {\n\t\ttitle = tr.title || currTiddlerTitle;\n\t\ttiddler = this.getTiddler(title);\n\t\tif(tiddler && $tw.utils.hop(tiddler.fields,tr.field)) {\n\t\t\tfields = Object.create(null);\n\t\t\tfields[tr.field] = undefined;\n\t\t\tthis.addTiddler(new $tw.Tiddler(tiddler,fields,this.getModificationFields()));\n\t\t}\n\t}\n};\n\nexports.addEventListener = function(type,listener) {\n\tthis.eventListeners = this.eventListeners || {};\n\tthis.eventListeners[type] = this.eventListeners[type] || [];\n\tthis.eventListeners[type].push(listener);\t\n};\n\nexports.removeEventListener = function(type,listener) {\n\tvar listeners = this.eventListeners[type];\n\tif(listeners) {\n\t\tvar p = listeners.indexOf(listener);\n\t\tif(p !== -1) {\n\t\t\tlisteners.splice(p,1);\n\t\t}\n\t}\n};\n\nexports.dispatchEvent = function(type /*, args */) {\n\tvar args = Array.prototype.slice.call(arguments,1),\n\t\tlisteners = this.eventListeners[type];\n\tif(listeners) {\n\t\tfor(var p=0; p<listeners.length; p++) {\n\t\t\tvar listener = listeners[p];\n\t\t\tlistener.apply(listener,args);\n\t\t}\n\t}\n};\n\n/*\nCauses a tiddler to be marked as changed, incrementing the change count, and triggers event handlers.\nThis method should be called after the changes it describes have been made to the wiki.tiddlers[] array.\n\ttitle: Title of tiddler\n\tisDeleted: defaults to false (meaning the tiddler has been created or modified),\n\t\ttrue if the tiddler has been deleted\n*/\nexports.enqueueTiddlerEvent = function(title,isDeleted) {\n\t// Record the touch in the list of changed tiddlers\n\tthis.changedTiddlers = this.changedTiddlers || Object.create(null);\n\tthis.changedTiddlers[title] = this.changedTiddlers[title] || Object.create(null);\n\tthis.changedTiddlers[title][isDeleted ? \"deleted\" : \"modified\"] = true;\n\t// Increment the change count\n\tthis.changeCount = this.changeCount || Object.create(null);\n\tif($tw.utils.hop(this.changeCount,title)) {\n\t\tthis.changeCount[title]++;\n\t} else {\n\t\tthis.changeCount[title] = 1;\n\t}\n\t// Trigger events\n\tthis.eventListeners = this.eventListeners || {};\n\tif(!this.eventsTriggered) {\n\t\tvar self = this;\n\t\t$tw.utils.nextTick(function() {\n\t\t\tvar changes = self.changedTiddlers;\n\t\t\tself.changedTiddlers = Object.create(null);\n\t\t\tself.eventsTriggered = false;\n\t\t\tif($tw.utils.count(changes) > 0) {\n\t\t\t\tself.dispatchEvent(\"change\",changes);\n\t\t\t}\n\t\t});\n\t\tthis.eventsTriggered = true;\n\t}\n};\n\nexports.getSizeOfTiddlerEventQueue = function() {\n\treturn $tw.utils.count(this.changedTiddlers);\n};\n\nexports.clearTiddlerEventQueue = function() {\n\tthis.changedTiddlers = Object.create(null);\n\tthis.changeCount = Object.create(null);\n};\n\nexports.getChangeCount = function(title) {\n\tthis.changeCount = this.changeCount || Object.create(null);\n\tif($tw.utils.hop(this.changeCount,title)) {\n\t\treturn this.changeCount[title];\n\t} else {\n\t\treturn 0;\n\t}\n};\n\n/*\nGenerate an unused title from the specified base\n*/\nexports.generateNewTitle = function(baseTitle,options) {\n\toptions = options || {};\n\tvar c = 0,\n\t\ttitle = baseTitle;\n\twhile(this.tiddlerExists(title) || this.isShadowTiddler(title) || this.findDraft(title)) {\n\t\ttitle = baseTitle + \n\t\t\t(options.prefix || \" \") + \n\t\t\t(++c);\n\t}\n\treturn title;\n};\n\nexports.isSystemTiddler = function(title) {\n\treturn title && title.indexOf(\"$:/\") === 0;\n};\n\nexports.isTemporaryTiddler = function(title) {\n\treturn title && title.indexOf(\"$:/temp/\") === 0;\n};\n\nexports.isImageTiddler = function(title) {\n\tvar tiddler = this.getTiddler(title);\n\tif(tiddler) {\t\t\n\t\tvar contentTypeInfo = $tw.config.contentTypeInfo[tiddler.fields.type || \"text/vnd.tiddlywiki\"];\n\t\treturn !!contentTypeInfo && contentTypeInfo.flags.indexOf(\"image\") !== -1;\n\t} else {\n\t\treturn null;\n\t}\n};\n\nexports.isBinaryTiddler = function(title) {\n\tvar tiddler = this.getTiddler(title);\n\tif(tiddler) {\t\t\n\t\tvar contentTypeInfo = $tw.config.contentTypeInfo[tiddler.fields.type || \"text/vnd.tiddlywiki\"];\n\t\treturn !!contentTypeInfo && contentTypeInfo.encoding === \"base64\";\n\t} else {\n\t\treturn null;\n\t}\n};\n\n/*\nLike addTiddler() except it will silently reject any plugin tiddlers that are older than the currently loaded version. Returns true if the tiddler was imported\n*/\nexports.importTiddler = function(tiddler) {\n\tvar existingTiddler = this.getTiddler(tiddler.fields.title);\n\t// Check if we're dealing with a plugin\n\tif(tiddler && tiddler.hasField(\"plugin-type\") && tiddler.hasField(\"version\") && existingTiddler && existingTiddler.hasField(\"plugin-type\") && existingTiddler.hasField(\"version\")) {\n\t\t// Reject the incoming plugin if it is older\n\t\tif(!$tw.utils.checkVersions(tiddler.fields.version,existingTiddler.fields.version)) {\n\t\t\treturn false;\n\t\t}\n\t}\n\t// Fall through to adding the tiddler\n\tthis.addTiddler(tiddler);\n\treturn true;\n};\n\n/*\nReturn a hashmap of the fields that should be set when a tiddler is created\n*/\nexports.getCreationFields = function() {\n\tif(this.getTiddlerText(TIMESTAMP_DISABLE_TITLE,\"\").toLowerCase() !== \"yes\") {\n\t\tvar fields = {\n\t\t\t\tcreated: new Date()\n\t\t\t},\n\t\t\tcreator = this.getTiddlerText(USER_NAME_TITLE);\n\t\tif(creator) {\n\t\t\tfields.creator = creator;\n\t\t}\n\t\treturn fields;\n\t} else {\n\t\treturn {};\n\t}\n};\n\n/*\nReturn a hashmap of the fields that should be set when a tiddler is modified\n*/\nexports.getModificationFields = function() {\n\tif(this.getTiddlerText(TIMESTAMP_DISABLE_TITLE,\"\").toLowerCase() !== \"yes\") {\n\t\tvar fields = Object.create(null),\n\t\t\tmodifier = this.getTiddlerText(USER_NAME_TITLE);\n\t\tfields.modified = new Date();\n\t\tif(modifier) {\n\t\t\tfields.modifier = modifier;\n\t\t}\n\t\treturn fields;\n\t} else {\n\t\treturn {};\n\t}\n};\n\n/*\nReturn a sorted array of tiddler titles. Options include:\nsortField: field to sort by\nexcludeTag: tag to exclude\nincludeSystem: whether to include system tiddlers (defaults to false)\n*/\nexports.getTiddlers = function(options) {\n\toptions = options || Object.create(null);\n\tvar self = this,\n\t\tsortField = options.sortField || \"title\",\n\t\ttiddlers = [], t, titles = [];\n\tthis.each(function(tiddler,title) {\n\t\tif(options.includeSystem || !self.isSystemTiddler(title)) {\n\t\t\tif(!options.excludeTag || !tiddler.hasTag(options.excludeTag)) {\n\t\t\t\ttiddlers.push(tiddler);\n\t\t\t}\n\t\t}\n\t});\n\ttiddlers.sort(function(a,b) {\n\t\tvar aa = a.fields[sortField].toLowerCase() || \"\",\n\t\t\tbb = b.fields[sortField].toLowerCase() || \"\";\n\t\tif(aa < bb) {\n\t\t\treturn -1;\n\t\t} else {\n\t\t\tif(aa > bb) {\n\t\t\t\treturn 1;\n\t\t\t} else {\n\t\t\t\treturn 0;\n\t\t\t}\n\t\t}\n\t});\n\tfor(t=0; t<tiddlers.length; t++) {\n\t\ttitles.push(tiddlers[t].fields.title);\n\t}\n\treturn titles;\n};\n\nexports.countTiddlers = function(excludeTag) {\n\tvar tiddlers = this.getTiddlers({excludeTag: excludeTag});\n\treturn $tw.utils.count(tiddlers);\n};\n\n/*\nReturns a function iterator(callback) that iterates through the specified titles, and invokes the callback with callback(tiddler,title)\n*/\nexports.makeTiddlerIterator = function(titles) {\n\tvar self = this;\n\tif(!$tw.utils.isArray(titles)) {\n\t\ttitles = Object.keys(titles);\n\t} else {\n\t\ttitles = titles.slice(0);\n\t}\n\treturn function(callback) {\n\t\ttitles.forEach(function(title) {\n\t\t\tcallback(self.getTiddler(title),title);\n\t\t});\n\t};\n};\n\n/*\nSort an array of tiddler titles by a specified field\n\ttitles: array of titles (sorted in place)\n\tsortField: name of field to sort by\n\tisDescending: true if the sort should be descending\n\tisCaseSensitive: true if the sort should consider upper and lower case letters to be different\n*/\nexports.sortTiddlers = function(titles,sortField,isDescending,isCaseSensitive,isNumeric,isAlphaNumeric) {\n\tvar self = this;\n\ttitles.sort(function(a,b) {\n\t\tvar x,y,\n\t\t\tcompareNumbers = function(x,y) {\n\t\t\t\tvar result = \n\t\t\t\t\tisNaN(x) && !isNaN(y) ? (isDescending ? -1 : 1) :\n\t\t\t\t\t!isNaN(x) && isNaN(y) ? (isDescending ? 1 : -1) :\n\t\t\t\t\t\t\t\t\t\t\t(isDescending ? y - x : x - y);\n\t\t\t\treturn result;\n\t\t\t};\n\t\tif(sortField !== \"title\") {\n\t\t\tvar tiddlerA = self.getTiddler(a),\n\t\t\t\ttiddlerB = self.getTiddler(b);\n\t\t\tif(tiddlerA) {\n\t\t\t\ta = tiddlerA.fields[sortField] || \"\";\n\t\t\t} else {\n\t\t\t\ta = \"\";\n\t\t\t}\n\t\t\tif(tiddlerB) {\n\t\t\t\tb = tiddlerB.fields[sortField] || \"\";\n\t\t\t} else {\n\t\t\t\tb = \"\";\n\t\t\t}\n\t\t}\n\t\tx = Number(a);\n\t\ty = Number(b);\n\t\tif(isNumeric && (!isNaN(x) || !isNaN(y))) {\n\t\t\treturn compareNumbers(x,y);\n\t\t} else if(isAlphaNumeric) {\n\t\t\treturn isDescending ? b.localeCompare(a,undefined,{numeric: true,sensitivity: \"base\"}) : a.localeCompare(b,undefined,{numeric: true,sensitivity: \"base\"});\n\t\t} else if($tw.utils.isDate(a) && $tw.utils.isDate(b)) {\n\t\t\treturn isDescending ? b - a : a - b;\n\t\t} else {\n\t\t\ta = String(a);\n\t\t\tb = String(b);\n\t\t\tif(!isCaseSensitive) {\n\t\t\t\ta = a.toLowerCase();\n\t\t\t\tb = b.toLowerCase();\n\t\t\t}\n\t\t\treturn isDescending ? b.localeCompare(a) : a.localeCompare(b);\n\t\t}\n\t});\n};\n\n/*\nFor every tiddler invoke a callback(title,tiddler) with `this` set to the wiki object. Options include:\nsortField: field to sort by\nexcludeTag: tag to exclude\nincludeSystem: whether to include system tiddlers (defaults to false)\n*/\nexports.forEachTiddler = function(/* [options,]callback */) {\n\tvar arg = 0,\n\t\toptions = arguments.length >= 2 ? arguments[arg++] : {},\n\t\tcallback = arguments[arg++],\n\t\ttitles = this.getTiddlers(options),\n\t\tt, tiddler;\n\tfor(t=0; t<titles.length; t++) {\n\t\ttiddler = this.getTiddler(titles[t]);\n\t\tif(tiddler) {\n\t\t\tcallback.call(this,tiddler.fields.title,tiddler);\n\t\t}\n\t}\n};\n\n/*\nReturn an array of tiddler titles that are directly linked within the given parse tree\n */\nexports.extractLinks = function(parseTreeRoot) {\n\t// Count up the links\n\tvar links = [],\n\t\tcheckParseTree = function(parseTree) {\n\t\t\tfor(var t=0; t<parseTree.length; t++) {\n\t\t\t\tvar parseTreeNode = parseTree[t];\n\t\t\t\tif(parseTreeNode.type === \"link\" && parseTreeNode.attributes.to && parseTreeNode.attributes.to.type === \"string\") {\n\t\t\t\t\tvar value = parseTreeNode.attributes.to.value;\n\t\t\t\t\tif(links.indexOf(value) === -1) {\n\t\t\t\t\t\tlinks.push(value);\n\t\t\t\t\t}\n\t\t\t\t}\n\t\t\t\tif(parseTreeNode.children) {\n\t\t\t\t\tcheckParseTree(parseTreeNode.children);\n\t\t\t\t}\n\t\t\t}\n\t\t};\n\tcheckParseTree(parseTreeRoot);\n\treturn links;\n};\n\n/*\nReturn an array of tiddler titles that are directly linked from the specified tiddler\n*/\nexports.getTiddlerLinks = function(title) {\n\tvar self = this;\n\t// We'll cache the links so they only get computed if the tiddler changes\n\treturn this.getCacheForTiddler(title,\"links\",function() {\n\t\t// Parse the tiddler\n\t\tvar parser = self.parseTiddler(title);\n\t\tif(parser) {\n\t\t\treturn self.extractLinks(parser.tree);\n\t\t}\n\t\treturn [];\n\t});\n};\n\n/*\nReturn an array of tiddler titles that link to the specified tiddler\n*/\nexports.getTiddlerBacklinks = function(targetTitle) {\n\tvar self = this,\n\t\tbacklinksIndexer = this.getIndexer(\"BacklinksIndexer\"),\n\t\tbacklinks = backlinksIndexer && backlinksIndexer.lookup(targetTitle);\n\n\tif(!backlinks) {\n\t\tbacklinks = [];\n\t\tthis.forEachTiddler(function(title,tiddler) {\n\t\t\tvar links = self.getTiddlerLinks(title);\n\t\t\tif(links.indexOf(targetTitle) !== -1) {\n\t\t\t\tbacklinks.push(title);\n\t\t\t}\n\t\t});\n\t}\n\treturn backlinks;\n};\n\n/*\nReturn a hashmap of tiddler titles that are referenced but not defined. Each value is the number of times the missing tiddler is referenced\n*/\nexports.getMissingTitles = function() {\n\tvar self = this,\n\t\tmissing = [];\n// We should cache the missing tiddler list, even if we recreate it every time any tiddler is modified\n\tthis.forEachTiddler(function(title,tiddler) {\n\t\tvar links = self.getTiddlerLinks(title);\n\t\t$tw.utils.each(links,function(link) {\n\t\t\tif((!self.tiddlerExists(link) && !self.isShadowTiddler(link)) && missing.indexOf(link) === -1) {\n\t\t\t\tmissing.push(link);\n\t\t\t}\n\t\t});\n\t});\n\treturn missing;\n};\n\nexports.getOrphanTitles = function() {\n\tvar self = this,\n\t\torphans = this.getTiddlers();\n\tthis.forEachTiddler(function(title,tiddler) {\n\t\tvar links = self.getTiddlerLinks(title);\n\t\t$tw.utils.each(links,function(link) {\n\t\t\tvar p = orphans.indexOf(link);\n\t\t\tif(p !== -1) {\n\t\t\t\torphans.splice(p,1);\n\t\t\t}\n\t\t});\n\t});\n\treturn orphans; // Todo\n};\n\n/*\nRetrieves a list of the tiddler titles that are tagged with a given tag\n*/\nexports.getTiddlersWithTag = function(tag) {\n\t// Try to use the indexer\n\tvar self = this,\n\t\ttagIndexer = this.getIndexer(\"TagIndexer\"),\n\t\tresults = tagIndexer && tagIndexer.subIndexers[3].lookup(tag);\n\tif(!results) {\n\t\t// If not available, perform a manual scan\n\t\tresults = this.getGlobalCache(\"taglist-\" + tag,function() {\n\t\t\tvar tagmap = self.getTagMap();\n\t\t\treturn self.sortByList(tagmap[tag],tag);\n\t\t});\n\t}\n\treturn results;\n};\n\n/*\nGet a hashmap by tag of arrays of tiddler titles\n*/\nexports.getTagMap = function() {\n\tvar self = this;\n\treturn this.getGlobalCache(\"tagmap\",function() {\n\t\tvar tags = Object.create(null),\n\t\t\tstoreTags = function(tagArray,title) {\n\t\t\t\tif(tagArray) {\n\t\t\t\t\tfor(var index=0; index<tagArray.length; index++) {\n\t\t\t\t\t\tvar tag = tagArray[index];\n\t\t\t\t\t\tif($tw.utils.hop(tags,tag)) {\n\t\t\t\t\t\t\ttags[tag].push(title);\n\t\t\t\t\t\t} else {\n\t\t\t\t\t\t\ttags[tag] = [title];\n\t\t\t\t\t\t}\n\t\t\t\t\t}\n\t\t\t\t}\n\t\t\t},\n\t\t\ttitle, tiddler;\n\t\t// Collect up all the tags\n\t\tself.eachShadow(function(tiddler,title) {\n\t\t\tif(!self.tiddlerExists(title)) {\n\t\t\t\ttiddler = self.getTiddler(title);\n\t\t\t\tstoreTags(tiddler.fields.tags,title);\n\t\t\t}\n\t\t});\n\t\tself.each(function(tiddler,title) {\n\t\t\tstoreTags(tiddler.fields.tags,title);\n\t\t});\n\t\treturn tags;\n\t});\n};\n\n/*\nLookup a given tiddler and return a list of all the tiddlers that include it in the specified list field\n*/\nexports.findListingsOfTiddler = function(targetTitle,fieldName) {\n\tfieldName = fieldName || \"list\";\n\tvar titles = [];\n\tthis.each(function(tiddler,title) {\n\t\tvar list = $tw.utils.parseStringArray(tiddler.fields[fieldName]);\n\t\tif(list && list.indexOf(targetTitle) !== -1) {\n\t\t\ttitles.push(title);\n\t\t}\n\t});\n\treturn titles;\n};\n\n/*\nSorts an array of tiddler titles according to an ordered list\n*/\nexports.sortByList = function(array,listTitle) {\n\tvar self = this,\n\t\treplacedTitles = Object.create(null);\n\t// Given a title, this function will place it in the correct location\n\t// within titles.\n\tfunction moveItemInList(title) {\n\t\tif(!$tw.utils.hop(replacedTitles, title)) {\n\t\t\treplacedTitles[title] = true;\n\t\t\tvar newPos = -1,\n\t\t\t\ttiddler = self.getTiddler(title);\n\t\t\tif(tiddler) {\n\t\t\t\tvar beforeTitle = tiddler.fields[\"list-before\"],\n\t\t\t\t\tafterTitle = tiddler.fields[\"list-after\"];\n\t\t\t\tif(beforeTitle === \"\") {\n\t\t\t\t\tnewPos = 0;\n\t\t\t\t} else if(afterTitle === \"\") {\n\t\t\t\t\tnewPos = titles.length;\n\t\t\t\t} else if(beforeTitle) {\n\t\t\t\t\t// if this title is placed relative\n\t\t\t\t\t// to another title, make sure that\n\t\t\t\t\t// title is placed before we place\n\t\t\t\t\t// this one.\n\t\t\t\t\tmoveItemInList(beforeTitle);\n\t\t\t\t\tnewPos = titles.indexOf(beforeTitle);\n\t\t\t\t} else if(afterTitle) {\n\t\t\t\t\t// Same deal\n\t\t\t\t\tmoveItemInList(afterTitle);\n\t\t\t\t\tnewPos = titles.indexOf(afterTitle);\n\t\t\t\t\tif(newPos >= 0) {\n\t\t\t\t\t\t++newPos;\n\t\t\t\t\t}\n\t\t\t\t}\n\t\t\t\t// If a new position is specified, let's move it\n\t\t\t\tif (newPos !== -1) {\n\t\t\t\t\t// get its current Pos, and make sure\n\t\t\t\t\t// sure that it's _actually_ in the list\n\t\t\t\t\t// and that it would _actually_ move\n\t\t\t\t\t// (#4275) We don't bother calling\n\t\t\t\t\t// indexOf unless we have a new\n\t\t\t\t\t// position to work with\n\t\t\t\t\tvar currPos = titles.indexOf(title);\n\t\t\t\t\tif(currPos >= 0 && newPos !== currPos) {\n\t\t\t\t\t\t// move it!\n\t\t\t\t\t\ttitles.splice(currPos,1);\n\t\t\t\t\t\tif(newPos >= currPos) {\n\t\t\t\t\t\t\tnewPos--;\n\t\t\t\t\t\t}\n\t\t\t\t\t\ttitles.splice(newPos,0,title);\n\t\t\t\t\t}\n\t\t\t\t}\n\t\t\t}\n\t\t}\n\t}\n\tvar list = this.getTiddlerList(listTitle);\n\tif(!array || array.length === 0) {\n\t\treturn [];\n\t} else {\n\t\tvar titles = [], t, title;\n\t\t// First place any entries that are present in the list\n\t\tfor(t=0; t<list.length; t++) {\n\t\t\ttitle = list[t];\n\t\t\tif(array.indexOf(title) !== -1) {\n\t\t\t\ttitles.push(title);\n\t\t\t}\n\t\t}\n\t\t// Then place any remaining entries\n\t\tfor(t=0; t<array.length; t++) {\n\t\t\ttitle = array[t];\n\t\t\tif(list.indexOf(title) === -1) {\n\t\t\t\ttitles.push(title);\n\t\t\t}\n\t\t}\n\t\t// Finally obey the list-before and list-after fields of each tiddler in turn\n\t\tvar sortedTitles = titles.slice(0);\n\t\tfor(t=0; t<sortedTitles.length; t++) {\n\t\t\ttitle = sortedTitles[t];\n\t\t\tmoveItemInList(title);\n\t\t}\n\t\treturn titles;\n\t}\n};\n\nexports.getSubTiddler = function(title,subTiddlerTitle) {\n\tvar bundleInfo = this.getPluginInfo(title) || this.getTiddlerDataCached(title);\n\tif(bundleInfo && bundleInfo.tiddlers) {\n\t\tvar subTiddler = bundleInfo.tiddlers[subTiddlerTitle];\n\t\tif(subTiddler) {\n\t\t\treturn new $tw.Tiddler(subTiddler);\n\t\t}\n\t}\n\treturn null;\n};\n\n/*\nRetrieve a tiddler as a JSON string of the fields\n*/\nexports.getTiddlerAsJson = function(title) {\n\tvar tiddler = this.getTiddler(title);\n\tif(tiddler) {\n\t\tvar fields = Object.create(null);\n\t\t$tw.utils.each(tiddler.fields,function(value,name) {\n\t\t\tfields[name] = tiddler.getFieldString(name);\n\t\t});\n\t\treturn JSON.stringify(fields);\n\t} else {\n\t\treturn JSON.stringify({title: title});\n\t}\n};\n\nexports.getTiddlersAsJson = function(filter,spaces) {\n\tvar tiddlers = this.filterTiddlers(filter),\n\t\tspaces = (spaces === undefined) ? $tw.config.preferences.jsonSpaces : spaces,\n\t\tdata = [];\n\tfor(var t=0;t<tiddlers.length; t++) {\n\t\tvar tiddler = this.getTiddler(tiddlers[t]);\n\t\tif(tiddler) {\n\t\t\tvar fields = new Object();\n\t\t\tfor(var field in tiddler.fields) {\n\t\t\t\tfields[field] = tiddler.getFieldString(field);\n\t\t\t}\n\t\t\tdata.push(fields);\n\t\t}\n\t}\n\treturn JSON.stringify(data,null,spaces);\n};\n\n/*\nGet the content of a tiddler as a JavaScript object. How this is done depends on the type of the tiddler:\n\napplication/json: the tiddler JSON is parsed into an object\napplication/x-tiddler-dictionary: the tiddler is parsed as sequence of name:value pairs\n\nOther types currently just return null.\n\ntitleOrTiddler: string tiddler title or a tiddler object\ndefaultData: default data to be returned if the tiddler is missing or doesn't contain data\n\nNote that the same value is returned for repeated calls for the same tiddler data. The value is frozen to prevent modification; otherwise modifications would be visible to all callers\n*/\nexports.getTiddlerDataCached = function(titleOrTiddler,defaultData) {\n\tvar self = this,\n\t\ttiddler = titleOrTiddler;\n\tif(!(tiddler instanceof $tw.Tiddler)) {\n\t\ttiddler = this.getTiddler(tiddler);\t\n\t}\n\tif(tiddler) {\n\t\treturn this.getCacheForTiddler(tiddler.fields.title,\"data\",function() {\n\t\t\t// Return the frozen value\n\t\t\tvar value = self.getTiddlerData(tiddler.fields.title,undefined);\n\t\t\t$tw.utils.deepFreeze(value);\n\t\t\treturn value;\n\t\t}) || defaultData;\n\t} else {\n\t\treturn defaultData;\n\t}\n};\n\n/*\nAlternative, uncached version of getTiddlerDataCached(). The return value can be mutated freely and reused\n*/\nexports.getTiddlerData = function(titleOrTiddler,defaultData) {\n\tvar tiddler = titleOrTiddler,\n\t\tdata;\n\tif(!(tiddler instanceof $tw.Tiddler)) {\n\t\ttiddler = this.getTiddler(tiddler);\t\n\t}\n\tif(tiddler && tiddler.fields.text) {\n\t\tswitch(tiddler.fields.type) {\n\t\t\tcase \"application/json\":\n\t\t\t\t// JSON tiddler\n\t\t\t\ttry {\n\t\t\t\t\tdata = JSON.parse(tiddler.fields.text);\n\t\t\t\t} catch(ex) {\n\t\t\t\t\treturn defaultData;\n\t\t\t\t}\n\t\t\t\treturn data;\n\t\t\tcase \"application/x-tiddler-dictionary\":\n\t\t\t\treturn $tw.utils.parseFields(tiddler.fields.text);\n\t\t}\n\t}\n\treturn defaultData;\n};\n\n/*\nExtract an indexed field from within a data tiddler\n*/\nexports.extractTiddlerDataItem = function(titleOrTiddler,index,defaultText) {\n\tvar data = this.getTiddlerDataCached(titleOrTiddler,Object.create(null)),\n\t\ttext;\n\tif(data && $tw.utils.hop(data,index)) {\n\t\ttext = data[index];\n\t}\n\tif(typeof text === \"string\" || typeof text === \"number\") {\n\t\treturn text.toString();\n\t} else {\n\t\treturn defaultText;\n\t}\n};\n\n/*\nSet a tiddlers content to a JavaScript object. Currently this is done by setting the tiddler's type to \"application/json\" and setting the text to the JSON text of the data.\ntitle: title of tiddler\ndata: object that can be serialised to JSON\nfields: optional hashmap of additional tiddler fields to be set\n*/\nexports.setTiddlerData = function(title,data,fields) {\n\tvar existingTiddler = this.getTiddler(title),\n\t\tnewFields = {\n\t\t\ttitle: title\n\t};\n\tif(existingTiddler && existingTiddler.fields.type === \"application/x-tiddler-dictionary\") {\n\t\tnewFields.text = $tw.utils.makeTiddlerDictionary(data);\n\t} else {\n\t\tnewFields.type = \"application/json\";\n\t\tnewFields.text = JSON.stringify(data,null,$tw.config.preferences.jsonSpaces);\n\t}\n\tthis.addTiddler(new $tw.Tiddler(this.getCreationFields(),existingTiddler,fields,newFields,this.getModificationFields()));\n};\n\n/*\nReturn the content of a tiddler as an array containing each line\n*/\nexports.getTiddlerList = function(title,field,index) {\n\tif(index) {\n\t\treturn $tw.utils.parseStringArray(this.extractTiddlerDataItem(title,index,\"\"));\n\t}\n\tfield = field || \"list\";\n\tvar tiddler = this.getTiddler(title);\n\tif(tiddler) {\n\t\treturn ($tw.utils.parseStringArray(tiddler.fields[field]) || []).slice(0);\n\t}\n\treturn [];\n};\n\n// Return a named global cache object. Global cache objects are cleared whenever a tiddler change occurs\nexports.getGlobalCache = function(cacheName,initializer) {\n\tthis.globalCache = this.globalCache || Object.create(null);\n\tif($tw.utils.hop(this.globalCache,cacheName)) {\n\t\treturn this.globalCache[cacheName];\n\t} else {\n\t\tthis.globalCache[cacheName] = initializer();\n\t\treturn this.globalCache[cacheName];\n\t}\n};\n\nexports.clearGlobalCache = function() {\n\tthis.globalCache = Object.create(null);\n};\n\n// Return the named cache object for a tiddler. If the cache doesn't exist then the initializer function is invoked to create it\nexports.getCacheForTiddler = function(title,cacheName,initializer) {\n\tthis.caches = this.caches || Object.create(null);\n\tvar caches = this.caches[title];\n\tif(caches && caches[cacheName]) {\n\t\treturn caches[cacheName];\n\t} else {\n\t\tif(!caches) {\n\t\t\tcaches = Object.create(null);\n\t\t\tthis.caches[title] = caches;\n\t\t}\n\t\tcaches[cacheName] = initializer();\n\t\treturn caches[cacheName];\n\t}\n};\n\n// Clear all caches associated with a particular tiddler, or, if the title is null, clear all the caches for all the tiddlers\nexports.clearCache = function(title) {\n\tif(title) {\n\t\tthis.caches = this.caches || Object.create(null);\n\t\tif($tw.utils.hop(this.caches,title)) {\n\t\t\tdelete this.caches[title];\n\t\t}\n\t} else {\n\t\tthis.caches = Object.create(null);\n\t}\n};\n\nexports.initParsers = function(moduleType) {\n\t// Install the parser modules\n\t$tw.Wiki.parsers = {};\n\tvar self = this;\n\t$tw.modules.forEachModuleOfType(\"parser\",function(title,module) {\n\t\tfor(var f in module) {\n\t\t\tif($tw.utils.hop(module,f)) {\n\t\t\t\t$tw.Wiki.parsers[f] = module[f]; // Store the parser class\n\t\t\t}\n\t\t}\n\t});\n\t// Use the generic binary parser for any binary types not registered so far\n\tif($tw.Wiki.parsers[\"application/octet-stream\"]) {\n\t\tObject.keys($tw.config.contentTypeInfo).forEach(function(type) {\n\t\t\tif(!$tw.utils.hop($tw.Wiki.parsers,type) && $tw.config.contentTypeInfo[type].encoding === \"base64\") {\n\t\t\t\t$tw.Wiki.parsers[type] = $tw.Wiki.parsers[\"application/octet-stream\"];\n\t\t\t}\n\t\t});\t\t\n\t}\n};\n\n/*\nParse a block of text of a specified MIME type\n\ttype: content type of text to be parsed\n\ttext: text\n\toptions: see below\nOptions include:\n\tparseAsInline: if true, the text of the tiddler will be parsed as an inline run\n\t_canonical_uri: optional string of the canonical URI of this content\n*/\nexports.parseText = function(type,text,options) {\n\ttext = text || \"\";\n\toptions = options || {};\n\t// Select a parser\n\tvar Parser = $tw.Wiki.parsers[type];\n\tif(!Parser && $tw.utils.getFileExtensionInfo(type)) {\n\t\tParser = $tw.Wiki.parsers[$tw.utils.getFileExtensionInfo(type).type];\n\t}\n\tif(!Parser) {\n\t\tParser = $tw.Wiki.parsers[options.defaultType || \"text/vnd.tiddlywiki\"];\n\t}\n\tif(!Parser) {\n\t\treturn null;\n\t}\n\t// Return the parser instance\n\treturn new Parser(type,text,{\n\t\tparseAsInline: options.parseAsInline,\n\t\twiki: this,\n\t\t_canonical_uri: options._canonical_uri\n\t});\n};\n\n/*\nParse a tiddler according to its MIME type\n*/\nexports.parseTiddler = function(title,options) {\n\toptions = $tw.utils.extend({},options);\n\tvar cacheType = options.parseAsInline ? \"inlineParseTree\" : \"blockParseTree\",\n\t\ttiddler = this.getTiddler(title),\n\t\tself = this;\n\treturn tiddler ? this.getCacheForTiddler(title,cacheType,function() {\n\t\t\tif(tiddler.hasField(\"_canonical_uri\")) {\n\t\t\t\toptions._canonical_uri = tiddler.fields._canonical_uri;\n\t\t\t}\n\t\t\treturn self.parseText(tiddler.fields.type,tiddler.fields.text,options);\n\t\t}) : null;\n};\n\nexports.parseTextReference = function(title,field,index,options) {\n\tvar tiddler,text;\n\tif(options.subTiddler) {\n\t\ttiddler = this.getSubTiddler(title,options.subTiddler);\n\t} else {\n\t\ttiddler = this.getTiddler(title);\n\t\tif(field === \"text\" || (!field && !index)) {\n\t\t\tthis.getTiddlerText(title); // Force the tiddler to be lazily loaded\n\t\t\treturn this.parseTiddler(title,options);\n\t\t}\n\t}\n\tif(field === \"text\" || (!field && !index)) {\n\t\tif(tiddler && tiddler.fields) {\n\t\t\treturn this.parseText(tiddler.fields.type,tiddler.fields.text,options);\t\t\t\n\t\t} else {\n\t\t\treturn null;\n\t\t}\n\t} else if(field) {\n\t\tif(field === \"title\") {\n\t\t\ttext = title;\n\t\t} else {\n\t\t\tif(!tiddler || !tiddler.hasField(field)) {\n\t\t\t\treturn null;\n\t\t\t}\n\t\t\ttext = tiddler.fields[field];\n\t\t}\n\t\treturn this.parseText(\"text/vnd.tiddlywiki\",text.toString(),options);\n\t} else if(index) {\n\t\tthis.getTiddlerText(title); // Force the tiddler to be lazily loaded\n\t\ttext = this.extractTiddlerDataItem(tiddler,index,undefined);\n\t\tif(text === undefined) {\n\t\t\treturn null;\n\t\t}\n\t\treturn this.parseText(\"text/vnd.tiddlywiki\",text,options);\n\t}\n};\n\n/*\nMake a widget tree for a parse tree\nparser: parser object\noptions: see below\nOptions include:\ndocument: optional document to use\nvariables: hashmap of variables to set\nparentWidget: optional parent widget for the root node\n*/\nexports.makeWidget = function(parser,options) {\n\toptions = options || {};\n\tvar widgetNode = {\n\t\t\ttype: \"widget\",\n\t\t\tchildren: []\n\t\t},\n\t\tcurrWidgetNode = widgetNode;\n\t// Create set variable widgets for each variable\n\t$tw.utils.each(options.variables,function(value,name) {\n\t\tvar setVariableWidget = {\n\t\t\ttype: \"set\",\n\t\t\tattributes: {\n\t\t\t\tname: {type: \"string\", value: name},\n\t\t\t\tvalue: {type: \"string\", value: value}\n\t\t\t},\n\t\t\tchildren: []\n\t\t};\n\t\tcurrWidgetNode.children = [setVariableWidget];\n\t\tcurrWidgetNode = setVariableWidget;\n\t});\n\t// Add in the supplied parse tree nodes\n\tcurrWidgetNode.children = parser ? parser.tree : [];\n\t// Create the widget\n\treturn new widget.widget(widgetNode,{\n\t\twiki: this,\n\t\tdocument: options.document || $tw.fakeDocument,\n\t\tparentWidget: options.parentWidget\n\t});\n};\n\n/*\nMake a widget tree for transclusion\ntitle: target tiddler title\noptions: as for wiki.makeWidget() plus:\noptions.field: optional field to transclude (defaults to \"text\")\noptions.mode: transclusion mode \"inline\" or \"block\"\noptions.children: optional array of children for the transclude widget\noptions.importVariables: optional importvariables filter string for macros to be included\noptions.importPageMacros: optional boolean; if true, equivalent to passing \"[[$:/core/ui/PageMacros]] [all[shadows+tiddlers]tag[$:/tags/Macro]!has[draft.of]]\" to options.importVariables\n*/\nexports.makeTranscludeWidget = function(title,options) {\n\toptions = options || {};\n\tvar parseTreeDiv = {tree: [{\n\t\t\ttype: \"element\",\n\t\t\ttag: \"div\",\n\t\t\tchildren: []}]},\n\t\tparseTreeImportVariables = {\n\t\t\ttype: \"importvariables\",\n\t\t\tattributes: {\n\t\t\t\tfilter: {\n\t\t\t\t\tname: \"filter\",\n\t\t\t\t\ttype: \"string\"\n\t\t\t\t}\n\t\t\t},\n\t\t\tisBlock: false,\n\t\t\tchildren: []},\n\t\tparseTreeTransclude = {\n\t\t\ttype: \"transclude\",\n\t\t\tattributes: {\n\t\t\t\ttiddler: {\n\t\t\t\t\tname: \"tiddler\",\n\t\t\t\t\ttype: \"string\",\n\t\t\t\t\tvalue: title}},\n\t\t\tisBlock: !options.parseAsInline};\n\tif(options.importVariables || options.importPageMacros) {\n\t\tif(options.importVariables) {\n\t\t\tparseTreeImportVariables.attributes.filter.value = options.importVariables;\n\t\t} else if(options.importPageMacros) {\n\t\t\tparseTreeImportVariables.attributes.filter.value = \"[[$:/core/ui/PageMacros]] [all[shadows+tiddlers]tag[$:/tags/Macro]!has[draft.of]]\";\n\t\t}\n\t\tparseTreeDiv.tree[0].children.push(parseTreeImportVariables);\n\t\tparseTreeImportVariables.children.push(parseTreeTransclude);\n\t} else {\n\t\tparseTreeDiv.tree[0].children.push(parseTreeTransclude);\n\t}\n\tif(options.field) {\n\t\tparseTreeTransclude.attributes.field = {type: \"string\", value: options.field};\n\t}\n\tif(options.mode) {\n\t\tparseTreeTransclude.attributes.mode = {type: \"string\", value: options.mode};\n\t}\n\tif(options.children) {\n\t\tparseTreeTransclude.children = options.children;\n\t}\n\treturn $tw.wiki.makeWidget(parseTreeDiv,options);\n};\n\n/*\nParse text in a specified format and render it into another format\n\toutputType: content type for the output\n\ttextType: content type of the input text\n\ttext: input text\n\toptions: see below\nOptions include:\nvariables: hashmap of variables to set\nparentWidget: optional parent widget for the root node\n*/\nexports.renderText = function(outputType,textType,text,options) {\n\toptions = options || {};\n\tvar parser = this.parseText(textType,text,options),\n\t\twidgetNode = this.makeWidget(parser,options);\n\tvar container = $tw.fakeDocument.createElement(\"div\");\n\twidgetNode.render(container,null);\n\treturn outputType === \"text/html\" ? container.innerHTML : container.textContent;\n};\n\n/*\nParse text from a tiddler and render it into another format\n\toutputType: content type for the output\n\ttitle: title of the tiddler to be rendered\n\toptions: see below\nOptions include:\nvariables: hashmap of variables to set\nparentWidget: optional parent widget for the root node\n*/\nexports.renderTiddler = function(outputType,title,options) {\n\toptions = options || {};\n\tvar parser = this.parseTiddler(title,options),\n\t\twidgetNode = this.makeWidget(parser,options);\n\tvar container = $tw.fakeDocument.createElement(\"div\");\n\twidgetNode.render(container,null);\n\treturn outputType === \"text/html\" ? container.innerHTML : (outputType === \"text/plain-formatted\" ? container.formattedTextContent : container.textContent);\n};\n\n/*\nReturn an array of tiddler titles that match a search string\n\ttext: The text string to search for\n\toptions: see below\nOptions available:\n\tsource: an iterator function for the source tiddlers, called source(iterator), where iterator is called as iterator(tiddler,title)\n\texclude: An array of tiddler titles to exclude from the search\n\tinvert: If true returns tiddlers that do not contain the specified string\n\tcaseSensitive: If true forces a case sensitive search\n\tfield: If specified, restricts the search to the specified field, or an array of field names\n\tanchored: If true, forces all but regexp searches to be anchored to the start of text\n\texcludeField: If true, the field options are inverted to specify the fields that are not to be searched\n\tThe search mode is determined by the first of these boolean flags to be true\n\t\tliteral: searches for literal string\n\t\twhitespace: same as literal except runs of whitespace are treated as a single space\n\t\tregexp: treats the search term as a regular expression\n\t\twords: (default) treats search string as a list of tokens, and matches if all tokens are found, regardless of adjacency or ordering\n*/\nexports.search = function(text,options) {\n\toptions = options || {};\n\tvar self = this,\n\t\tt,\n\t\tinvert = !!options.invert;\n\t// Convert the search string into a regexp for each term\n\tvar terms, searchTermsRegExps,\n\t\tflags = options.caseSensitive ? \"\" : \"i\",\n\t\tanchor = options.anchored ? \"^\" : \"\";\n\tif(options.literal) {\n\t\tif(text.length === 0) {\n\t\t\tsearchTermsRegExps = null;\n\t\t} else {\n\t\t\tsearchTermsRegExps = [new RegExp(\"(\" + anchor + $tw.utils.escapeRegExp(text) + \")\",flags)];\n\t\t}\n\t} else if(options.whitespace) {\n\t\tterms = [];\n\t\t$tw.utils.each(text.split(/\\s+/g),function(term) {\n\t\t\tif(term) {\n\t\t\t\tterms.push($tw.utils.escapeRegExp(term));\n\t\t\t}\n\t\t});\n\t\tsearchTermsRegExps = [new RegExp(\"(\" + anchor + terms.join(\"\\\\s+\") + \")\",flags)];\n\t} else if(options.regexp) {\n\t\ttry {\n\t\t\tsearchTermsRegExps = [new RegExp(\"(\" + text + \")\",flags)];\t\t\t\n\t\t} catch(e) {\n\t\t\tsearchTermsRegExps = null;\n\t\t\tconsole.log(\"Regexp error parsing /(\" + text + \")/\" + flags + \": \",e);\n\t\t}\n\t} else {\n\t\tterms = text.split(/ +/);\n\t\tif(terms.length === 1 && terms[0] === \"\") {\n\t\t\tsearchTermsRegExps = null;\n\t\t} else {\n\t\t\tsearchTermsRegExps = [];\n\t\t\tfor(t=0; t<terms.length; t++) {\n\t\t\t\tsearchTermsRegExps.push(new RegExp(\"(\" + anchor + $tw.utils.escapeRegExp(terms[t]) + \")\",flags));\n\t\t\t}\n\t\t}\n\t}\n\t// Accumulate the array of fields to be searched or excluded from the search\n\tvar fields = [];\n\tif(options.field) {\n\t\tif($tw.utils.isArray(options.field)) {\n\t\t\t$tw.utils.each(options.field,function(fieldName) {\n\t\t\t\tif(fieldName) {\n\t\t\t\t\tfields.push(fieldName);\t\t\t\t\t\n\t\t\t\t}\n\t\t\t});\n\t\t} else {\n\t\t\tfields.push(options.field);\n\t\t}\n\t}\n\t// Use default fields if none specified and we're not excluding fields (excluding fields with an empty field array is the same as searching all fields)\n\tif(fields.length === 0 && !options.excludeField) {\n\t\tfields.push(\"title\");\n\t\tfields.push(\"tags\");\n\t\tfields.push(\"text\");\n\t}\n\t// Function to check a given tiddler for the search term\n\tvar searchTiddler = function(title) {\n\t\tif(!searchTermsRegExps) {\n\t\t\treturn true;\n\t\t}\n\t\tvar notYetFound = searchTermsRegExps.slice();\n\n\t\tvar tiddler = self.getTiddler(title);\n\t\tif(!tiddler) {\n\t\t\ttiddler = new $tw.Tiddler({title: title, text: \"\", type: \"text/vnd.tiddlywiki\"});\n\t\t}\n\t\tvar contentTypeInfo = $tw.config.contentTypeInfo[tiddler.fields.type] || $tw.config.contentTypeInfo[\"text/vnd.tiddlywiki\"],\n\t\t\tsearchFields;\n\t\t// Get the list of fields we're searching\n\t\tif(options.excludeField) {\n\t\t\tsearchFields = Object.keys(tiddler.fields);\n\t\t\t$tw.utils.each(fields,function(fieldName) {\n\t\t\t\tvar p = searchFields.indexOf(fieldName);\n\t\t\t\tif(p !== -1) {\n\t\t\t\t\tsearchFields.splice(p,1);\n\t\t\t\t}\n\t\t\t});\n\t\t} else {\n\t\t\tsearchFields = fields;\n\t\t}\n\t\tfor(var fieldIndex=0; notYetFound.length>0 && fieldIndex<searchFields.length; fieldIndex++) {\n\t\t\t// Don't search the text field if the content type is binary\n\t\t\tvar fieldName = searchFields[fieldIndex];\n\t\t\tif(fieldName === \"text\" && contentTypeInfo.encoding !== \"utf8\") {\n\t\t\t\tbreak;\n\t\t\t}\n\t\t\tvar str = tiddler.fields[fieldName],\n\t\t\t\tt;\n\t\t\tif(str) {\n\t\t\t\tif($tw.utils.isArray(str)) {\n\t\t\t\t\t// If the field value is an array, test each regexp against each field array entry and fail if each regexp doesn't match at least one field array entry\n\t\t\t\t\tfor(var s=0; s<str.length; s++) {\n\t\t\t\t\t\tfor(t=0; t<notYetFound.length;) {\n\t\t\t\t\t\t\tif(notYetFound[t].test(str[s])) {\n\t\t\t\t\t\t\t\tnotYetFound.splice(t, 1);\n\t\t\t\t\t\t\t} else {\n\t\t\t\t\t\t\t\tt++;\n\t\t\t\t\t\t\t}\n\t\t\t\t\t\t}\n\t\t\t\t\t}\n\t\t\t\t} else {\n\t\t\t\t\t// If the field isn't an array, force it to a string and test each regexp against it and fail if any do not match\n\t\t\t\t\tstr = tiddler.getFieldString(fieldName);\n\t\t\t\t\tfor(t=0; t<notYetFound.length;) {\n\t\t\t\t\t\tif(notYetFound[t].test(str)) {\n\t\t\t\t\t\t\tnotYetFound.splice(t, 1);\n\t\t\t\t\t\t} else {\n\t\t\t\t\t\t\tt++;\n\t\t\t\t\t\t}\n\t\t\t\t\t}\n\t\t\t\t}\n\t\t\t}\n\t\t};\n\t\treturn notYetFound.length == 0;\n\t};\n\t// Loop through all the tiddlers doing the search\n\tvar results = [],\n\t\tsource = options.source || this.each;\n\tsource(function(tiddler,title) {\n\t\tif(searchTiddler(title) !== options.invert) {\n\t\t\tresults.push(title);\n\t\t}\n\t});\n\t// Remove any of the results we have to exclude\n\tif(options.exclude) {\n\t\tfor(t=0; t<options.exclude.length; t++) {\n\t\t\tvar p = results.indexOf(options.exclude[t]);\n\t\t\tif(p !== -1) {\n\t\t\t\tresults.splice(p,1);\n\t\t\t}\n\t\t}\n\t}\n\treturn results;\n};\n\n/*\nTrigger a load for a tiddler if it is skinny. Returns the text, or undefined if the tiddler is missing, null if the tiddler is being lazily loaded.\n*/\nexports.getTiddlerText = function(title,defaultText) {\n\tvar tiddler = this.getTiddler(title);\n\t// Return undefined if the tiddler isn't found\n\tif(!tiddler) {\n\t\treturn defaultText;\n\t}\n\tif(!tiddler.hasField(\"_is_skinny\")) {\n\t\t// Just return the text if we've got it\n\t\treturn tiddler.fields.text || \"\";\n\t} else {\n\t\t// Tell any listeners about the need to lazily load this tiddler\n\t\tthis.dispatchEvent(\"lazyLoad\",title);\n\t\t// Indicate that the text is being loaded\n\t\treturn null;\n\t}\n};\n\n/*\nCheck whether the text of a tiddler matches a given value. By default, the comparison is case insensitive, and any spaces at either end of the tiddler text is trimmed\n*/\nexports.checkTiddlerText = function(title,targetText,options) {\n\toptions = options || {};\n\tvar text = this.getTiddlerText(title,\"\");\n\tif(!options.noTrim) {\n\t\ttext = text.trim();\n\t}\n\tif(!options.caseSensitive) {\n\t\ttext = text.toLowerCase();\n\t\ttargetText = targetText.toLowerCase();\n\t}\n\treturn text === targetText;\n}\n\n/*\nRead an array of browser File objects, invoking callback(tiddlerFieldsArray) once they're all read\n*/\nexports.readFiles = function(files,options) {\n\tvar callback;\n\tif(typeof options === \"function\") {\n\t\tcallback = options;\n\t\toptions = {};\n\t} else {\n\t\tcallback = options.callback;\n\t}\n\tvar result = [],\n\t\toutstanding = files.length,\n\t\treadFileCallback = function(tiddlerFieldsArray) {\n\t\t\tresult.push.apply(result,tiddlerFieldsArray);\n\t\t\tif(--outstanding === 0) {\n\t\t\t\tcallback(result);\n\t\t\t}\n\t\t};\n\tfor(var f=0; f<files.length; f++) {\n\t\tthis.readFile(files[f],$tw.utils.extend({},options,{callback: readFileCallback}));\n\t}\n\treturn files.length;\n};\n\n/*\nRead a browser File object, invoking callback(tiddlerFieldsArray) with an array of tiddler fields objects\n*/\nexports.readFile = function(file,options) {\n\tvar callback;\n\tif(typeof options === \"function\") {\n\t\tcallback = options;\n\t\toptions = {};\n\t} else {\n\t\tcallback = options.callback;\n\t}\n\t// Get the type, falling back to the filename extension\n\tvar self = this,\n\t\ttype = file.type;\n\tif(type === \"\" || !type) {\n\t\tvar dotPos = file.name.lastIndexOf(\".\");\n\t\tif(dotPos !== -1) {\n\t\t\tvar fileExtensionInfo = $tw.utils.getFileExtensionInfo(file.name.substr(dotPos));\n\t\t\tif(fileExtensionInfo) {\n\t\t\t\ttype = fileExtensionInfo.type;\n\t\t\t}\n\t\t}\n\t}\n\t// Figure out if we're reading a binary file\n\tvar contentTypeInfo = $tw.config.contentTypeInfo[type],\n\t\tisBinary = contentTypeInfo ? contentTypeInfo.encoding === \"base64\" : false;\n\t// Log some debugging information\n\tif($tw.log.IMPORT) {\n\t\tconsole.log(\"Importing file '\" + file.name + \"', type: '\" + type + \"', isBinary: \" + isBinary);\n\t}\n\t// Give the hook a chance to process the drag\n\tif($tw.hooks.invokeHook(\"th-importing-file\",{\n\t\tfile: file,\n\t\ttype: type,\n\t\tisBinary: isBinary,\n\t\tcallback: callback\n\t}) !== true) {\n\t\tthis.readFileContent(file,type,isBinary,options.deserializer,callback);\n\t}\n};\n\n/*\nLower level utility to read the content of a browser File object, invoking callback(tiddlerFieldsArray) with an array of tiddler fields objects\n*/\nexports.readFileContent = function(file,type,isBinary,deserializer,callback) {\n\tvar self = this;\n\t// Create the FileReader\n\tvar reader = new FileReader();\n\t// Onload\n\treader.onload = function(event) {\n\t\tvar text = event.target.result,\n\t\t\ttiddlerFields = {title: file.name || \"Untitled\", type: type};\n\t\tif(isBinary) {\n\t\t\tvar commaPos = text.indexOf(\",\");\n\t\t\tif(commaPos !== -1) {\n\t\t\t\ttext = text.substr(commaPos + 1);\n\t\t\t}\n\t\t}\n\t\t// Check whether this is an encrypted TiddlyWiki file\n\t\tvar encryptedJson = $tw.utils.extractEncryptedStoreArea(text);\n\t\tif(encryptedJson) {\n\t\t\t// If so, attempt to decrypt it with the current password\n\t\t\t$tw.utils.decryptStoreAreaInteractive(encryptedJson,function(tiddlers) {\n\t\t\t\tcallback(tiddlers);\n\t\t\t});\n\t\t} else {\n\t\t\t// Otherwise, just try to deserialise any tiddlers in the file\n\t\t\tcallback(self.deserializeTiddlers(type,text,tiddlerFields,{deserializer: deserializer}));\n\t\t}\n\t};\n\t// Kick off the read\n\tif(isBinary) {\n\t\treader.readAsDataURL(file);\n\t} else {\n\t\treader.readAsText(file);\n\t}\n};\n\n/*\nFind any existing draft of a specified tiddler\n*/\nexports.findDraft = function(targetTitle) {\n\tvar draftTitle = undefined;\n\tthis.forEachTiddler({includeSystem: true},function(title,tiddler) {\n\t\tif(tiddler.fields[\"draft.title\"] && tiddler.fields[\"draft.of\"] === targetTitle) {\n\t\t\tdraftTitle = title;\n\t\t}\n\t});\n\treturn draftTitle;\n}\n\n/*\nCheck whether the specified draft tiddler has been modified.\nIf the original tiddler doesn't exist, create a vanilla tiddler variable,\nto check if additional fields have been added.\n*/\nexports.isDraftModified = function(title) {\n\tvar tiddler = this.getTiddler(title);\n\tif(!tiddler.isDraft()) {\n\t\treturn false;\n\t}\n\tvar ignoredFields = [\"created\", \"modified\", \"title\", \"draft.title\", \"draft.of\"],\n\t\torigTiddler = this.getTiddler(tiddler.fields[\"draft.of\"]) || new $tw.Tiddler({text:\"\", tags:[]}),\n\t\ttitleModified = tiddler.fields[\"draft.title\"] !== tiddler.fields[\"draft.of\"];\n\treturn titleModified || !tiddler.isEqual(origTiddler,ignoredFields);\n};\n\n/*\nAdd a new record to the top of the history stack\ntitle: a title string or an array of title strings\nfromPageRect: page coordinates of the origin of the navigation\nhistoryTitle: title of history tiddler (defaults to $:/HistoryList)\n*/\nexports.addToHistory = function(title,fromPageRect,historyTitle) {\n\tvar story = new $tw.Story({wiki: this, historyTitle: historyTitle});\n\tstory.addToHistory(title,fromPageRect);\t\t\n};\n\n/*\nAdd a new tiddler to the story river\ntitle: a title string or an array of title strings\nfromTitle: the title of the tiddler from which the navigation originated\nstoryTitle: title of story tiddler (defaults to $:/StoryList)\noptions: see story.js\n*/\nexports.addToStory = function(title,fromTitle,storyTitle,options) {\n\tvar story = new $tw.Story({wiki: this, storyTitle: storyTitle});\n\tstory.addToStory(title,fromTitle,options);\t\t\n};\n\n/*\nGenerate a title for the draft of a given tiddler\n*/\nexports.generateDraftTitle = function(title) {\n\tvar c = 0,\n\t\tdraftTitle,\n\t\tusername = this.getTiddlerText(\"$:/status/UserName\"),\n\t\tattribution = username ? \" by \" + username : \"\";\n\tdo {\n\t\tdraftTitle = \"Draft \" + (c ? (c + 1) + \" \" : \"\") + \"of '\" + title + \"'\" + attribution;\n\t\tc++;\n\t} while(this.tiddlerExists(draftTitle));\n\treturn draftTitle;\n};\n\n/*\nInvoke the available upgrader modules\ntitles: array of tiddler titles to be processed\ntiddlers: hashmap by title of tiddler fields of pending import tiddlers. These can be modified by the upgraders. An entry with no fields indicates a tiddler that was pending import has been suppressed. When entries are added to the pending import the tiddlers hashmap may have entries that are not present in the titles array\nReturns a hashmap of messages keyed by tiddler title.\n*/\nexports.invokeUpgraders = function(titles,tiddlers) {\n\t// Collect up the available upgrader modules\n\tvar self = this;\n\tif(!this.upgraderModules) {\n\t\tthis.upgraderModules = [];\n\t\t$tw.modules.forEachModuleOfType(\"upgrader\",function(title,module) {\n\t\t\tif(module.upgrade) {\n\t\t\t\tself.upgraderModules.push(module);\n\t\t\t}\n\t\t});\n\t}\n\t// Invoke each upgrader in turn\n\tvar messages = {};\n\tfor(var t=0; t<this.upgraderModules.length; t++) {\n\t\tvar upgrader = this.upgraderModules[t],\n\t\t\tupgraderMessages = upgrader.upgrade(this,titles,tiddlers);\n\t\t$tw.utils.extend(messages,upgraderMessages);\n\t}\n\treturn messages;\n};\n\n// Determine whether a plugin by title is dynamically loadable\nexports.doesPluginRequireReload = function(title) {\n\treturn this.doesPluginInfoRequireReload(this.getPluginInfo(title) || this.getTiddlerDataCached(title));\n};\n\n// Determine whether a plugin info structure is dynamically loadable\nexports.doesPluginInfoRequireReload = function(pluginInfo) {\n\tif(pluginInfo) {\n\t\tvar foundModule = false;\n\t\t$tw.utils.each(pluginInfo.tiddlers,function(tiddler) {\n\t\t\tif(tiddler.type === \"application/javascript\" && $tw.utils.hop(tiddler,\"module-type\")) {\n\t\t\t\tfoundModule = true;\n\t\t\t}\n\t\t});\n\t\treturn foundModule;\n\t} else {\n\t\treturn null;\n\t}\n};\n\n})();\n\n",
"type": "application/javascript",
"module-type": "wikimethod"
},
"$:/palettes/Blanca": {
"title": "$:/palettes/Blanca",
"name": "Blanca",
"description": "A clean white palette to let you focus",
"tags": "$:/tags/Palette",
"type": "application/x-tiddler-dictionary",
"text": "alert-background: #ffe476\nalert-border: #b99e2f\nalert-highlight: #881122\nalert-muted-foreground: #b99e2f\nbackground: #ffffff\nblockquote-bar: <<colour muted-foreground>>\nbutton-background:\nbutton-foreground:\nbutton-border:\ncode-background: #f7f7f9\ncode-border: #e1e1e8\ncode-foreground: #dd1144\ndirty-indicator: #ff0000\ndownload-background: #66cccc\ndownload-foreground: <<colour background>>\ndragger-background: <<colour foreground>>\ndragger-foreground: <<colour background>>\ndropdown-background: <<colour background>>\ndropdown-border: <<colour muted-foreground>>\ndropdown-tab-background-selected: #fff\ndropdown-tab-background: #ececec\ndropzone-background: rgba(0,200,0,0.7)\nexternal-link-background-hover: inherit\nexternal-link-background-visited: inherit\nexternal-link-background: inherit\nexternal-link-foreground-hover: inherit\nexternal-link-foreground-visited: #0000aa\nexternal-link-foreground: #0000ee\nforeground: #333333\nmessage-background: #ecf2ff\nmessage-border: #cfd6e6\nmessage-foreground: #547599\nmodal-backdrop: <<colour foreground>>\nmodal-background: <<colour background>>\nmodal-border: #999999\nmodal-footer-background: #f5f5f5\nmodal-footer-border: #dddddd\nmodal-header-border: #eeeeee\nmuted-foreground: #999999\nnotification-background: #ffffdd\nnotification-border: #999999\npage-background: #ffffff\npre-background: #f5f5f5\npre-border: #cccccc\nprimary: #7897f3\nselect-tag-background:\nselect-tag-foreground:\nsidebar-button-foreground: <<colour foreground>>\nsidebar-controls-foreground-hover: #000000\nsidebar-controls-foreground: #ccc\nsidebar-foreground-shadow: rgba(255,255,255, 0.8)\nsidebar-foreground: #acacac\nsidebar-muted-foreground-hover: #444444\nsidebar-muted-foreground: #c0c0c0\nsidebar-tab-background-selected: #ffffff\nsidebar-tab-background: <<colour tab-background>>\nsidebar-tab-border-selected: <<colour tab-border-selected>>\nsidebar-tab-border: <<colour tab-border>>\nsidebar-tab-divider: <<colour tab-divider>>\nsidebar-tab-foreground-selected: \nsidebar-tab-foreground: <<colour tab-foreground>>\nsidebar-tiddler-link-foreground-hover: #444444\nsidebar-tiddler-link-foreground: #7897f3\nsite-title-foreground: <<colour tiddler-title-foreground>>\nstatic-alert-foreground: #aaaaaa\ntab-background-selected: #ffffff\ntab-background: #eeeeee\ntab-border-selected: #cccccc\ntab-border: #cccccc\ntab-divider: #d8d8d8\ntab-foreground-selected: <<colour tab-foreground>>\ntab-foreground: #666666\ntable-border: #dddddd\ntable-footer-background: #a8a8a8\ntable-header-background: #f0f0f0\ntag-background: #ffeedd\ntag-foreground: #000\ntiddler-background: <<colour background>>\ntiddler-border: #eee\ntiddler-controls-foreground-hover: #888888\ntiddler-controls-foreground-selected: #444444\ntiddler-controls-foreground: #cccccc\ntiddler-editor-background: #f8f8f8\ntiddler-editor-border-image: #ffffff\ntiddler-editor-border: #cccccc\ntiddler-editor-fields-even: #e0e8e0\ntiddler-editor-fields-odd: #f0f4f0\ntiddler-info-background: #f8f8f8\ntiddler-info-border: #dddddd\ntiddler-info-tab-background: #f8f8f8\ntiddler-link-background: <<colour background>>\ntiddler-link-foreground: <<colour primary>>\ntiddler-subtitle-foreground: #c0c0c0\ntiddler-title-foreground: #ff9900\ntoolbar-new-button:\ntoolbar-options-button:\ntoolbar-save-button:\ntoolbar-info-button:\ntoolbar-edit-button:\ntoolbar-close-button:\ntoolbar-delete-button:\ntoolbar-cancel-button:\ntoolbar-done-button:\nuntagged-background: #999999\nvery-muted-foreground: #888888\n"
},
"$:/palettes/Blue": {
"title": "$:/palettes/Blue",
"name": "Blue",
"description": "A blue theme",
"tags": "$:/tags/Palette",
"type": "application/x-tiddler-dictionary",
"text": "alert-background: #ffe476\nalert-border: #b99e2f\nalert-highlight: #881122\nalert-muted-foreground: #b99e2f\nbackground: #fff\nblockquote-bar: <<colour muted-foreground>>\nbutton-background:\nbutton-foreground:\nbutton-border:\ncode-background: #f7f7f9\ncode-border: #e1e1e8\ncode-foreground: #dd1144\ndirty-indicator: #ff0000\ndownload-background: #34c734\ndownload-foreground: <<colour foreground>>\ndragger-background: <<colour foreground>>\ndragger-foreground: <<colour background>>\ndropdown-background: <<colour background>>\ndropdown-border: <<colour muted-foreground>>\ndropdown-tab-background-selected: #fff\ndropdown-tab-background: #ececec\ndropzone-background: rgba(0,200,0,0.7)\nexternal-link-background-hover: inherit\nexternal-link-background-visited: inherit\nexternal-link-background: inherit\nexternal-link-foreground-hover: inherit\nexternal-link-foreground-visited: #0000aa\nexternal-link-foreground: #0000ee\nforeground: #333353\nmessage-background: #ecf2ff\nmessage-border: #cfd6e6\nmessage-foreground: #547599\nmodal-backdrop: <<colour foreground>>\nmodal-background: <<colour background>>\nmodal-border: #999999\nmodal-footer-background: #f5f5f5\nmodal-footer-border: #dddddd\nmodal-header-border: #eeeeee\nmuted-foreground: #999999\nnotification-background: #ffffdd\nnotification-border: #999999\npage-background: #ddddff\npre-background: #f5f5f5\npre-border: #cccccc\nprimary: #5778d8\nselect-tag-background:\nselect-tag-foreground:\nsidebar-button-foreground: <<colour foreground>>\nsidebar-controls-foreground-hover: #000000\nsidebar-controls-foreground: #ffffff\nsidebar-foreground-shadow: rgba(255,255,255, 0.8)\nsidebar-foreground: #acacac\nsidebar-muted-foreground-hover: #444444\nsidebar-muted-foreground: #c0c0c0\nsidebar-tab-background-selected: <<colour page-background>>\nsidebar-tab-background: <<colour tab-background>>\nsidebar-tab-border-selected: <<colour tab-border-selected>>\nsidebar-tab-border: <<colour tab-border>>\nsidebar-tab-divider: <<colour tab-divider>>\nsidebar-tab-foreground-selected: \nsidebar-tab-foreground: <<colour tab-foreground>>\nsidebar-tiddler-link-foreground-hover: #444444\nsidebar-tiddler-link-foreground: #5959c0\nsite-title-foreground: <<colour tiddler-title-foreground>>\nstatic-alert-foreground: #aaaaaa\ntab-background-selected: <<colour background>>\ntab-background: #ccccdd\ntab-border-selected: #ccccdd\ntab-border: #cccccc\ntab-divider: #d8d8d8\ntab-foreground-selected: <<colour tab-foreground>>\ntab-foreground: #666666\ntable-border: #dddddd\ntable-footer-background: #a8a8a8\ntable-header-background: #f0f0f0\ntag-background: #eeeeff\ntag-foreground: #000\ntiddler-background: <<colour background>>\ntiddler-border: <<colour background>>\ntiddler-controls-foreground-hover: #666666\ntiddler-controls-foreground-selected: #444444\ntiddler-controls-foreground: #cccccc\ntiddler-editor-background: #f8f8f8\ntiddler-editor-border-image: #ffffff\ntiddler-editor-border: #cccccc\ntiddler-editor-fields-even: #e0e8e0\ntiddler-editor-fields-odd: #f0f4f0\ntiddler-info-background: #ffffff\ntiddler-info-border: #dddddd\ntiddler-info-tab-background: #ffffff\ntiddler-link-background: <<colour background>>\ntiddler-link-foreground: <<colour primary>>\ntiddler-subtitle-foreground: #c0c0c0\ntiddler-title-foreground: #5959c0\ntoolbar-new-button: #5eb95e\ntoolbar-options-button: rgb(128, 88, 165)\ntoolbar-save-button: #0e90d2\ntoolbar-info-button: #0e90d2\ntoolbar-edit-button: rgb(243, 123, 29)\ntoolbar-close-button: #dd514c\ntoolbar-delete-button: #dd514c\ntoolbar-cancel-button: rgb(243, 123, 29)\ntoolbar-done-button: #5eb95e\nuntagged-background: #999999\nvery-muted-foreground: #888888\n"
},
"$:/palettes/Muted": {
"title": "$:/palettes/Muted",
"name": "Muted",
"description": "Bright tiddlers on a muted background",
"tags": "$:/tags/Palette",
"type": "application/x-tiddler-dictionary",
"text": "alert-background: #ffe476\nalert-border: #b99e2f\nalert-highlight: #881122\nalert-muted-foreground: #b99e2f\nbackground: #ffffff\nblockquote-bar: <<colour muted-foreground>>\nbutton-background:\nbutton-foreground:\nbutton-border:\ncode-background: #f7f7f9\ncode-border: #e1e1e8\ncode-foreground: #dd1144\ndirty-indicator: #ff0000\ndownload-background: #34c734\ndownload-foreground: <<colour background>>\ndragger-background: <<colour foreground>>\ndragger-foreground: <<colour background>>\ndropdown-background: <<colour background>>\ndropdown-border: <<colour muted-foreground>>\ndropdown-tab-background-selected: #fff\ndropdown-tab-background: #ececec\ndropzone-background: rgba(0,200,0,0.7)\nexternal-link-background-hover: inherit\nexternal-link-background-visited: inherit\nexternal-link-background: inherit\nexternal-link-foreground-hover: inherit\nexternal-link-foreground-visited: #0000aa\nexternal-link-foreground: #0000ee\nforeground: #333333\nmessage-background: #ecf2ff\nmessage-border: #cfd6e6\nmessage-foreground: #547599\nmodal-backdrop: <<colour foreground>>\nmodal-background: <<colour background>>\nmodal-border: #999999\nmodal-footer-background: #f5f5f5\nmodal-footer-border: #dddddd\nmodal-header-border: #eeeeee\nmuted-foreground: #bbb\nnotification-background: #ffffdd\nnotification-border: #999999\npage-background: #6f6f70\npre-background: #f5f5f5\npre-border: #cccccc\nprimary: #29a6ee\nselect-tag-background:\nselect-tag-foreground:\nsidebar-button-foreground: <<colour foreground>>\nsidebar-controls-foreground-hover: #000000\nsidebar-controls-foreground: #c2c1c2\nsidebar-foreground-shadow: rgba(255,255,255,0)\nsidebar-foreground: #d3d2d4\nsidebar-muted-foreground-hover: #444444\nsidebar-muted-foreground: #c0c0c0\nsidebar-tab-background-selected: #6f6f70\nsidebar-tab-background: #666667\nsidebar-tab-border-selected: #999\nsidebar-tab-border: #515151\nsidebar-tab-divider: #999\nsidebar-tab-foreground-selected: \nsidebar-tab-foreground: #999\nsidebar-tiddler-link-foreground-hover: #444444\nsidebar-tiddler-link-foreground: #d1d0d2\nsite-title-foreground: <<colour tiddler-title-foreground>>\nstatic-alert-foreground: #aaaaaa\ntab-background-selected: #ffffff\ntab-background: #d8d8d8\ntab-border-selected: #d8d8d8\ntab-border: #cccccc\ntab-divider: #d8d8d8\ntab-foreground-selected: <<colour tab-foreground>>\ntab-foreground: #666666\ntable-border: #dddddd\ntable-footer-background: #a8a8a8\ntable-header-background: #f0f0f0\ntag-background: #d5ad34\ntag-foreground: #ffffff\ntiddler-background: <<colour background>>\ntiddler-border: <<colour background>>\ntiddler-controls-foreground-hover: #888888\ntiddler-controls-foreground-selected: #444444\ntiddler-controls-foreground: #cccccc\ntiddler-editor-background: #f8f8f8\ntiddler-editor-border-image: #ffffff\ntiddler-editor-border: #cccccc\ntiddler-editor-fields-even: #e0e8e0\ntiddler-editor-fields-odd: #f0f4f0\ntiddler-info-background: #f8f8f8\ntiddler-info-border: #dddddd\ntiddler-info-tab-background: #f8f8f8\ntiddler-link-background: <<colour background>>\ntiddler-link-foreground: <<colour primary>>\ntiddler-subtitle-foreground: #c0c0c0\ntiddler-title-foreground: #182955\ntoolbar-new-button: \ntoolbar-options-button: \ntoolbar-save-button: \ntoolbar-info-button: \ntoolbar-edit-button: \ntoolbar-close-button: \ntoolbar-delete-button: \ntoolbar-cancel-button: \ntoolbar-done-button: \nuntagged-background: #999999\nvery-muted-foreground: #888888\n"
},
"$:/palettes/ContrastLight": {
"title": "$:/palettes/ContrastLight",
"name": "Contrast (Light)",
"description": "High contrast and unambiguous (light version)",
"tags": "$:/tags/Palette",
"type": "application/x-tiddler-dictionary",
"text": "alert-background: #f00\nalert-border: <<colour background>>\nalert-highlight: <<colour foreground>>\nalert-muted-foreground: #800\nbackground: #fff\nblockquote-bar: <<colour muted-foreground>>\nbutton-background: <<colour background>>\nbutton-foreground: <<colour foreground>>\nbutton-border: <<colour foreground>>\ncode-background: <<colour background>>\ncode-border: <<colour foreground>>\ncode-foreground: <<colour foreground>>\ndirty-indicator: #f00\ndownload-background: #080\ndownload-foreground: <<colour background>>\ndragger-background: <<colour foreground>>\ndragger-foreground: <<colour background>>\ndropdown-background: <<colour background>>\ndropdown-border: <<colour muted-foreground>>\ndropdown-tab-background-selected: <<colour foreground>>\ndropdown-tab-background: <<colour foreground>>\ndropzone-background: rgba(0,200,0,0.7)\nexternal-link-background-hover: inherit\nexternal-link-background-visited: inherit\nexternal-link-background: inherit\nexternal-link-foreground-hover: inherit\nexternal-link-foreground-visited: #00a\nexternal-link-foreground: #00e\nforeground: #000\nmessage-background: <<colour foreground>>\nmessage-border: <<colour background>>\nmessage-foreground: <<colour background>>\nmodal-backdrop: <<colour foreground>>\nmodal-background: <<colour background>>\nmodal-border: <<colour foreground>>\nmodal-footer-background: <<colour background>>\nmodal-footer-border: <<colour foreground>>\nmodal-header-border: <<colour foreground>>\nmuted-foreground: <<colour foreground>>\nnotification-background: <<colour background>>\nnotification-border: <<colour foreground>>\npage-background: <<colour background>>\npre-background: <<colour background>>\npre-border: <<colour foreground>>\nprimary: #00f\nselect-tag-background:\nselect-tag-foreground:\nsidebar-button-foreground: <<colour foreground>>\nsidebar-controls-foreground-hover: <<colour background>>\nsidebar-controls-foreground: <<colour foreground>>\nsidebar-foreground-shadow: rgba(0,0,0, 0)\nsidebar-foreground: <<colour foreground>>\nsidebar-muted-foreground-hover: #444444\nsidebar-muted-foreground: <<colour foreground>>\nsidebar-tab-background-selected: <<colour background>>\nsidebar-tab-background: <<colour tab-background>>\nsidebar-tab-border-selected: <<colour tab-border-selected>>\nsidebar-tab-border: <<colour tab-border>>\nsidebar-tab-divider: <<colour tab-divider>>\nsidebar-tab-foreground-selected: <<colour foreground>>\nsidebar-tab-foreground: <<colour tab-foreground>>\nsidebar-tiddler-link-foreground-hover: <<colour foreground>>\nsidebar-tiddler-link-foreground: <<colour primary>>\nsite-title-foreground: <<colour tiddler-title-foreground>>\nstatic-alert-foreground: #aaaaaa\ntab-background-selected: <<colour background>>\ntab-background: <<colour foreground>>\ntab-border-selected: <<colour foreground>>\ntab-border: <<colour foreground>>\ntab-divider: <<colour foreground>>\ntab-foreground-selected: <<colour foreground>>\ntab-foreground: <<colour background>>\ntable-border: #dddddd\ntable-footer-background: #a8a8a8\ntable-header-background: #f0f0f0\ntag-background: #000\ntag-foreground: #fff\ntiddler-background: <<colour background>>\ntiddler-border: <<colour foreground>>\ntiddler-controls-foreground-hover: #ddd\ntiddler-controls-foreground-selected: #fdd\ntiddler-controls-foreground: <<colour foreground>>\ntiddler-editor-background: <<colour background>>\ntiddler-editor-border-image: <<colour foreground>>\ntiddler-editor-border: #cccccc\ntiddler-editor-fields-even: <<colour background>>\ntiddler-editor-fields-odd: <<colour background>>\ntiddler-info-background: <<colour background>>\ntiddler-info-border: <<colour foreground>>\ntiddler-info-tab-background: <<colour background>>\ntiddler-link-background: <<colour background>>\ntiddler-link-foreground: <<colour primary>>\ntiddler-subtitle-foreground: <<colour foreground>>\ntiddler-title-foreground: <<colour foreground>>\ntoolbar-new-button: \ntoolbar-options-button: \ntoolbar-save-button: \ntoolbar-info-button: \ntoolbar-edit-button: \ntoolbar-close-button: \ntoolbar-delete-button: \ntoolbar-cancel-button: \ntoolbar-done-button: \nuntagged-background: <<colour foreground>>\nvery-muted-foreground: #888888\n"
},
"$:/palettes/ContrastDark": {
"title": "$:/palettes/ContrastDark",
"name": "Contrast (Dark)",
"description": "High contrast and unambiguous (dark version)",
"tags": "$:/tags/Palette",
"type": "application/x-tiddler-dictionary",
"text": "alert-background: #f00\nalert-border: <<colour background>>\nalert-highlight: <<colour foreground>>\nalert-muted-foreground: #800\nbackground: #000\nblockquote-bar: <<colour muted-foreground>>\nbutton-background: <<colour background>>\nbutton-foreground: <<colour foreground>>\nbutton-border: <<colour foreground>>\ncode-background: <<colour background>>\ncode-border: <<colour foreground>>\ncode-foreground: <<colour foreground>>\ndirty-indicator: #f00\ndownload-background: #080\ndownload-foreground: <<colour background>>\ndragger-background: <<colour foreground>>\ndragger-foreground: <<colour background>>\ndropdown-background: <<colour background>>\ndropdown-border: <<colour muted-foreground>>\ndropdown-tab-background-selected: <<colour foreground>>\ndropdown-tab-background: <<colour foreground>>\ndropzone-background: rgba(0,200,0,0.7)\nexternal-link-background-hover: inherit\nexternal-link-background-visited: inherit\nexternal-link-background: inherit\nexternal-link-foreground-hover: inherit\nexternal-link-foreground-visited: #00a\nexternal-link-foreground: #00e\nforeground: #fff\nmessage-background: <<colour foreground>>\nmessage-border: <<colour background>>\nmessage-foreground: <<colour background>>\nmodal-backdrop: <<colour foreground>>\nmodal-background: <<colour background>>\nmodal-border: <<colour foreground>>\nmodal-footer-background: <<colour background>>\nmodal-footer-border: <<colour foreground>>\nmodal-header-border: <<colour foreground>>\nmuted-foreground: <<colour foreground>>\nnotification-background: <<colour background>>\nnotification-border: <<colour foreground>>\npage-background: <<colour background>>\npre-background: <<colour background>>\npre-border: <<colour foreground>>\nprimary: #00f\nselect-tag-background:\nselect-tag-foreground:\nsidebar-button-foreground: <<colour foreground>>\nsidebar-controls-foreground-hover: <<colour background>>\nsidebar-controls-foreground: <<colour foreground>>\nsidebar-foreground-shadow: rgba(0,0,0, 0)\nsidebar-foreground: <<colour foreground>>\nsidebar-muted-foreground-hover: #444444\nsidebar-muted-foreground: <<colour foreground>>\nsidebar-tab-background-selected: <<colour background>>\nsidebar-tab-background: <<colour tab-background>>\nsidebar-tab-border-selected: <<colour tab-border-selected>>\nsidebar-tab-border: <<colour tab-border>>\nsidebar-tab-divider: <<colour tab-divider>>\nsidebar-tab-foreground-selected: <<colour foreground>>\nsidebar-tab-foreground: <<colour tab-foreground>>\nsidebar-tiddler-link-foreground-hover: <<colour foreground>>\nsidebar-tiddler-link-foreground: <<colour primary>>\nsite-title-foreground: <<colour tiddler-title-foreground>>\nstatic-alert-foreground: #aaaaaa\ntab-background-selected: <<colour background>>\ntab-background: <<colour foreground>>\ntab-border-selected: <<colour foreground>>\ntab-border: <<colour foreground>>\ntab-divider: <<colour foreground>>\ntab-foreground-selected: <<colour foreground>>\ntab-foreground: <<colour background>>\ntable-border: #dddddd\ntable-footer-background: #a8a8a8\ntable-header-background: #f0f0f0\ntag-background: #fff\ntag-foreground: #000\ntiddler-background: <<colour background>>\ntiddler-border: <<colour foreground>>\ntiddler-controls-foreground-hover: #ddd\ntiddler-controls-foreground-selected: #fdd\ntiddler-controls-foreground: <<colour foreground>>\ntiddler-editor-background: <<colour background>>\ntiddler-editor-border-image: <<colour foreground>>\ntiddler-editor-border: #cccccc\ntiddler-editor-fields-even: <<colour background>>\ntiddler-editor-fields-odd: <<colour background>>\ntiddler-info-background: <<colour background>>\ntiddler-info-border: <<colour foreground>>\ntiddler-info-tab-background: <<colour background>>\ntiddler-link-background: <<colour background>>\ntiddler-link-foreground: <<colour primary>>\ntiddler-subtitle-foreground: <<colour foreground>>\ntiddler-title-foreground: <<colour foreground>>\ntoolbar-new-button: \ntoolbar-options-button: \ntoolbar-save-button: \ntoolbar-info-button: \ntoolbar-edit-button: \ntoolbar-close-button: \ntoolbar-delete-button: \ntoolbar-cancel-button: \ntoolbar-done-button: \nuntagged-background: <<colour foreground>>\nvery-muted-foreground: #888888\n"
},
"$:/palettes/DarkPhotos": {
"title": "$:/palettes/DarkPhotos",
"created": "20150402111612188",
"description": "Good with dark photo backgrounds",
"modified": "20150402112344080",
"name": "DarkPhotos",
"tags": "$:/tags/Palette",
"type": "application/x-tiddler-dictionary",
"text": "alert-background: #ffe476\nalert-border: #b99e2f\nalert-highlight: #881122\nalert-muted-foreground: #b99e2f\nbackground: #ffffff\nblockquote-bar: <<colour muted-foreground>>\nbutton-background: \nbutton-foreground: \nbutton-border: \ncode-background: #f7f7f9\ncode-border: #e1e1e8\ncode-foreground: #dd1144\ndirty-indicator: #ff0000\ndownload-background: #34c734\ndownload-foreground: <<colour background>>\ndragger-background: <<colour foreground>>\ndragger-foreground: <<colour background>>\ndropdown-background: <<colour background>>\ndropdown-border: <<colour muted-foreground>>\ndropdown-tab-background-selected: #fff\ndropdown-tab-background: #ececec\ndropzone-background: rgba(0,200,0,0.7)\nexternal-link-background-hover: inherit\nexternal-link-background-visited: inherit\nexternal-link-background: inherit\nexternal-link-foreground-hover: inherit\nexternal-link-foreground-visited: #0000aa\nexternal-link-foreground: #0000ee\nforeground: #333333\nmessage-background: #ecf2ff\nmessage-border: #cfd6e6\nmessage-foreground: #547599\nmodal-backdrop: <<colour foreground>>\nmodal-background: <<colour background>>\nmodal-border: #999999\nmodal-footer-background: #f5f5f5\nmodal-footer-border: #dddddd\nmodal-header-border: #eeeeee\nmuted-foreground: #ddd\nnotification-background: #ffffdd\nnotification-border: #999999\npage-background: #336438\npre-background: #f5f5f5\npre-border: #cccccc\nprimary: #5778d8\nselect-tag-background:\nselect-tag-foreground:\nsidebar-button-foreground: <<colour foreground>>\nsidebar-controls-foreground-hover: #ccf\nsidebar-controls-foreground: #fff\nsidebar-foreground-shadow: rgba(0,0,0, 0.5)\nsidebar-foreground: #fff\nsidebar-muted-foreground-hover: #444444\nsidebar-muted-foreground: #eee\nsidebar-tab-background-selected: rgba(255,255,255, 0.8)\nsidebar-tab-background: rgba(255,255,255, 0.4)\nsidebar-tab-border-selected: <<colour tab-border-selected>>\nsidebar-tab-border: <<colour tab-border>>\nsidebar-tab-divider: rgba(255,255,255, 0.2)\nsidebar-tab-foreground-selected: \nsidebar-tab-foreground: <<colour tab-foreground>>\nsidebar-tiddler-link-foreground-hover: #aaf\nsidebar-tiddler-link-foreground: #ddf\nsite-title-foreground: #fff\nstatic-alert-foreground: #aaaaaa\ntab-background-selected: #ffffff\ntab-background: #d8d8d8\ntab-border-selected: #d8d8d8\ntab-border: #cccccc\ntab-divider: #d8d8d8\ntab-foreground-selected: <<colour tab-foreground>>\ntab-foreground: #666666\ntable-border: #dddddd\ntable-footer-background: #a8a8a8\ntable-header-background: #f0f0f0\ntag-background: #ec6\ntag-foreground: #ffffff\ntiddler-background: <<colour background>>\ntiddler-border: <<colour background>>\ntiddler-controls-foreground-hover: #888888\ntiddler-controls-foreground-selected: #444444\ntiddler-controls-foreground: #cccccc\ntiddler-editor-background: #f8f8f8\ntiddler-editor-border-image: #ffffff\ntiddler-editor-border: #cccccc\ntiddler-editor-fields-even: #e0e8e0\ntiddler-editor-fields-odd: #f0f4f0\ntiddler-info-background: #f8f8f8\ntiddler-info-border: #dddddd\ntiddler-info-tab-background: #f8f8f8\ntiddler-link-background: <<colour background>>\ntiddler-link-foreground: <<colour primary>>\ntiddler-subtitle-foreground: #c0c0c0\ntiddler-title-foreground: #182955\ntoolbar-new-button: \ntoolbar-options-button: \ntoolbar-save-button: \ntoolbar-info-button: \ntoolbar-edit-button: \ntoolbar-close-button: \ntoolbar-delete-button: \ntoolbar-cancel-button: \ntoolbar-done-button: \nuntagged-background: #999999\nvery-muted-foreground: #888888\n"
},
"$:/palettes/GruvboxDark": {
"title": "$:/palettes/GruvboxDark",
"name": "Gruvbox Dark",
"description": "Retro groove color scheme",
"tags": "$:/tags/Palette",
"type": "application/x-tiddler-dictionary",
"license": "https://github.com/morhetz/gruvbox",
"text": "alert-background: #cc241d\nalert-border: #cc241d\nalert-highlight: #d79921\nalert-muted-foreground: #504945\nbackground: #3c3836\nblockquote-bar: <<colour muted-foreground>>\nbutton-background: #504945\nbutton-foreground: #fbf1c7\nbutton-border: transparent\ncode-background: #504945\ncode-border: #504945\ncode-foreground: #fb4934\ndiff-delete-background: #fb4934\ndiff-delete-foreground: <<colour foreground>>\ndiff-equal-background: \ndiff-equal-foreground: <<colour foreground>>\ndiff-insert-background: #b8bb26\ndiff-insert-foreground: <<colour foreground>>\ndiff-invisible-background: \ndiff-invisible-foreground: <<colour muted-foreground>>\ndirty-indicator: #fb4934\ndownload-background: #b8bb26\ndownload-foreground: <<colour background>>\ndragger-background: <<colour foreground>>\ndragger-foreground: <<colour background>>\ndropdown-background: #665c54\ndropdown-border: <<colour background>>\ndropdown-tab-background-selected: #ebdbb2\ndropdown-tab-background: #665c54\ndropzone-background: #98971a\nexternal-link-background-hover: inherit\nexternal-link-background-visited: inherit\nexternal-link-background: inherit\nexternal-link-foreground-hover: inherit\nexternal-link-foreground-visited: #d3869b\nexternal-link-foreground: #8ec07c\nforeground: #fbf1c7\nmenubar-background: #504945\nmenubar-foreground: <<colour foreground>>\nmessage-background: #83a598\nmessage-border: #83a598\nmessage-foreground: #3c3836\nmodal-backdrop: <<colour foreground>>\nmodal-background: <<colour background>>\nmodal-border: #504945\nmodal-footer-background: #3c3836\nmodal-footer-border: #3c3836\nmodal-header-border: #3c3836\nmuted-foreground: #d5c4a1\nnotification-background: <<colour primary>>\nnotification-border: <<colour primary>>\npage-background: #282828\npre-background: #504945\npre-border: #504945\nprimary: #d79921\nselect-tag-background: #665c54\nselect-tag-foreground: <<colour foreground>>\nsidebar-button-foreground: <<colour foreground>>\nsidebar-controls-foreground-hover: #7c6f64\nsidebar-controls-foreground: #504945\nsidebar-foreground-shadow: transparent\nsidebar-foreground: #fbf1c7\nsidebar-muted-foreground-hover: #7c6f64\nsidebar-muted-foreground: #504945\nsidebar-tab-background-selected: #bdae93\nsidebar-tab-background: #3c3836\nsidebar-tab-border-selected: <<colour tab-border-selected>>\nsidebar-tab-border: #bdae93\nsidebar-tab-divider: <<colour page-background>>\nsidebar-tab-foreground-selected: #282828\nsidebar-tab-foreground: <<colour tab-foreground>>\nsidebar-tiddler-link-foreground-hover: #458588\nsidebar-tiddler-link-foreground: #98971a\nsite-title-foreground: <<colour tiddler-title-foreground>>\nstatic-alert-foreground: #B48EAD\ntab-background-selected: #ebdbb2\ntab-background: #665c54\ntab-border-selected: #665c54\ntab-border: #665c54\ntab-divider: #bdae93\ntab-foreground-selected: #282828\ntab-foreground: #ebdbb2\ntable-border: #7c6f64\ntable-footer-background: #665c54\ntable-header-background: #504945\ntag-background: #d3869b\ntag-foreground: #282828\ntiddler-background: <<colour background>>\ntiddler-border: <<colour background>>\ntiddler-controls-foreground-hover: #7c6f64\ntiddler-controls-foreground-selected: #7c6f64\ntiddler-controls-foreground: #665c54\ntiddler-editor-background: #282828\ntiddler-editor-border-image: #282828\ntiddler-editor-border: #282828\ntiddler-editor-fields-even: #504945\ntiddler-editor-fields-odd: #7c6f64\ntiddler-info-background: #32302f\ntiddler-info-border: #ebdbb2\ntiddler-info-tab-background: #ebdbb2\ntiddler-link-background: <<colour background>>\ntiddler-link-foreground: <<colour primary>>\ntiddler-subtitle-foreground: #7c6f64\ntiddler-title-foreground: #a89984\ntoolbar-new-button: \ntoolbar-options-button: \ntoolbar-save-button: \ntoolbar-info-button: \ntoolbar-edit-button: \ntoolbar-close-button: \ntoolbar-delete-button: \ntoolbar-cancel-button: \ntoolbar-done-button: \nuntagged-background: #504945\nvery-muted-foreground: #bdae93\nwikilist-background: <<colour page-background>>\nwikilist-button-background: <<colour button-background>>\nwikilist-button-foreground: <<colour button-foreground>>\nwikilist-item: <<colour background>>\nwikilist-toolbar-background: <<colour background>>\nwikilist-toolbar-foreground: <<colour foreground>>\nwikilist-title: <<colour foreground>>\nwikilist-title-svg: <<colour wikilist-title>>\nwikilist-url: <<colour muted-foreground>>\nwikilist-button-open-hover: <<colour primary>>\nwikilist-button-open: <<colour dropzone-background>>\nwikilist-button-remove: <<colour dirty-indicator>>\nwikilist-button-remove-hover: <<colour alert-background>>\nwikilist-droplink-dragover: <<colour dropzone-background>>\nwikilist-button-reveal: <<colour sidebar-tiddler-link-foreground-hover>>\nwikilist-button-reveal-hover: <<colour message-background>>"
},
"$:/palettes/Nord": {
"title": "$:/palettes/Nord",
"name": "Nord",
"description": "An arctic, north-bluish color palette.",
"tags": "$:/tags/Palette",
"type": "application/x-tiddler-dictionary",
"license": "MIT, arcticicestudio, https://github.com/arcticicestudio/nord/blob/develop/LICENSE.md",
"text": "alert-background: #D08770\nalert-border: #D08770\nalert-highlight: #B48EAD\nalert-muted-foreground: #4C566A\nbackground: #3b4252\nblockquote-bar: <<colour muted-foreground>>\nbutton-background: #4C566A\nbutton-foreground: #D8DEE9\nbutton-border: transparent\ncode-background: #2E3440\ncode-border: #2E3440\ncode-foreground: #BF616A\ndiff-delete-background: #BF616A\ndiff-delete-foreground: <<colour foreground>>\ndiff-equal-background: \ndiff-equal-foreground: <<colour foreground>>\ndiff-insert-background: #A3BE8C\ndiff-insert-foreground: <<colour foreground>>\ndiff-invisible-background: \ndiff-invisible-foreground: <<colour muted-foreground>>\ndirty-indicator: #BF616A\ndownload-background: #A3BE8C\ndownload-foreground: <<colour background>>\ndragger-background: <<colour foreground>>\ndragger-foreground: <<colour background>>\ndropdown-background: <<colour background>>\ndropdown-border: <<colour background>>\ndropdown-tab-background-selected: #ECEFF4\ndropdown-tab-background: #4C566A\ndropzone-background: #A3BE8C\nexternal-link-background-hover: inherit\nexternal-link-background-visited: inherit\nexternal-link-background: inherit\nexternal-link-foreground-hover: inherit\nexternal-link-foreground-visited: #5E81AC\nexternal-link-foreground: #8FBCBB\nforeground: #d8dee9\nmenubar-background: #2E3440\nmenubar-foreground: #d8dee9\nmessage-background: #2E3440\nmessage-border: #2E3440\nmessage-foreground: #547599\nmodal-backdrop: <<colour foreground>>\nmodal-background: <<colour background>>\nmodal-border: #3b4252\nmodal-footer-background: #3b4252\nmodal-footer-border: #3b4252\nmodal-header-border: #3b4252\nmuted-foreground: #4C566A\nnotification-background: <<colour primary>>\nnotification-border: #EBCB8B\npage-background: #2e3440\npre-background: #2E3440\npre-border: #2E3440\nprimary: #5E81AC\nselect-tag-background: #3b4252\nselect-tag-foreground: <<colour foreground>>\nsidebar-button-foreground: <<colour foreground>>\nsidebar-controls-foreground-hover: #D8DEE9\nsidebar-controls-foreground: #4C566A\nsidebar-foreground-shadow: transparent\nsidebar-foreground: #D8DEE9\nsidebar-muted-foreground-hover: #4C566A\nsidebar-muted-foreground: #4C566A\nsidebar-tab-background-selected: #ECEFF4\nsidebar-tab-background: #4C566A\nsidebar-tab-border-selected: <<colour tab-border-selected>>\nsidebar-tab-border: #4C566A\nsidebar-tab-divider: <<colour page-background>>\nsidebar-tab-foreground-selected: #4C566A\nsidebar-tab-foreground: <<colour tab-foreground>>\nsidebar-tiddler-link-foreground-hover: #A3BE8C\nsidebar-tiddler-link-foreground: #81A1C1\nsite-title-foreground: <<colour tiddler-title-foreground>>\nstatic-alert-foreground: #B48EAD\ntab-background-selected: #ECEFF4\ntab-background: #4C566A\ntab-border-selected: #4C566A\ntab-border: #4C566A\ntab-divider: #4C566A\ntab-foreground-selected: #4C566A\ntab-foreground: #D8DEE9\ntable-border: #4C566A\ntable-footer-background: #2e3440\ntable-header-background: #2e3440\ntag-background: #A3BE8C\ntag-foreground: #4C566A\ntiddler-background: <<colour background>>\ntiddler-border: <<colour background>>\ntiddler-controls-foreground-hover: \ntiddler-controls-foreground-selected: #EBCB8B\ntiddler-controls-foreground: #4C566A\ntiddler-editor-background: #2e3440\ntiddler-editor-border-image: #2e3440\ntiddler-editor-border: #2e3440\ntiddler-editor-fields-even: #2e3440\ntiddler-editor-fields-odd: #2e3440\ntiddler-info-background: #2e3440\ntiddler-info-border: #2e3440\ntiddler-info-tab-background: #2e3440\ntiddler-link-background: <<colour background>>\ntiddler-link-foreground: <<colour primary>>\ntiddler-subtitle-foreground: #4C566A\ntiddler-title-foreground: #81A1C1\ntoolbar-new-button: \ntoolbar-options-button: \ntoolbar-save-button: \ntoolbar-info-button: \ntoolbar-edit-button: \ntoolbar-close-button: \ntoolbar-delete-button: \ntoolbar-cancel-button: \ntoolbar-done-button: \nuntagged-background: #2d3038\nvery-muted-foreground: #2d3038\n"
},
"$:/palettes/Rocker": {
"title": "$:/palettes/Rocker",
"name": "Rocker",
"description": "A dark theme",
"tags": "$:/tags/Palette",
"type": "application/x-tiddler-dictionary",
"text": "alert-background: #ffe476\nalert-border: #b99e2f\nalert-highlight: #881122\nalert-muted-foreground: #b99e2f\nbackground: #ffffff\nblockquote-bar: <<colour muted-foreground>>\nbutton-background:\nbutton-foreground:\nbutton-border:\ncode-background: #f7f7f9\ncode-border: #e1e1e8\ncode-foreground: #dd1144\ndirty-indicator: #ff0000\ndownload-background: #34c734\ndownload-foreground: <<colour background>>\ndragger-background: <<colour foreground>>\ndragger-foreground: <<colour background>>\ndropdown-background: <<colour background>>\ndropdown-border: <<colour muted-foreground>>\ndropdown-tab-background-selected: #fff\ndropdown-tab-background: #ececec\ndropzone-background: rgba(0,200,0,0.7)\nexternal-link-background-hover: inherit\nexternal-link-background-visited: inherit\nexternal-link-background: inherit\nexternal-link-foreground-hover: inherit\nexternal-link-foreground-visited: #0000aa\nexternal-link-foreground: #0000ee\nforeground: #333333\nmessage-background: #ecf2ff\nmessage-border: #cfd6e6\nmessage-foreground: #547599\nmodal-backdrop: <<colour foreground>>\nmodal-background: <<colour background>>\nmodal-border: #999999\nmodal-footer-background: #f5f5f5\nmodal-footer-border: #dddddd\nmodal-header-border: #eeeeee\nmuted-foreground: #999999\nnotification-background: #ffffdd\nnotification-border: #999999\npage-background: #000\npre-background: #f5f5f5\npre-border: #cccccc\nprimary: #cc0000\nselect-tag-background:\nselect-tag-foreground:\nsidebar-button-foreground: <<colour foreground>>\nsidebar-controls-foreground-hover: #000000\nsidebar-controls-foreground: #ffffff\nsidebar-foreground-shadow: rgba(255,255,255, 0.0)\nsidebar-foreground: #acacac\nsidebar-muted-foreground-hover: #444444\nsidebar-muted-foreground: #c0c0c0\nsidebar-tab-background-selected: #000\nsidebar-tab-background: <<colour tab-background>>\nsidebar-tab-border-selected: <<colour tab-border-selected>>\nsidebar-tab-border: <<colour tab-border>>\nsidebar-tab-divider: <<colour tab-divider>>\nsidebar-tab-foreground-selected: \nsidebar-tab-foreground: <<colour tab-foreground>>\nsidebar-tiddler-link-foreground-hover: #ffbb99\nsidebar-tiddler-link-foreground: #cc0000\nsite-title-foreground: <<colour tiddler-title-foreground>>\nstatic-alert-foreground: #aaaaaa\ntab-background-selected: #ffffff\ntab-background: #d8d8d8\ntab-border-selected: #d8d8d8\ntab-border: #cccccc\ntab-divider: #d8d8d8\ntab-foreground-selected: <<colour tab-foreground>>\ntab-foreground: #666666\ntable-border: #dddddd\ntable-footer-background: #a8a8a8\ntable-header-background: #f0f0f0\ntag-background: #ffbb99\ntag-foreground: #000\ntiddler-background: <<colour background>>\ntiddler-border: <<colour background>>\ntiddler-controls-foreground-hover: #888888\ntiddler-controls-foreground-selected: #444444\ntiddler-controls-foreground: #cccccc\ntiddler-editor-background: #f8f8f8\ntiddler-editor-border-image: #ffffff\ntiddler-editor-border: #cccccc\ntiddler-editor-fields-even: #e0e8e0\ntiddler-editor-fields-odd: #f0f4f0\ntiddler-info-background: #f8f8f8\ntiddler-info-border: #dddddd\ntiddler-info-tab-background: #f8f8f8\ntiddler-link-background: <<colour background>>\ntiddler-link-foreground: <<colour primary>>\ntiddler-subtitle-foreground: #c0c0c0\ntiddler-title-foreground: #cc0000\ntoolbar-new-button:\ntoolbar-options-button:\ntoolbar-save-button:\ntoolbar-info-button:\ntoolbar-edit-button:\ntoolbar-close-button:\ntoolbar-delete-button:\ntoolbar-cancel-button:\ntoolbar-done-button:\nuntagged-background: #999999\nvery-muted-foreground: #888888\n"
},
"$:/palettes/SolarFlare": {
"title": "$:/palettes/SolarFlare",
"name": "Solar Flare",
"description": "Warm, relaxing earth colours",
"tags": "$:/tags/Palette",
"type": "application/x-tiddler-dictionary",
"text": ": Background Tones\n\nbase03: #002b36\nbase02: #073642\n\n: Content Tones\n\nbase01: #586e75\nbase00: #657b83\nbase0: #839496\nbase1: #93a1a1\n\n: Background Tones\n\nbase2: #eee8d5\nbase3: #fdf6e3\n\n: Accent Colors\n\nyellow: #b58900\norange: #cb4b16\nred: #dc322f\nmagenta: #d33682\nviolet: #6c71c4\nblue: #268bd2\ncyan: #2aa198\ngreen: #859900\n\n: Additional Tones (RA)\n\nbase10: #c0c4bb\nviolet-muted: #7c81b0\nblue-muted: #4e7baa\n\nyellow-hot: #ffcc44\norange-hot: #eb6d20\nred-hot: #ff2222\nblue-hot: #2298ee\ngreen-hot: #98ee22\n\n: Palette\n\n: Do not use colour macro for background and foreground\nbackground: #fdf6e3\n download-foreground: <<colour background>>\n dragger-foreground: <<colour background>>\n dropdown-background: <<colour background>>\n modal-background: <<colour background>>\n sidebar-foreground-shadow: <<colour background>>\n tiddler-background: <<colour background>>\n tiddler-border: <<colour background>>\n tiddler-link-background: <<colour background>>\n tab-background-selected: <<colour background>>\n dropdown-tab-background-selected: <<colour tab-background-selected>>\nforeground: #657b83\n dragger-background: <<colour foreground>>\n tab-foreground: <<colour foreground>>\n tab-foreground-selected: <<colour tab-foreground>>\n sidebar-tab-foreground-selected: <<colour tab-foreground-selected>>\n sidebar-tab-foreground: <<colour tab-foreground>>\n sidebar-button-foreground: <<colour foreground>>\n sidebar-controls-foreground: <<colour foreground>>\n sidebar-foreground: <<colour foreground>>\n: base03\n: base02\n: base01\n alert-muted-foreground: <<colour base01>>\n: base00\n code-foreground: <<colour base00>>\n message-foreground: <<colour base00>>\n tag-foreground: <<colour base00>>\n: base0\n sidebar-tiddler-link-foreground: <<colour base0>>\n: base1\n muted-foreground: <<colour base1>>\n blockquote-bar: <<colour muted-foreground>>\n dropdown-border: <<colour muted-foreground>>\n sidebar-muted-foreground: <<colour muted-foreground>>\n tiddler-title-foreground: <<colour muted-foreground>>\n site-title-foreground: <<colour tiddler-title-foreground>>\n: base2\n modal-footer-background: <<colour base2>>\n page-background: <<colour base2>>\n modal-backdrop: <<colour page-background>>\n notification-background: <<colour page-background>>\n code-background: <<colour page-background>>\n code-border: <<colour code-background>>\n pre-background: <<colour page-background>>\n pre-border: <<colour pre-background>>\n sidebar-tab-background-selected: <<colour page-background>>\n table-header-background: <<colour base2>>\n tag-background: <<colour base2>>\n tiddler-editor-background: <<colour base2>>\n tiddler-info-background: <<colour base2>>\n tiddler-info-tab-background: <<colour base2>>\n tab-background: <<colour base2>>\n dropdown-tab-background: <<colour tab-background>>\n: base3\n alert-background: <<colour base3>>\n message-background: <<colour base3>>\n: yellow\n: orange\n: red\n: magenta\n alert-highlight: <<colour magenta>>\n: violet\n external-link-foreground: <<colour violet>>\n: blue\n: cyan\n: green\n: base10\n tiddler-controls-foreground: <<colour base10>>\n: violet-muted\n external-link-foreground-visited: <<colour violet-muted>>\n: blue-muted\n primary: <<colour blue-muted>>\n download-background: <<colour primary>>\n tiddler-link-foreground: <<colour primary>>\n\nalert-border: #b99e2f\ndirty-indicator: #ff0000\ndropzone-background: rgba(0,200,0,0.7)\nexternal-link-background-hover: inherit\nexternal-link-background-visited: inherit\nexternal-link-background: inherit\nexternal-link-foreground-hover: inherit\nmessage-border: #cfd6e6\nmodal-border: #999999\nselect-tag-background:\nselect-tag-foreground:\nsidebar-controls-foreground-hover:\nsidebar-muted-foreground-hover:\nsidebar-tab-background: #ded8c5\nsidebar-tiddler-link-foreground-hover:\nstatic-alert-foreground: #aaaaaa\ntab-border: #cccccc\n modal-footer-border: <<colour tab-border>>\n modal-header-border: <<colour tab-border>>\n notification-border: <<colour tab-border>>\n sidebar-tab-border: <<colour tab-border>>\n tab-border-selected: <<colour tab-border>>\n sidebar-tab-border-selected: <<colour tab-border-selected>>\ntab-divider: #d8d8d8\n sidebar-tab-divider: <<colour tab-divider>>\ntable-border: #dddddd\ntable-footer-background: #a8a8a8\ntiddler-controls-foreground-hover: #888888\ntiddler-controls-foreground-selected: #444444\ntiddler-editor-border-image: #ffffff\ntiddler-editor-border: #cccccc\ntiddler-editor-fields-even: #e0e8e0\ntiddler-editor-fields-odd: #f0f4f0\ntiddler-info-border: #dddddd\ntiddler-subtitle-foreground: #c0c0c0\ntoolbar-new-button:\ntoolbar-options-button:\ntoolbar-save-button:\ntoolbar-info-button:\ntoolbar-edit-button:\ntoolbar-close-button:\ntoolbar-delete-button:\ntoolbar-cancel-button:\ntoolbar-done-button:\nuntagged-background: #999999\nvery-muted-foreground: #888888\n"
},
"$:/palettes/SolarizedLight": {
"title": "$:/palettes/SolarizedLight",
"tags": "$:/tags/Palette",
"type": "application/x-tiddler-dictionary",
"description": "Precision colors for machines and people",
"license": "MIT, Ethan Schoonover, https://github.com/altercation/solarized/blob/master/LICENSE",
"name": "SolarizedLight",
"text": "alert-background: #eee8d5\nalert-border: #073642\nalert-highlight: #cb4b16\nalert-muted-foreground: #586e75\nbackground: #fdf6e3\nblockquote-bar: <<colour muted-foreground>>\nbutton-background: #cb4b16\nbutton-foreground: #fdf6e3\nbutton-border: transparent\ncode-background: #eee8d5\ncode-border: #93a1a1\ncode-foreground: #d33682\ndiff-delete-background: #BF616A\ndiff-delete-foreground: <<colour foreground>>\ndiff-equal-background: \ndiff-equal-foreground: <<colour foreground>>\ndiff-insert-background: #859900\ndiff-insert-foreground: <<colour foreground>>\ndiff-invisible-background: \ndiff-invisible-foreground: <<colour muted-foreground>>\ndirty-indicator: #D08770\ndownload-background: #859900\ndownload-foreground: <<colour background>>\ndragger-background: <<colour foreground>>\ndragger-foreground: <<colour background>>\ndropdown-background: <<colour background>>\ndropdown-border: <<colour background>>\ndropdown-tab-background-selected: #fdf6e3\ndropdown-tab-background: #93a1a1\ndropzone-background: #859900\nexternal-link-background-hover: inherit\nexternal-link-background-visited: inherit\nexternal-link-background: inherit\nexternal-link-foreground-hover: #d33682\nexternal-link-foreground-visited: #b58900\nexternal-link-foreground: #cb4b16\nforeground: #839496\nmessage-background: #586e75\nmessage-border: #586e75\nmessage-foreground: #eee8d5\nmodal-backdrop: <<colour foreground>>\nmodal-background: <<colour background>>\nmodal-border: #eee8d5\nmodal-footer-background: #eee8d5\nmodal-footer-border: #eee8d5\nmodal-header-border: #eee8d5\nmuted-foreground: #93a1a1\nnotification-background: #EBCB8B\nnotification-border: #D08770\npage-background: #eee8d5\npre-background: #eee8d5\npre-border: #93a1a1\nprimary: #2aa198\nselect-tag-background: #eee8d5\nselect-tag-foreground: <<colour foreground>>\nsidebar-button-foreground: #eee8d5\nsidebar-controls-foreground-hover: #268bd2\nsidebar-controls-foreground: #586e75\nsidebar-foreground-shadow: transparent\nsidebar-foreground: #839496\nsidebar-muted-foreground-hover: #657b83\nsidebar-muted-foreground: #93a1a1\nsidebar-tab-background-selected: #eee8d5\nsidebar-tab-background: #839496\nsidebar-tab-border-selected: <<colour tab-border-selected>>\nsidebar-tab-border: #657b83\nsidebar-tab-divider: <<colour page-background>>\nsidebar-tab-foreground-selected: #839496\nsidebar-tab-foreground: <<colour tab-foreground>>\nsidebar-tiddler-link-foreground-hover: #859900\nsidebar-tiddler-link-foreground: #268bd2\nsite-title-foreground: <<colour tiddler-title-foreground>>\nstatic-alert-foreground: #dc322f\ntab-background-selected: #fdf6e3\ntab-background: #839496\ntab-border-selected: #93a1a1\ntab-border: #93a1a1\ntab-divider: #fdf6e3\ntab-foreground-selected: #839496\ntab-foreground: #eee8d5\ntable-border: #657b83\ntable-footer-background: #657b83\ntable-header-background: #93a1a1\ntag-background: #6c71c4\ntag-foreground: #eee8d5\ntiddler-background: <<colour background>>\ntiddler-border: <<colour background>>\ntiddler-controls-foreground-hover: #b58900\ntiddler-controls-foreground-selected: #b58900\ntiddler-controls-foreground: #073642\ntiddler-editor-background: #eee8d5\ntiddler-editor-border-image: #eee8d5\ntiddler-editor-border: #eee8d5\ntiddler-editor-fields-even: #eee8d5\ntiddler-editor-fields-odd: #fdf6e3\ntiddler-info-background: #eee8d5\ntiddler-info-border: #eee8d5\ntiddler-info-tab-background: #586e75\ntiddler-link-background: <<colour background>>\ntiddler-link-foreground: <<colour primary>>\ntiddler-subtitle-foreground: #586e75\ntiddler-title-foreground: #073642\ntoolbar-new-button: \ntoolbar-options-button: \ntoolbar-save-button: \ntoolbar-info-button: \ntoolbar-edit-button: \ntoolbar-close-button: \ntoolbar-delete-button: \ntoolbar-cancel-button: \ntoolbar-done-button: \nuntagged-background: #839496\nvery-muted-foreground: #93a1a1\n"
},
"$:/palettes/SpartanDay": {
"title": "$:/palettes/SpartanDay",
"tags": "$:/tags/Palette",
"type": "application/x-tiddler-dictionary",
"description": "Cold, spartan day colors",
"name": "Spartan Day",
"text": "alert-background: <<colour background>>\nalert-border: <<colour very-muted-foreground>>\nalert-highlight: <<colour very-muted-foreground>>\nalert-muted-foreground: <<colour muted-foreground>>\nbackground: #FAFAFA\nblockquote-bar: <<colour page-background>>\nbutton-background: transparent\nbutton-foreground: inherit\nbutton-border: <<colour tag-background>>\ncode-background: #ececec\ncode-border: #ececec\ncode-foreground: \ndirty-indicator: #c80000\ndownload-background: <<colour primary>>\ndownload-foreground: <<colour background>>\ndragger-background: <<colour foreground>>\ndragger-foreground: <<colour background>>\ndropdown-background: #FFFFFF\ndropdown-border: <<colour dropdown-background>>\ndropdown-tab-background-selected: <<colour dropdown-background>>\ndropdown-tab-background: #F5F5F5\ndropzone-background: <<colour tag-background>>\nexternal-link-background-hover: transparent\nexternal-link-background-visited: transparent\nexternal-link-background: transparent\nexternal-link-foreground-hover: \nexternal-link-foreground-visited: \nexternal-link-foreground: \nforeground: rgba(0, 0, 0, 0.87)\nmessage-background: <<colour background>>\nmessage-border: <<colour very-muted-foreground>>\nmessage-foreground: rgba(0, 0, 0, 0.54)\nmodal-backdrop: <<colour foreground>>\nmodal-background: <<colour background>>\nmodal-border: <<colour very-muted-foreground>>\nmodal-footer-background: <<colour background>>\nmodal-footer-border: <<colour very-muted-foreground>>\nmodal-header-border: <<colour very-muted-foreground>>\nmuted-foreground: rgba(0, 0, 0, 0.54)\nnotification-background: <<colour dropdown-background>>\nnotification-border: <<colour dropdown-background>>\npage-background: #f4f4f4\npre-background: #ececec\npre-border: #ececec\nprimary: #3949ab\nselect-tag-background: <<colour background>>\nselect-tag-foreground: <<colour foreground>>\nsidebar-button-foreground: <<colour foreground>>\nsidebar-controls-foreground-hover: #aeaeae\nsidebar-controls-foreground: #c6c6c6\nsidebar-foreground-shadow: transparent\nsidebar-foreground: rgba(0, 0, 0, 0.54)\nsidebar-muted-foreground-hover: rgba(0, 0, 0, 0.54)\nsidebar-muted-foreground: rgba(0, 0, 0, 0.38)\nsidebar-tab-background-selected: <<colour page-background>>\nsidebar-tab-background: transparent\nsidebar-tab-border-selected: <<colour table-border>>\nsidebar-tab-border: transparent\nsidebar-tab-divider: <<colour table-border>>\nsidebar-tab-foreground-selected: rgba(0, 0, 0, 0.87)\nsidebar-tab-foreground: rgba(0, 0, 0, 0.54)\nsidebar-tiddler-link-foreground-hover: rgba(0, 0, 0, 0.87)\nsidebar-tiddler-link-foreground: rgba(0, 0, 0, 0.54)\nsite-title-foreground: rgba(0, 0, 0, 0.87)\nstatic-alert-foreground: #aaaaaa\ntab-background-selected: <<colour background>>\ntab-background: transparent\ntab-border-selected: <<colour table-border>>\ntab-border: transparent\ntab-divider: <<colour table-border>>\ntab-foreground-selected: rgba(0, 0, 0, 0.87)\ntab-foreground: rgba(0, 0, 0, 0.54)\ntable-border: #d8d8d8\ntable-footer-background: <<colour tiddler-editor-fields-odd>>\ntable-header-background: <<colour tiddler-editor-fields-even>>\ntag-background: #ec6\ntag-foreground: <<colour button-foreground>>\ntiddler-background: <<colour background>>\ntiddler-border: #f9f9f9\ntiddler-controls-foreground-hover: <<colour sidebar-controls-foreground-hover>>\ntiddler-controls-foreground-selected: <<colour sidebar-controls-foreground-hover>>\ntiddler-controls-foreground: <<colour sidebar-controls-foreground>>\ntiddler-editor-background: transparent\ntiddler-editor-border-image: \ntiddler-editor-border: #e8e7e7\ntiddler-editor-fields-even: rgba(0, 0, 0, 0.1)\ntiddler-editor-fields-odd: rgba(0, 0, 0, 0.04)\ntiddler-info-background: #F5F5F5\ntiddler-info-border: #F5F5F5\ntiddler-info-tab-background: <<colour tiddler-editor-fields-odd>>\ntiddler-link-background: <<colour background>>\ntiddler-link-foreground: <<colour primary>>\ntiddler-subtitle-foreground: <<colour muted-foreground>>\ntiddler-title-foreground: #000000\ntoolbar-new-button: \ntoolbar-options-button: \ntoolbar-save-button: \ntoolbar-info-button: \ntoolbar-edit-button: \ntoolbar-close-button: \ntoolbar-delete-button: \ntoolbar-cancel-button: \ntoolbar-done-button: \nuntagged-background: <<colour very-muted-foreground>>\nvery-muted-foreground: rgba(0, 0, 0, 0.12)\n"
},
"$:/palettes/SpartanNight": {
"title": "$:/palettes/SpartanNight",
"tags": "$:/tags/Palette",
"type": "application/x-tiddler-dictionary",
"description": "Dark spartan colors",
"name": "Spartan Night",
"text": "alert-background: <<colour background>>\nalert-border: <<colour very-muted-foreground>>\nalert-highlight: <<colour very-muted-foreground>>\nalert-muted-foreground: <<colour muted-foreground>>\nbackground: #303030\nblockquote-bar: <<colour page-background>>\nbutton-background: transparent\nbutton-foreground: inherit\nbutton-border: <<colour tag-background>>\ncode-background: <<colour pre-background>>\ncode-border: <<colour pre-border>>\ncode-foreground: rgba(255, 255, 255, 0.54)\ndirty-indicator: #c80000\ndownload-background: <<colour primary>>\ndownload-foreground: <<colour foreground>>\ndragger-background: <<colour foreground>>\ndragger-foreground: <<colour background>>\ndropdown-background: #424242\ndropdown-border: <<colour dropdown-background>>\ndropdown-tab-background-selected: <<colour dropdown-background>>\ndropdown-tab-background: #050505\ndropzone-background: <<colour tag-background>>\nexternal-link-background-hover: transparent\nexternal-link-background-visited: transparent\nexternal-link-background: transparent\nexternal-link-foreground-hover: \nexternal-link-foreground-visited: #7c318c\nexternal-link-foreground: #9e3eb3\nforeground: rgba(255, 255, 255, 0.7)\nmessage-background: <<colour background>>\nmessage-border: <<colour very-muted-foreground>>\nmessage-foreground: rgba(255, 255, 255, 0.54)\nmodal-backdrop: <<colour page-background>>\nmodal-background: <<colour background>>\nmodal-border: <<colour very-muted-foreground>>\nmodal-footer-background: <<colour background>>\nmodal-footer-border: <<colour background>>\nmodal-header-border: <<colour very-muted-foreground>>\nmuted-foreground: rgba(255, 255, 255, 0.54)\nnotification-background: <<colour dropdown-background>>\nnotification-border: <<colour dropdown-background>>\npage-background: #212121\npre-background: #2a2a2a\npre-border: transparent\nprimary: #5656f3\nselect-tag-background: <<colour background>>\nselect-tag-foreground: <<colour foreground>>\nsidebar-button-foreground: <<colour foreground>>\nsidebar-controls-foreground-hover: #494949\nsidebar-controls-foreground: #5d5d5d\nsidebar-foreground-shadow: transparent\nsidebar-foreground: rgba(255, 255, 255, 0.54)\nsidebar-muted-foreground-hover: rgba(255, 255, 255, 0.54)\nsidebar-muted-foreground: rgba(255, 255, 255, 0.38)\nsidebar-tab-background-selected: <<colour page-background>>\nsidebar-tab-background: transparent\nsidebar-tab-border-selected: <<colour table-border>>\nsidebar-tab-border: transparent\nsidebar-tab-divider: <<colour table-border>>\nsidebar-tab-foreground-selected: rgba(255, 255, 255, 0.87)\nsidebar-tab-foreground: rgba(255, 255, 255, 0.54)\nsidebar-tiddler-link-foreground-hover: rgba(255, 255, 255, 0.7)\nsidebar-tiddler-link-foreground: rgba(255, 255, 255, 0.54)\nsite-title-foreground: rgba(255, 255, 255, 0.7)\nstatic-alert-foreground: #aaaaaa\ntab-background-selected: <<colour background>>\ntab-background: transparent\ntab-border-selected: <<colour table-border>>\ntab-border: transparent\ntab-divider: <<colour table-border>>\ntab-foreground-selected: rgba(255, 255, 255, 0.87)\ntab-foreground: rgba(255, 255, 255, 0.54)\ntable-border: #3a3a3a\ntable-footer-background: <<colour tiddler-editor-fields-odd>>\ntable-header-background: <<colour tiddler-editor-fields-even>>\ntag-background: #ec6\ntag-foreground: <<colour button-foreground>>\ntiddler-background: <<colour background>>\ntiddler-border: rgb(55,55,55)\ntiddler-controls-foreground-hover: <<colour sidebar-controls-foreground-hover>>\ntiddler-controls-foreground-selected: <<colour sidebar-controls-foreground-hover>>\ntiddler-controls-foreground: <<colour sidebar-controls-foreground>>\ntiddler-editor-background: transparent\ntiddler-editor-border-image: \ntiddler-editor-border: rgba(255, 255, 255, 0.08)\ntiddler-editor-fields-even: rgba(255, 255, 255, 0.1)\ntiddler-editor-fields-odd: rgba(255, 255, 255, 0.04)\ntiddler-info-background: #454545\ntiddler-info-border: #454545\ntiddler-info-tab-background: <<colour tiddler-editor-fields-odd>>\ntiddler-link-background: <<colour background>>\ntiddler-link-foreground: <<colour primary>>\ntiddler-subtitle-foreground: <<colour muted-foreground>>\ntiddler-title-foreground: #FFFFFF\ntoolbar-new-button: \ntoolbar-options-button: \ntoolbar-save-button: \ntoolbar-info-button: \ntoolbar-edit-button: \ntoolbar-close-button: \ntoolbar-delete-button: \ntoolbar-cancel-button: \ntoolbar-done-button: \nuntagged-background: <<colour very-muted-foreground>>\nvery-muted-foreground: rgba(255, 255, 255, 0.12)\n"
},
"$:/palettes/Twilight": {
"title": "$:/palettes/Twilight",
"tags": "$:/tags/Palette",
"author": "Thomas Elmiger",
"type": "application/x-tiddler-dictionary",
"name": "Twilight",
"description": "Delightful, soft darkness.",
"text": "alert-background: rgb(255, 255, 102)\nalert-border: rgb(232, 232, 125)\nalert-highlight: rgb(255, 51, 51)\nalert-muted-foreground: rgb(224, 82, 82)\nbackground: rgb(38, 38, 38)\nblockquote-bar: rgba(240, 196, 117, 0.7)\nbutton-background: rgb(63, 63, 63)\nbutton-border: rgb(127, 127, 127)\nbutton-foreground: rgb(179, 179, 179)\ncode-background: rgba(0,0,0,0.03)\ncode-border: rgba(0,0,0,0.08)\ncode-foreground: rgb(255, 94, 94)\ndiff-delete-background: #ffc9c9\ndiff-delete-foreground: <<colour foreground>>\ndiff-equal-background: \ndiff-equal-foreground: <<colour foreground>>\ndiff-insert-background: #aaefad\ndiff-insert-foreground: <<colour foreground>>\ndiff-invisible-background: \ndiff-invisible-foreground: <<colour muted-foreground>>\ndirty-indicator: rgb(255, 94, 94)\ndownload-background: #19a974\ndownload-foreground: rgb(38, 38, 38)\ndragger-background: rgb(179, 179, 179)\ndragger-foreground: rgb(38, 38, 38)\ndropdown-background: rgb(38, 38, 38)\ndropdown-border: rgb(255, 255, 255)\ndropdown-tab-background: rgba(0,0,0,.1)\ndropdown-tab-background-selected: rgba(255,255,255,1)\ndropzone-background: #9eebcf\nexternal-link-background: inherit\nexternal-link-background-hover: inherit\nexternal-link-background-visited: inherit\nexternal-link-foreground: rgb(179, 179, 255)\nexternal-link-foreground-hover: inherit\nexternal-link-foreground-visited: rgb(153, 153, 255)\nforeground: rgb(179, 179, 179)\nmessage-background: <<colour tag-foreground>>\nmessage-border: #96ccff\nmessage-foreground: <<colour tag-background>>\nmodal-backdrop: rgb(179, 179, 179)\nmodal-background: rgb(38, 38, 38)\nmodal-border: rgba(0,0,0,.5)\nmodal-footer-background: #f4f4f4\nmodal-footer-border: rgba(0,0,0,.1)\nmodal-header-border: rgba(0,0,0,.2)\nmuted-foreground: rgb(255, 255, 255)\nnotification-background: <<colour tag-foreground>>\nnotification-border: <<colour tag-background>>\npage-background: rgb(26, 26, 26)\npre-background: rgb(25, 25, 25)\npre-border: rgba(0,0,0,.2)\nprimary: rgb(255, 201, 102)\nselect-tag-background: \nselect-tag-foreground: \nsidebar-button-foreground: rgb(179, 179, 179)\nsidebar-controls-foreground: rgb(153, 153, 153)\nsidebar-controls-foreground-hover: <<colour tiddler-controls-foreground-hover>>\nsidebar-foreground: rgb(141, 141, 141)\nsidebar-foreground-shadow: transparent\nsidebar-muted-foreground: rgba(0, 0, 0, 0.5)\nsidebar-muted-foreground-hover: rgb(141, 141, 141)\nsidebar-tab-background: rgba(141, 141, 141, 0.2)\nsidebar-tab-background-selected: rgb(26, 26, 26)\nsidebar-tab-border: rgb(127, 127, 127)\nsidebar-tab-border-selected: rgb(127, 127, 127)\nsidebar-tab-divider: rgb(127, 127, 127)\nsidebar-tab-foreground: rgb(179, 179, 179)\nsidebar-tab-foreground-selected: rgb(179, 179, 179)\nsidebar-tiddler-link-foreground: rgb(179, 179, 179)\nsidebar-tiddler-link-foreground-hover: rgb(115, 115, 115)\nsite-title-foreground: rgb(255, 201, 102)\nstatic-alert-foreground: rgba(0,0,0,.3)\ntab-background: rgba(0,0,0,0.125)\ntab-background-selected: rgb(38, 38, 38)\ntab-border: rgb(255, 201, 102)\ntab-border-selected: rgb(255, 201, 102)\ntab-divider: rgb(255, 201, 102)\ntab-foreground: rgb(179, 179, 179)\ntab-foreground-selected: rgb(179, 179, 179)\ntable-border: rgba(255,255,255,.3)\ntable-footer-background: rgba(0,0,0,.4)\ntable-header-background: rgba(0,0,0,.1)\ntag-background: rgb(255, 201, 102)\ntag-foreground: rgb(25, 25, 25)\ntiddler-background: rgb(38, 38, 38)\ntiddler-border: rgba(240, 196, 117, 0.7)\ntiddler-controls-foreground: rgb(128, 128, 128)\ntiddler-controls-foreground-hover: rgba(255, 255, 255, 0.8)\ntiddler-controls-foreground-selected: rgba(255, 255, 255, 0.9)\ntiddler-editor-background: rgb(33, 33, 33)\ntiddler-editor-border: rgb(63, 63, 63)\ntiddler-editor-border-image: rgb(25, 25, 25)\ntiddler-editor-fields-even: rgb(33, 33, 33)\ntiddler-editor-fields-odd: rgb(28, 28, 28)\ntiddler-info-background: rgb(43, 43, 43)\ntiddler-info-border: rgb(25, 25, 25)\ntiddler-info-tab-background: rgb(43, 43, 43)\ntiddler-link-background: rgb(38, 38, 38)\ntiddler-link-foreground: rgb(204, 204, 255)\ntiddler-subtitle-foreground: rgb(255, 255, 255)\ntiddler-title-foreground: rgb(255, 192, 76)\ntoolbar-cancel-button: \ntoolbar-close-button: \ntoolbar-delete-button: \ntoolbar-done-button: \ntoolbar-edit-button: \ntoolbar-info-button: \ntoolbar-new-button: \ntoolbar-options-button: \ntoolbar-save-button: \nuntagged-background: rgb(255, 255, 255)\nvery-muted-foreground: rgba(240, 196, 117, 0.7)\n"
},
"$:/palettes/Vanilla": {
"title": "$:/palettes/Vanilla",
"name": "Vanilla",
"description": "Pale and unobtrusive",
"tags": "$:/tags/Palette",
"type": "application/x-tiddler-dictionary",
"text": "alert-background: #ffe476\nalert-border: #b99e2f\nalert-highlight: #881122\nalert-muted-foreground: #b99e2f\nbackground: #ffffff\nblockquote-bar: <<colour muted-foreground>>\nbutton-background:\nbutton-foreground:\nbutton-border:\ncode-background: #f7f7f9\ncode-border: #e1e1e8\ncode-foreground: #dd1144\ndiff-delete-background: #ffc9c9\ndiff-delete-foreground: <<colour foreground>>\ndiff-equal-background: \ndiff-equal-foreground: <<colour foreground>>\ndiff-insert-background: #aaefad\ndiff-insert-foreground: <<colour foreground>>\ndiff-invisible-background: \ndiff-invisible-foreground: <<colour muted-foreground>>\ndirty-indicator: #ff0000\ndownload-background: #34c734\ndownload-foreground: <<colour background>>\ndragger-background: <<colour foreground>>\ndragger-foreground: <<colour background>>\ndropdown-background: <<colour background>>\ndropdown-border: <<colour muted-foreground>>\ndropdown-tab-background-selected: #fff\ndropdown-tab-background: #ececec\ndropzone-background: rgba(0,200,0,0.7)\nexternal-link-background-hover: inherit\nexternal-link-background-visited: inherit\nexternal-link-background: inherit\nexternal-link-foreground-hover: inherit\nexternal-link-foreground-visited: #0000aa\nexternal-link-foreground: #0000ee\nforeground: #333333\nmessage-background: #ecf2ff\nmessage-border: #cfd6e6\nmessage-foreground: #547599\nmodal-backdrop: <<colour foreground>>\nmodal-background: <<colour background>>\nmodal-border: #999999\nmodal-footer-background: #f5f5f5\nmodal-footer-border: #dddddd\nmodal-header-border: #eeeeee\nmuted-foreground: #bbb\nnotification-background: #ffffdd\nnotification-border: #999999\npage-background: #f4f4f4\npre-background: #f5f5f5\npre-border: #cccccc\nprimary: #5778d8\nselect-tag-background:\nselect-tag-foreground:\nsidebar-button-foreground: <<colour foreground>>\nsidebar-controls-foreground-hover: #000000\nsidebar-controls-foreground: #aaaaaa\nsidebar-foreground-shadow: rgba(255,255,255, 0.8)\nsidebar-foreground: #acacac\nsidebar-muted-foreground-hover: #444444\nsidebar-muted-foreground: #c0c0c0\nsidebar-tab-background-selected: #f4f4f4\nsidebar-tab-background: #e0e0e0\nsidebar-tab-border-selected: <<colour tab-border-selected>>\nsidebar-tab-border: <<colour tab-border>>\nsidebar-tab-divider: #e4e4e4\nsidebar-tab-foreground-selected:\nsidebar-tab-foreground: <<colour tab-foreground>>\nsidebar-tiddler-link-foreground-hover: #444444\nsidebar-tiddler-link-foreground: #999999\nsite-title-foreground: <<colour tiddler-title-foreground>>\nstatic-alert-foreground: #aaaaaa\ntab-background-selected: #ffffff\ntab-background: #d8d8d8\ntab-border-selected: #d8d8d8\ntab-border: #cccccc\ntab-divider: #d8d8d8\ntab-foreground-selected: <<colour tab-foreground>>\ntab-foreground: #666666\ntable-border: #dddddd\ntable-footer-background: #a8a8a8\ntable-header-background: #f0f0f0\ntag-background: #ec6\ntag-foreground: #ffffff\ntiddler-background: <<colour background>>\ntiddler-border: <<colour background>>\ntiddler-controls-foreground-hover: #888888\ntiddler-controls-foreground-selected: #444444\ntiddler-controls-foreground: #cccccc\ntiddler-editor-background: #f8f8f8\ntiddler-editor-border-image: #ffffff\ntiddler-editor-border: #cccccc\ntiddler-editor-fields-even: #e0e8e0\ntiddler-editor-fields-odd: #f0f4f0\ntiddler-info-background: #f8f8f8\ntiddler-info-border: #dddddd\ntiddler-info-tab-background: #f8f8f8\ntiddler-link-background: <<colour background>>\ntiddler-link-foreground: <<colour primary>>\ntiddler-subtitle-foreground: #c0c0c0\ntiddler-title-foreground: #182955\ntoolbar-new-button:\ntoolbar-options-button:\ntoolbar-save-button:\ntoolbar-info-button:\ntoolbar-edit-button:\ntoolbar-close-button:\ntoolbar-delete-button:\ntoolbar-cancel-button:\ntoolbar-done-button:\nuntagged-background: #999999\nvery-muted-foreground: #888888\nwikilist-background: #e5e5e5\nwikilist-item: #fff\nwikilist-info: #000\nwikilist-title: #666\nwikilist-title-svg: <<colour wikilist-title>>\nwikilist-url: #aaa\nwikilist-button-open: #4fb82b\nwikilist-button-open-hover: green\nwikilist-button-reveal: #5778d8\nwikilist-button-reveal-hover: blue\nwikilist-button-remove: #d85778\nwikilist-button-remove-hover: red\nwikilist-toolbar-background: #d3d3d3\nwikilist-toolbar-foreground: #888\nwikilist-droplink-dragover: rgba(255,192,192,0.5)\nwikilist-button-background: #acacac\nwikilist-button-foreground: #000\n"
},
"$:/core/readme": {
"title": "$:/core/readme",
"text": "This plugin contains TiddlyWiki's core components, comprising:\n\n* JavaScript code modules\n* Icons\n* Templates needed to create TiddlyWiki's user interface\n* British English (''en-GB'') translations of the localisable strings used by the core\n"
},
"$:/library/sjcl.js/license": {
"title": "$:/library/sjcl.js/license",
"type": "text/plain",
"text": "SJCL is open. You can use, modify and redistribute it under a BSD\nlicense or under the GNU GPL, version 2.0.\n\n---------------------------------------------------------------------\n\nhttp://opensource.org/licenses/BSD-2-Clause\n\nCopyright (c) 2009-2015, Emily Stark, Mike Hamburg and Dan Boneh at\nStanford University. All rights reserved.\n\nRedistribution and use in source and binary forms, with or without\nmodification, are permitted provided that the following conditions are\nmet:\n\n1. Redistributions of source code must retain the above copyright\nnotice, this list of conditions and the following disclaimer.\n\n2. Redistributions in binary form must reproduce the above copyright\nnotice, this list of conditions and the following disclaimer in the\ndocumentation and/or other materials provided with the distribution.\n\nTHIS SOFTWARE IS PROVIDED BY THE COPYRIGHT HOLDERS AND CONTRIBUTORS \"AS\nIS\" AND ANY EXPRESS OR IMPLIED WARRANTIES, INCLUDING, BUT NOT LIMITED\nTO, THE IMPLIED WARRANTIES OF MERCHANTABILITY AND FITNESS FOR A\nPARTICULAR PURPOSE ARE DISCLAIMED. IN NO EVENT SHALL THE COPYRIGHT\nHOLDER OR CONTRIBUTORS BE LIABLE FOR ANY DIRECT, INDIRECT, INCIDENTAL,\nSPECIAL, EXEMPLARY, OR CONSEQUENTIAL DAMAGES (INCLUDING, BUT NOT LIMITED\nTO, PROCUREMENT OF SUBSTITUTE GOODS OR SERVICES; LOSS OF USE, DATA, OR\nPROFITS; OR BUSINESS INTERRUPTION) HOWEVER CAUSED AND ON ANY THEORY OF\nLIABILITY, WHETHER IN CONTRACT, STRICT LIABILITY, OR TORT (INCLUDING\nNEGLIGENCE OR OTHERWISE) ARISING IN ANY WAY OUT OF THE USE OF THIS\nSOFTWARE, EVEN IF ADVISED OF THE POSSIBILITY OF SUCH DAMAGE.\n\n---------------------------------------------------------------------\n\nhttp://opensource.org/licenses/GPL-2.0\n\nThe Stanford Javascript Crypto Library (hosted here on GitHub) is a\nproject by the Stanford Computer Security Lab to build a secure,\npowerful, fast, small, easy-to-use, cross-browser library for\ncryptography in Javascript.\n\nCopyright (c) 2009-2015, Emily Stark, Mike Hamburg and Dan Boneh at\nStanford University.\n\nThis program is free software; you can redistribute it and/or modify it\nunder the terms of the GNU General Public License as published by the\nFree Software Foundation; either version 2 of the License, or (at your\noption) any later version.\n\nThis program is distributed in the hope that it will be useful, but\nWITHOUT ANY WARRANTY; without even the implied warranty of\nMERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the GNU General\nPublic License for more details.\n\nYou should have received a copy of the GNU General Public License along\nwith this program; if not, write to the Free Software Foundation, Inc.,\n59 Temple Place, Suite 330, Boston, MA 02111-1307 USA"
},
"$:/core/templates/MOTW.html": {
"title": "$:/core/templates/MOTW.html",
"text": "\\rules only filteredtranscludeinline transcludeinline entity\n<!-- The following comment is called a MOTW comment and is necessary for the TiddlyIE Internet Explorer extension -->\n<!-- saved from url=(0021)https://tiddlywiki.com --> "
},
"$:/core/templates/alltiddlers.template.html": {
"title": "$:/core/templates/alltiddlers.template.html",
"type": "text/vnd.tiddlywiki-html",
"text": "<!-- This template is provided for backwards compatibility with older versions of TiddlyWiki -->\n\n<$set name=\"exportFilter\" value=\"[!is[system]sort[title]]\">\n\n{{$:/core/templates/exporters/StaticRiver}}\n\n</$set>\n"
},
"$:/core/templates/canonical-uri-external-image": {
"title": "$:/core/templates/canonical-uri-external-image",
"text": "<!--\n\nThis template is used to assign the ''_canonical_uri'' field to external images.\n\nChange the `./images/` part to a different base URI. The URI can be relative or absolute.\n\n-->\n./images/<$view field=\"title\" format=\"doubleurlencoded\"/>"
},
"$:/core/templates/canonical-uri-external-raw": {
"title": "$:/core/templates/canonical-uri-external-raw",
"text": "<!--\n\nThis template is used to assign the ''_canonical_uri'' field to external raw files that are stored in the same directory\n\n-->\n<$view field=\"title\" format=\"doubleurlencoded\"/>"
},
"$:/core/templates/canonical-uri-external-text": {
"title": "$:/core/templates/canonical-uri-external-text",
"text": "<!--\n\nThis template is used to assign the ''_canonical_uri'' field to external text files.\n\nChange the `./text/` part to a different base URI. The URI can be relative or absolute.\n\n-->\n./text/<$view field=\"title\" format=\"doubleurlencoded\"/>.tid"
},
"$:/core/templates/css-tiddler": {
"title": "$:/core/templates/css-tiddler",
"text": "<!--\n\nThis template is used for saving CSS tiddlers as a style tag with data attributes representing the tiddler fields.\n\n-->`<style`<$fields template=' data-tiddler-$name$=\"$encoded_value$\"'></$fields>` type=\"text/css\">`<$view field=\"text\" format=\"text\" />`</style>`"
},
"$:/core/templates/exporters/CsvFile": {
"title": "$:/core/templates/exporters/CsvFile",
"tags": "$:/tags/Exporter",
"description": "{{$:/language/Exporters/CsvFile}}",
"extension": ".csv",
"text": "\\define renderContent()\n<$text text=<<csvtiddlers filter:\"\"\"$(exportFilter)$\"\"\" format:\"quoted-comma-sep\">>/>\n\\end\n<<renderContent>>\n"
},
"$:/core/templates/exporters/JsonFile": {
"title": "$:/core/templates/exporters/JsonFile",
"tags": "$:/tags/Exporter",
"description": "{{$:/language/Exporters/JsonFile}}",
"extension": ".json",
"text": "\\define renderContent()\n<$text text=<<jsontiddlers filter:\"\"\"$(exportFilter)$\"\"\">>/>\n\\end\n<<renderContent>>\n"
},
"$:/core/templates/exporters/StaticRiver": {
"title": "$:/core/templates/exporters/StaticRiver",
"tags": "$:/tags/Exporter",
"description": "{{$:/language/Exporters/StaticRiver}}",
"extension": ".html",
"text": "\\define tv-wikilink-template() #$uri_encoded$\n\\define tv-config-toolbar-icons() no\n\\define tv-config-toolbar-text() no\n\\define tv-config-toolbar-class() tc-btn-invisible\n\\rules only filteredtranscludeinline transcludeinline\n<!doctype html>\n<html>\n<head>\n<meta http-equiv=\"Content-Type\" content=\"text/html;charset=utf-8\" />\n<meta name=\"generator\" content=\"TiddlyWiki\" />\n<meta name=\"tiddlywiki-version\" content=\"{{$:/core/templates/version}}\" />\n<meta name=\"format-detection\" content=\"telephone=no\">\n<link id=\"faviconLink\" rel=\"shortcut icon\" href=\"favicon.ico\">\n<title>{{$:/core/wiki/title}}</title>\n<div id=\"styleArea\">\n{{$:/boot/boot.css||$:/core/templates/css-tiddler}}\n</div>\n<style type=\"text/css\">\n{{$:/core/ui/PageStylesheet||$:/core/templates/wikified-tiddler}}\n</style>\n</head>\n<body class=\"tc-body\">\n{{$:/StaticBanner||$:/core/templates/html-tiddler}}\n<section class=\"tc-story-river\">\n{{$:/core/templates/exporters/StaticRiver/Content||$:/core/templates/html-tiddler}}\n</section>\n</body>\n</html>\n"
},
"$:/core/templates/exporters/StaticRiver/Content": {
"title": "$:/core/templates/exporters/StaticRiver/Content",
"text": "\\define renderContent()\n{{{ $(exportFilter)$ ||$:/core/templates/static-tiddler}}}\n\\end\n\\import [[$:/core/ui/PageMacros]] [all[shadows+tiddlers]tag[$:/tags/Macro]!has[draft.of]]\n<<renderContent>>\n"
},
"$:/core/templates/exporters/TidFile": {
"title": "$:/core/templates/exporters/TidFile",
"tags": "$:/tags/Exporter",
"description": "{{$:/language/Exporters/TidFile}}",
"extension": ".tid",
"text": "\\define renderContent()\n{{{ $(exportFilter)$ +[limit[1]] ||$:/core/templates/tid-tiddler}}}\n\\end\n\\import [[$:/core/ui/PageMacros]] [all[shadows+tiddlers]tag[$:/tags/Macro]!has[draft.of]]\n<<renderContent>>"
},
"$:/core/save/all-external-js": {
"title": "$:/core/save/all-external-js",
"text": "\\import [[$:/core/ui/PageMacros]] [all[shadows+tiddlers]tag[$:/tags/Macro]!has[draft.of]]\n\\define saveTiddlerFilter()\n[is[tiddler]] -[prefix[$:/state/popup/]] -[[$:/HistoryList]] -[[$:/core]] -[[$:/boot/boot.css]] -[type[application/javascript]library[yes]] -[[$:/boot/boot.js]] -[[$:/boot/bootprefix.js]] +[sort[title]] $(publishFilter)$\n\\end\n{{$:/core/templates/tiddlywiki5-external-js.html}}\n"
},
"$:/core/templates/tiddlywiki5.js": {
"title": "$:/core/templates/tiddlywiki5.js",
"text": "\\rules only filteredtranscludeinline transcludeinline codeinline\n\n/*\n{{ $:/core/copyright.txt ||$:/core/templates/plain-text-tiddler}}\n`*/\n`<!--~~ Library modules ~~-->\n{{{ [is[system]type[application/javascript]library[yes]] ||$:/core/templates/plain-text-tiddler}}}\n<!--~~ Boot prefix ~~-->\n{{ $:/boot/bootprefix.js ||$:/core/templates/plain-text-tiddler}}\n<!--~~ Core plugin ~~-->\n{{$:/core/templates/tiddlywiki5.js/tiddlers}}\n<!--~~ Boot kernel ~~-->\n{{ $:/boot/boot.js ||$:/core/templates/plain-text-tiddler}}\n"
},
"$:/core/templates/tiddlywiki5.js/tiddlers": {
"title": "$:/core/templates/tiddlywiki5.js/tiddlers",
"text": "`\n$tw.preloadTiddlerArray(`<$text text=<<jsontiddlers \"[[$:/core]]\">>/>`);\n$tw.preloadTiddlerArray([{\n\ttitle: \"$:/config/SaveWikiButton/Template\",\n\ttext: \"$:/core/save/all-external-js\"\n}]);\n`\n"
},
"$:/core/templates/tiddlywiki5-external-js.html": {
"title": "$:/core/templates/tiddlywiki5-external-js.html",
"text": "\\rules only filteredtranscludeinline transcludeinline\n<!doctype html>\n{{$:/core/templates/MOTW.html}}<html lang=\"`<$text text={{{ [{$:/language}get[name]] }}}/>`\">\n<head>\n<meta http-equiv=\"Content-Type\" content=\"text/html;charset=utf-8\" />\n<!--~~ Raw markup for the top of the head section ~~-->\n{{{ [all[shadows+tiddlers]tag[$:/tags/RawMarkupWikified/TopHead]] ||$:/core/templates/raw-static-tiddler}}}\n<meta http-equiv=\"X-UA-Compatible\" content=\"IE=Edge\"/>\n<meta name=\"application-name\" content=\"TiddlyWiki\" />\n<meta name=\"generator\" content=\"TiddlyWiki\" />\n<meta name=\"tiddlywiki-version\" content=\"{{$:/core/templates/version}}\" />\n<meta name=\"viewport\" content=\"width=device-width, initial-scale=1.0\" />\n<meta name=\"apple-mobile-web-app-capable\" content=\"yes\" />\n<meta name=\"apple-mobile-web-app-status-bar-style\" content=\"black-translucent\" />\n<meta name=\"mobile-web-app-capable\" content=\"yes\"/>\n<meta name=\"format-detection\" content=\"telephone=no\" />\n<meta name=\"copyright\" content=\"{{$:/core/copyright.txt}}\" />\n<link id=\"faviconLink\" rel=\"shortcut icon\" href=\"favicon.ico\">\n<title>{{$:/core/wiki/title}}</title>\n<!--~~ This is a Tiddlywiki file. The points of interest in the file are marked with this pattern ~~-->\n\n<!--~~ Raw markup ~~-->\n{{{ [all[shadows+tiddlers]tag[$:/core/wiki/rawmarkup]] [all[shadows+tiddlers]tag[$:/tags/RawMarkup]] ||$:/core/templates/plain-text-tiddler}}}\n{{{ [all[shadows+tiddlers]tag[$:/tags/RawMarkupWikified]] ||$:/core/templates/raw-static-tiddler}}}\n</head>\n<body class=\"tc-body\">\n<!--~~ Raw markup for the top of the body section ~~-->\n{{{ [all[shadows+tiddlers]tag[$:/tags/RawMarkupWikified/TopBody]] ||$:/core/templates/raw-static-tiddler}}}\n<!--~~ Static styles ~~-->\n<div id=\"styleArea\">\n{{$:/boot/boot.css||$:/core/templates/css-tiddler}}\n</div>\n<!--~~ Static content for Google and browsers without JavaScript ~~-->\n<noscript>\n<div id=\"splashArea\">\n{{$:/core/templates/static.area}}\n</div>\n</noscript>\n<!--~~ Ordinary tiddlers ~~-->\n{{$:/core/templates/store.area.template.html}}\n<!--~~ Raw markup for the bottom of the body section ~~-->\n{{{ [all[shadows+tiddlers]tag[$:/tags/RawMarkupWikified/BottomBody]] ||$:/core/templates/raw-static-tiddler}}}\n</body>\n<script src=\"%24%3A%2Fcore%2Ftemplates%2Ftiddlywiki5.js\" onerror=\"alert('Error: Cannot load tiddlywiki.js');\"></script>\n</html>\n"
},
"$:/core/templates/html-div-skinny-tiddler": {
"title": "$:/core/templates/html-div-skinny-tiddler",
"text": "<!--\n\nThis template is a variant of $:/core/templates/html-div-tiddler used for saving skinny tiddlers (with no text field)\n\n-->`<div`<$fields template=' $name$=\"$encoded_value$\"'></$fields>`>\n<pre></pre>\n</div>`\n"
},
"$:/core/templates/html-div-tiddler": {
"title": "$:/core/templates/html-div-tiddler",
"text": "<!--\n\nThis template is used for saving tiddlers as an HTML DIV tag with attributes representing the tiddler fields.\n\n-->`<div`<$fields template=' $name$=\"$encoded_value$\"'></$fields>`>\n<pre>`<$view field=\"text\" format=\"htmlencoded\" />`</pre>\n</div>`\n"
},
"$:/core/templates/html-tiddler": {
"title": "$:/core/templates/html-tiddler",
"text": "<!--\n\nThis template is used for saving tiddlers as raw HTML\n\n--><$view field=\"text\" format=\"htmlwikified\" />"
},
"$:/core/templates/javascript-tiddler": {
"title": "$:/core/templates/javascript-tiddler",
"text": "<!--\n\nThis template is used for saving JavaScript tiddlers as a script tag with data attributes representing the tiddler fields.\n\n-->`<script`<$fields template=' data-tiddler-$name$=\"$encoded_value$\"'></$fields>` type=\"text/javascript\">`<$view field=\"text\" format=\"text\" />`</script>`"
},
"$:/core/templates/json-tiddler": {
"title": "$:/core/templates/json-tiddler",
"text": "<!--\n\nThis template is used for saving tiddlers as raw JSON\n\n--><$text text=<<jsontiddler>>/>"
},
"$:/core/templates/module-tiddler": {
"title": "$:/core/templates/module-tiddler",
"text": "<!--\n\nThis template is used for saving JavaScript tiddlers as a script tag with data attributes representing the tiddler fields. The body of the tiddler is wrapped in a call to the `$tw.modules.define` function in order to define the body of the tiddler as a module\n\n-->`<script`<$fields template=' data-tiddler-$name$=\"$encoded_value$\"'></$fields>` type=\"text/javascript\" data-module=\"yes\">$tw.modules.define(\"`<$view field=\"title\" format=\"jsencoded\" />`\",\"`<$view field=\"module-type\" format=\"jsencoded\" />`\",function(module,exports,require) {`<$view field=\"text\" format=\"text\" />`});\n</script>`"
},
"$:/core/templates/plain-text-tiddler": {
"title": "$:/core/templates/plain-text-tiddler",
"text": "<$view field=\"text\" format=\"text\" />"
},
"$:/core/templates/raw-static-tiddler": {
"title": "$:/core/templates/raw-static-tiddler",
"text": "<!--\n\nThis template is used for saving tiddlers as static HTML\n\n--><$view field=\"text\" format=\"plainwikified\" />"
},
"$:/core/save/all": {
"title": "$:/core/save/all",
"text": "\\import [[$:/core/ui/PageMacros]] [all[shadows+tiddlers]tag[$:/tags/Macro]!has[draft.of]]\n\\define saveTiddlerFilter()\n[is[tiddler]] -[prefix[$:/state/popup/]] -[[$:/HistoryList]] -[[$:/boot/boot.css]] -[type[application/javascript]library[yes]] -[[$:/boot/boot.js]] -[[$:/boot/bootprefix.js]] +[sort[title]] $(publishFilter)$\n\\end\n{{$:/core/templates/tiddlywiki5.html}}\n"
},
"$:/core/save/empty": {
"title": "$:/core/save/empty",
"text": "\\define saveTiddlerFilter()\n[is[system]] -[prefix[$:/state/popup/]] -[[$:/boot/boot.css]] -[type[application/javascript]library[yes]] -[[$:/boot/boot.js]] -[[$:/boot/bootprefix.js]] +[sort[title]]\n\\end\n{{$:/core/templates/tiddlywiki5.html}}\n"
},
"$:/core/save/lazy-all": {
"title": "$:/core/save/lazy-all",
"text": "\\define saveTiddlerFilter()\n[is[system]] -[prefix[$:/state/popup/]] -[[$:/HistoryList]] -[[$:/boot/boot.css]] -[type[application/javascript]library[yes]] -[[$:/boot/boot.js]] -[[$:/boot/bootprefix.js]] +[sort[title]] \n\\end\n\\define skinnySaveTiddlerFilter()\n[!is[system]]\n\\end\n{{$:/core/templates/tiddlywiki5.html}}\n"
},
"$:/core/save/lazy-images": {
"title": "$:/core/save/lazy-images",
"text": "\\define saveTiddlerFilter()\n[is[tiddler]] -[prefix[$:/state/popup/]] -[[$:/HistoryList]] -[[$:/boot/boot.css]] -[type[application/javascript]library[yes]] -[[$:/boot/boot.js]] -[[$:/boot/bootprefix.js]] -[!is[system]is[image]] +[sort[title]] \n\\end\n\\define skinnySaveTiddlerFilter()\n[is[image]]\n\\end\n{{$:/core/templates/tiddlywiki5.html}}\n"
},
"$:/core/templates/server/static.sidebar.wikitext": {
"title": "$:/core/templates/server/static.sidebar.wikitext",
"text": "\\whitespace trim\n<div class=\"tc-sidebar-scrollable\" style=\"overflow: auto;\">\n<div class=\"tc-sidebar-header\">\n<h1 class=\"tc-site-title\">\n<$transclude tiddler=\"$:/SiteTitle\"/>\n</h1>\n<div class=\"tc-site-subtitle\">\n<$transclude tiddler=\"$:/SiteSubtitle\"/>\n</div>\n<h2>\n</h2>\n<div class=\"tc-sidebar-lists\">\n<$list filter={{$:/DefaultTiddlers}}>\n<div class=\"tc-menu-list-subitem\">\n<$link><$text text=<<currentTiddler>>/></$link>\n</div>\n</$list>\n</div>\n<!-- Currently disabled the recent list as it is unweildy when the responsive narrow view kicks in\n<h2>\n{{$:/language/SideBar/Recent/Caption}}\n</h2>\n<div class=\"tc-sidebar-lists\">\n<$macrocall $name=\"timeline\" format={{$:/language/RecentChanges/DateFormat}}/>\n</div>\n</div>\n</div>\n-->\n"
},
"$:/core/templates/server/static.tiddler.html": {
"title": "$:/core/templates/server/static.tiddler.html",
"text": "\\whitespace trim\n\\define tv-wikilink-template() $uri_encoded$\n\\import [[$:/core/ui/PageMacros]] [all[shadows+tiddlers]tag[$:/tags/Macro]!has[draft.of]]\n<html>\n<head>\n<meta http-equiv=\"Content-Type\" content=\"text/html;charset=utf-8\" />\n<meta name=\"generator\" content=\"TiddlyWiki\" />\n<meta name=\"tiddlywiki-version\" content={{$:/core/templates/version}} />\n<meta name=\"viewport\" content=\"width=device-width, initial-scale=1.0\" />\n<meta name=\"apple-mobile-web-app-capable\" content=\"yes\" />\n<meta name=\"apple-mobile-web-app-status-bar-style\" content=\"black-translucent\" />\n<meta name=\"mobile-web-app-capable\" content=\"yes\"/>\n<meta name=\"format-detection\" content=\"telephone=no\">\n<link id=\"faviconLink\" rel=\"shortcut icon\" href=\"favicon.ico\">\n<link rel=\"stylesheet\" href=\"%24%3A%2Fcore%2Ftemplates%2Fstatic.template.css\">\n<title><$view field=\"caption\" format=\"plainwikified\"><$view field=\"title\"/></$view>: <$view tiddler=\"$:/core/wiki/title\" format=\"plainwikified\"/></title>\n</head>\n<body class=\"tc-body\">\n<$transclude tiddler=\"$:/core/templates/server/static.sidebar.wikitext\" mode=\"inline\"/>\n<section class=\"tc-story-river\">\n<div class=\"tc-tiddler-frame\">\n<$transclude tiddler=\"$:/core/templates/server/static.tiddler.wikitext\" mode=\"inline\"/>\n</div>\n</section>\n</body>\n</html>"
},
"$:/core/templates/server/static.tiddler.wikitext": {
"title": "$:/core/templates/server/static.tiddler.wikitext",
"text": "\\whitespace trim\n<div class=\"tc-tiddler-title\">\n<div class=\"tc-titlebar\">\n<h2><$text text=<<currentTiddler>>/></h2>\n</div>\n</div>\n<div class=\"tc-subtitle\">\n<$link to={{!!modifier}}>\n<$view field=\"modifier\"/>\n</$link> <$view field=\"modified\" format=\"date\" template={{$:/language/Tiddler/DateFormat}}/>\n</div>\n<div class=\"tc-tags-wrapper\">\n<$list filter=\"[all[current]tags[]sort[title]]\">\n<a href={{{ [<currentTiddler>encodeuricomponent[]] }}}>\n<$macrocall $name=\"tag-pill\" tag=<<currentTiddler>>/>\n</a>\n</$list>\n</div>\n<div class=\"tc-tiddler-body\">\n<$transclude mode=\"block\"/>\n</div>\n"
},
"$:/core/templates/single.tiddler.window": {
"title": "$:/core/templates/single.tiddler.window",
"text": "\\whitespace trim\n\\define containerClasses()\ntc-page-container tc-page-view-$(storyviewTitle)$ tc-language-$(languageTitle)$\n\\end\n\\import [[$:/core/ui/PageMacros]] [all[shadows+tiddlers]tag[$:/tags/Macro]!has[draft.of]]\n\n<$set name=\"tv-config-toolbar-icons\" value={{$:/config/Toolbar/Icons}}>\n\n<$set name=\"tv-config-toolbar-text\" value={{$:/config/Toolbar/Text}}>\n\n<$set name=\"tv-config-toolbar-class\" value={{$:/config/Toolbar/ButtonClass}}>\n\n<$set name=\"tv-show-missing-links\" value={{$:/config/MissingLinks}}>\n\n<$set name=\"storyviewTitle\" value={{$:/view}}>\n\n<$set name=\"languageTitle\" value={{{ [{$:/language}get[name]] }}}>\n\n<div class=<<containerClasses>>>\n\n<$navigator story=\"$:/StoryList\" history=\"$:/HistoryList\">\n\n<$transclude mode=\"block\"/>\n\n</$navigator>\n\n</div>\n\n</$set>\n\n</$set>\n\n</$set>\n\n</$set>\n\n</$set>\n\n</$set>\n"
},
"$:/core/templates/split-recipe": {
"title": "$:/core/templates/split-recipe",
"text": "<$list filter=\"[!is[system]]\">\ntiddler: <$view field=\"title\" format=\"urlencoded\"/>.tid\n</$list>\n"
},
"$:/core/templates/static-tiddler": {
"title": "$:/core/templates/static-tiddler",
"text": "<a name=<<currentTiddler>>>\n<$transclude tiddler=\"$:/core/ui/ViewTemplate\"/>\n</a>"
},
"$:/core/templates/static.area": {
"title": "$:/core/templates/static.area",
"text": "<$reveal type=\"nomatch\" state=\"$:/isEncrypted\" text=\"yes\">\n{{{ [all[shadows+tiddlers]tag[$:/tags/RawStaticContent]!has[draft.of]] ||$:/core/templates/raw-static-tiddler}}}\n{{$:/core/templates/static.content||$:/core/templates/html-tiddler}}\n</$reveal>\n<$reveal type=\"match\" state=\"$:/isEncrypted\" text=\"yes\">\nThis file contains an encrypted ~TiddlyWiki. Enable ~JavaScript and enter the decryption password when prompted.\n</$reveal>\n<!-- ensure splash screen isn't shown when JS is disabled -->\n`<style>\n.tc-remove-when-wiki-loaded {display: none;}\n</style>`\n"
},
"$:/core/templates/static.content": {
"title": "$:/core/templates/static.content",
"text": "<!-- For Google, and people without JavaScript-->\nThis [[TiddlyWiki|https://tiddlywiki.com]] contains the following tiddlers:\n\n<ul>\n<$list filter=<<saveTiddlerFilter>>>\n<li><$view field=\"title\" format=\"text\"></$view></li>\n</$list>\n</ul>\n"
},
"$:/core/templates/static.template.css": {
"title": "$:/core/templates/static.template.css",
"text": "{{$:/boot/boot.css||$:/core/templates/plain-text-tiddler}}\n\n{{$:/core/ui/PageStylesheet||$:/core/templates/wikified-tiddler}}\n"
},
"$:/core/templates/static.template.html": {
"title": "$:/core/templates/static.template.html",
"type": "text/vnd.tiddlywiki-html",
"text": "\\define tv-wikilink-template() static/$uri_doubleencoded$.html\n\\define tv-config-toolbar-icons() no\n\\define tv-config-toolbar-text() no\n\\define tv-config-toolbar-class() tc-btn-invisible\n\\rules only filteredtranscludeinline transcludeinline\n<!doctype html>\n<html>\n<head>\n<meta http-equiv=\"Content-Type\" content=\"text/html;charset=utf-8\" />\n<meta name=\"generator\" content=\"TiddlyWiki\" />\n<meta name=\"tiddlywiki-version\" content=\"{{$:/core/templates/version}}\" />\n<meta name=\"viewport\" content=\"width=device-width, initial-scale=1.0\" />\n<meta name=\"apple-mobile-web-app-capable\" content=\"yes\" />\n<meta name=\"apple-mobile-web-app-status-bar-style\" content=\"black-translucent\" />\n<meta name=\"mobile-web-app-capable\" content=\"yes\"/>\n<meta name=\"format-detection\" content=\"telephone=no\">\n<link id=\"faviconLink\" rel=\"shortcut icon\" href=\"favicon.ico\">\n<title>{{$:/core/wiki/title}}</title>\n<div id=\"styleArea\">\n{{$:/boot/boot.css||$:/core/templates/css-tiddler}}\n</div>\n<style type=\"text/css\">\n{{$:/core/ui/PageStylesheet||$:/core/templates/wikified-tiddler}}\n</style>\n</head>\n<body class=\"tc-body\">\n{{$:/StaticBanner||$:/core/templates/html-tiddler}}\n{{$:/core/ui/PageTemplate||$:/core/templates/html-tiddler}}\n</body>\n</html>\n"
},
"$:/core/templates/static.tiddler.html": {
"title": "$:/core/templates/static.tiddler.html",
"text": "\\define tv-wikilink-template() $uri_doubleencoded$.html\n\\define tv-config-toolbar-icons() no\n\\define tv-config-toolbar-text() no\n\\define tv-config-toolbar-class() tc-btn-invisible\n\\import [[$:/core/ui/PageMacros]] [all[shadows+tiddlers]tag[$:/tags/Macro]!has[draft.of]]\n`<!doctype html>\n<html>\n<head>\n<meta http-equiv=\"Content-Type\" content=\"text/html;charset=utf-8\" />\n<meta name=\"generator\" content=\"TiddlyWiki\" />\n<meta name=\"tiddlywiki-version\" content=\"`{{$:/core/templates/version}}`\" />\n<meta name=\"viewport\" content=\"width=device-width, initial-scale=1.0\" />\n<meta name=\"apple-mobile-web-app-capable\" content=\"yes\" />\n<meta name=\"apple-mobile-web-app-status-bar-style\" content=\"black-translucent\" />\n<meta name=\"mobile-web-app-capable\" content=\"yes\"/>\n<meta name=\"format-detection\" content=\"telephone=no\">\n<link id=\"faviconLink\" rel=\"shortcut icon\" href=\"favicon.ico\">\n<link rel=\"stylesheet\" href=\"static.css\">\n<title>`<$view field=\"caption\"><$view field=\"title\"/></$view>: {{$:/core/wiki/title}}`</title>\n</head>\n<body class=\"tc-body\">\n`{{$:/StaticBanner||$:/core/templates/html-tiddler}}`\n<section class=\"tc-story-river\">\n`<$view tiddler=\"$:/core/ui/ViewTemplate\" format=\"htmlwikified\"/>`\n</section>\n</body>\n</html>\n`"
},
"$:/core/templates/store.area.template.html": {
"title": "$:/core/templates/store.area.template.html",
"text": "<$reveal type=\"nomatch\" state=\"$:/isEncrypted\" text=\"yes\">\n`<div id=\"storeArea\" style=\"display:none;\">`\n<$list filter=<<saveTiddlerFilter>> template=\"$:/core/templates/html-div-tiddler\"/>\n<$list filter={{{ [<skinnySaveTiddlerFilter>] }}} template=\"$:/core/templates/html-div-skinny-tiddler\"/>\n`</div>`\n</$reveal>\n<$reveal type=\"match\" state=\"$:/isEncrypted\" text=\"yes\">\n`<!--~~ Encrypted tiddlers ~~-->`\n`<pre id=\"encryptedStoreArea\" type=\"text/plain\" style=\"display:none;\">`\n<$encrypt filter=<<saveTiddlerFilter>>/>\n`</pre>`\n</$reveal>"
},
"$:/core/templates/tid-tiddler": {
"title": "$:/core/templates/tid-tiddler",
"text": "<!--\n\nThis template is used for saving tiddlers in TiddlyWeb *.tid format\n\n--><$fields exclude='text bag' template='$name$: $value$\n'></$fields>`\n`<$view field=\"text\" format=\"text\" />"
},
"$:/core/templates/tiddler-metadata": {
"title": "$:/core/templates/tiddler-metadata",
"text": "<!--\n\nThis template is used for saving tiddler metadata *.meta files\n\n--><$fields exclude='text bag' template='$name$: $value$\n'></$fields>"
},
"$:/core/templates/tiddlywiki5.html": {
"title": "$:/core/templates/tiddlywiki5.html",
"text": "<$set name=\"saveTiddlerAndShadowsFilter\" filter=\"[subfilter<saveTiddlerFilter>] [subfilter<saveTiddlerFilter>plugintiddlers[]]\">\n`<!doctype html>\n`{{$:/core/templates/MOTW.html}}`<html lang=\"`<$text text={{{ [{$:/language}get[name]] }}}/>`\">\n<head>\n<meta http-equiv=\"Content-Type\" content=\"text/html;charset=utf-8\" />\n<!--~~ Raw markup for the top of the head section ~~-->\n`{{{ [<saveTiddlerAndShadowsFilter>tag[$:/tags/RawMarkupWikified/TopHead]] ||$:/core/templates/raw-static-tiddler}}}`\n<meta http-equiv=\"X-UA-Compatible\" content=\"IE=Edge\"/>\n<meta name=\"application-name\" content=\"TiddlyWiki\" />\n<meta name=\"generator\" content=\"TiddlyWiki\" />\n<meta name=\"tiddlywiki-version\" content=\"`{{$:/core/templates/version}}`\" />\n<meta name=\"viewport\" content=\"width=device-width, initial-scale=1.0\" />\n<meta name=\"apple-mobile-web-app-capable\" content=\"yes\" />\n<meta name=\"apple-mobile-web-app-status-bar-style\" content=\"black-translucent\" />\n<meta name=\"mobile-web-app-capable\" content=\"yes\"/>\n<meta name=\"format-detection\" content=\"telephone=no\" />\n<meta name=\"copyright\" content=\"`{{$:/core/copyright.txt}}`\" />\n<link id=\"faviconLink\" rel=\"shortcut icon\" href=\"favicon.ico\">\n<title>`{{$:/core/wiki/title}}`</title>\n<!--~~ This is a Tiddlywiki file. The points of interest in the file are marked with this pattern ~~-->\n\n<!--~~ Raw markup ~~-->\n`{{{ [enlist<saveTiddlerAndShadowsFilter>tag[$:/core/wiki/rawmarkup]] ||$:/core/templates/plain-text-tiddler}}}\n{{{ [enlist<saveTiddlerAndShadowsFilter>tag[$:/tags/RawMarkup]] ||$:/core/templates/plain-text-tiddler}}}\n{{{ [enlist<saveTiddlerAndShadowsFilter>tag[$:/tags/RawMarkupWikified]] ||$:/core/templates/raw-static-tiddler}}}`\n</head>\n<body class=\"tc-body\">\n<!--~~ Raw markup for the top of the body section ~~-->\n`{{{ [enlist<saveTiddlerAndShadowsFilter>tag[$:/tags/RawMarkupWikified/TopBody]] ||$:/core/templates/raw-static-tiddler}}}`\n<!--~~ Static styles ~~-->\n<div id=\"styleArea\">\n`{{$:/boot/boot.css||$:/core/templates/css-tiddler}}`\n</div>\n<!--~~ Static content for Google and browsers without JavaScript ~~-->\n<noscript>\n<div id=\"splashArea\">\n`{{$:/core/templates/static.area}}`\n</div>\n</noscript>\n<!--~~ Ordinary tiddlers ~~-->\n`{{$:/core/templates/store.area.template.html}}`\n<!--~~ Library modules ~~-->\n<div id=\"libraryModules\" style=\"display:none;\">\n`{{{ [is[system]type[application/javascript]library[yes]] ||$:/core/templates/javascript-tiddler}}}`\n</div>\n<!--~~ Boot kernel prologue ~~-->\n<div id=\"bootKernelPrefix\" style=\"display:none;\">\n`{{ $:/boot/bootprefix.js ||$:/core/templates/javascript-tiddler}}`\n</div>\n<!--~~ Boot kernel ~~-->\n<div id=\"bootKernel\" style=\"display:none;\">\n`{{ $:/boot/boot.js ||$:/core/templates/javascript-tiddler}}`\n</div>\n<!--~~ Raw markup for the bottom of the body section ~~-->\n`{{{ [enlist<saveTiddlerAndShadowsFilter>tag[$:/tags/RawMarkupWikified/BottomBody]] ||$:/core/templates/raw-static-tiddler}}}`\n</body>\n</html>`\n"
},
"$:/core/templates/version": {
"title": "$:/core/templates/version",
"text": "<<version>>"
},
"$:/core/templates/wikified-tiddler": {
"title": "$:/core/templates/wikified-tiddler",
"text": "<$transclude />"
},
"$:/core/ui/AboveStory/tw2-plugin-check": {
"title": "$:/core/ui/AboveStory/tw2-plugin-check",
"tags": "$:/tags/AboveStory",
"text": "\\define lingo-base() $:/language/AboveStory/ClassicPlugin/\n<$list filter=\"[all[system+tiddlers]tag[systemConfig]limit[1]]\">\n\n<div class=\"tc-message-box\">\n\n<<lingo Warning>>\n\n<ul>\n\n<$list filter=\"[all[system+tiddlers]tag[systemConfig]]\">\n\n<li>\n\n<$link><$view field=\"title\"/></$link>\n\n</li>\n\n</$list>\n\n</ul>\n\n</div>\n\n</$list>\n"
},
"$:/core/ui/Actions/new-image": {
"title": "$:/core/ui/Actions/new-image",
"tags": "$:/tags/Actions",
"description": "create a new image tiddler",
"text": "\\define get-type()\nimage/$(imageType)$\n\\end\n<$vars imageType={{$:/config/NewImageType}}>\n<$action-sendmessage $message=\"tm-new-tiddler\" type=<<get-type>> tags={{$:/config/NewTiddler/Tags!!tags}}/>\n</$vars>\n"
},
"$:/core/ui/Actions/new-journal": {
"title": "$:/core/ui/Actions/new-journal",
"tags": "$:/tags/Actions",
"description": "create a new journal tiddler",
"text": "<$vars journalTitleTemplate={{$:/config/NewJournal/Title}} journalTags={{$:/config/NewJournal/Tags!!tags}} journalText={{$:/config/NewJournal/Text}}>\n<$wikify name=\"journalTitle\" text=\"\"\"<$macrocall $name=\"now\" format=<<journalTitleTemplate>>/>\"\"\">\n<$reveal type=\"nomatch\" state=<<journalTitle>> text=\"\">\n<$action-sendmessage $message=\"tm-new-tiddler\" title=<<journalTitle>> tags=<<journalTags>> text={{{ [<journalTitle>get[]] }}}/>\n</$reveal>\n<$reveal type=\"match\" state=<<journalTitle>> text=\"\">\n<$action-sendmessage $message=\"tm-new-tiddler\" title=<<journalTitle>> tags=<<journalTags>> text=<<journalText>>/>\n</$reveal>\n</$wikify>\n</$vars>\n"
},
"$:/core/ui/Actions/new-tiddler": {
"title": "$:/core/ui/Actions/new-tiddler",
"tags": "$:/tags/Actions",
"description": "create a new empty tiddler",
"text": "<$action-sendmessage $message=\"tm-new-tiddler\" tags={{$:/config/NewTiddler/Tags!!tags}}/>\n"
},
"$:/core/ui/AdvancedSearch/Filter": {
"title": "$:/core/ui/AdvancedSearch/Filter",
"tags": "$:/tags/AdvancedSearch",
"caption": "{{$:/language/Search/Filter/Caption}}",
"text": "\\define lingo-base() $:/language/Search/\n<<lingo Filter/Hint>>\n\n<div class=\"tc-search tc-advanced-search\">\n<$edit-text tiddler=\"$:/temp/advancedsearch\" type=\"search\" tag=\"input\" focus={{$:/config/Search/AutoFocus}}/>\n<$list filter=\"[all[shadows+tiddlers]tag[$:/tags/AdvancedSearch/FilterButton]!has[draft.of]]\"><$transclude/></$list>\n</div>\n\n<$reveal state=\"$:/temp/advancedsearch\" type=\"nomatch\" text=\"\">\n<$set name=\"resultCount\" value=\"\"\"<$count filter={{$:/temp/advancedsearch}}/>\"\"\">\n<div class=\"tc-search-results\">\n<<lingo Filter/Matches>>\n<$list filter={{$:/temp/advancedsearch}} template=\"$:/core/ui/ListItemTemplate\"/>\n</div>\n</$set>\n</$reveal>\n"
},
"$:/core/ui/AdvancedSearch/Filter/FilterButtons/clear": {
"title": "$:/core/ui/AdvancedSearch/Filter/FilterButtons/clear",
"tags": "$:/tags/AdvancedSearch/FilterButton",
"text": "<$reveal state=\"$:/temp/advancedsearch\" type=\"nomatch\" text=\"\">\n<$button class=\"tc-btn-invisible\">\n<$action-setfield $tiddler=\"$:/temp/advancedsearch\" $field=\"text\" $value=\"\"/>\n{{$:/core/images/close-button}}\n</$button>\n</$reveal>\n"
},
"$:/core/ui/AdvancedSearch/Filter/FilterButtons/delete": {
"title": "$:/core/ui/AdvancedSearch/Filter/FilterButtons/delete",
"tags": "$:/tags/AdvancedSearch/FilterButton",
"text": "<$reveal state=\"$:/temp/advancedsearch\" type=\"nomatch\" text=\"\">\n<$button popup=<<qualify \"$:/state/filterDeleteDropdown\">> class=\"tc-btn-invisible\">\n{{$:/core/images/delete-button}}\n</$button>\n</$reveal>\n\n<$reveal state=<<qualify \"$:/state/filterDeleteDropdown\">> type=\"popup\" position=\"belowleft\" animate=\"yes\">\n<div class=\"tc-block-dropdown-wrapper\">\n<div class=\"tc-block-dropdown tc-edit-type-dropdown\">\n<div class=\"tc-dropdown-item-plain\">\n<$set name=\"resultCount\" value=\"\"\"<$count filter={{$:/temp/advancedsearch}}/>\"\"\">\nAre you sure you wish to delete <<resultCount>> tiddler(s)?\n</$set>\n</div>\n<div class=\"tc-dropdown-item-plain\">\n<$button class=\"tc-btn\">\n<$action-deletetiddler $filter={{$:/temp/advancedsearch}}/>\nDelete these tiddlers\n</$button>\n</div>\n</div>\n</div>\n</$reveal>\n"
},
"$:/core/ui/AdvancedSearch/Filter/FilterButtons/dropdown": {
"title": "$:/core/ui/AdvancedSearch/Filter/FilterButtons/dropdown",
"tags": "$:/tags/AdvancedSearch/FilterButton",
"text": "<span class=\"tc-popup-keep\">\n<$button popup=<<qualify \"$:/state/filterDropdown\">> class=\"tc-btn-invisible\">\n{{$:/core/images/down-arrow}}\n</$button>\n</span>\n\n<$reveal state=<<qualify \"$:/state/filterDropdown\">> type=\"popup\" position=\"belowleft\" animate=\"yes\">\n<$set name=\"tv-show-missing-links\" value=\"yes\">\n<$linkcatcher to=\"$:/temp/advancedsearch\">\n<div class=\"tc-block-dropdown-wrapper\">\n<div class=\"tc-block-dropdown tc-edit-type-dropdown\">\n<$list filter=\"[all[shadows+tiddlers]tag[$:/tags/Filter]]\"><$link to={{!!filter}}><$transclude field=\"description\"/></$link>\n</$list>\n</div>\n</div>\n</$linkcatcher>\n</$set>\n</$reveal>\n"
},
"$:/core/ui/AdvancedSearch/Filter/FilterButtons/export": {
"title": "$:/core/ui/AdvancedSearch/Filter/FilterButtons/export",
"tags": "$:/tags/AdvancedSearch/FilterButton",
"text": "<$reveal state=\"$:/temp/advancedsearch\" type=\"nomatch\" text=\"\">\n<$macrocall $name=\"exportButton\" exportFilter={{$:/temp/advancedsearch}} lingoBase=\"$:/language/Buttons/ExportTiddlers/\"/>\n</$reveal>\n"
},
"$:/core/ui/AdvancedSearch/Shadows": {
"title": "$:/core/ui/AdvancedSearch/Shadows",
"tags": "$:/tags/AdvancedSearch",
"caption": "{{$:/language/Search/Shadows/Caption}}",
"text": "\\define lingo-base() $:/language/Search/\n<$linkcatcher to=\"$:/temp/advancedsearch\">\n\n<<lingo Shadows/Hint>>\n\n<div class=\"tc-search\">\n<$edit-text tiddler=\"$:/temp/advancedsearch\" type=\"search\" tag=\"input\" focus={{$:/config/Search/AutoFocus}}/>\n<$reveal state=\"$:/temp/advancedsearch\" type=\"nomatch\" text=\"\">\n<$button class=\"tc-btn-invisible\">\n<$action-setfield $tiddler=\"$:/temp/advancedsearch\" $field=\"text\" $value=\"\"/>\n{{$:/core/images/close-button}}\n</$button>\n</$reveal>\n</div>\n\n</$linkcatcher>\n\n<$reveal state=\"$:/temp/advancedsearch\" type=\"nomatch\" text=\"\">\n\n<$list filter=\"[{$:/temp/advancedsearch}minlength{$:/config/Search/MinLength}limit[1]]\" emptyMessage=\"\"\"<div class=\"tc-search-results\">{{$:/language/Search/Search/TooShort}}</div>\"\"\" variable=\"listItem\">\n\n<$set name=\"resultCount\" value=\"\"\"<$count filter=\"[all[shadows]search{$:/temp/advancedsearch}] -[[$:/temp/advancedsearch]]\"/>\"\"\">\n\n<div class=\"tc-search-results\">\n\n<<lingo Shadows/Matches>>\n\n<$list filter=\"[all[shadows]search{$:/temp/advancedsearch}sort[title]limit[250]] -[[$:/temp/advancedsearch]]\" template=\"$:/core/ui/ListItemTemplate\"/>\n\n</div>\n\n</$set>\n\n</$list>\n\n</$reveal>\n\n<$reveal state=\"$:/temp/advancedsearch\" type=\"match\" text=\"\">\n\n</$reveal>\n"
},
"$:/core/ui/AdvancedSearch/Standard": {
"title": "$:/core/ui/AdvancedSearch/Standard",
"tags": "$:/tags/AdvancedSearch",
"caption": "{{$:/language/Search/Standard/Caption}}",
"text": "\\define lingo-base() $:/language/Search/\n<$linkcatcher to=\"$:/temp/advancedsearch\">\n\n<<lingo Standard/Hint>>\n\n<div class=\"tc-search\">\n<$edit-text tiddler=\"$:/temp/advancedsearch\" type=\"search\" tag=\"input\" focus={{$:/config/Search/AutoFocus}}/>\n<$reveal state=\"$:/temp/advancedsearch\" type=\"nomatch\" text=\"\">\n<$button class=\"tc-btn-invisible\">\n<$action-setfield $tiddler=\"$:/temp/advancedsearch\" $field=\"text\" $value=\"\"/>\n{{$:/core/images/close-button}}\n</$button>\n</$reveal>\n</div>\n\n</$linkcatcher>\n\n<$reveal state=\"$:/temp/advancedsearch\" type=\"nomatch\" text=\"\">\n<$list filter=\"[{$:/temp/advancedsearch}minlength{$:/config/Search/MinLength}limit[1]]\" emptyMessage=\"\"\"<div class=\"tc-search-results\">{{$:/language/Search/Search/TooShort}}</div>\"\"\" variable=\"listItem\">\n<$set name=\"searchTiddler\" value=\"$:/temp/advancedsearch\">\n<$list filter=\"[all[shadows+tiddlers]tag[$:/tags/SearchResults]!has[draft.of]butfirst[]limit[1]]\" emptyMessage=\"\"\"\n<$list filter=\"[all[shadows+tiddlers]tag[$:/tags/SearchResults]!has[draft.of]]\">\n<$transclude/>\n</$list>\n\"\"\">\n<$macrocall $name=\"tabs\" tabsList=\"[all[shadows+tiddlers]tag[$:/tags/SearchResults]!has[draft.of]]\" default={{$:/config/SearchResults/Default}}/>\n</$list>\n</$set>\n</$list>\n</$reveal>\n"
},
"$:/core/ui/AdvancedSearch/System": {
"title": "$:/core/ui/AdvancedSearch/System",
"tags": "$:/tags/AdvancedSearch",
"caption": "{{$:/language/Search/System/Caption}}",
"text": "\\define lingo-base() $:/language/Search/\n<$linkcatcher to=\"$:/temp/advancedsearch\">\n\n<<lingo System/Hint>>\n\n<div class=\"tc-search\">\n<$edit-text tiddler=\"$:/temp/advancedsearch\" type=\"search\" tag=\"input\" focus={{$:/config/Search/AutoFocus}}/>\n<$reveal state=\"$:/temp/advancedsearch\" type=\"nomatch\" text=\"\">\n<$button class=\"tc-btn-invisible\">\n<$action-setfield $tiddler=\"$:/temp/advancedsearch\" $field=\"text\" $value=\"\"/>\n{{$:/core/images/close-button}}\n</$button>\n</$reveal>\n</div>\n\n</$linkcatcher>\n\n<$reveal state=\"$:/temp/advancedsearch\" type=\"nomatch\" text=\"\">\n\n<$list filter=\"[{$:/temp/advancedsearch}minlength{$:/config/Search/MinLength}limit[1]]\" emptyMessage=\"\"\"<div class=\"tc-search-results\">{{$:/language/Search/Search/TooShort}}</div>\"\"\" variable=\"listItem\">\n\n<$set name=\"resultCount\" value=\"\"\"<$count filter=\"[is[system]search{$:/temp/advancedsearch}] -[[$:/temp/advancedsearch]]\"/>\"\"\">\n\n<div class=\"tc-search-results\">\n\n<<lingo System/Matches>>\n\n<$list filter=\"[is[system]search{$:/temp/advancedsearch}sort[title]limit[250]] -[[$:/temp/advancedsearch]]\" template=\"$:/core/ui/ListItemTemplate\"/>\n\n</div>\n\n</$set>\n\n</$list>\n\n</$reveal>\n\n<$reveal state=\"$:/temp/advancedsearch\" type=\"match\" text=\"\">\n\n</$reveal>\n"
},
"$:/AdvancedSearch": {
"title": "$:/AdvancedSearch",
"icon": "$:/core/images/advanced-search-button",
"color": "#bbb",
"text": "<div class=\"tc-advanced-search\">\n<<tabs \"[all[shadows+tiddlers]tag[$:/tags/AdvancedSearch]!has[draft.of]]\" \"$:/core/ui/AdvancedSearch/System\">>\n</div>\n"
},
"$:/core/ui/AlertTemplate": {
"title": "$:/core/ui/AlertTemplate",
"text": "<div class=\"tc-alert\">\n<div class=\"tc-alert-toolbar\">\n<$button class=\"tc-btn-invisible\"><$action-deletetiddler $tiddler=<<currentTiddler>>/>{{$:/core/images/cancel-button}}</$button>\n</div>\n<div class=\"tc-alert-subtitle\">\n<$wikify name=\"format\" text=<<lingo Tiddler/DateFormat>>>\n<$view field=\"component\"/> - <$view field=\"modified\" format=\"date\" template=<<format>>/> <$reveal type=\"nomatch\" state=\"!!count\" text=\"\"><span class=\"tc-alert-highlight\">({{$:/language/Count}}: <$view field=\"count\"/>)</span></$reveal>\n</$wikify>\n</div>\n<div class=\"tc-alert-body\">\n\n<$transclude/>\n\n</div>\n</div>\n"
},
"$:/core/ui/BinaryWarning": {
"title": "$:/core/ui/BinaryWarning",
"text": "\\define lingo-base() $:/language/BinaryWarning/\n<<lingo Prompt>>\n"
},
"$:/core/ui/Components/plugin-info": {
"title": "$:/core/ui/Components/plugin-info",
"text": "\\define lingo-base() $:/language/ControlPanel/Plugins/\n\n\\define popup-state-macro()\n$(qualified-state)$-$(currentTiddler)$\n\\end\n\n\\define tabs-state-macro()\n$(popup-state)$-$(pluginInfoType)$\n\\end\n\n\\define plugin-icon-title()\n$(currentTiddler)$/icon\n\\end\n\n\\define plugin-disable-title()\n$:/config/Plugins/Disabled/$(currentTiddler)$\n\\end\n\n\\define plugin-table-body(type,disabledMessage,default-popup-state)\n<div class=\"tc-plugin-info-chunk tc-plugin-info-toggle\">\n<$reveal type=\"nomatch\" state=<<popup-state>> text=\"yes\" default=\"\"\"$default-popup-state$\"\"\">\n<$button class=\"tc-btn-invisible tc-btn-dropdown\" set=<<popup-state>> setTo=\"yes\">\n{{$:/core/images/chevron-right}}\n</$button>\n</$reveal>\n<$reveal type=\"match\" state=<<popup-state>> text=\"yes\" default=\"\"\"$default-popup-state$\"\"\">\n<$button class=\"tc-btn-invisible tc-btn-dropdown\" set=<<popup-state>> setTo=\"no\">\n{{$:/core/images/chevron-down}}\n</$button>\n</$reveal>\n</div>\n<div class=\"tc-plugin-info-chunk tc-plugin-info-icon\">\n<$transclude tiddler=<<currentTiddler>> subtiddler=<<plugin-icon-title>>>\n<$transclude tiddler=\"$:/core/images/plugin-generic-$type$\"/>\n</$transclude>\n</div>\n<div class=\"tc-plugin-info-chunk tc-plugin-info-description\">\n<h1>\n''<$text text={{{ [<currentTiddler>get[name]] ~[<currentTiddler>split[/]last[1]] }}}/>'': <$view field=\"description\"><$view field=\"title\"/></$view> $disabledMessage$\n</h1>\n<h2>\n<$view field=\"title\"/>\n</h2>\n<h2>\n<div><em><$view field=\"version\"/></em></div>\n</h2>\n</div>\n\\end\n\n\\define plugin-info(type,default-popup-state)\n<$set name=\"popup-state\" value=<<popup-state-macro>>>\n<$reveal type=\"nomatch\" state=<<plugin-disable-title>> text=\"yes\">\n<$link to={{!!title}} class=\"tc-plugin-info\">\n<<plugin-table-body type:\"$type$\" default-popup-state:\"\"\"$default-popup-state$\"\"\">>\n</$link>\n</$reveal>\n<$reveal type=\"match\" state=<<plugin-disable-title>> text=\"yes\">\n<$link to={{!!title}} class=\"tc-plugin-info tc-plugin-info-disabled\">\n<<plugin-table-body type:\"$type$\" default-popup-state:\"\"\"$default-popup-state$\"\"\" disabledMessage:\"<$macrocall $name='lingo' title='Disabled/Status'/>\">>\n</$link>\n</$reveal>\n<$reveal type=\"match\" text=\"yes\" state=<<popup-state>> default=\"\"\"$default-popup-state$\"\"\">\n<div class=\"tc-plugin-info-dropdown\">\n<div class=\"tc-plugin-info-dropdown-body\">\n<$list filter=\"[all[current]] -[[$:/core]]\">\n<div style=\"float:right;\">\n<$reveal type=\"nomatch\" state=<<plugin-disable-title>> text=\"yes\">\n<$button set=<<plugin-disable-title>> setTo=\"yes\" tooltip={{$:/language/ControlPanel/Plugins/Disable/Hint}} aria-label={{$:/language/ControlPanel/Plugins/Disable/Caption}}>\n<<lingo Disable/Caption>>\n</$button>\n</$reveal>\n<$reveal type=\"match\" state=<<plugin-disable-title>> text=\"yes\">\n<$button set=<<plugin-disable-title>> setTo=\"no\" tooltip={{$:/language/ControlPanel/Plugins/Enable/Hint}} aria-label={{$:/language/ControlPanel/Plugins/Enable/Caption}}>\n<<lingo Enable/Caption>>\n</$button>\n</$reveal>\n</div>\n</$list>\n<$set name=\"tabsList\" filter=\"[<currentTiddler>list[]] contents\">\n<$macrocall $name=\"tabs\" state=<<tabs-state-macro>> tabsList=<<tabsList>> default={{{ [enlist<tabsList>] }}} template=\"$:/core/ui/PluginInfo\"/>\n</$set>\n</div>\n</div>\n</$reveal>\n</$set>\n\\end\n\n<$macrocall $name=\"plugin-info\" type=<<plugin-type>> default-popup-state=<<default-popup-state>>/>\n"
},
"$:/core/ui/Components/tag-link": {
"title": "$:/core/ui/Components/tag-link",
"text": "<$link>\n<$set name=\"backgroundColor\" value={{!!color}}>\n<span style=<<tag-styles>> class=\"tc-tag-label\">\n<$view field=\"title\" format=\"text\"/>\n</span>\n</$set>\n</$link>"
},
"$:/core/ui/ControlPanel/Advanced": {
"title": "$:/core/ui/ControlPanel/Advanced",
"tags": "$:/tags/ControlPanel/Info",
"caption": "{{$:/language/ControlPanel/Advanced/Caption}}",
"text": "{{$:/language/ControlPanel/Advanced/Hint}}\n\n<div class=\"tc-control-panel\">\n<<tabs \"[all[shadows+tiddlers]tag[$:/tags/ControlPanel/Advanced]!has[draft.of]]\" \"$:/core/ui/ControlPanel/TiddlerFields\">>\n</div>\n"
},
"$:/core/ui/ControlPanel/Appearance": {
"title": "$:/core/ui/ControlPanel/Appearance",
"tags": "$:/tags/ControlPanel",
"caption": "{{$:/language/ControlPanel/Appearance/Caption}}",
"text": "{{$:/language/ControlPanel/Appearance/Hint}}\n\n<div class=\"tc-control-panel\">\n<<tabs \"[all[shadows+tiddlers]tag[$:/tags/ControlPanel/Appearance]!has[draft.of]]\" \"$:/core/ui/ControlPanel/Theme\">>\n</div>\n"
},
"$:/core/ui/ControlPanel/Basics": {
"title": "$:/core/ui/ControlPanel/Basics",
"tags": "$:/tags/ControlPanel/Info",
"caption": "{{$:/language/ControlPanel/Basics/Caption}}",
"text": "\\define lingo-base() $:/language/ControlPanel/Basics/\n\n\\define show-filter-count(filter)\n<$button class=\"tc-btn-invisible\">\n<$action-setfield $tiddler=\"$:/temp/advancedsearch\" $value=\"\"\"$filter$\"\"\"/>\n<$action-setfield $tiddler=\"$:/state/tab--1498284803\" $value=\"$:/core/ui/AdvancedSearch/Filter\"/>\n<$action-navigate $to=\"$:/AdvancedSearch\"/>\n''<$count filter=\"\"\"$filter$\"\"\"/>''\n{{$:/core/images/advanced-search-button}}\n</$button>\n\\end\n\n|<<lingo Version/Prompt>> |''<<version>>'' |\n|<$link to=\"$:/SiteTitle\"><<lingo Title/Prompt>></$link> |<$edit-text tiddler=\"$:/SiteTitle\" default=\"\" tag=\"input\"/> |\n|<$link to=\"$:/SiteSubtitle\"><<lingo Subtitle/Prompt>></$link> |<$edit-text tiddler=\"$:/SiteSubtitle\" default=\"\" tag=\"input\"/> |\n|<$link to=\"$:/status/UserName\"><<lingo Username/Prompt>></$link> |<$edit-text tiddler=\"$:/status/UserName\" default=\"\" tag=\"input\"/> |\n|<$link to=\"$:/config/AnimationDuration\"><<lingo AnimDuration/Prompt>></$link> |<$edit-text tiddler=\"$:/config/AnimationDuration\" default=\"\" tag=\"input\"/> |\n|<$link to=\"$:/DefaultTiddlers\"><<lingo DefaultTiddlers/Prompt>></$link> |<<lingo DefaultTiddlers/TopHint>><br> <$edit tag=\"textarea\" tiddler=\"$:/DefaultTiddlers\" class=\"tc-edit-texteditor\"/><br>//<<lingo DefaultTiddlers/BottomHint>>// |\n|<$link to=\"$:/language/DefaultNewTiddlerTitle\"><<lingo NewTiddler/Title/Prompt>></$link> |<$edit-text tiddler=\"$:/language/DefaultNewTiddlerTitle\" default=\"\" tag=\"input\"/> |\n|<$link to=\"$:/config/NewJournal/Title\"><<lingo NewJournal/Title/Prompt>></$link> |<$edit-text tiddler=\"$:/config/NewJournal/Title\" default=\"\" tag=\"input\"/> |\n|<$link to=\"$:/config/NewJournal/Text\"><<lingo NewJournal/Text/Prompt>></$link> |<$edit tiddler=\"$:/config/NewJournal/Text\" tag=\"textarea\" class=\"tc-edit-texteditor\" default=\"\"/> |\n|<$link to=\"$:/config/NewTiddler/Tags\"><<lingo NewTiddler/Tags/Prompt>></$link> |<$list filter=\"[[$:/config/NewTiddler/Tags]]\" template=\"$:/core/ui/EditTemplate/tags\"/> |\n|<$link to=\"$:/config/NewJournal/Tags\"><<lingo NewJournal/Tags/Prompt>></$link> |<$list filter=\"[[$:/config/NewJournal/Tags]]\" template=\"$:/core/ui/EditTemplate/tags\"/> |\n|<$link to=\"$:/config/AutoFocus\"><<lingo AutoFocus/Prompt>></$link> |{{$:/snippets/minifocusswitcher}} |\n|<<lingo Language/Prompt>> |{{$:/snippets/minilanguageswitcher}} |\n|<<lingo Tiddlers/Prompt>> |<<show-filter-count \"[!is[system]sort[title]]\">> |\n|<<lingo Tags/Prompt>> |<<show-filter-count \"[tags[]sort[title]]\">> |\n|<<lingo SystemTiddlers/Prompt>> |<<show-filter-count \"[is[system]sort[title]]\">> |\n|<<lingo ShadowTiddlers/Prompt>> |<<show-filter-count \"[all[shadows]sort[title]]\">> |\n|<<lingo OverriddenShadowTiddlers/Prompt>> |<<show-filter-count \"[is[tiddler]is[shadow]sort[title]]\">> |\n"
},
"$:/core/ui/ControlPanel/EditorTypes": {
"title": "$:/core/ui/ControlPanel/EditorTypes",
"tags": "$:/tags/ControlPanel/Advanced",
"caption": "{{$:/language/ControlPanel/EditorTypes/Caption}}",
"text": "\\define lingo-base() $:/language/ControlPanel/EditorTypes/\n\n<<lingo Hint>>\n\n<table>\n<tbody>\n<tr>\n<th><<lingo Type/Caption>></th>\n<th><<lingo Editor/Caption>></th>\n</tr>\n<$list filter=\"[all[shadows+tiddlers]prefix[$:/config/EditorTypeMappings/]sort[title]]\">\n<tr>\n<td>\n<$link>\n<$list filter=\"[all[current]removeprefix[$:/config/EditorTypeMappings/]]\">\n<$text text={{!!title}}/>\n</$list>\n</$link>\n</td>\n<td>\n<$view field=\"text\"/>\n</td>\n</tr>\n</$list>\n</tbody>\n</table>\n"
},
"$:/core/ui/ControlPanel/Info": {
"title": "$:/core/ui/ControlPanel/Info",
"tags": "$:/tags/ControlPanel",
"caption": "{{$:/language/ControlPanel/Info/Caption}}",
"text": "{{$:/language/ControlPanel/Info/Hint}}\n\n<div class=\"tc-control-panel\">\n<<tabs \"[all[shadows+tiddlers]tag[$:/tags/ControlPanel/Info]!has[draft.of]]\" \"$:/core/ui/ControlPanel/Basics\">>\n</div>\n"
},
"$:/core/ui/ControlPanel/KeyboardShortcuts": {
"title": "$:/core/ui/ControlPanel/KeyboardShortcuts",
"tags": "$:/tags/ControlPanel",
"caption": "{{$:/language/ControlPanel/KeyboardShortcuts/Caption}}",
"text": "\\define lingo-base() $:/language/ControlPanel/KeyboardShortcuts/\n\n\\define new-shortcut(title)\n<div class=\"tc-dropdown-item-plain\">\n<$edit-shortcut tiddler=\"$title$\" placeholder={{$:/language/ControlPanel/KeyboardShortcuts/Add/Prompt}} focus=\"true\" style=\"width:auto;\"/> <$button>\n<<lingo Add/Caption>>\n<$action-listops\n\t$tiddler=\"$(shortcutTitle)$\"\n\t$field=\"text\"\n\t$subfilter=\"[{$title$}]\"\n/>\n<$action-deletetiddler\n\t$tiddler=\"$title$\"\n/>\n</$button>\n</div>\n\\end\n\n\\define shortcut-list-item(caption)\n<td>\n</td>\n<td style=\"text-align:right;font-size:0.7em;\">\n<<lingo Platform/$caption$>>\n</td>\n<td>\n<div style=\"position:relative;\">\n<$button popup=<<qualify \"$:/state/dropdown/$(shortcutTitle)$\">> class=\"tc-btn-invisible\">\n{{$:/core/images/edit-button}}\n</$button>\n<$macrocall $name=\"displayshortcuts\" $output=\"text/html\" shortcuts={{$(shortcutTitle)$}} prefix=\"<kbd>\" separator=\"</kbd> <kbd>\" suffix=\"</kbd>\"/>\n\n<$reveal state=<<qualify \"$:/state/dropdown/$(shortcutTitle)$\">> type=\"popup\" position=\"below\" animate=\"yes\">\n<div class=\"tc-block-dropdown-wrapper\">\n<div class=\"tc-block-dropdown tc-edit-type-dropdown tc-popup-keep\">\n<$list filter=\"[list[$(shortcutTitle)$!!text]sort[title]]\" variable=\"shortcut\" emptyMessage=\"\"\"\n<div class=\"tc-dropdown-item-plain\">\n//<<lingo NoShortcuts/Caption>>//\n</div>\n\"\"\">\n<div class=\"tc-dropdown-item-plain\">\n<$button class=\"tc-btn-invisible\" tooltip={{$:/language/ControlPanel/KeyboardShortcuts/Remove/Hint}}>\n<$action-listops\n\t$tiddler=\"$(shortcutTitle)$\"\n\t$field=\"text\"\n\t$subfilter=\"+[remove<shortcut>]\"\n/>\n<small>{{$:/core/images/close-button}}</small>\n</$button>\n<kbd>\n<$macrocall $name=\"displayshortcuts\" $output=\"text/html\" shortcuts=<<shortcut>>/>\n</kbd>\n</div>\n</$list>\n<hr/>\n<$macrocall $name=\"new-shortcut\" title=<<qualify \"$:/state/new-shortcut/$(shortcutTitle)$\">>/>\n</div>\n</div>\n</$reveal>\n</div>\n</td>\n\\end\n\n\\define shortcut-list(caption,prefix)\n<tr>\n<$list filter=\"[[$prefix$$(shortcutName)$]]\" variable=\"shortcutTitle\">\n<<shortcut-list-item \"$caption$\">>\n</$list>\n</tr>\n\\end\n\n\\define shortcut-editor()\n<<shortcut-list \"All\" \"$:/config/shortcuts/\">>\n<<shortcut-list \"Mac\" \"$:/config/shortcuts-mac/\">>\n<<shortcut-list \"NonMac\" \"$:/config/shortcuts-not-mac/\">>\n<<shortcut-list \"Linux\" \"$:/config/shortcuts-linux/\">>\n<<shortcut-list \"NonLinux\" \"$:/config/shortcuts-not-linux/\">>\n<<shortcut-list \"Windows\" \"$:/config/shortcuts-windows/\">>\n<<shortcut-list \"NonWindows\" \"$:/config/shortcuts-not-windows/\">>\n\\end\n\n\\define shortcut-preview()\n<$macrocall $name=\"displayshortcuts\" $output=\"text/html\" shortcuts={{$(shortcutPrefix)$$(shortcutName)$}} prefix=\"<kbd>\" separator=\"</kbd> <kbd>\" suffix=\"</kbd>\"/>\n\\end\n\n\\define shortcut-item-inner()\n<tr>\n<td>\n<$reveal type=\"nomatch\" state=<<dropdownStateTitle>> text=\"open\">\n<$button class=\"tc-btn-invisible\">\n<$action-setfield\n\t$tiddler=<<dropdownStateTitle>>\n\t$value=\"open\"\n/>\n{{$:/core/images/right-arrow}}\n</$button>\n</$reveal>\n<$reveal type=\"match\" state=<<dropdownStateTitle>> text=\"open\">\n<$button class=\"tc-btn-invisible\">\n<$action-setfield\n\t$tiddler=<<dropdownStateTitle>>\n\t$value=\"close\"\n/>\n{{$:/core/images/down-arrow}}\n</$button>\n</$reveal>\n''<$text text=<<shortcutName>>/>''\n</td>\n<td>\n<$transclude tiddler=\"$:/config/ShortcutInfo/$(shortcutName)$\"/>\n</td>\n<td>\n<$list filter=\"$:/config/shortcuts/ $:/config/shortcuts-mac/ $:/config/shortcuts-not-mac/ $:/config/shortcuts-linux/ $:/config/shortcuts-not-linux/ $:/config/shortcuts-windows/ $:/config/shortcuts-not-windows/\" variable=\"shortcutPrefix\">\n<<shortcut-preview>>\n</$list>\n</td>\n</tr>\n<$set name=\"dropdownState\" value={{$(dropdownStateTitle)$}}>\n<$list filter=\"[<dropdownState>match[open]]\" variable=\"listItem\">\n<<shortcut-editor>>\n</$list>\n</$set>\n\\end\n\n\\define shortcut-item()\n<$set name=\"dropdownStateTitle\" value=<<qualify \"$:/state/dropdown/keyboardshortcut/$(shortcutName)$\">>>\n<<shortcut-item-inner>>\n</$set>\n\\end\n\n<table>\n<tbody>\n<$list filter=\"[all[shadows+tiddlers]removeprefix[$:/config/ShortcutInfo/]]\" variable=\"shortcutName\">\n<<shortcut-item>>\n</$list>\n</tbody>\n</table>\n"
},
"$:/core/ui/ControlPanel/LoadedModules": {
"title": "$:/core/ui/ControlPanel/LoadedModules",
"tags": "$:/tags/ControlPanel/Advanced",
"caption": "{{$:/language/ControlPanel/LoadedModules/Caption}}",
"text": "\\define lingo-base() $:/language/ControlPanel/\n<<lingo LoadedModules/Hint>>\n\n{{$:/snippets/modules}}\n"
},
"$:/core/ui/ControlPanel/Modals/AddPlugins": {
"title": "$:/core/ui/ControlPanel/Modals/AddPlugins",
"subtitle": "{{$:/core/images/download-button}} {{$:/language/ControlPanel/Plugins/Add/Caption}}",
"text": "\\define install-plugin-actions()\n<$action-sendmessage $message=\"tm-load-plugin-from-library\" url={{!!url}} title={{$(assetInfo)$!!original-title}}/>\n<$set name=\"url\" value={{!!url}}>\n<$set name=\"currentTiddler\" value=<<assetInfo>>>\n<$list filter=\"[enlist{!!dependents}] [{!!parent-plugin}] +[sort[title]]\" variable=\"dependency\">\n<$action-sendmessage $message=\"tm-load-plugin-from-library\" url=<<url>> title=<<dependency>>/>\n</$list>\n</$set>\n</$set>\n\\end\n\n\\define install-plugin-button()\n<div>\n<$set name=\"libraryVersion\" value={{{ [<assetInfo>get[version]] }}}>\n<$set name=\"installedVersion\" value={{{ [<assetInfo>get[original-title]get[version]] }}}>\n<$set name=\"reinstall-type\" value={{{ [<libraryVersion>compare:version:eq<installedVersion>then[tc-reinstall]] [<libraryVersion>compare:version:gt<installedVersion>then[tc-reinstall-upgrade]] [<libraryVersion>compare:version:lt<installedVersion>then[tc-reinstall-downgrade]] }}}>\n<$button actions=<<install-plugin-actions>> class={{{ [<assetInfo>get[original-title]has[version]then<reinstall-type>] tc-btn-invisible tc-install-plugin +[join[ ]] }}}>\n{{$:/core/images/download-button}}\n<$list filter=\"[<assetInfo>get[original-title]get[version]]\" variable=\"ignore\" emptyMessage=\"{{$:/language/ControlPanel/Plugins/Install/Caption}}\">\n<$list filter=\"[<libraryVersion>compare:version:gt<installedVersion>]\" variable=\"ignore\" emptyMessage=\"\"\"\n<$list filter=\"[<libraryVersion>compare:version:lt<installedVersion>]\" variable=\"ignore\" emptyMessage=\"{{$:/language/ControlPanel/Plugins/Reinstall/Caption}}\">\n{{$:/language/ControlPanel/Plugins/Downgrade/Caption}}\n</$list>\n\"\"\">\n{{$:/language/ControlPanel/Plugins/Update/Caption}}\n</$list>\n</$list>\n</$button>\n<div>\n</div>\n<$reveal stateTitle=<<assetInfo>> stateField=\"requires-reload\" type=\"match\" text=\"yes\">{{$:/language/ControlPanel/Plugins/PluginWillRequireReload}}</$reveal>\n</$set>\n</$set>\n</$set>\n</div>\n\\end\n\n\\define popup-state-macro()\n$:/state/add-plugin-info/$(connectionTiddler)$/$(assetInfo)$\n\\end\n\n\\define display-plugin-info(type)\n<$set name=\"popup-state\" value=<<popup-state-macro>>>\n<div class=\"tc-plugin-info\">\n<div class=\"tc-plugin-info-chunk tc-plugin-info-toggle\">\n<$reveal type=\"nomatch\" state=<<popup-state>> text=\"yes\">\n<$button class=\"tc-btn-invisible tc-btn-dropdown\" set=<<popup-state>> setTo=\"yes\">\n{{$:/core/images/chevron-right}}\n</$button>\n</$reveal>\n<$reveal type=\"match\" state=<<popup-state>> text=\"yes\">\n<$button class=\"tc-btn-invisible tc-btn-dropdown\" set=<<popup-state>> setTo=\"no\">\n{{$:/core/images/chevron-down}}\n</$button>\n</$reveal>\n</div>\n<div class=\"tc-plugin-info-chunk tc-plugin-info-icon\">\n<$list filter=\"[<assetInfo>has[icon]]\" emptyMessage=\"\"\"<$transclude tiddler=\"$:/core/images/plugin-generic-$type$\"/>\"\"\">\n<img src={{$(assetInfo)$!!icon}}/>\n</$list>\n</div>\n<div class=\"tc-plugin-info-chunk tc-plugin-info-description\">\n<h1><strong><$text text={{{ [<assetInfo>get[name]] ~[<assetInfo>get[original-title]split[/]last[1]] }}}/></strong>: <$view tiddler=<<assetInfo>> field=\"description\"/></h1>\n<h2><$view tiddler=<<assetInfo>> field=\"original-title\"/></h2>\n<div><em><$view tiddler=<<assetInfo>> field=\"version\"/></em></div>\n<$list filter=\"[<assetInfo>get[original-title]get[version]]\" variable=\"installedVersion\"><div><em>{{$:/language/ControlPanel/Plugins/AlreadyInstalled/Hint}}</em></div></$list>\n</div>\n<div class=\"tc-plugin-info-chunk tc-plugin-info-buttons\">\n<<install-plugin-button>>\n</div>\n</div>\n<$set name=\"original-title\" value={{{ [<assetInfo>get[original-title]] }}}>\n<$reveal type=\"match\" text=\"yes\" state=<<popup-state>>>\n<div class=\"tc-plugin-info-dropdown\">\n<$list filter=\"[enlist{!!dependents}] [<currentTiddler>get[parent-plugin]] +[limit[1]] ~[<assetInfo>get[original-title]!is[tiddler]]\" variable=\"ignore\">\n<div class=\"tc-plugin-info-dropdown-message\">\n<$list filter=\"[<assetInfo>get[original-title]!is[tiddler]]\">\n{{$:/language/ControlPanel/Plugins/NotInstalled/Hint}}\n</$list>\n<$set name=\"currentTiddler\" value=<<assetInfo>>>\n<$list filter=\"[enlist{!!dependents}] [<currentTiddler>get[parent-plugin]] +[limit[1]]\" variable=\"ignore\">\n<div>\n{{$:/language/ControlPanel/Plugins/AlsoRequires}}\n<$list filter=\"[enlist{!!dependents}] [{!!parent-plugin}] +[sort[title]]\" variable=\"dependency\">\n<$text text=<<dependency>>/>\n</$list>\n</div>\n</$list>\n</$set>\n</div>\n</$list>\n<div class=\"tc-plugin-info-dropdown-body\">\n<$transclude tiddler=<<assetInfo>> field=\"readme\" mode=\"block\"/>\n</div>\n<$list filter=\"[all[tiddlers+shadows]tag[$:/tags/RemoteAssetInfo]server-url{!!url}original-plugin-type[$type$]has[parent-plugin]parent-plugin<original-title>limit[1]]\" variable=\"ignore\">\n<div class=\"tc-plugin-info-sub-plugins\">\n<$list filter=\"[all[tiddlers+shadows]tag[$:/tags/RemoteAssetInfo]server-url{!!url}original-plugin-type[$type$]has[parent-plugin]parent-plugin<original-title>sort[title]]\" variable=\"assetInfo\">\n<<display-plugin-info \"$type$\">>\n</$list>\n</div>\n</$list>\n</div>\n</$reveal>\n<$list filter=\"[all[tiddlers+shadows]tag[$:/tags/RemoteAssetInfo]server-url{!!url}original-plugin-type[$type$]has[parent-plugin]parent-plugin<original-title>limit[1]]\" variable=\"ignore\">\n<$reveal type=\"nomatch\" text=\"yes\" state=<<popup-state>> tag=\"div\" class=\"tc-plugin-info-sub-plugin-indicator\">\n<$wikify name=\"count\" text=\"\"\"<$count filter=\"[all[tiddlers+shadows]tag[$:/tags/RemoteAssetInfo]server-url{!!url}original-plugin-type[$type$]has[parent-plugin]parent-plugin<original-title>]\"/>\"\"\">\n<$button class=\"tc-btn-invisible\" set=<<popup-state>> setTo=\"yes\">\n{{$:/language/ControlPanel/Plugins/SubPluginPrompt}}\n</$button>\n</$wikify>\n</$reveal>\n</$list>\n</$set>\n</$set>\n\\end\n\n\\define load-plugin-library-button()\n<$button class=\"tc-btn-big-green\">\n<$action-sendmessage $message=\"tm-load-plugin-library\" url={{!!url}} infoTitlePrefix=\"$:/temp/RemoteAssetInfo/\"/>\n{{$:/core/images/chevron-right}} {{$:/language/ControlPanel/Plugins/OpenPluginLibrary}}\n</$button>\n\\end\n\n\\define display-server-assets(type)\n{{$:/language/Search/Search}}: <$edit-text tiddler=\"\"\"$:/temp/RemoteAssetSearch/$(currentTiddler)$\"\"\" default=\"\" type=\"search\" tag=\"input\"/>\n<$reveal state=\"\"\"$:/temp/RemoteAssetSearch/$(currentTiddler)$\"\"\" type=\"nomatch\" text=\"\">\n<$button class=\"tc-btn-invisible\">\n<$action-setfield $tiddler=\"\"\"$:/temp/RemoteAssetSearch/$(currentTiddler)$\"\"\" $field=\"text\" $value=\"\"/>\n{{$:/core/images/close-button}}\n</$button>\n</$reveal>\n<div class=\"tc-plugin-library-listing\">\n<$list filter=\"[all[tiddlers+shadows]tag[$:/tags/RemoteAssetInfo]server-url{!!url}original-plugin-type[$type$]search:author,description,original-title,readme,title{$:/temp/RemoteAssetSearch/$(currentTiddler)$}sort[title]]\" variable=\"assetInfo\">\n<$list filter=\"[[$:/temp/RemoteAssetSearch/$(currentTiddler)$]has[text]] ~[<assetInfo>!has[parent-plugin]]\" variable=\"ignore\"><!-- Hide sub-plugins if we're not searching -->\n<<display-plugin-info \"$type$\">>\n</$list>\n</$list>\n</div>\n\\end\n\n\\define display-server-connection()\n<$list filter=\"[all[tiddlers+shadows]tag[$:/tags/ServerConnection]suffix{!!url}]\" variable=\"connectionTiddler\" emptyMessage=<<load-plugin-library-button>>>\n\n<$set name=\"transclusion\" value=<<connectionTiddler>>>\n\n<<tabs \"[[$:/core/ui/ControlPanel/Plugins/Add/Updates]] [[$:/core/ui/ControlPanel/Plugins/Add/Plugins]] [[$:/core/ui/ControlPanel/Plugins/Add/Themes]] [[$:/core/ui/ControlPanel/Plugins/Add/Languages]]\" \"$:/core/ui/ControlPanel/Plugins/Add/Plugins\">>\n\n</$set>\n\n</$list>\n\\end\n\n\\define close-library-button()\n<$reveal type='nomatch' state='$:/temp/ServerConnection/$(PluginLibraryURL)$' text=''>\n<$button class='tc-btn-big-green'>\n<$action-sendmessage $message=\"tm-unload-plugin-library\" url={{!!url}}/>\n{{$:/core/images/chevron-left}} {{$:/language/ControlPanel/Plugins/ClosePluginLibrary}}\n<$action-deletetiddler $filter=\"[prefix[$:/temp/ServerConnection/$(PluginLibraryURL)$]][prefix[$:/temp/RemoteAssetInfo/$(PluginLibraryURL)$]]\"/>\n</$button>\n</$reveal>\n\\end\n\n\\define plugin-library-listing()\n<div class=\"tc-tab-set\">\n<$set name=\"defaultTab\" value={{{ [all[tiddlers+shadows]tag[$:/tags/PluginLibrary]] }}}>\n<div class=\"tc-tab-buttons\">\n<$list filter=\"[all[tiddlers+shadows]tag[$:/tags/PluginLibrary]]\">\n<$button set=<<qualify \"$:/state/addplugins/tab\">> setTo=<<currentTiddler>> default=<<defaultTab>> selectedClass=\"tc-tab-selected\">\n<$set name=\"tv-wikilinks\" value=\"no\">\n<$transclude field=\"caption\"/>\n</$set>\n</$button>\n</$list>\n</div>\n<div class=\"tc-tab-divider\"/>\n<div class=\"tc-tab-content\">\n<$list filter=\"[all[tiddlers+shadows]tag[$:/tags/PluginLibrary]]\">\n<$reveal type=\"match\" state=<<qualify \"$:/state/addplugins/tab\">> text=<<currentTiddler>> default=<<defaultTab>>>\n<h2><$link><$transclude field=\"caption\"><$view field=\"title\"/></$transclude></$link></h2>\n//<$view field=\"url\"/>//\n<$transclude mode=\"block\"/>\n<$set name=PluginLibraryURL value={{!!url}}>\n<<close-library-button>>\n</$set>\n<<display-server-connection>>\n</$reveal>\n</$list>\n</div>\n</$set>\n</div>\n\\end\n\n\\import [[$:/core/ui/PageMacros]] [all[shadows+tiddlers]tag[$:/tags/Macro]!has[draft.of]]\n\n<div>\n<<plugin-library-listing>>\n</div>\n"
},
"$:/core/ui/ControlPanel/Palette": {
"title": "$:/core/ui/ControlPanel/Palette",
"tags": "$:/tags/ControlPanel/Appearance",
"caption": "{{$:/language/ControlPanel/Palette/Caption}}",
"text": "\\define lingo-base() $:/language/ControlPanel/Palette/\n\n{{$:/snippets/paletteswitcher}}\n\n<$reveal type=\"nomatch\" state=\"$:/state/ShowPaletteEditor\" text=\"yes\">\n\n<$button set=\"$:/state/ShowPaletteEditor\" setTo=\"yes\"><<lingo ShowEditor/Caption>></$button>\n\n</$reveal>\n\n<$reveal type=\"match\" state=\"$:/state/ShowPaletteEditor\" text=\"yes\">\n\n<$button set=\"$:/state/ShowPaletteEditor\" setTo=\"no\"><<lingo HideEditor/Caption>></$button>\n{{$:/PaletteManager}}\n\n</$reveal>\n\n"
},
"$:/core/ui/ControlPanel/Parsing": {
"title": "$:/core/ui/ControlPanel/Parsing",
"tags": "$:/tags/ControlPanel/Advanced",
"caption": "{{$:/language/ControlPanel/Parsing/Caption}}",
"text": "\\define lingo-base() $:/language/ControlPanel/Parsing/\n\n\\define toggle(Type)\n<$checkbox\ntiddler=\"\"\"$:/config/WikiParserRules/$Type$/$(rule)$\"\"\"\nfield=\"text\"\nchecked=\"enable\"\nunchecked=\"disable\"\ndefault=\"enable\">\n<<rule>>\n</$checkbox>\n\\end\n\n\\define rules(type,Type)\n<$list filter=\"[wikiparserrules[$type$]]\" variable=\"rule\">\n<dd><<toggle $Type$>></dd>\n</$list>\n\\end\n\n<<lingo Hint>>\n\n<dl>\n<dt><<lingo Pragma/Caption>></dt>\n<<rules pragma Pragma>>\n<dt><<lingo Inline/Caption>></dt>\n<<rules inline Inline>>\n<dt><<lingo Block/Caption>></dt>\n<<rules block Block>>\n</dl>"
},
"$:/core/ui/ControlPanel/Plugins/Add/Languages": {
"title": "$:/core/ui/ControlPanel/Plugins/Add/Languages",
"caption": "{{$:/language/ControlPanel/Plugins/Languages/Caption}} (<$count filter=\"[all[tiddlers+shadows]tag[$:/tags/RemoteAssetInfo]server-url{!!url}original-plugin-type[language]]\"/>)",
"text": "<<display-server-assets language>>\n"
},
"$:/core/ui/ControlPanel/Plugins/Add/Plugins": {
"title": "$:/core/ui/ControlPanel/Plugins/Add/Plugins",
"caption": "{{$:/language/ControlPanel/Plugins/Plugins/Caption}} (<$count filter=\"[all[tiddlers+shadows]tag[$:/tags/RemoteAssetInfo]server-url{!!url}original-plugin-type[plugin]]\"/>)",
"text": "<<display-server-assets plugin>>\n"
},
"$:/core/ui/ControlPanel/Plugins/Add/Themes": {
"title": "$:/core/ui/ControlPanel/Plugins/Add/Themes",
"caption": "{{$:/language/ControlPanel/Plugins/Themes/Caption}} (<$count filter=\"[all[tiddlers+shadows]tag[$:/tags/RemoteAssetInfo]server-url{!!url}original-plugin-type[theme]]\"/>)",
"text": "<<display-server-assets theme>>\n"
},
"$:/core/ui/ControlPanel/Plugins/Add/Updates": {
"title": "$:/core/ui/ControlPanel/Plugins/Add/Updates",
"caption": "<$importvariables filter=\"$:/core/ui/ControlPanel/Plugins/Add/Updates\">{{$:/language/ControlPanel/Plugins/Updates/Caption}} (<<update-count>>)</$importvariables>",
"text": "\\define each-updateable-plugin(body)\n<$list filter=\"[all[tiddlers+shadows]tag[$:/tags/RemoteAssetInfo]server-url{!!url}sort[title]]\" variable=\"assetInfo\">\n<$set name=\"libraryVersion\" value={{{ [<assetInfo>get[version]] }}}>\n<$list filter=\"[<assetInfo>get[original-title]has[version]!version<libraryVersion>]\" variable=\"ignore\">\n<$set name=\"installedVersion\" value={{{ [<assetInfo>get[original-title]get[version]] }}}>\n<$list filter=\"[<installedversion>!match<libraryVersion>]\" variable=\"ignore\">\n$body$\n</$list>\n</$set>\n</$list>\n</$set>\n</$list>\n\\end\n\n\\define update-all-actions()\n<$macrocall $name=\"each-updateable-plugin\" body=\"\"\"\n<<install-plugin-actions>>\n\"\"\"/>\n\\end\n\n\\define update-count()\n<$wikify name=\"count-filter\" text=<<each-updateable-plugin \"[[<$text text=<<assetInfo>>/>]]\">>><$count filter=<<count-filter>>/></$wikify>\n\\end\n\n<$button actions=<<update-all-actions>> class=\"tc-btn-invisible tc-install-plugin tc-reinstall-upgrade\">\n{{$:/core/images/download-button}} {{||$:/language/ControlPanel/Plugins/Updates/UpdateAll/Caption}}\n</$button>\n\n<div class=\"tc-plugin-library-listing\">\n<$macrocall $name=\"each-updateable-plugin\" body=\"\"\"\n<$macrocall $name=\"display-plugin-info\" type={{{ [<assetInfo>get[original-plugin-type]] }}}/>\n\"\"\"/>\n</div>\n"
},
"$:/core/ui/ControlPanel/Plugins/AddPlugins": {
"title": "$:/core/ui/ControlPanel/Plugins/AddPlugins",
"text": "\\define lingo-base() $:/language/ControlPanel/Plugins/\n\n<$button message=\"tm-modal\" param=\"$:/core/ui/ControlPanel/Modals/AddPlugins\" tooltip={{$:/language/ControlPanel/Plugins/Add/Hint}} class=\"tc-btn-big-green tc-primary-btn\">\n{{$:/core/images/download-button}} <<lingo Add/Caption>>\n</$button>\n"
},
"$:/core/ui/ControlPanel/Plugins/Installed/Languages": {
"title": "$:/core/ui/ControlPanel/Plugins/Installed/Languages",
"caption": "{{$:/language/ControlPanel/Plugins/Languages/Caption}} (<$count filter=\"[!has[draft.of]plugin-type[language]]\"/>)",
"text": "<<plugin-table language>>\n"
},
"$:/core/ui/ControlPanel/Plugins/Installed/Plugins": {
"title": "$:/core/ui/ControlPanel/Plugins/Installed/Plugins",
"caption": "{{$:/language/ControlPanel/Plugins/Plugins/Caption}} (<$count filter=\"[!has[draft.of]plugin-type[plugin]]\"/>)",
"text": "<<plugin-table plugin>>\n"
},
"$:/core/ui/ControlPanel/Plugins/Installed/Themes": {
"title": "$:/core/ui/ControlPanel/Plugins/Installed/Themes",
"caption": "{{$:/language/ControlPanel/Plugins/Themes/Caption}} (<$count filter=\"[!has[draft.of]plugin-type[theme]]\"/>)",
"text": "<<plugin-table theme>>\n"
},
"$:/core/ui/ControlPanel/Plugins": {
"title": "$:/core/ui/ControlPanel/Plugins",
"tags": "$:/tags/ControlPanel",
"caption": "{{$:/language/ControlPanel/Plugins/Caption}}",
"text": "\\define lingo-base() $:/language/ControlPanel/Plugins/\n\n\\define plugin-table(type)\n<$set name=\"plugin-type\" value=\"\"\"$type$\"\"\">\n<$set name=\"qualified-state\" value=<<qualify \"$:/state/plugin-info\">>>\n<$list filter=\"[!has[draft.of]plugin-type[$type$]sort[title]]\" emptyMessage=<<lingo \"Empty/Hint\">> template=\"$:/core/ui/Components/plugin-info\"/>\n</$set>\n</$set>\n\\end\n\n{{$:/core/ui/ControlPanel/Plugins/AddPlugins}}\n\n<<lingo Installed/Hint>>\n\n<<tabs \"[[$:/core/ui/ControlPanel/Plugins/Installed/Plugins]] [[$:/core/ui/ControlPanel/Plugins/Installed/Themes]] [[$:/core/ui/ControlPanel/Plugins/Installed/Languages]]\" \"$:/core/ui/ControlPanel/Plugins/Installed/Plugins\">>\n"
},
"$:/core/ui/ControlPanel/Saving/DownloadSaver": {
"title": "$:/core/ui/ControlPanel/Saving/DownloadSaver",
"tags": "$:/tags/ControlPanel/Saving",
"caption": "{{$:/language/ControlPanel/Saving/DownloadSaver/Caption}}",
"text": "\\define lingo-base() $:/language/ControlPanel/Saving/DownloadSaver/\n\n<<lingo Hint>>\n\n!! <$link to=\"$:/config/DownloadSaver/AutoSave\"><<lingo AutoSave/Hint>></$link>\n\n<$checkbox tiddler=\"$:/config/DownloadSaver/AutoSave\" field=\"text\" checked=\"yes\" unchecked=\"no\" default=\"no\"> <<lingo AutoSave/Description>> </$checkbox>\n"
},
"$:/core/ui/ControlPanel/Saving/General": {
"title": "$:/core/ui/ControlPanel/Saving/General",
"tags": "$:/tags/ControlPanel/Saving",
"caption": "{{$:/language/ControlPanel/Saving/General/Caption}}",
"list-before": "",
"text": "\\define lingo-base() $:/language/ControlPanel/Settings/\n\n{{$:/language/ControlPanel/Saving/General/Hint}}\n\n!! <$link to=\"$:/config/AutoSave\"><<lingo AutoSave/Caption>></$link>\n\n<<lingo AutoSave/Hint>>\n\n<$radio tiddler=\"$:/config/AutoSave\" value=\"yes\"> <<lingo AutoSave/Enabled/Description>> </$radio>\n\n<$radio tiddler=\"$:/config/AutoSave\" value=\"no\"> <<lingo AutoSave/Disabled/Description>> </$radio>\n"
},
"$:/core/ui/ControlPanel/Saving/GitHub": {
"title": "$:/core/ui/ControlPanel/Saving/GitHub",
"tags": "$:/tags/ControlPanel/Saving",
"caption": "{{$:/language/ControlPanel/Saving/GitService/GitHub/Caption}}",
"text": "\\define lingo-base() $:/language/ControlPanel/Saving/GitService/\n\\define service-name() ~GitHub\n\n<<lingo Description>>\n\n|<<lingo UserName>> |<$edit-text tiddler=\"$:/GitHub/Username\" default=\"\" tag=\"input\"/> |\n|<<lingo GitHub/Password>> |<$password name=\"github\"/> |\n|<<lingo Repo>> |<$edit-text tiddler=\"$:/GitHub/Repo\" default=\"\" tag=\"input\"/> |\n|<<lingo Branch>> |<$edit-text tiddler=\"$:/GitHub/Branch\" default=\"master\" tag=\"input\"/> |\n|<<lingo Path>> |<$edit-text tiddler=\"$:/GitHub/Path\" default=\"\" tag=\"input\"/> |\n|<<lingo Filename>> |<$edit-text tiddler=\"$:/GitHub/Filename\" default=\"\" tag=\"input\"/> |\n|<<lingo ServerURL>> |<$edit-text tiddler=\"$:/GitHub/ServerURL\" default=\"https://api.github.com\" tag=\"input\"/> |"
},
"$:/core/ui/ControlPanel/Saving/GitLab": {
"title": "$:/core/ui/ControlPanel/Saving/GitLab",
"tags": "$:/tags/ControlPanel/Saving",
"caption": "{{$:/language/ControlPanel/Saving/GitService/GitLab/Caption}}",
"text": "\\define lingo-base() $:/language/ControlPanel/Saving/GitService/\n\\define service-name() ~GitLab\n\n<<lingo Description>>\n\n|<<lingo UserName>> |<$edit-text tiddler=\"$:/GitLab/Username\" default=\"\" tag=\"input\"/> |\n|<<lingo GitLab/Password>> |<$password name=\"gitlab\"/> |\n|<<lingo Repo>> |<$edit-text tiddler=\"$:/GitLab/Repo\" default=\"\" tag=\"input\"/> |\n|<<lingo Branch>> |<$edit-text tiddler=\"$:/GitLab/Branch\" default=\"master\" tag=\"input\"/> |\n|<<lingo Path>> |<$edit-text tiddler=\"$:/GitLab/Path\" default=\"\" tag=\"input\"/> |\n|<<lingo Filename>> |<$edit-text tiddler=\"$:/GitLab/Filename\" default=\"\" tag=\"input\"/> |\n|<<lingo ServerURL>> |<$edit-text tiddler=\"$:/GitLab/ServerURL\" default=\"https://gitlab.com/api/v4\" tag=\"input\"/> |"
},
"$:/core/ui/ControlPanel/Saving/TiddlySpot": {
"title": "$:/core/ui/ControlPanel/Saving/TiddlySpot",
"tags": "$:/tags/ControlPanel/Saving",
"caption": "{{$:/language/ControlPanel/Saving/TiddlySpot/Caption}}",
"text": "\\define lingo-base() $:/language/ControlPanel/Saving/TiddlySpot/\n\n\\define backupURL()\nhttp://$(userName)$.tiddlyspot.com/backup/\n\\end\n\\define backupLink()\n<$reveal type=\"nomatch\" state=\"$:/UploadName\" text=\"\">\n<$set name=\"userName\" value={{$:/UploadName}}>\n<$reveal type=\"match\" state=\"$:/UploadURL\" text=\"\">\n<<backupURL>>\n</$reveal>\n<$reveal type=\"nomatch\" state=\"$:/UploadURL\" text=\"\">\n<$macrocall $name=resolvePath source={{$:/UploadBackupDir}} root={{$:/UploadURL}}>>\n</$reveal>\n</$set>\n</$reveal>\n\\end\n\n<<lingo Description>>\n\n|<<lingo UserName>> |<$edit-text tiddler=\"$:/UploadName\" default=\"\" tag=\"input\"/> |\n|<<lingo Password>> |<$password name=\"upload\"/> |\n|<<lingo Backups>> |<<backupLink>> |\n\n''<<lingo Advanced/Heading>>''\n\n|<<lingo ServerURL>> |<$edit-text tiddler=\"$:/UploadURL\" default=\"\" tag=\"input\"/> |\n|<<lingo Filename>> |<$edit-text tiddler=\"$:/UploadFilename\" default=\"index.html\" tag=\"input\"/> |\n|<<lingo UploadDir>> |<$edit-text tiddler=\"$:/UploadDir\" default=\".\" tag=\"input\"/> |\n|<<lingo BackupDir>> |<$edit-text tiddler=\"$:/UploadBackupDir\" default=\".\" tag=\"input\"/> |\n\n<<lingo TiddlySpot/Hint>>"
},
"$:/core/ui/ControlPanel/Saving/Gitea": {
"title": "$:/core/ui/ControlPanel/Saving/Gitea",
"tags": "$:/tags/ControlPanel/Saving",
"caption": "{{$:/language/ControlPanel/Saving/GitService/Gitea/Caption}}",
"text": "\\define lingo-base() $:/language/ControlPanel/Saving/GitService/\n\\define service-name() ~Gitea\n\n<<lingo Description>>\n\n|<<lingo UserName>> |<$edit-text tiddler=\"$:/Gitea/Username\" default=\"\" tag=\"input\"/> |\n|<<lingo Gitea/Password>> |<$password name=\"Gitea\"/> |\n|<<lingo Repo>> |<$edit-text tiddler=\"$:/Gitea/Repo\" default=\"\" tag=\"input\"/> |\n|<<lingo Branch>> |<$edit-text tiddler=\"$:/Gitea/Branch\" default=\"master\" tag=\"input\"/> |\n|<<lingo Path>> |<$edit-text tiddler=\"$:/Gitea/Path\" default=\"\" tag=\"input\"/> |\n|<<lingo Filename>> |<$edit-text tiddler=\"$:/Gitea/Filename\" default=\"\" tag=\"input\"/> |\n|<<lingo ServerURL>> |<$edit-text tiddler=\"$:/Gitea/ServerURL\" default=\"https://gitea/api/v1\" tag=\"input\"/> |\n"
},
"$:/core/ui/ControlPanel/Saving": {
"title": "$:/core/ui/ControlPanel/Saving",
"tags": "$:/tags/ControlPanel",
"caption": "{{$:/language/ControlPanel/Saving/Caption}}",
"text": "{{$:/language/ControlPanel/Saving/Hint}}\n\n<div class=\"tc-control-panel\">\n<<tabs \"[all[shadows+tiddlers]tag[$:/tags/ControlPanel/Saving]!has[draft.of]]\" \"$:/core/ui/ControlPanel/Saving/General\">>\n</div>\n"
},
"$:/core/buttonstyles/Borderless": {
"title": "$:/core/buttonstyles/Borderless",
"tags": "$:/tags/ToolbarButtonStyle",
"caption": "{{$:/language/ControlPanel/Settings/ToolbarButtonStyle/Styles/Borderless}}",
"text": "tc-btn-invisible"
},
"$:/core/buttonstyles/Boxed": {
"title": "$:/core/buttonstyles/Boxed",
"tags": "$:/tags/ToolbarButtonStyle",
"caption": "{{$:/language/ControlPanel/Settings/ToolbarButtonStyle/Styles/Boxed}}",
"text": "tc-btn-boxed"
},
"$:/core/buttonstyles/Rounded": {
"title": "$:/core/buttonstyles/Rounded",
"tags": "$:/tags/ToolbarButtonStyle",
"caption": "{{$:/language/ControlPanel/Settings/ToolbarButtonStyle/Styles/Rounded}}",
"text": "tc-btn-rounded"
},
"$:/core/ui/ControlPanel/Settings/CamelCase": {
"title": "$:/core/ui/ControlPanel/Settings/CamelCase",
"tags": "$:/tags/ControlPanel/Settings",
"caption": "{{$:/language/ControlPanel/Settings/CamelCase/Caption}}",
"text": "\\define lingo-base() $:/language/ControlPanel/Settings/CamelCase/\n<<lingo Hint>>\n\n<$checkbox tiddler=\"$:/config/WikiParserRules/Inline/wikilink\" field=\"text\" checked=\"enable\" unchecked=\"disable\" default=\"enable\"> <$link to=\"$:/config/WikiParserRules/Inline/wikilink\"><<lingo Description>></$link> </$checkbox>\n"
},
"$:/core/ui/ControlPanel/Settings/DefaultMoreSidebarTab": {
"title": "$:/core/ui/ControlPanel/Settings/DefaultMoreSidebarTab",
"caption": "{{$:/language/ControlPanel/Settings/DefaultMoreSidebarTab/Caption}}",
"tags": "$:/tags/ControlPanel/Settings",
"text": "\\define lingo-base() $:/language/ControlPanel/Settings/DefaultMoreSidebarTab/\n\n<$link to=\"$:/config/DefaultMoreSidebarTab\"><<lingo Hint>></$link>\n\n<$select tiddler=\"$:/config/DefaultMoreSidebarTab\">\n<$list filter=\"[all[shadows+tiddlers]tag[$:/tags/MoreSideBar]!has[draft.of]]\">\n<option value=<<currentTiddler>>><$transclude field=\"caption\"><$text text=<<currentTiddler>>/></$transclude></option>\n</$list>\n</$select>\n"
},
"$:/core/ui/ControlPanel/Settings/DefaultSidebarTab": {
"title": "$:/core/ui/ControlPanel/Settings/DefaultSidebarTab",
"caption": "{{$:/language/ControlPanel/Settings/DefaultSidebarTab/Caption}}",
"tags": "$:/tags/ControlPanel/Settings",
"text": "\\define lingo-base() $:/language/ControlPanel/Settings/DefaultSidebarTab/\n\n<$link to=\"$:/config/DefaultSidebarTab\"><<lingo Hint>></$link>\n\n<$select tiddler=\"$:/config/DefaultSidebarTab\">\n<$list filter=\"[all[shadows+tiddlers]tag[$:/tags/SideBar]!has[draft.of]]\">\n<option value=<<currentTiddler>>><$transclude field=\"caption\"><$text text=<<currentTiddler>>/></$transclude></option>\n</$list>\n</$select>\n"
},
"$:/core/ui/ControlPanel/Settings/EditorToolbar": {
"title": "$:/core/ui/ControlPanel/Settings/EditorToolbar",
"tags": "$:/tags/ControlPanel/Settings",
"caption": "{{$:/language/ControlPanel/Settings/EditorToolbar/Caption}}",
"text": "\\define lingo-base() $:/language/ControlPanel/Settings/EditorToolbar/\n<<lingo Hint>>\n\n<$checkbox tiddler=\"$:/config/TextEditor/EnableToolbar\" field=\"text\" checked=\"yes\" unchecked=\"no\" default=\"yes\"> <$link to=\"$:/config/TextEditor/EnableToolbar\"><<lingo Description>></$link> </$checkbox>\n\n"
},
"$:/core/ui/ControlPanel/Settings/InfoPanelMode": {
"title": "$:/core/ui/ControlPanel/Settings/InfoPanelMode",
"tags": "$:/tags/ControlPanel/Settings",
"caption": "{{$:/language/ControlPanel/Settings/InfoPanelMode/Caption}}",
"text": "\\define lingo-base() $:/language/ControlPanel/Settings/InfoPanelMode/\n<$link to=\"$:/config/TiddlerInfo/Mode\"><<lingo Hint>></$link>\n\n<$radio tiddler=\"$:/config/TiddlerInfo/Mode\" value=\"popup\"> <<lingo Popup/Description>> </$radio>\n\n<$radio tiddler=\"$:/config/TiddlerInfo/Mode\" value=\"sticky\"> <<lingo Sticky/Description>> </$radio>\n"
},
"$:/core/ui/ControlPanel/Settings/LinkToBehaviour": {
"title": "$:/core/ui/ControlPanel/Settings/LinkToBehaviour",
"tags": "$:/tags/ControlPanel/Settings",
"caption": "{{$:/language/ControlPanel/Settings/LinkToBehaviour/Caption}}",
"text": "\\define lingo-base() $:/language/ControlPanel/Settings/LinkToBehaviour/\n\n<$link to=\"$:/config/Navigation/openLinkFromInsideRiver\"><<lingo \"InsideRiver/Hint\">></$link>\n\n<$select tiddler=\"$:/config/Navigation/openLinkFromInsideRiver\">\n <option value=\"above\"><<lingo \"OpenAbove\">></option>\n <option value=\"below\"><<lingo \"OpenBelow\">></option>\n <option value=\"top\"><<lingo \"OpenAtTop\">></option>\n <option value=\"bottom\"><<lingo \"OpenAtBottom\">></option>\n</$select>\n\n<$link to=\"$:/config/Navigation/openLinkFromOutsideRiver\"><<lingo \"OutsideRiver/Hint\">></$link>\n\n<$select tiddler=\"$:/config/Navigation/openLinkFromOutsideRiver\">\n <option value=\"top\"><<lingo \"OpenAtTop\">></option>\n <option value=\"bottom\"><<lingo \"OpenAtBottom\">></option>\n</$select>\n"
},
"$:/core/ui/ControlPanel/Settings/MissingLinks": {
"title": "$:/core/ui/ControlPanel/Settings/MissingLinks",
"tags": "$:/tags/ControlPanel/Settings",
"caption": "{{$:/language/ControlPanel/Settings/MissingLinks/Caption}}",
"text": "\\define lingo-base() $:/language/ControlPanel/Settings/MissingLinks/\n<<lingo Hint>>\n\n<$checkbox tiddler=\"$:/config/MissingLinks\" field=\"text\" checked=\"yes\" unchecked=\"no\" default=\"yes\"> <$link to=\"$:/config/MissingLinks\"><<lingo Description>></$link> </$checkbox>\n\n"
},
"$:/core/ui/ControlPanel/Settings/NavigationAddressBar": {
"title": "$:/core/ui/ControlPanel/Settings/NavigationAddressBar",
"tags": "$:/tags/ControlPanel/Settings",
"caption": "{{$:/language/ControlPanel/Settings/NavigationAddressBar/Caption}}",
"text": "\\define lingo-base() $:/language/ControlPanel/Settings/NavigationAddressBar/\n\n<$link to=\"$:/config/Navigation/UpdateAddressBar\"><<lingo Hint>></$link>\n\n<$radio tiddler=\"$:/config/Navigation/UpdateAddressBar\" value=\"permaview\"> <<lingo Permaview/Description>> </$radio>\n\n<$radio tiddler=\"$:/config/Navigation/UpdateAddressBar\" value=\"permalink\"> <<lingo Permalink/Description>> </$radio>\n\n<$radio tiddler=\"$:/config/Navigation/UpdateAddressBar\" value=\"no\"> <<lingo No/Description>> </$radio>\n"
},
"$:/core/ui/ControlPanel/Settings/NavigationHistory": {
"title": "$:/core/ui/ControlPanel/Settings/NavigationHistory",
"tags": "$:/tags/ControlPanel/Settings",
"caption": "{{$:/language/ControlPanel/Settings/NavigationHistory/Caption}}",
"text": "\\define lingo-base() $:/language/ControlPanel/Settings/NavigationHistory/\n<$link to=\"$:/config/Navigation/UpdateHistory\"><<lingo Hint>></$link>\n\n<$radio tiddler=\"$:/config/Navigation/UpdateHistory\" value=\"yes\"> <<lingo Yes/Description>> </$radio>\n\n<$radio tiddler=\"$:/config/Navigation/UpdateHistory\" value=\"no\"> <<lingo No/Description>> </$radio>\n"
},
"$:/core/ui/ControlPanel/Settings/NavigationPermalinkviewMode": {
"title": "$:/core/ui/ControlPanel/Settings/NavigationPermalinkviewMode",
"tags": "$:/tags/ControlPanel/Settings",
"caption": "{{$:/language/ControlPanel/Settings/NavigationPermalinkviewMode/Caption}}",
"text": "\\define lingo-base() $:/language/ControlPanel/Settings/NavigationPermalinkviewMode/\n<<lingo Hint>>\n\n<$checkbox tiddler=\"$:/config/Navigation/Permalinkview/CopyToClipboard\" field=\"text\" checked=\"yes\" unchecked=\"no\" default=\"yes\"> <$link to=\"$:/config/Navigation/Permalinkview/CopyToClipboard\"><<lingo CopyToClipboard/Description>></$link> </$checkbox>\n\n<$checkbox tiddler=\"$:/config/Navigation/Permalinkview/UpdateAddressBar\" field=\"text\" checked=\"yes\" unchecked=\"no\" default=\"yes\"> <$link to=\"$:/config/Navigation/Permalinkview/UpdateAddressBar\"><<lingo UpdateAddressBar/Description>></$link> </$checkbox>\n"
},
"$:/core/ui/ControlPanel/Settings/PerformanceInstrumentation": {
"title": "$:/core/ui/ControlPanel/Settings/PerformanceInstrumentation",
"tags": "$:/tags/ControlPanel/Settings",
"caption": "{{$:/language/ControlPanel/Settings/PerformanceInstrumentation/Caption}}",
"text": "\\define lingo-base() $:/language/ControlPanel/Settings/PerformanceInstrumentation/\n<<lingo Hint>>\n\n<$checkbox tiddler=\"$:/config/Performance/Instrumentation\" field=\"text\" checked=\"yes\" unchecked=\"no\" default=\"no\"> <$link to=\"$:/config/Performance/Instrumentation\"><<lingo Description>></$link> </$checkbox>\n"
},
"$:/core/ui/ControlPanel/Settings/TitleLinks": {
"title": "$:/core/ui/ControlPanel/Settings/TitleLinks",
"tags": "$:/tags/ControlPanel/Settings",
"caption": "{{$:/language/ControlPanel/Settings/TitleLinks/Caption}}",
"text": "\\define lingo-base() $:/language/ControlPanel/Settings/TitleLinks/\n<$link to=\"$:/config/Tiddlers/TitleLinks\"><<lingo Hint>></$link>\n\n<$radio tiddler=\"$:/config/Tiddlers/TitleLinks\" value=\"yes\"> <<lingo Yes/Description>> </$radio>\n\n<$radio tiddler=\"$:/config/Tiddlers/TitleLinks\" value=\"no\"> <<lingo No/Description>> </$radio>\n"
},
"$:/core/ui/ControlPanel/Settings/ToolbarButtonStyle": {
"title": "$:/core/ui/ControlPanel/Settings/ToolbarButtonStyle",
"tags": "$:/tags/ControlPanel/Settings",
"caption": "{{$:/language/ControlPanel/Settings/ToolbarButtonStyle/Caption}}",
"text": "\\define lingo-base() $:/language/ControlPanel/Settings/ToolbarButtonStyle/\n<$link to=\"$:/config/Toolbar/ButtonClass\"><<lingo \"Hint\">></$link>\n\n<$select tiddler=\"$:/config/Toolbar/ButtonClass\">\n<$list filter=\"[all[shadows+tiddlers]tag[$:/tags/ToolbarButtonStyle]]\">\n<option value={{!!text}}>{{!!caption}}</option>\n</$list>\n</$select>\n"
},
"$:/core/ui/ControlPanel/Settings/ToolbarButtons": {
"title": "$:/core/ui/ControlPanel/Settings/ToolbarButtons",
"tags": "$:/tags/ControlPanel/Settings",
"caption": "{{$:/language/ControlPanel/Settings/ToolbarButtons/Caption}}",
"text": "\\define lingo-base() $:/language/ControlPanel/Settings/ToolbarButtons/\n<<lingo Hint>>\n\n<$checkbox tiddler=\"$:/config/Toolbar/Icons\" field=\"text\" checked=\"yes\" unchecked=\"no\" default=\"yes\"> <$link to=\"$:/config/Toolbar/Icons\"><<lingo Icons/Description>></$link> </$checkbox>\n\n<$checkbox tiddler=\"$:/config/Toolbar/Text\" field=\"text\" checked=\"yes\" unchecked=\"no\" default=\"no\"> <$link to=\"$:/config/Toolbar/Text\"><<lingo Text/Description>></$link> </$checkbox>\n"
},
"$:/core/ui/ControlPanel/Settings": {
"title": "$:/core/ui/ControlPanel/Settings",
"tags": "$:/tags/ControlPanel",
"caption": "{{$:/language/ControlPanel/Settings/Caption}}",
"text": "\\define lingo-base() $:/language/ControlPanel/Settings/\n\n<<lingo Hint>>\n\n<$list filter=\"[all[shadows+tiddlers]tag[$:/tags/ControlPanel/Settings]]\">\n\n<div style=\"border-top:1px solid #eee;\">\n\n!! <$link><$transclude field=\"caption\"/></$link>\n\n<$transclude/>\n\n</div>\n\n</$list>\n"
},
"$:/core/ui/ControlPanel/StoryView": {
"title": "$:/core/ui/ControlPanel/StoryView",
"tags": "$:/tags/ControlPanel/Appearance",
"caption": "{{$:/language/ControlPanel/StoryView/Caption}}",
"text": "{{$:/snippets/viewswitcher}}\n"
},
"$:/core/ui/ControlPanel/Stylesheets": {
"title": "$:/core/ui/ControlPanel/Stylesheets",
"tags": "$:/tags/ControlPanel/Advanced",
"caption": "{{$:/language/ControlPanel/Stylesheets/Caption}}",
"text": "\\define lingo-base() $:/language/ControlPanel/\n\n<<lingo Stylesheets/Hint>>\n\n{{$:/snippets/peek-stylesheets}}\n"
},
"$:/core/ui/ControlPanel/Theme": {
"title": "$:/core/ui/ControlPanel/Theme",
"tags": "$:/tags/ControlPanel/Appearance",
"caption": "{{$:/language/ControlPanel/Theme/Caption}}",
"text": "{{$:/snippets/themeswitcher}}\n"
},
"$:/core/ui/ControlPanel/TiddlerFields": {
"title": "$:/core/ui/ControlPanel/TiddlerFields",
"tags": "$:/tags/ControlPanel/Advanced",
"caption": "{{$:/language/ControlPanel/TiddlerFields/Caption}}",
"text": "\\define lingo-base() $:/language/ControlPanel/\n\n<<lingo TiddlerFields/Hint>>\n\n{{$:/snippets/allfields}}"
},
"$:/core/ui/ControlPanel/Toolbars/EditToolbar": {
"title": "$:/core/ui/ControlPanel/Toolbars/EditToolbar",
"tags": "$:/tags/ControlPanel/Toolbars",
"caption": "{{$:/language/ControlPanel/Toolbars/EditToolbar/Caption}}",
"text": "\\define lingo-base() $:/language/TiddlerInfo/\n\n\\define config-base() $:/config/EditToolbarButtons/Visibility/\n\n{{$:/language/ControlPanel/Toolbars/EditToolbar/Hint}}\n\n<$set name=\"tv-config-toolbar-icons\" value=\"yes\">\n\n<$set name=\"tv-config-toolbar-text\" value=\"yes\">\n\n<$macrocall $name=\"list-tagged-draggable\" tag=\"$:/tags/EditToolbar\" itemTemplate=\"$:/core/ui/ControlPanel/Toolbars/ItemTemplate\"/>\n\n</$set>\n\n</$set>"
},
"$:/core/ui/ControlPanel/Toolbars/EditorItemTemplate": {
"title": "$:/core/ui/ControlPanel/Toolbars/EditorItemTemplate",
"text": "\\define config-title()\n$(config-base)$$(currentTiddler)$\n\\end\n\n<$draggable tiddler=<<currentTiddler>>>\n<$checkbox tiddler=<<config-title>> field=\"text\" checked=\"show\" unchecked=\"hide\" default=\"show\"/> <span class=\"tc-icon-wrapper\"><$transclude tiddler={{!!icon}}/></span> <$transclude field=\"caption\"/> -- <i class=\"tc-muted\"><$transclude field=\"description\"/></i>\n</$draggable>\n"
},
"$:/core/ui/ControlPanel/Toolbars/EditorToolbar": {
"title": "$:/core/ui/ControlPanel/Toolbars/EditorToolbar",
"tags": "$:/tags/ControlPanel/Toolbars",
"caption": "{{$:/language/ControlPanel/Toolbars/EditorToolbar/Caption}}",
"text": "\\define lingo-base() $:/language/TiddlerInfo/\n\n\\define config-base() $:/config/EditorToolbarButtons/Visibility/\n\n{{$:/language/ControlPanel/Toolbars/EditorToolbar/Hint}}\n\n<$macrocall $name=\"list-tagged-draggable\" tag=\"$:/tags/EditorToolbar\" itemTemplate=\"$:/core/ui/ControlPanel/Toolbars/EditorItemTemplate\"/>\n"
},
"$:/core/ui/ControlPanel/Toolbars/ItemTemplate": {
"title": "$:/core/ui/ControlPanel/Toolbars/ItemTemplate",
"text": "\\define config-title()\n$(config-base)$$(currentTiddler)$\n\\end\n\n<$draggable tiddler=<<currentTiddler>>>\n<$checkbox tiddler=<<config-title>> field=\"text\" checked=\"show\" unchecked=\"hide\" default=\"show\"/> <span class=\"tc-icon-wrapper\"> <$transclude field=\"caption\"/> <i class=\"tc-muted\">-- <$transclude field=\"description\"/></i></span>\n</$draggable>\n"
},
"$:/core/ui/ControlPanel/Toolbars/PageControls": {
"title": "$:/core/ui/ControlPanel/Toolbars/PageControls",
"tags": "$:/tags/ControlPanel/Toolbars",
"caption": "{{$:/language/ControlPanel/Toolbars/PageControls/Caption}}",
"text": "\\define lingo-base() $:/language/TiddlerInfo/\n\n\\define config-base() $:/config/PageControlButtons/Visibility/\n\n{{$:/language/ControlPanel/Toolbars/PageControls/Hint}}\n\n<$set name=\"tv-config-toolbar-icons\" value=\"yes\">\n\n<$set name=\"tv-config-toolbar-text\" value=\"yes\">\n\n<$macrocall $name=\"list-tagged-draggable\" tag=\"$:/tags/PageControls\" itemTemplate=\"$:/core/ui/ControlPanel/Toolbars/ItemTemplate\"/>\n\n</$set>\n\n</$set>\n"
},
"$:/core/ui/ControlPanel/Toolbars/ViewToolbar": {
"title": "$:/core/ui/ControlPanel/Toolbars/ViewToolbar",
"tags": "$:/tags/ControlPanel/Toolbars",
"caption": "{{$:/language/ControlPanel/Toolbars/ViewToolbar/Caption}}",
"text": "\\define lingo-base() $:/language/TiddlerInfo/\n\n\\define config-base() $:/config/ViewToolbarButtons/Visibility/\n\n{{$:/language/ControlPanel/Toolbars/ViewToolbar/Hint}}\n\n<$set name=\"tv-config-toolbar-icons\" value=\"yes\">\n\n<$set name=\"tv-config-toolbar-text\" value=\"yes\">\n\n<$macrocall $name=\"list-tagged-draggable\" tag=\"$:/tags/ViewToolbar\" itemTemplate=\"$:/core/ui/ControlPanel/Toolbars/ItemTemplate\"/>\n\n</$set>\n\n</$set>\n"
},
"$:/core/ui/ControlPanel/Toolbars": {
"title": "$:/core/ui/ControlPanel/Toolbars",
"tags": "$:/tags/ControlPanel/Appearance",
"caption": "{{$:/language/ControlPanel/Toolbars/Caption}}",
"text": "{{$:/language/ControlPanel/Toolbars/Hint}}\n\n<div class=\"tc-control-panel\">\n<<tabs \"[all[shadows+tiddlers]tag[$:/tags/ControlPanel/Toolbars]!has[draft.of]]\" \"$:/core/ui/ControlPanel/Toolbars/ViewToolbar\" \"$:/state/tabs/controlpanel/toolbars\" \"tc-vertical\">>\n</div>\n"
},
"$:/ControlPanel": {
"title": "$:/ControlPanel",
"icon": "$:/core/images/options-button",
"color": "#bbb",
"text": "<div class=\"tc-control-panel\">\n<<tabs \"[all[shadows+tiddlers]tag[$:/tags/ControlPanel]!has[draft.of]]\" \"$:/core/ui/ControlPanel/Info\">>\n</div>\n"
},
"$:/core/ui/DefaultSearchResultList": {
"title": "$:/core/ui/DefaultSearchResultList",
"tags": "$:/tags/SearchResults",
"caption": "{{$:/language/Search/DefaultResults/Caption}}",
"text": "\\define searchResultList()\n//<small>{{$:/language/Search/Matches/Title}}</small>//\n\n<$list filter=\"[!is[system]search:title{$(searchTiddler)$}sort[title]limit[250]]\" template=\"$:/core/ui/ListItemTemplate\"/>\n\n//<small>{{$:/language/Search/Matches/All}}</small>//\n\n<$list filter=\"[!is[system]search{$(searchTiddler)$}sort[title]limit[250]]\" template=\"$:/core/ui/ListItemTemplate\"/>\n\n\\end\n<<searchResultList>>\n"
},
"$:/core/ui/EditTemplate/body/preview/diffs-current": {
"title": "$:/core/ui/EditTemplate/body/preview/diffs-current",
"tags": "$:/tags/EditPreview",
"caption": "differences from current",
"list-after": "$:/core/ui/EditTemplate/body/preview/output",
"text": "<$list filter=\"[<currentTiddler>!is[image]]\" emptyMessage={{$:/core/ui/EditTemplate/body/preview/output}}>\n\n<$macrocall $name=\"compareTiddlerText\" sourceTiddlerTitle={{!!draft.of}} destTiddlerTitle=<<currentTiddler>>/>\n\n</$list>\n\n"
},
"$:/core/ui/EditTemplate/body/preview/diffs-shadow": {
"title": "$:/core/ui/EditTemplate/body/preview/diffs-shadow",
"tags": "$:/tags/EditPreview",
"caption": "differences from shadow (if any)",
"list-after": "$:/core/ui/EditTemplate/body/preview/output",
"text": "<$list filter=\"[<currentTiddler>!is[image]]\" emptyMessage={{$:/core/ui/EditTemplate/body/preview/output}}>\n\n<$macrocall $name=\"compareTiddlerText\" sourceTiddlerTitle={{{ [{!!draft.of}shadowsource[]] }}} sourceSubTiddlerTitle={{!!draft.of}} destTiddlerTitle=<<currentTiddler>>/>\n\n</$list>\n\n"
},
"$:/core/ui/EditTemplate/body/preview/output": {
"title": "$:/core/ui/EditTemplate/body/preview/output",
"tags": "$:/tags/EditPreview",
"caption": "{{$:/language/EditTemplate/Body/Preview/Type/Output}}",
"text": "\\import [all[shadows+tiddlers]tag[$:/tags/Macro/View]!has[draft.of]]\n<$set name=\"tv-tiddler-preview\" value=\"yes\">\n\n<$transclude />\n\n</$set>\n"
},
"$:/state/showeditpreview": {
"title": "$:/state/showeditpreview",
"text": "no"
},
"$:/core/ui/EditTemplate/body/editor": {
"title": "$:/core/ui/EditTemplate/body/editor",
"text": "<$edit\n\n field=\"text\"\n class=\"tc-edit-texteditor tc-edit-texteditor-body\"\n placeholder={{$:/language/EditTemplate/Body/Placeholder}}\n tabindex={{$:/config/EditTabIndex}}\n focus={{{ [{$:/config/AutoFocus}match[text]then[true]] ~[[false]] }}}\n\n><$set\n\n name=\"targetTiddler\"\n value=<<currentTiddler>>\n\n><$list\n\n filter=\"[all[shadows+tiddlers]tag[$:/tags/EditorToolbar]!has[draft.of]]\"\n\n><$reveal\n\n type=\"nomatch\"\n state=<<config-visibility-title>>\n text=\"hide\"\n class=\"tc-text-editor-toolbar-item-wrapper\"\n\n><$transclude\n\n tiddler=\"$:/core/ui/EditTemplate/body/toolbar/button\"\n mode=\"inline\"\n\n/></$reveal></$list></$set></$edit>\n"
},
"$:/core/ui/EditTemplate/body/toolbar/button": {
"title": "$:/core/ui/EditTemplate/body/toolbar/button",
"text": "\\define toolbar-button-icon()\n<$list\n\n filter=\"[all[current]!has[custom-icon]]\"\n variable=\"no-custom-icon\"\n\n><$transclude\n\n tiddler={{!!icon}}\n\n/></$list>\n\\end\n\n\\define toolbar-button-tooltip()\n{{!!description}}<$macrocall $name=\"displayshortcuts\" $output=\"text/plain\" shortcuts={{!!shortcuts}} prefix=\"` - [\" separator=\"] [\" suffix=\"]`\"/>\n\\end\n\n\\define toolbar-button()\n<$list\n\n filter={{!!condition}}\n variable=\"list-condition\"\n\n><$wikify\n\n name=\"tooltip-text\"\n text=<<toolbar-button-tooltip>>\n mode=\"inline\"\n output=\"text\"\n\n><$list\n\n filter=\"[all[current]!has[dropdown]]\"\n variable=\"no-dropdown\"\n\n><$button\n\n class=\"tc-btn-invisible $(buttonClasses)$\"\n tooltip=<<tooltip-text>>\n actions={{!!actions}}\n\n><span\n\n data-tw-keyboard-shortcut={{!!shortcuts}}\n\n/><<toolbar-button-icon>><$transclude\n\n tiddler=<<currentTiddler>>\n field=\"text\"\n\n/></$button></$list><$list\n\n filter=\"[all[current]has[dropdown]]\"\n variable=\"dropdown\"\n\n><$set\n\n name=\"dropdown-state\"\n value=<<qualify \"$:/state/EditorToolbarDropdown\">>\n\n><$button\n\n popup=<<dropdown-state>>\n class=\"tc-popup-keep tc-btn-invisible $(buttonClasses)$\"\n selectedClass=\"tc-selected\"\n tooltip=<<tooltip-text>>\n actions={{!!actions}}\n\n><span\n\n data-tw-keyboard-shortcut={{!!shortcuts}}\n\n/><<toolbar-button-icon>><$transclude\n\n tiddler=<<currentTiddler>>\n field=\"text\"\n\n/></$button><$reveal\n\n state=<<dropdown-state>>\n type=\"popup\"\n position=\"below\"\n animate=\"yes\"\n tag=\"span\"\n\n><div\n\n class=\"tc-drop-down tc-popup-keep\"\n\n><$transclude\n\n tiddler={{!!dropdown}}\n mode=\"block\"\n\n/></div></$reveal></$set></$list></$wikify></$list>\n\\end\n\n\\define toolbar-button-outer()\n<$set\n\n name=\"buttonClasses\"\n value={{!!button-classes}}\n\n><<toolbar-button>></$set>\n\\end\n\n<<toolbar-button-outer>>"
},
"$:/core/ui/EditTemplate/body": {
"title": "$:/core/ui/EditTemplate/body",
"tags": "$:/tags/EditTemplate",
"text": "\\define lingo-base() $:/language/EditTemplate/Body/\n\\define config-visibility-title()\n$:/config/EditorToolbarButtons/Visibility/$(currentTiddler)$\n\\end\n<$list filter=\"[all[current]has[_canonical_uri]]\">\n\n<div class=\"tc-message-box\">\n\n<<lingo External/Hint>>\n\n<a href={{!!_canonical_uri}}><$text text={{!!_canonical_uri}}/></a>\n\n<$edit-text field=\"_canonical_uri\" class=\"tc-edit-fields\" tabindex={{$:/config/EditTabIndex}}></$edit-text>\n\n</div>\n\n</$list>\n\n<$list filter=\"[all[current]!has[_canonical_uri]]\">\n\n<$reveal state=\"$:/state/showeditpreview\" type=\"match\" text=\"yes\">\n\n<div class=\"tc-tiddler-preview\">\n\n<$transclude tiddler=\"$:/core/ui/EditTemplate/body/editor\" mode=\"inline\"/>\n\n<div class=\"tc-tiddler-preview-preview\">\n\n<$transclude tiddler={{$:/state/editpreviewtype}} mode=\"inline\">\n\n<$transclude tiddler=\"$:/core/ui/EditTemplate/body/preview/output\" mode=\"inline\"/>\n\n</$transclude>\n\n</div>\n\n</div>\n\n</$reveal>\n\n<$reveal state=\"$:/state/showeditpreview\" type=\"nomatch\" text=\"yes\">\n\n<$transclude tiddler=\"$:/core/ui/EditTemplate/body/editor\" mode=\"inline\"/>\n\n</$reveal>\n\n</$list>\n"
},
"$:/core/ui/EditTemplate/controls": {
"title": "$:/core/ui/EditTemplate/controls",
"tags": "$:/tags/EditTemplate",
"text": "\\define config-title()\n$:/config/EditToolbarButtons/Visibility/$(listItem)$\n\\end\n<div class=\"tc-tiddler-title tc-tiddler-edit-title\">\n<$view field=\"title\"/>\n<span class=\"tc-tiddler-controls tc-titlebar\"><$list filter=\"[all[shadows+tiddlers]tag[$:/tags/EditToolbar]!has[draft.of]]\" variable=\"listItem\"><$reveal type=\"nomatch\" state=<<config-title>> text=\"hide\"><$transclude tiddler=<<listItem>>/></$reveal></$list></span>\n<div style=\"clear: both;\"></div>\n</div>\n"
},
"$:/core/ui/EditTemplate/fields": {
"title": "$:/core/ui/EditTemplate/fields",
"tags": "$:/tags/EditTemplate",
"text": "\\define lingo-base() $:/language/EditTemplate/\n\\define config-title()\n$:/config/EditTemplateFields/Visibility/$(currentField)$\n\\end\n\n\\define config-filter()\n[[hide]] -[title{$(config-title)$}]\n\\end\n\n\\define current-tiddler-new-field-selector()\n[data-tiddler-title=\"$(currentTiddlerCSSescaped)$\"] .tc-edit-field-add-name input\n\\end\n\n\\define new-field-actions()\n<$action-sendmessage $message=\"tm-add-field\" $name={{{ [<newFieldNameTiddler>get[text]] }}} $value={{{ [<newFieldValueTiddler>get[text]] }}}/>\n<$action-deletetiddler $tiddler=<<newFieldNameTiddler>>/>\n<$action-deletetiddler $tiddler=<<newFieldValueTiddler>>/>\n<$action-sendmessage $message=\"tm-focus-selector\" $param=<<current-tiddler-new-field-selector>>/>\n\\end\n\n\\define new-field()\n<$vars name={{{ [<newFieldNameTiddler>get[text]] }}}>\n<$reveal type=\"nomatch\" text=\"\" default=<<name>>>\n<$button tooltip=<<lingo Fields/Add/Button/Hint>>>\n<$action-sendmessage $message=\"tm-add-field\"\n$name=<<name>>\n$value={{{ [<newFieldValueTiddler>get[text]] }}}/>\n<$action-deletetiddler $tiddler=<<newFieldNameTiddler>>/>\n<$action-deletetiddler $tiddler=<<newFieldValueTiddler>>/>\n<<lingo Fields/Add/Button>>\n</$button>\n</$reveal>\n<$reveal type=\"match\" text=\"\" default=<<name>>>\n<$button>\n<<lingo Fields/Add/Button>>\n</$button>\n</$reveal>\n</$vars>\n\\end\n\\whitespace trim\n\n<div class=\"tc-edit-fields\">\n<table class=\"tc-edit-fields\">\n<tbody>\n<$list filter=\"[all[current]fields[]] +[sort[title]]\" variable=\"currentField\" storyview=\"pop\">\n<$list filter=<<config-filter>> variable=\"temp\">\n<tr class=\"tc-edit-field\">\n<td class=\"tc-edit-field-name\">\n<$text text=<<currentField>>/>:</td>\n<td class=\"tc-edit-field-value\">\n<$edit-text tiddler=<<currentTiddler>> field=<<currentField>> placeholder={{$:/language/EditTemplate/Fields/Add/Value/Placeholder}} tabindex={{$:/config/EditTabIndex}}/>\n</td>\n<td class=\"tc-edit-field-remove\">\n<$button class=\"tc-btn-invisible\" tooltip={{$:/language/EditTemplate/Field/Remove/Hint}} aria-label={{$:/language/EditTemplate/Field/Remove/Caption}}>\n<$action-deletefield $field=<<currentField>>/>\n{{$:/core/images/delete-button}}\n</$button>\n</td>\n</tr>\n</$list>\n</$list>\n</tbody>\n</table>\n</div>\n\n<$fieldmangler>\n<div class=\"tc-edit-field-add\">\n<em class=\"tc-edit\">\n<<lingo Fields/Add/Prompt>> \n</em>\n<span class=\"tc-edit-field-add-name\">\n<$edit-text tiddler=<<newFieldNameTiddler>> tag=\"input\" default=\"\" placeholder={{$:/language/EditTemplate/Fields/Add/Name/Placeholder}} focusPopup=<<qualify \"$:/state/popup/field-dropdown\">> class=\"tc-edit-texteditor tc-popup-handle\" tabindex={{$:/config/EditTabIndex}} focus={{{ [{$:/config/AutoFocus}match[fields]then[true]] ~[[false]] }}}/>\n</span> \n<$button popup=<<qualify \"$:/state/popup/field-dropdown\">> class=\"tc-btn-invisible tc-btn-dropdown\" tooltip={{$:/language/EditTemplate/Field/Dropdown/Hint}} aria-label={{$:/language/EditTemplate/Field/Dropdown/Caption}}>{{$:/core/images/down-arrow}}</$button> \n<$reveal state=<<qualify \"$:/state/popup/field-dropdown\">> type=\"nomatch\" text=\"\" default=\"\">\n<div class=\"tc-block-dropdown tc-edit-type-dropdown\">\n<$set name=\"tv-show-missing-links\" value=\"yes\">\n<$linkcatcher to=<<newFieldNameTiddler>>>\n<div class=\"tc-dropdown-item\">\n<<lingo Fields/Add/Dropdown/User>>\n</div>\n<$set name=\"newFieldName\" value={{{ [<newFieldNameTiddler>get[text]] }}}>\n<$list filter=\"[!is[shadow]!is[system]fields[]search:title<newFieldName>sort[]] -created -creator -draft.of -draft.title -modified -modifier -tags -text -title -type\" variable=\"currentField\">\n<$link to=<<currentField>>>\n<$text text=<<currentField>>/>\n</$link>\n</$list>\n<div class=\"tc-dropdown-item\">\n<<lingo Fields/Add/Dropdown/System>>\n</div>\n<$list filter=\"[fields[]search:title<newFieldName>sort[]] -[!is[shadow]!is[system]fields[]]\" variable=\"currentField\">\n<$link to=<<currentField>>>\n<$text text=<<currentField>>/>\n</$link>\n</$list>\n</$set>\n</$linkcatcher>\n</$set>\n</div>\n</$reveal>\n<span class=\"tc-edit-field-add-value\">\n<$set name=\"currentTiddlerCSSescaped\" value={{{ [<currentTiddler>escapecss[]] }}}>\n<$keyboard key=\"((add-field))\" actions=<<new-field-actions>>>\n<$edit-text tiddler=<<newFieldValueTiddler>> tag=\"input\" default=\"\" placeholder={{$:/language/EditTemplate/Fields/Add/Value/Placeholder}} class=\"tc-edit-texteditor\" tabindex={{$:/config/EditTabIndex}}/>\n</$keyboard>\n</$set>\n</span> \n<span class=\"tc-edit-field-add-button\">\n<$macrocall $name=\"new-field\"/>\n</span>\n</div>\n</$fieldmangler>\n"
},
"$:/core/ui/EditTemplate/shadow": {
"title": "$:/core/ui/EditTemplate/shadow",
"tags": "$:/tags/EditTemplate",
"text": "\\define lingo-base() $:/language/EditTemplate/Shadow/\n\\define pluginLinkBody()\n<$link to=\"\"\"$(pluginTitle)$\"\"\">\n<$text text=\"\"\"$(pluginTitle)$\"\"\"/>\n</$link>\n\\end\n<$list filter=\"[all[current]get[draft.of]is[shadow]!is[tiddler]]\">\n\n<$list filter=\"[all[current]shadowsource[]]\" variable=\"pluginTitle\">\n\n<$set name=\"pluginLink\" value=<<pluginLinkBody>>>\n<div class=\"tc-message-box\">\n\n<<lingo Warning>>\n\n</div>\n</$set>\n</$list>\n\n</$list>\n\n<$list filter=\"[all[current]get[draft.of]is[shadow]is[tiddler]]\">\n\n<$list filter=\"[all[current]shadowsource[]]\" variable=\"pluginTitle\">\n\n<$set name=\"pluginLink\" value=<<pluginLinkBody>>>\n<div class=\"tc-message-box\">\n\n<<lingo OverriddenWarning>>\n\n</div>\n</$set>\n</$list>\n\n</$list>"
},
"$:/core/ui/EditTemplate/tags": {
"title": "$:/core/ui/EditTemplate/tags",
"tags": "$:/tags/EditTemplate",
"text": "\\whitespace trim\n\n\\define lingo-base() $:/language/EditTemplate/\n\n\\define tag-styles()\nbackground-color:$(backgroundColor)$;\nfill:$(foregroundColor)$;\ncolor:$(foregroundColor)$;\n\\end\n\n\\define tag-body-inner(colour,fallbackTarget,colourA,colourB,icon)\n\\whitespace trim\n<$vars foregroundColor=<<contrastcolour target:\"\"\"$colour$\"\"\" fallbackTarget:\"\"\"$fallbackTarget$\"\"\" colourA:\"\"\"$colourA$\"\"\" colourB:\"\"\"$colourB$\"\"\">> backgroundColor=\"\"\"$colour$\"\"\">\n<span style=<<tag-styles>> class=\"tc-tag-label tc-tag-list-item\">\n<$transclude tiddler=\"\"\"$icon$\"\"\"/><$view field=\"title\" format=\"text\" />\n<$button message=\"tm-remove-tag\" param={{!!title}} class=\"tc-btn-invisible tc-remove-tag-button\">{{$:/core/images/close-button}}</$button>\n</span>\n</$vars>\n\\end\n\n\\define tag-body(colour,palette,icon)\n<$macrocall $name=\"tag-body-inner\" colour=\"\"\"$colour$\"\"\" fallbackTarget={{$palette$##tag-background}} colourA={{$palette$##foreground}} colourB={{$palette$##background}} icon=\"\"\"$icon$\"\"\"/>\n\\end\n\n<div class=\"tc-edit-tags\">\n<$fieldmangler>\n<$list filter=\"[all[current]tags[]sort[title]]\" storyview=\"pop\">\n<$macrocall $name=\"tag-body\" colour={{!!color}} palette={{$:/palette}} icon={{!!icon}}/>\n</$list>\n<$set name=\"tabIndex\" value={{$:/config/EditTabIndex}}>\n<$macrocall $name=\"tag-picker\"/>\n</$set>\n</$fieldmangler>\n</div>\n"
},
"$:/core/ui/EditTemplate/title": {
"title": "$:/core/ui/EditTemplate/title",
"tags": "$:/tags/EditTemplate",
"text": "<$edit-text field=\"draft.title\" class=\"tc-titlebar tc-edit-texteditor\" focus={{{ [{$:/config/AutoFocus}match[title]then[true]] ~[[false]] }}} tabindex={{$:/config/EditTabIndex}}/>\n\n<$vars pattern=\"\"\"[\\|\\[\\]{}]\"\"\" bad-chars=\"\"\"`| [ ] { }`\"\"\">\n\n<$list filter=\"[all[current]regexp:draft.title<pattern>]\" variable=\"listItem\">\n\n<div class=\"tc-message-box\">\n\n{{$:/core/images/warning}} {{$:/language/EditTemplate/Title/BadCharacterWarning}}\n\n</div>\n\n</$list>\n\n</$vars>\n\n<$reveal state=\"!!draft.title\" type=\"nomatch\" text={{!!draft.of}} tag=\"div\">\n\n<$list filter=\"[{!!draft.title}!is[missing]]\" variable=\"listItem\">\n\n<div class=\"tc-message-box\">\n\n{{$:/core/images/warning}} {{$:/language/EditTemplate/Title/Exists/Prompt}}\n\n</div>\n\n</$list>\n\n<$list filter=\"[{!!draft.of}!is[missing]]\" variable=\"listItem\">\n\n<$vars fromTitle={{!!draft.of}} toTitle={{!!draft.title}}>\n\n<$checkbox tiddler=\"$:/config/RelinkOnRename\" field=\"text\" checked=\"yes\" unchecked=\"no\" default=\"no\"> {{$:/language/EditTemplate/Title/Relink/Prompt}}</$checkbox>\n\n<$list filter=\"[title<fromTitle>backlinks[]limit[1]]\" variable=\"listItem\">\n\n<$vars stateTiddler=<<qualify \"$:/state/edit/references\">> >\n\n<$reveal type=\"nomatch\" state=<<stateTiddler>> text=\"show\">\n<$button set=<<stateTiddler>> setTo=\"show\" class=\"tc-btn-invisible\">{{$:/core/images/right-arrow}} \n<<lingo EditTemplate/Title/References/Prompt>></$button>\n</$reveal>\n<$reveal type=\"match\" state=<<stateTiddler>> text=\"show\">\n<$button set=<<stateTiddler>> setTo=\"hide\" class=\"tc-btn-invisible\">{{$:/core/images/down-arrow}} \n<<lingo EditTemplate/Title/References/Prompt>></$button>\n</$reveal>\n\n<$reveal type=\"match\" state=<<stateTiddler>> text=\"show\">\n<$tiddler tiddler=<<fromTitle>> >\n<$transclude tiddler=\"$:/core/ui/TiddlerInfo/References\"/>\n</$tiddler>\n</$reveal>\n\n</$vars>\n\n</$list>\n\n</$vars>\n\n</$list>\n\n</$reveal>\n"
},
"$:/core/ui/EditTemplate/type": {
"title": "$:/core/ui/EditTemplate/type",
"tags": "$:/tags/EditTemplate",
"text": "\\define lingo-base() $:/language/EditTemplate/\n\\whitespace trim\n<div class=\"tc-type-selector\"><$fieldmangler>\n<em class=\"tc-edit\"><<lingo Type/Prompt>></em> <$edit-text field=\"type\" tag=\"input\" default=\"\" placeholder={{$:/language/EditTemplate/Type/Placeholder}} focusPopup=<<qualify \"$:/state/popup/type-dropdown\">> class=\"tc-edit-typeeditor tc-edit-texteditor tc-popup-handle\" tabindex={{$:/config/EditTabIndex}} focus={{{ [{$:/config/AutoFocus}match[type]then[true]] ~[[false]] }}}/> <$button popup=<<qualify \"$:/state/popup/type-dropdown\">> class=\"tc-btn-invisible tc-btn-dropdown\" tooltip={{$:/language/EditTemplate/Type/Dropdown/Hint}} aria-label={{$:/language/EditTemplate/Type/Dropdown/Caption}}>{{$:/core/images/down-arrow}}</$button> <$button message=\"tm-remove-field\" param=\"type\" class=\"tc-btn-invisible tc-btn-icon\" tooltip={{$:/language/EditTemplate/Type/Delete/Hint}} aria-label={{$:/language/EditTemplate/Type/Delete/Caption}}>{{$:/core/images/delete-button}}</$button>\n</$fieldmangler></div>\n\n<div class=\"tc-block-dropdown-wrapper\">\n<$set name=\"tv-show-missing-links\" value=\"yes\">\n<$reveal state=<<qualify \"$:/state/popup/type-dropdown\">> type=\"nomatch\" text=\"\" default=\"\">\n<div class=\"tc-block-dropdown tc-edit-type-dropdown\">\n<$linkcatcher to=\"!!type\">\n<$list filter='[all[shadows+tiddlers]prefix[$:/language/Docs/Types/]each[group]sort[group-sort]]'>\n<div class=\"tc-dropdown-item\">\n<$text text={{!!group}}/>\n</div>\n<$list filter=\"[all[shadows+tiddlers]prefix[$:/language/Docs/Types/]group{!!group}] +[sort[description]]\"><$link to={{!!name}}><$view field=\"description\"/> (<$view field=\"name\"/>)</$link>\n</$list>\n</$list>\n</$linkcatcher>\n</div>\n</$reveal>\n</$set>\n</div>\n"
},
"$:/core/ui/EditTemplate": {
"title": "$:/core/ui/EditTemplate",
"text": "\\define save-tiddler-actions()\n<$action-sendmessage $message=\"tm-add-tag\" $param={{{ [<newTagNameTiddler>get[text]] }}}/>\n<$action-deletetiddler $tiddler=<<newTagNameTiddler>>/>\n<$action-sendmessage $message=\"tm-add-field\" $name={{{ [<newFieldNameTiddler>get[text]] }}} $value={{{ [<newFieldValueTiddler>get[text]] }}}/>\n<$action-deletetiddler $tiddler=<<newFieldNameTiddler>>/>\n<$action-deletetiddler $tiddler=<<newFieldValueTiddler>>/>\n<$action-sendmessage $message=\"tm-save-tiddler\"/>\n\\end\n<div data-tiddler-title=<<currentTiddler>> data-tags={{!!tags}} class={{{ tc-tiddler-frame tc-tiddler-edit-frame [<currentTiddler>is[tiddler]then[tc-tiddler-exists]] [<currentTiddler>is[missing]!is[shadow]then[tc-tiddler-missing]] [<currentTiddler>is[shadow]then[tc-tiddler-exists tc-tiddler-shadow]] [<currentTiddler>is[system]then[tc-tiddler-system]] [{!!class}] [<currentTiddler>tags[]encodeuricomponent[]addprefix[tc-tagged-]] +[join[ ]] }}}>\n<$fieldmangler>\n<$vars storyTiddler=<<currentTiddler>> newTagNameTiddler=<<qualify \"$:/temp/NewTagName\">> newFieldNameTiddler=<<qualify \"$:/temp/NewFieldName\">> newFieldValueTiddler=<<qualify \"$:/temp/NewFieldValue\">>>\n<$keyboard key=\"((cancel-edit-tiddler))\" message=\"tm-cancel-tiddler\">\n<$keyboard key=\"((save-tiddler))\" actions=<<save-tiddler-actions>>>\n<$list filter=\"[all[shadows+tiddlers]tag[$:/tags/EditTemplate]!has[draft.of]]\" variable=\"listItem\">\n<$set name=\"tv-config-toolbar-class\" filter=\"[<tv-config-toolbar-class>] [<listItem>encodeuricomponent[]addprefix[tc-btn-]]\">\n<$transclude tiddler=<<listItem>>/>\n</$set>\n</$list>\n</$keyboard>\n</$keyboard>\n</$vars>\n</$fieldmangler>\n</div>\n"
},
"$:/core/ui/Buttons/cancel": {
"title": "$:/core/ui/Buttons/cancel",
"tags": "$:/tags/EditToolbar",
"caption": "{{$:/core/images/cancel-button}} {{$:/language/Buttons/Cancel/Caption}}",
"description": "{{$:/language/Buttons/Cancel/Hint}}",
"text": "<$button message=\"tm-cancel-tiddler\" tooltip={{$:/language/Buttons/Cancel/Hint}} aria-label={{$:/language/Buttons/Cancel/Caption}} class=<<tv-config-toolbar-class>>>\n<$list filter=\"[<tv-config-toolbar-icons>match[yes]]\">\n{{$:/core/images/cancel-button}}\n</$list>\n<$list filter=\"[<tv-config-toolbar-text>match[yes]]\">\n<span class=\"tc-btn-text\"><$text text={{$:/language/Buttons/Cancel/Caption}}/></span>\n</$list>\n</$button>"
},
"$:/core/ui/Buttons/delete": {
"title": "$:/core/ui/Buttons/delete",
"tags": "$:/tags/EditToolbar $:/tags/ViewToolbar",
"caption": "{{$:/core/images/delete-button}} {{$:/language/Buttons/Delete/Caption}}",
"description": "{{$:/language/Buttons/Delete/Hint}}",
"text": "<$button message=\"tm-delete-tiddler\" tooltip={{$:/language/Buttons/Delete/Hint}} aria-label={{$:/language/Buttons/Delete/Caption}} class=<<tv-config-toolbar-class>>>\n<$list filter=\"[<tv-config-toolbar-icons>match[yes]]\">\n{{$:/core/images/delete-button}}\n</$list>\n<$list filter=\"[<tv-config-toolbar-text>match[yes]]\">\n<span class=\"tc-btn-text\"><$text text={{$:/language/Buttons/Delete/Caption}}/></span>\n</$list>\n</$button>"
},
"$:/core/ui/Buttons/save": {
"title": "$:/core/ui/Buttons/save",
"tags": "$:/tags/EditToolbar",
"caption": "{{$:/core/images/done-button}} {{$:/language/Buttons/Save/Caption}}",
"description": "{{$:/language/Buttons/Save/Hint}}",
"text": "\\define save-tiddler-button()\n<$fieldmangler><$button tooltip={{$:/language/Buttons/Save/Hint}} aria-label={{$:/language/Buttons/Save/Caption}} class=<<tv-config-toolbar-class>>>\n<<save-tiddler-actions>>\n<$list filter=\"[<tv-config-toolbar-icons>match[yes]]\">\n{{$:/core/images/done-button}}\n</$list>\n<$list filter=\"[<tv-config-toolbar-text>match[yes]]\">\n<span class=\"tc-btn-text\"><$text text={{$:/language/Buttons/Save/Caption}}/></span>\n</$list>\n</$button></$fieldmangler>\n\\end\n<<save-tiddler-button>>\n"
},
"$:/core/ui/EditorToolbar/bold": {
"title": "$:/core/ui/EditorToolbar/bold",
"tags": "$:/tags/EditorToolbar",
"icon": "$:/core/images/bold",
"caption": "{{$:/language/Buttons/Bold/Caption}}",
"description": "{{$:/language/Buttons/Bold/Hint}}",
"condition": "[<targetTiddler>!has[type]] [<targetTiddler>type[text/vnd.tiddlywiki]]",
"shortcuts": "((bold))",
"text": "<$action-sendmessage\n\t$message=\"tm-edit-text-operation\"\n\t$param=\"wrap-selection\"\n\tprefix=\"''\"\n\tsuffix=\"''\"\n/>\n"
},
"$:/core/ui/EditorToolbar/clear-dropdown": {
"title": "$:/core/ui/EditorToolbar/clear-dropdown",
"text": "''{{$:/language/Buttons/Clear/Hint}}''\n\n<div class=\"tc-colour-chooser\">\n\n<$macrocall $name=\"colour-picker\" actions=\"\"\"\n\n<$action-sendmessage\n\t$message=\"tm-edit-bitmap-operation\"\n\t$param=\"clear\"\n\tcolour=<<colour-picker-value>>\n/>\n\n<$action-deletetiddler\n\t$tiddler=<<dropdown-state>>\n/>\n\n\"\"\"/>\n\n</div>\n"
},
"$:/core/ui/EditorToolbar/clear": {
"title": "$:/core/ui/EditorToolbar/clear",
"tags": "$:/tags/EditorToolbar",
"icon": "$:/core/images/erase",
"caption": "{{$:/language/Buttons/Clear/Caption}}",
"description": "{{$:/language/Buttons/Clear/Hint}}",
"condition": "[<targetTiddler>is[image]]",
"dropdown": "$:/core/ui/EditorToolbar/clear-dropdown",
"text": ""
},
"$:/core/ui/EditorToolbar/editor-height-dropdown": {
"title": "$:/core/ui/EditorToolbar/editor-height-dropdown",
"text": "\\define lingo-base() $:/language/Buttons/EditorHeight/\n''<<lingo Hint>>''\n\n<$radio tiddler=\"$:/config/TextEditor/EditorHeight/Mode\" value=\"auto\"> {{$:/core/images/auto-height}} <<lingo Caption/Auto>></$radio>\n\n<$radio tiddler=\"$:/config/TextEditor/EditorHeight/Mode\" value=\"fixed\"> {{$:/core/images/fixed-height}} <<lingo Caption/Fixed>> <$edit-text tag=\"input\" tiddler=\"$:/config/TextEditor/EditorHeight/Height\" default=\"100px\"/></$radio>\n"
},
"$:/core/ui/EditorToolbar/editor-height": {
"title": "$:/core/ui/EditorToolbar/editor-height",
"tags": "$:/tags/EditorToolbar",
"icon": "$:/core/images/fixed-height",
"custom-icon": "yes",
"caption": "{{$:/language/Buttons/EditorHeight/Caption}}",
"description": "{{$:/language/Buttons/EditorHeight/Hint}}",
"condition": "[<targetTiddler>type[]] [<targetTiddler>get[type]prefix[text/]] +[first[]]",
"dropdown": "$:/core/ui/EditorToolbar/editor-height-dropdown",
"text": "<$reveal tag=\"span\" state=\"$:/config/TextEditor/EditorHeight/Mode\" type=\"match\" text=\"fixed\">\n{{$:/core/images/fixed-height}}\n</$reveal>\n<$reveal tag=\"span\" state=\"$:/config/TextEditor/EditorHeight/Mode\" type=\"match\" text=\"auto\">\n{{$:/core/images/auto-height}}\n</$reveal>\n"
},
"$:/core/ui/EditorToolbar/excise-dropdown": {
"title": "$:/core/ui/EditorToolbar/excise-dropdown",
"text": "\\define lingo-base() $:/language/Buttons/Excise/\n\n\\define body(config-title)\n''<<lingo Hint>>''\n\n<<lingo Caption/NewTitle>> <$edit-text tag=\"input\" tiddler=\"$config-title$/new-title\" default=\"\" focus=\"true\"/>\n\n<$set name=\"new-title\" value={{$config-title$/new-title}}>\n<$list filter=\"\"\"[<new-title>is[tiddler]]\"\"\">\n<div class=\"tc-error\">\n<<lingo Caption/TiddlerExists>>\n</div>\n</$list>\n</$set>\n\n<$checkbox tiddler=\"\"\"$config-title$/tagnew\"\"\" field=\"text\" checked=\"yes\" unchecked=\"no\" default=\"false\"> <<lingo Caption/Tag>></$checkbox>\n\n<<lingo Caption/Replace>> <$select tiddler=\"\"\"$config-title$/type\"\"\" default=\"transclude\">\n<option value=\"link\"><<lingo Caption/Replace/Link>></option>\n<option value=\"transclude\"><<lingo Caption/Replace/Transclusion>></option>\n<option value=\"macro\"><<lingo Caption/Replace/Macro>></option>\n</$select>\n\n<$reveal state=\"\"\"$config-title$/type\"\"\" type=\"match\" text=\"macro\">\n<<lingo Caption/MacroName>> <$edit-text tag=\"input\" tiddler=\"\"\"$config-title$/macro-title\"\"\" default=\"translink\"/>\n</$reveal>\n\n<$button>\n<$action-sendmessage\n\t$message=\"tm-edit-text-operation\"\n\t$param=\"excise\"\n\ttitle={{$config-title$/new-title}}\n\ttype={{$config-title$/type}}\n\tmacro={{$config-title$/macro-title}}\n\ttagnew={{$config-title$/tagnew}}\n/>\n<$action-deletetiddler\n\t$tiddler=\"$config-title$/new-title\"\n/>\n<$action-deletetiddler\n\t$tiddler=<<dropdown-state>>\n/>\n<<lingo Caption/Excise>>\n</$button>\n\\end\n\n<$macrocall $name=\"body\" config-title=<<qualify \"$:/state/Excise/\">>/>\n"
},
"$:/core/ui/EditorToolbar/excise": {
"title": "$:/core/ui/EditorToolbar/excise",
"tags": "$:/tags/EditorToolbar",
"icon": "$:/core/images/excise",
"caption": "{{$:/language/Buttons/Excise/Caption}}",
"description": "{{$:/language/Buttons/Excise/Hint}}",
"condition": "[<targetTiddler>type[]] [<targetTiddler>type[text/vnd.tiddlywiki]] +[first[]]",
"shortcuts": "((excise))",
"dropdown": "$:/core/ui/EditorToolbar/excise-dropdown",
"text": ""
},
"$:/core/ui/EditorToolbar/heading-1": {
"title": "$:/core/ui/EditorToolbar/heading-1",
"tags": "$:/tags/EditorToolbar",
"icon": "$:/core/images/heading-1",
"caption": "{{$:/language/Buttons/Heading1/Caption}}",
"description": "{{$:/language/Buttons/Heading1/Hint}}",
"condition": "[<targetTiddler>!has[type]] [<targetTiddler>type[text/vnd.tiddlywiki]]",
"button-classes": "tc-text-editor-toolbar-item-start-group",
"shortcuts": "((heading-1))",
"text": "<$action-sendmessage\n\t$message=\"tm-edit-text-operation\"\n\t$param=\"prefix-lines\"\n\tcharacter=\"!\"\n\tcount=\"1\"\n/>\n"
},
"$:/core/ui/EditorToolbar/heading-2": {
"title": "$:/core/ui/EditorToolbar/heading-2",
"tags": "$:/tags/EditorToolbar",
"icon": "$:/core/images/heading-2",
"caption": "{{$:/language/Buttons/Heading2/Caption}}",
"description": "{{$:/language/Buttons/Heading2/Hint}}",
"condition": "[<targetTiddler>!has[type]] [<targetTiddler>type[text/vnd.tiddlywiki]]",
"shortcuts": "((heading-2))",
"text": "<$action-sendmessage\n\t$message=\"tm-edit-text-operation\"\n\t$param=\"prefix-lines\"\n\tcharacter=\"!\"\n\tcount=\"2\"\n/>\n"
},
"$:/core/ui/EditorToolbar/heading-3": {
"title": "$:/core/ui/EditorToolbar/heading-3",
"tags": "$:/tags/EditorToolbar",
"icon": "$:/core/images/heading-3",
"caption": "{{$:/language/Buttons/Heading3/Caption}}",
"description": "{{$:/language/Buttons/Heading3/Hint}}",
"condition": "[<targetTiddler>!has[type]] [<targetTiddler>type[text/vnd.tiddlywiki]]",
"shortcuts": "((heading-3))",
"text": "<$action-sendmessage\n\t$message=\"tm-edit-text-operation\"\n\t$param=\"prefix-lines\"\n\tcharacter=\"!\"\n\tcount=\"3\"\n/>\n"
},
"$:/core/ui/EditorToolbar/heading-4": {
"title": "$:/core/ui/EditorToolbar/heading-4",
"tags": "$:/tags/EditorToolbar",
"icon": "$:/core/images/heading-4",
"caption": "{{$:/language/Buttons/Heading4/Caption}}",
"description": "{{$:/language/Buttons/Heading4/Hint}}",
"condition": "[<targetTiddler>!has[type]] [<targetTiddler>type[text/vnd.tiddlywiki]]",
"shortcuts": "((heading-4))",
"text": "<$action-sendmessage\n\t$message=\"tm-edit-text-operation\"\n\t$param=\"prefix-lines\"\n\tcharacter=\"!\"\n\tcount=\"4\"\n/>\n"
},
"$:/core/ui/EditorToolbar/heading-5": {
"title": "$:/core/ui/EditorToolbar/heading-5",
"tags": "$:/tags/EditorToolbar",
"icon": "$:/core/images/heading-5",
"caption": "{{$:/language/Buttons/Heading5/Caption}}",
"description": "{{$:/language/Buttons/Heading5/Hint}}",
"condition": "[<targetTiddler>!has[type]] [<targetTiddler>type[text/vnd.tiddlywiki]]",
"shortcuts": "((heading-5))",
"text": "<$action-sendmessage\n\t$message=\"tm-edit-text-operation\"\n\t$param=\"prefix-lines\"\n\tcharacter=\"!\"\n\tcount=\"5\"\n/>\n"
},
"$:/core/ui/EditorToolbar/heading-6": {
"title": "$:/core/ui/EditorToolbar/heading-6",
"tags": "$:/tags/EditorToolbar",
"icon": "$:/core/images/heading-6",
"caption": "{{$:/language/Buttons/Heading6/Caption}}",
"description": "{{$:/language/Buttons/Heading6/Hint}}",
"condition": "[<targetTiddler>!has[type]] [<targetTiddler>type[text/vnd.tiddlywiki]]",
"shortcuts": "((heading-6))",
"text": "<$action-sendmessage\n\t$message=\"tm-edit-text-operation\"\n\t$param=\"prefix-lines\"\n\tcharacter=\"!\"\n\tcount=\"6\"\n/>\n"
},
"$:/core/ui/EditorToolbar/italic": {
"title": "$:/core/ui/EditorToolbar/italic",
"tags": "$:/tags/EditorToolbar",
"icon": "$:/core/images/italic",
"caption": "{{$:/language/Buttons/Italic/Caption}}",
"description": "{{$:/language/Buttons/Italic/Hint}}",
"condition": "[<targetTiddler>!has[type]] [<targetTiddler>type[text/vnd.tiddlywiki]]",
"shortcuts": "((italic))",
"text": "<$action-sendmessage\n\t$message=\"tm-edit-text-operation\"\n\t$param=\"wrap-selection\"\n\tprefix=\"//\"\n\tsuffix=\"//\"\n/>\n"
},
"$:/core/ui/EditorToolbar/line-width-dropdown": {
"title": "$:/core/ui/EditorToolbar/line-width-dropdown",
"text": "\\define lingo-base() $:/language/Buttons/LineWidth/\n\n\\define toolbar-line-width-inner()\n<$button tag=\"a\" tooltip=\"\"\"$(line-width)$\"\"\">\n\n<$action-setfield\n\t$tiddler=\"$:/config/BitmapEditor/LineWidth\"\n\t$value=\"$(line-width)$\"\n/>\n\n<$action-deletetiddler\n\t$tiddler=<<dropdown-state>>\n/>\n\n<div style=\"display: inline-block; margin: 4px calc(80px - $(line-width)$); background-color: #000; width: calc(100px + $(line-width)$ * 2); height: $(line-width)$; border-radius: 120px; vertical-align: middle;\"/>\n\n<span style=\"margin-left: 8px;\">\n\n<$text text=\"\"\"$(line-width)$\"\"\"/>\n\n<$reveal state=\"$:/config/BitmapEditor/LineWidth\" type=\"match\" text=\"\"\"$(line-width)$\"\"\" tag=\"span\">\n\n<$entity entity=\" \"/>\n\n<$entity entity=\"✓\"/>\n\n</$reveal>\n\n</span>\n\n</$button>\n\\end\n\n''<<lingo Hint>>''\n\n<$list filter={{$:/config/BitmapEditor/LineWidths}} variable=\"line-width\">\n\n<<toolbar-line-width-inner>>\n\n</$list>\n"
},
"$:/core/ui/EditorToolbar/line-width": {
"title": "$:/core/ui/EditorToolbar/line-width",
"tags": "$:/tags/EditorToolbar",
"icon": "$:/core/images/line-width",
"caption": "{{$:/language/Buttons/LineWidth/Caption}}",
"description": "{{$:/language/Buttons/LineWidth/Hint}}",
"condition": "[<targetTiddler>is[image]]",
"dropdown": "$:/core/ui/EditorToolbar/line-width-dropdown",
"text": "<$text text={{$:/config/BitmapEditor/LineWidth}}/>"
},
"$:/core/ui/EditorToolbar/link-dropdown": {
"title": "$:/core/ui/EditorToolbar/link-dropdown",
"text": "\\define lingo-base() $:/language/Buttons/Link/\n\n\\define add-link-actions()\n<$action-sendmessage $message=\"tm-edit-text-operation\" $param=\"make-link\" text={{$(linkTiddler)$}} />\n<$action-deletetiddler $tiddler=<<dropdown-state>> />\n<$action-deletetiddler $tiddler=<<searchTiddler>> />\n<$action-deletetiddler $tiddler=<<linkTiddler>> />\n\\end\n\n\\define external-link()\n<$button class=\"tc-btn-invisible\" style=\"width: auto; display: inline-block; background-colour: inherit;\" actions=<<add-link-actions>>>\n{{$:/core/images/chevron-right}}\n</$button>\n\\end\n\n\\define body(config-title)\n''<<lingo Hint>>''\n\n<$vars searchTiddler=\"\"\"$config-title$/search\"\"\" linkTiddler=\"\"\"$config-title$/link\"\"\" linktext=\"\" >\n\n<$vars linkTiddler=<<searchTiddler>>>\n<$keyboard key=\"ENTER\" actions=<<add-link-actions>>>\n<$edit-text tiddler=<<searchTiddler>> type=\"search\" tag=\"input\" focus=\"true\" placeholder={{$:/language/Search/Search}} default=\"\"/>\n<$reveal tag=\"span\" state=<<searchTiddler>> type=\"nomatch\" text=\"\">\n<<external-link>>\n<$button class=\"tc-btn-invisible\" style=\"width: auto; display: inline-block; background-colour: inherit;\">\n<$action-setfield $tiddler=<<searchTiddler>> text=\"\" />\n{{$:/core/images/close-button}}\n</$button>\n</$reveal>\n</$keyboard>\n</$vars>\n\n<$reveal tag=\"div\" state=<<searchTiddler>> type=\"nomatch\" text=\"\">\n\n<$linkcatcher actions=<<add-link-actions>> to=<<linkTiddler>>>\n\n{{$:/core/ui/SearchResults}}\n\n</$linkcatcher>\n\n</$reveal>\n\n</$vars>\n\n\\end\n\n<$macrocall $name=\"body\" config-title=<<qualify \"$:/state/Link/\">>/>"
},
"$:/core/ui/EditorToolbar/link": {
"title": "$:/core/ui/EditorToolbar/link",
"tags": "$:/tags/EditorToolbar",
"icon": "$:/core/images/link",
"caption": "{{$:/language/Buttons/Link/Caption}}",
"description": "{{$:/language/Buttons/Link/Hint}}",
"condition": "[<targetTiddler>!has[type]] [<targetTiddler>type[text/vnd.tiddlywiki]]",
"button-classes": "tc-text-editor-toolbar-item-start-group",
"shortcuts": "((link))",
"dropdown": "$:/core/ui/EditorToolbar/link-dropdown",
"text": ""
},
"$:/core/ui/EditorToolbar/linkify": {
"title": "$:/core/ui/EditorToolbar/linkify",
"caption": "{{$:/language/Buttons/Linkify/Caption}}",
"condition": "[<targetTiddler>!has[type]] [<targetTiddler>type[text/vnd.tiddlywiki]]",
"description": "{{$:/language/Buttons/Linkify/Hint}}",
"icon": "$:/core/images/linkify",
"list-before": "$:/core/ui/EditorToolbar/mono-block",
"shortcuts": "((linkify))",
"tags": "$:/tags/EditorToolbar",
"text": "<$action-sendmessage\n\t$message=\"tm-edit-text-operation\"\n\t$param=\"wrap-selection\"\n\tprefix=\"[[\"\n\tsuffix=\"]]\"\n/>\n"
},
"$:/core/ui/EditorToolbar/list-bullet": {
"title": "$:/core/ui/EditorToolbar/list-bullet",
"tags": "$:/tags/EditorToolbar",
"icon": "$:/core/images/list-bullet",
"caption": "{{$:/language/Buttons/ListBullet/Caption}}",
"description": "{{$:/language/Buttons/ListBullet/Hint}}",
"condition": "[<targetTiddler>!has[type]] [<targetTiddler>type[text/vnd.tiddlywiki]]",
"shortcuts": "((list-bullet))",
"text": "<$action-sendmessage\n\t$message=\"tm-edit-text-operation\"\n\t$param=\"prefix-lines\"\n\tcharacter=\"*\"\n\tcount=\"1\"\n/>\n"
},
"$:/core/ui/EditorToolbar/list-number": {
"title": "$:/core/ui/EditorToolbar/list-number",
"tags": "$:/tags/EditorToolbar",
"icon": "$:/core/images/list-number",
"caption": "{{$:/language/Buttons/ListNumber/Caption}}",
"description": "{{$:/language/Buttons/ListNumber/Hint}}",
"condition": "[<targetTiddler>!has[type]] [<targetTiddler>type[text/vnd.tiddlywiki]]",
"shortcuts": "((list-number))",
"text": "<$action-sendmessage\n\t$message=\"tm-edit-text-operation\"\n\t$param=\"prefix-lines\"\n\tcharacter=\"#\"\n\tcount=\"1\"\n/>\n"
},
"$:/core/ui/EditorToolbar/mono-block": {
"title": "$:/core/ui/EditorToolbar/mono-block",
"tags": "$:/tags/EditorToolbar",
"icon": "$:/core/images/mono-block",
"caption": "{{$:/language/Buttons/MonoBlock/Caption}}",
"description": "{{$:/language/Buttons/MonoBlock/Hint}}",
"condition": "[<targetTiddler>!has[type]] [<targetTiddler>type[text/vnd.tiddlywiki]]",
"button-classes": "tc-text-editor-toolbar-item-start-group",
"shortcuts": "((mono-block))",
"text": "<$action-sendmessage\n\t$message=\"tm-edit-text-operation\"\n\t$param=\"wrap-lines\"\n\tprefix=\"\n```\"\n\tsuffix=\"```\"\n/>\n"
},
"$:/core/ui/EditorToolbar/mono-line": {
"title": "$:/core/ui/EditorToolbar/mono-line",
"tags": "$:/tags/EditorToolbar",
"icon": "$:/core/images/mono-line",
"caption": "{{$:/language/Buttons/MonoLine/Caption}}",
"description": "{{$:/language/Buttons/MonoLine/Hint}}",
"condition": "[<targetTiddler>!has[type]] [<targetTiddler>type[text/vnd.tiddlywiki]]",
"shortcuts": "((mono-line))",
"text": "<$action-sendmessage\n\t$message=\"tm-edit-text-operation\"\n\t$param=\"wrap-selection\"\n\tprefix=\"`\"\n\tsuffix=\"`\"\n/>\n"
},
"$:/core/ui/EditorToolbar/more-dropdown": {
"title": "$:/core/ui/EditorToolbar/more-dropdown",
"text": "\\define config-title()\n$:/config/EditorToolbarButtons/Visibility/$(toolbarItem)$\n\\end\n\n\\define conditional-button()\n<$list filter={{$(toolbarItem)$!!condition}} variable=\"condition\">\n<$transclude tiddler=\"$:/core/ui/EditTemplate/body/toolbar/button\" mode=\"inline\"/> <$transclude tiddler=<<toolbarItem>> field=\"description\"/>\n</$list>\n\\end\n\n<div class=\"tc-text-editor-toolbar-more\">\n<$list filter=\"[all[shadows+tiddlers]tag[$:/tags/EditorToolbar]!has[draft.of]] -[[$:/core/ui/EditorToolbar/more]]\">\n<$reveal type=\"match\" state=<<config-visibility-title>> text=\"hide\" tag=\"div\">\n<<conditional-button>>\n</$reveal>\n</$list>\n</div>\n"
},
"$:/core/ui/EditorToolbar/more": {
"title": "$:/core/ui/EditorToolbar/more",
"tags": "$:/tags/EditorToolbar",
"icon": "$:/core/images/down-arrow",
"caption": "{{$:/language/Buttons/More/Caption}}",
"description": "{{$:/language/Buttons/More/Hint}}",
"condition": "[<targetTiddler>]",
"dropdown": "$:/core/ui/EditorToolbar/more-dropdown",
"text": ""
},
"$:/core/ui/EditorToolbar/opacity-dropdown": {
"title": "$:/core/ui/EditorToolbar/opacity-dropdown",
"text": "\\define lingo-base() $:/language/Buttons/Opacity/\n\n\\define toolbar-opacity-inner()\n<$button tag=\"a\" tooltip=\"\"\"$(opacity)$\"\"\">\n\n<$action-setfield\n\t$tiddler=\"$:/config/BitmapEditor/Opacity\"\n\t$value=\"$(opacity)$\"\n/>\n\n<$action-deletetiddler\n\t$tiddler=<<dropdown-state>>\n/>\n\n<div style=\"display: inline-block; vertical-align: middle; background-color: $(current-paint-colour)$; opacity: $(opacity)$; width: 1em; height: 1em; border-radius: 50%;\"/>\n\n<span style=\"margin-left: 8px;\">\n\n<$text text=\"\"\"$(opacity)$\"\"\"/>\n\n<$reveal state=\"$:/config/BitmapEditor/Opacity\" type=\"match\" text=\"\"\"$(opacity)$\"\"\" tag=\"span\">\n\n<$entity entity=\" \"/>\n\n<$entity entity=\"✓\"/>\n\n</$reveal>\n\n</span>\n\n</$button>\n\\end\n\n\\define toolbar-opacity()\n''<<lingo Hint>>''\n\n<$list filter={{$:/config/BitmapEditor/Opacities}} variable=\"opacity\">\n\n<<toolbar-opacity-inner>>\n\n</$list>\n\\end\n\n<$set name=\"current-paint-colour\" value={{$:/config/BitmapEditor/Colour}}>\n\n<$set name=\"current-opacity\" value={{$:/config/BitmapEditor/Opacity}}>\n\n<<toolbar-opacity>>\n\n</$set>\n\n</$set>\n"
},
"$:/core/ui/EditorToolbar/opacity": {
"title": "$:/core/ui/EditorToolbar/opacity",
"tags": "$:/tags/EditorToolbar",
"icon": "$:/core/images/opacity",
"caption": "{{$:/language/Buttons/Opacity/Caption}}",
"description": "{{$:/language/Buttons/Opacity/Hint}}",
"condition": "[<targetTiddler>is[image]]",
"dropdown": "$:/core/ui/EditorToolbar/opacity-dropdown",
"text": "<$text text={{$:/config/BitmapEditor/Opacity}}/>\n"
},
"$:/core/ui/EditorToolbar/paint-dropdown": {
"title": "$:/core/ui/EditorToolbar/paint-dropdown",
"text": "''{{$:/language/Buttons/Paint/Hint}}''\n\n<$macrocall $name=\"colour-picker\" actions=\"\"\"\n\n<$action-setfield\n\t$tiddler=\"$:/config/BitmapEditor/Colour\"\n\t$value=<<colour-picker-value>>\n/>\n\n<$action-deletetiddler\n\t$tiddler=<<dropdown-state>>\n/>\n\n\"\"\"/>\n"
},
"$:/core/ui/EditorToolbar/paint": {
"title": "$:/core/ui/EditorToolbar/paint",
"tags": "$:/tags/EditorToolbar",
"icon": "$:/core/images/paint",
"caption": "{{$:/language/Buttons/Paint/Caption}}",
"description": "{{$:/language/Buttons/Paint/Hint}}",
"condition": "[<targetTiddler>is[image]]",
"dropdown": "$:/core/ui/EditorToolbar/paint-dropdown",
"text": "\\define toolbar-paint()\n<div style=\"display: inline-block; vertical-align: middle; background-color: $(colour-picker-value)$; width: 1em; height: 1em; border-radius: 50%;\"/>\n\\end\n<$set name=\"colour-picker-value\" value={{$:/config/BitmapEditor/Colour}}>\n<<toolbar-paint>>\n</$set>\n"
},
"$:/core/ui/EditorToolbar/picture-dropdown": {
"title": "$:/core/ui/EditorToolbar/picture-dropdown",
"text": "\\define replacement-text()\n[img[$(imageTitle)$]]\n\\end\n\n''{{$:/language/Buttons/Picture/Hint}}''\n\n<$macrocall $name=\"image-picker\" actions=\"\"\"\n\n<$action-sendmessage\n\t$message=\"tm-edit-text-operation\"\n\t$param=\"replace-selection\"\n\ttext=<<replacement-text>>\n/>\n\n<$action-deletetiddler\n\t$tiddler=<<dropdown-state>>\n/>\n\n\"\"\"/>\n"
},
"$:/core/ui/EditorToolbar/picture": {
"title": "$:/core/ui/EditorToolbar/picture",
"tags": "$:/tags/EditorToolbar",
"icon": "$:/core/images/picture",
"caption": "{{$:/language/Buttons/Picture/Caption}}",
"description": "{{$:/language/Buttons/Picture/Hint}}",
"condition": "[<targetTiddler>!has[type]] [<targetTiddler>type[text/vnd.tiddlywiki]]",
"shortcuts": "((picture))",
"dropdown": "$:/core/ui/EditorToolbar/picture-dropdown",
"text": ""
},
"$:/core/ui/EditorToolbar/preview-type-dropdown": {
"title": "$:/core/ui/EditorToolbar/preview-type-dropdown",
"text": "\\define preview-type-button()\n<$button tag=\"a\">\n\n<$action-setfield $tiddler=\"$:/state/editpreviewtype\" $value=\"$(previewType)$\"/>\n\n<$action-deletetiddler\n\t$tiddler=<<dropdown-state>>\n/>\n\n<$transclude tiddler=<<previewType>> field=\"caption\" mode=\"inline\">\n\n<$view tiddler=<<previewType>> field=\"title\" mode=\"inline\"/>\n\n</$transclude> \n\n<$reveal tag=\"span\" state=\"$:/state/editpreviewtype\" type=\"match\" text=<<previewType>> default=\"$:/core/ui/EditTemplate/body/preview/output\">\n\n<$entity entity=\" \"/>\n\n<$entity entity=\"✓\"/>\n\n</$reveal>\n\n</$button>\n\\end\n\n<$list filter=\"[all[shadows+tiddlers]tag[$:/tags/EditPreview]!has[draft.of]]\" variable=\"previewType\">\n\n<<preview-type-button>>\n\n</$list>\n"
},
"$:/core/ui/EditorToolbar/preview-type": {
"title": "$:/core/ui/EditorToolbar/preview-type",
"tags": "$:/tags/EditorToolbar",
"icon": "$:/core/images/chevron-down",
"caption": "{{$:/language/Buttons/PreviewType/Caption}}",
"description": "{{$:/language/Buttons/PreviewType/Hint}}",
"condition": "[all[shadows+tiddlers]tag[$:/tags/EditPreview]!has[draft.of]butfirst[]limit[1]]",
"button-classes": "tc-text-editor-toolbar-item-adjunct",
"dropdown": "$:/core/ui/EditorToolbar/preview-type-dropdown"
},
"$:/core/ui/EditorToolbar/preview": {
"title": "$:/core/ui/EditorToolbar/preview",
"tags": "$:/tags/EditorToolbar",
"icon": "$:/core/images/preview-open",
"custom-icon": "yes",
"caption": "{{$:/language/Buttons/Preview/Caption}}",
"description": "{{$:/language/Buttons/Preview/Hint}}",
"condition": "[<targetTiddler>]",
"button-classes": "tc-text-editor-toolbar-item-start-group",
"shortcuts": "((preview))",
"text": "<$reveal state=\"$:/state/showeditpreview\" type=\"match\" text=\"yes\" tag=\"span\">\n{{$:/core/images/preview-open}}\n<$action-setfield $tiddler=\"$:/state/showeditpreview\" $value=\"no\"/>\n</$reveal>\n<$reveal state=\"$:/state/showeditpreview\" type=\"nomatch\" text=\"yes\" tag=\"span\">\n{{$:/core/images/preview-closed}}\n<$action-setfield $tiddler=\"$:/state/showeditpreview\" $value=\"yes\"/>\n</$reveal>\n"
},
"$:/core/ui/EditorToolbar/quote": {
"title": "$:/core/ui/EditorToolbar/quote",
"tags": "$:/tags/EditorToolbar",
"icon": "$:/core/images/quote",
"caption": "{{$:/language/Buttons/Quote/Caption}}",
"description": "{{$:/language/Buttons/Quote/Hint}}",
"condition": "[<targetTiddler>!has[type]] [<targetTiddler>type[text/vnd.tiddlywiki]]",
"shortcuts": "((quote))",
"text": "<$action-sendmessage\n\t$message=\"tm-edit-text-operation\"\n\t$param=\"wrap-lines\"\n\tprefix=\"\n<<<\"\n\tsuffix=\"<<<\"\n/>\n"
},
"$:/core/ui/EditorToolbar/rotate-left": {
"title": "$:/core/ui/EditorToolbar/rotate-left",
"tags": "$:/tags/EditorToolbar",
"icon": "$:/core/images/rotate-left",
"caption": "{{$:/language/Buttons/RotateLeft/Caption}}",
"description": "{{$:/language/Buttons/RotateLeft/Hint}}",
"condition": "[<targetTiddler>is[image]]",
"text": "<$action-sendmessage\n\t$message=\"tm-edit-bitmap-operation\"\n\t$param=\"rotate-left\"\n/>\n"
},
"$:/core/ui/EditorToolbar/size-dropdown": {
"title": "$:/core/ui/EditorToolbar/size-dropdown",
"text": "\\define lingo-base() $:/language/Buttons/Size/\n\n\\define toolbar-button-size-preset(config-title)\n<$set name=\"width\" filter=\"$(sizePair)$ +[first[]]\">\n\n<$set name=\"height\" filter=\"$(sizePair)$ +[last[]]\">\n\n<$button tag=\"a\">\n\n<$action-setfield\n\t$tiddler=\"\"\"$config-title$/new-width\"\"\"\n\t$value=<<width>>\n/>\n\n<$action-setfield\n\t$tiddler=\"\"\"$config-title$/new-height\"\"\"\n\t$value=<<height>>\n/>\n\n<$action-deletetiddler\n\t$tiddler=\"\"\"$config-title$/presets-popup\"\"\"\n/>\n\n<$text text=<<width>>/> × <$text text=<<height>>/>\n\n</$button>\n\n</$set>\n\n</$set>\n\\end\n\n\\define toolbar-button-size(config-title)\n''{{$:/language/Buttons/Size/Hint}}''\n\n<<lingo Caption/Width>> <$edit-text tag=\"input\" tiddler=\"\"\"$config-title$/new-width\"\"\" default=<<tv-bitmap-editor-width>> focus=\"true\" size=\"8\"/> <<lingo Caption/Height>> <$edit-text tag=\"input\" tiddler=\"\"\"$config-title$/new-height\"\"\" default=<<tv-bitmap-editor-height>> size=\"8\"/> <$button popup=\"\"\"$config-title$/presets-popup\"\"\" class=\"tc-btn-invisible tc-popup-keep\" style=\"width: auto; display: inline-block; background-colour: inherit;\" selectedClass=\"tc-selected\">\n{{$:/core/images/down-arrow}}\n</$button>\n\n<$reveal tag=\"span\" state=\"\"\"$config-title$/presets-popup\"\"\" type=\"popup\" position=\"belowleft\" animate=\"yes\">\n\n<div class=\"tc-drop-down tc-popup-keep\">\n\n<$list filter={{$:/config/BitmapEditor/ImageSizes}} variable=\"sizePair\">\n\n<$macrocall $name=\"toolbar-button-size-preset\" config-title=\"$config-title$\"/>\n\n</$list>\n\n</div>\n\n</$reveal>\n\n<$button>\n<$action-sendmessage\n\t$message=\"tm-edit-bitmap-operation\"\n\t$param=\"resize\"\n\twidth={{$config-title$/new-width}}\n\theight={{$config-title$/new-height}}\n/>\n<$action-deletetiddler\n\t$tiddler=\"\"\"$config-title$/new-width\"\"\"\n/>\n<$action-deletetiddler\n\t$tiddler=\"\"\"$config-title$/new-height\"\"\"\n/>\n<$action-deletetiddler\n\t$tiddler=<<dropdown-state>>\n/>\n<<lingo Caption/Resize>>\n</$button>\n\\end\n\n<$macrocall $name=\"toolbar-button-size\" config-title=<<qualify \"$:/state/Size/\">>/>\n"
},
"$:/core/ui/EditorToolbar/size": {
"title": "$:/core/ui/EditorToolbar/size",
"tags": "$:/tags/EditorToolbar",
"icon": "$:/core/images/size",
"caption": "{{$:/language/Buttons/Size/Caption}}",
"description": "{{$:/language/Buttons/Size/Hint}}",
"condition": "[<targetTiddler>is[image]]",
"dropdown": "$:/core/ui/EditorToolbar/size-dropdown",
"text": ""
},
"$:/core/ui/EditorToolbar/stamp-dropdown": {
"title": "$:/core/ui/EditorToolbar/stamp-dropdown",
"text": "\\define toolbar-button-stamp-inner()\n<$button tag=\"a\">\n\n<$list filter=\"[[$(snippetTitle)$]addsuffix[/prefix]is[missing]removesuffix[/prefix]addsuffix[/suffix]is[missing]]\">\n\n<$action-sendmessage\n\t$message=\"tm-edit-text-operation\"\n\t$param=\"replace-selection\"\n\ttext={{$(snippetTitle)$}}\n/>\n\n</$list>\n\n\n<$list filter=\"[[$(snippetTitle)$]addsuffix[/prefix]is[missing]removesuffix[/prefix]addsuffix[/suffix]!is[missing]] [[$(snippetTitle)$]addsuffix[/prefix]!is[missing]removesuffix[/prefix]addsuffix[/suffix]is[missing]] [[$(snippetTitle)$]addsuffix[/prefix]!is[missing]removesuffix[/prefix]addsuffix[/suffix]!is[missing]]\">\n\n<$action-sendmessage\n\t$message=\"tm-edit-text-operation\"\n\t$param=\"wrap-selection\"\n\tprefix={{{ [[$(snippetTitle)$]addsuffix[/prefix]get[text]] }}}\nsuffix={{{ [[$(snippetTitle)$]addsuffix[/suffix]get[text]] }}}\n/>\n\n</$list>\n\n<$action-deletetiddler\n\t$tiddler=<<dropdown-state>>\n/>\n\n<$transclude tiddler=<<snippetTitle>> field=\"caption\" mode=\"inline\">\n\n<$view tiddler=<<snippetTitle>> field=\"title\" />\n\n</$transclude>\n\n</$button>\n\\end\n\n<$list filter=\"[all[shadows+tiddlers]tag[$:/tags/TextEditor/Snippet]!has[draft.of]sort[caption]]\" variable=\"snippetTitle\">\n\n<<toolbar-button-stamp-inner>>\n\n</$list>\n\n----\n\n<$button tag=\"a\">\n\n<$action-sendmessage\n\t$message=\"tm-new-tiddler\"\n\ttags=\"$:/tags/TextEditor/Snippet\"\n\tcaption={{$:/language/Buttons/Stamp/New/Title}}\n\ttext={{$:/language/Buttons/Stamp/New/Text}}\n/>\n\n<$action-deletetiddler\n\t$tiddler=<<dropdown-state>>\n/>\n\n<em>\n\n<$text text={{$:/language/Buttons/Stamp/Caption/New}}/>\n\n</em>\n\n</$button>\n"
},
"$:/core/ui/EditorToolbar/stamp": {
"title": "$:/core/ui/EditorToolbar/stamp",
"tags": "$:/tags/EditorToolbar",
"icon": "$:/core/images/stamp",
"caption": "{{$:/language/Buttons/Stamp/Caption}}",
"description": "{{$:/language/Buttons/Stamp/Hint}}",
"condition": "[<targetTiddler>type[]] [<targetTiddler>get[type]prefix[text/]] +[first[]]",
"shortcuts": "((stamp))",
"dropdown": "$:/core/ui/EditorToolbar/stamp-dropdown",
"text": ""
},
"$:/core/ui/EditorToolbar/strikethrough": {
"title": "$:/core/ui/EditorToolbar/strikethrough",
"tags": "$:/tags/EditorToolbar",
"icon": "$:/core/images/strikethrough",
"caption": "{{$:/language/Buttons/Strikethrough/Caption}}",
"description": "{{$:/language/Buttons/Strikethrough/Hint}}",
"condition": "[<targetTiddler>!has[type]] [<targetTiddler>type[text/vnd.tiddlywiki]]",
"shortcuts": "((strikethrough))",
"text": "<$action-sendmessage\n\t$message=\"tm-edit-text-operation\"\n\t$param=\"wrap-selection\"\n\tprefix=\"~~\"\n\tsuffix=\"~~\"\n/>\n"
},
"$:/core/ui/EditorToolbar/subscript": {
"title": "$:/core/ui/EditorToolbar/subscript",
"tags": "$:/tags/EditorToolbar",
"icon": "$:/core/images/subscript",
"caption": "{{$:/language/Buttons/Subscript/Caption}}",
"description": "{{$:/language/Buttons/Subscript/Hint}}",
"condition": "[<targetTiddler>!has[type]] [<targetTiddler>type[text/vnd.tiddlywiki]]",
"shortcuts": "((subscript))",
"text": "<$action-sendmessage\n\t$message=\"tm-edit-text-operation\"\n\t$param=\"wrap-selection\"\n\tprefix=\",,\"\n\tsuffix=\",,\"\n/>\n"
},
"$:/core/ui/EditorToolbar/superscript": {
"title": "$:/core/ui/EditorToolbar/superscript",
"tags": "$:/tags/EditorToolbar",
"icon": "$:/core/images/superscript",
"caption": "{{$:/language/Buttons/Superscript/Caption}}",
"description": "{{$:/language/Buttons/Superscript/Hint}}",
"condition": "[<targetTiddler>!has[type]] [<targetTiddler>type[text/vnd.tiddlywiki]]",
"shortcuts": "((superscript))",
"text": "<$action-sendmessage\n\t$message=\"tm-edit-text-operation\"\n\t$param=\"wrap-selection\"\n\tprefix=\"^^\"\n\tsuffix=\"^^\"\n/>\n"
},
"$:/core/ui/EditorToolbar/transcludify": {
"title": "$:/core/ui/EditorToolbar/transcludify",
"caption": "{{$:/language/Buttons/Transcludify/Caption}}",
"condition": "[<targetTiddler>!has[type]] [<targetTiddler>type[text/vnd.tiddlywiki]]",
"description": "{{$:/language/Buttons/Transcludify/Hint}}",
"icon": "$:/core/images/transcludify",
"list-before": "$:/core/ui/EditorToolbar/mono-block",
"shortcuts": "((transcludify))",
"tags": "$:/tags/EditorToolbar",
"text": "<$action-sendmessage\n\t$message=\"tm-edit-text-operation\"\n\t$param=\"wrap-selection\"\n\tprefix=\"{{\"\n\tsuffix=\"}}\"\n/>\n"
},
"$:/core/ui/EditorToolbar/underline": {
"title": "$:/core/ui/EditorToolbar/underline",
"tags": "$:/tags/EditorToolbar",
"icon": "$:/core/images/underline",
"caption": "{{$:/language/Buttons/Underline/Caption}}",
"description": "{{$:/language/Buttons/Underline/Hint}}",
"condition": "[<targetTiddler>!has[type]] [<targetTiddler>type[text/vnd.tiddlywiki]]",
"shortcuts": "((underline))",
"text": "<$action-sendmessage\n\t$message=\"tm-edit-text-operation\"\n\t$param=\"wrap-selection\"\n\tprefix=\"__\"\n\tsuffix=\"__\"\n/>\n"
},
"$:/core/Filters/AllTags": {
"title": "$:/core/Filters/AllTags",
"tags": "$:/tags/Filter",
"filter": "[tags[]!is[system]sort[title]]",
"description": "{{$:/language/Filters/AllTags}}",
"text": ""
},
"$:/core/Filters/AllTiddlers": {
"title": "$:/core/Filters/AllTiddlers",
"tags": "$:/tags/Filter",
"filter": "[!is[system]sort[title]]",
"description": "{{$:/language/Filters/AllTiddlers}}",
"text": ""
},
"$:/core/Filters/Drafts": {
"title": "$:/core/Filters/Drafts",
"tags": "$:/tags/Filter",
"filter": "[has[draft.of]sort[title]]",
"description": "{{$:/language/Filters/Drafts}}",
"text": ""
},
"$:/core/Filters/Missing": {
"title": "$:/core/Filters/Missing",
"tags": "$:/tags/Filter",
"filter": "[all[missing]sort[title]]",
"description": "{{$:/language/Filters/Missing}}",
"text": ""
},
"$:/core/Filters/Orphans": {
"title": "$:/core/Filters/Orphans",
"tags": "$:/tags/Filter",
"filter": "[all[orphans]sort[title]]",
"description": "{{$:/language/Filters/Orphans}}",
"text": ""
},
"$:/core/Filters/OverriddenShadowTiddlers": {
"title": "$:/core/Filters/OverriddenShadowTiddlers",
"tags": "$:/tags/Filter",
"filter": "[is[shadow]]",
"description": "{{$:/language/Filters/OverriddenShadowTiddlers}}",
"text": ""
},
"$:/core/Filters/RecentSystemTiddlers": {
"title": "$:/core/Filters/RecentSystemTiddlers",
"tags": "$:/tags/Filter",
"filter": "[has[modified]!sort[modified]limit[50]]",
"description": "{{$:/language/Filters/RecentSystemTiddlers}}",
"text": ""
},
"$:/core/Filters/RecentTiddlers": {
"title": "$:/core/Filters/RecentTiddlers",
"tags": "$:/tags/Filter",
"filter": "[!is[system]has[modified]!sort[modified]limit[50]]",
"description": "{{$:/language/Filters/RecentTiddlers}}",
"text": ""
},
"$:/core/Filters/SessionTiddlers": {
"title": "$:/core/Filters/SessionTiddlers",
"tags": "$:/tags/Filter",
"filter": "[haschanged[]]",
"description": "{{$:/language/Filters/SessionTiddlers}}",
"text": ""
},
"$:/core/Filters/ShadowTiddlers": {
"title": "$:/core/Filters/ShadowTiddlers",
"tags": "$:/tags/Filter",
"filter": "[all[shadows]sort[title]]",
"description": "{{$:/language/Filters/ShadowTiddlers}}",
"text": ""
},
"$:/core/Filters/StoryList": {
"title": "$:/core/Filters/StoryList",
"tags": "$:/tags/Filter",
"filter": "[list[$:/StoryList]] -$:/AdvancedSearch",
"description": "{{$:/language/Filters/StoryList}}",
"text": ""
},
"$:/core/Filters/SystemTags": {
"title": "$:/core/Filters/SystemTags",
"tags": "$:/tags/Filter",
"filter": "[all[shadows+tiddlers]tags[]is[system]sort[title]]",
"description": "{{$:/language/Filters/SystemTags}}",
"text": ""
},
"$:/core/Filters/SystemTiddlers": {
"title": "$:/core/Filters/SystemTiddlers",
"tags": "$:/tags/Filter",
"filter": "[is[system]sort[title]]",
"description": "{{$:/language/Filters/SystemTiddlers}}",
"text": ""
},
"$:/core/Filters/TypedTiddlers": {
"title": "$:/core/Filters/TypedTiddlers",
"tags": "$:/tags/Filter",
"filter": "[!is[system]has[type]each[type]sort[type]] -[type[text/vnd.tiddlywiki]]",
"description": "{{$:/language/Filters/TypedTiddlers}}",
"text": ""
},
"$:/core/ui/ImportListing": {
"title": "$:/core/ui/ImportListing",
"text": "\\define lingo-base() $:/language/Import/\n\n\\define messageField()\nmessage-$(payloadTiddler)$\n\\end\n\n\\define selectionField()\nselection-$(payloadTiddler)$\n\\end\n\n\\define previewPopupState()\n$(currentTiddler)$!!popup-$(payloadTiddler)$\n\\end\n\n\\define select-all-actions()\n<$list filter=\"[all[current]plugintiddlers[]sort[title]]\" variable=\"payloadTiddler\">\n<$action-setfield $field={{{ [<payloadTiddler>addprefix[selection-]] }}} $value={{$:/state/import/select-all}}/>\n</$list>\n\\end\n\n<table>\n<tbody>\n<tr>\n<th>\n<$checkbox tiddler=\"$:/state/import/select-all\" field=\"text\" checked=\"checked\" unchecked=\"unchecked\" default=\"checked\" actions=<<select-all-actions>>>\n<<lingo Listing/Select/Caption>>\n</$checkbox>\n</th>\n<th>\n<<lingo Listing/Title/Caption>>\n</th>\n<th>\n<<lingo Listing/Status/Caption>>\n</th>\n</tr>\n<$list filter=\"[all[current]plugintiddlers[]sort[title]]\" variable=\"payloadTiddler\">\n<tr>\n<td>\n<$checkbox field=<<selectionField>> checked=\"checked\" unchecked=\"unchecked\" default=\"checked\"/>\n</td>\n<td>\n<$reveal type=\"nomatch\" stateTitle=<<previewPopupState>> text=\"yes\" tag=\"div\">\n<$button class=\"tc-btn-invisible tc-btn-dropdown\" setTitle=<<previewPopupState>> setTo=\"yes\">\n{{$:/core/images/right-arrow}} <$text text=<<payloadTiddler>>/>\n</$button>\n</$reveal>\n<$reveal type=\"match\" stateTitle=<<previewPopupState>> text=\"yes\" tag=\"div\">\n<$button class=\"tc-btn-invisible tc-btn-dropdown\" setTitle=<<previewPopupState>> setTo=\"no\">\n{{$:/core/images/down-arrow}} <$text text=<<payloadTiddler>>/>\n</$button>\n</$reveal>\n</td>\n<td>\n<$view field=<<messageField>>/>\n</td>\n</tr>\n<tr>\n<td colspan=\"3\">\n<$reveal type=\"match\" text=\"yes\" stateTitle=<<previewPopupState>> tag=\"div\">\n<$list filter=\"[{$:/state/importpreviewtype}has[text]]\" variable=\"listItem\" emptyMessage={{$:/core/ui/ImportPreviews/Text}}>\n<$transclude tiddler={{$:/state/importpreviewtype}}/>\n</$list>\n</$reveal>\n</td>\n</tr>\n</$list>\n</tbody>\n</table>\n"
},
"$:/core/ui/ImportPreviews/Diff": {
"title": "$:/core/ui/ImportPreviews/Diff",
"tags": "$:/tags/ImportPreview",
"caption": "{{$:/language/Import/Listing/Preview/Diff}}",
"text": "<$macrocall $name=\"compareTiddlerText\" sourceTiddlerTitle=<<payloadTiddler>> destTiddlerTitle=<<currentTiddler>> destSubTiddlerTitle=<<payloadTiddler>>/>\n"
},
"$:/core/ui/ImportPreviews/DiffFields": {
"title": "$:/core/ui/ImportPreviews/DiffFields",
"tags": "$:/tags/ImportPreview",
"caption": "{{$:/language/Import/Listing/Preview/DiffFields}}",
"text": "<$macrocall $name=\"compareTiddlers\" sourceTiddlerTitle=<<payloadTiddler>> destTiddlerTitle=<<currentTiddler>> destSubTiddlerTitle=<<payloadTiddler>> exclude=\"text\"/>\n"
},
"$:/core/ui/ImportPreviews/Fields": {
"title": "$:/core/ui/ImportPreviews/Fields",
"tags": "$:/tags/ImportPreview",
"caption": "{{$:/language/Import/Listing/Preview/Fields}}",
"text": "<table class=\"tc-view-field-table\">\n<tbody>\n<$list filter=\"[<payloadTiddler>subtiddlerfields<currentTiddler>sort[]] -text\" variable=\"fieldName\">\n<tr class=\"tc-view-field\">\n<td class=\"tc-view-field-name\">\n<$text text=<<fieldName>>/>\n</td>\n<td class=\"tc-view-field-value\">\n<$view field=<<fieldName>> tiddler=<<currentTiddler>> subtiddler=<<payloadTiddler>>/>\n</td>\n</tr>\n</$list>\n</tbody>\n</table>\n"
},
"$:/core/ui/ImportPreviews/Text": {
"title": "$:/core/ui/ImportPreviews/Text",
"tags": "$:/tags/ImportPreview",
"caption": "{{$:/language/Import/Listing/Preview/Text}}",
"text": "<$transclude tiddler=<<currentTiddler>> subtiddler=<<payloadTiddler>> mode=\"block\"/>\n"
},
"$:/core/ui/ImportPreviews/TextRaw": {
"title": "$:/core/ui/ImportPreviews/TextRaw",
"tags": "$:/tags/ImportPreview",
"caption": "{{$:/language/Import/Listing/Preview/TextRaw}}",
"text": "<pre><code><$view tiddler=<<currentTiddler>> subtiddler=<<payloadTiddler>> /></code></pre>"
},
"$:/core/ui/KeyboardShortcuts/advanced-search": {
"title": "$:/core/ui/KeyboardShortcuts/advanced-search",
"tags": "$:/tags/KeyboardShortcut",
"key": "((advanced-search))",
"text": "<$navigator story=\"$:/StoryList\" history=\"$:/HistoryList\">\n<$action-navigate $to=\"$:/AdvancedSearch\"/>\n<$action-sendmessage $message=\"tm-focus-selector\" $param=\"\"\"[data-tiddler-title=\"$:/AdvancedSearch\"] .tc-search input\"\"\"/>\n</$navigator>\n"
},
"$:/core/ui/KeyboardShortcuts/new-image": {
"title": "$:/core/ui/KeyboardShortcuts/new-image",
"tags": "$:/tags/KeyboardShortcut",
"key": "((new-image))",
"text": "<$navigator story=\"$:/StoryList\" history=\"$:/HistoryList\" openLinkFromInsideRiver={{$:/config/Navigation/openLinkFromInsideRiver}} openLinkFromOutsideRiver={{$:/config/Navigation/openLinkFromOutsideRiver}} relinkOnRename={{$:/config/RelinkOnRename}}>\n{{$:/core/ui/Actions/new-image}}\n</$navigator>\n"
},
"$:/core/ui/KeyboardShortcuts/new-journal": {
"title": "$:/core/ui/KeyboardShortcuts/new-journal",
"tags": "$:/tags/KeyboardShortcut",
"key": "((new-journal))",
"text": "<$navigator story=\"$:/StoryList\" history=\"$:/HistoryList\" openLinkFromInsideRiver={{$:/config/Navigation/openLinkFromInsideRiver}} openLinkFromOutsideRiver={{$:/config/Navigation/openLinkFromOutsideRiver}} relinkOnRename={{$:/config/RelinkOnRename}}>\n{{$:/core/ui/Actions/new-journal}}\n</$navigator>\n"
},
"$:/core/ui/KeyboardShortcuts/new-tiddler": {
"title": "$:/core/ui/KeyboardShortcuts/new-tiddler",
"tags": "$:/tags/KeyboardShortcut",
"key": "((new-tiddler))",
"text": "<$navigator story=\"$:/StoryList\" history=\"$:/HistoryList\" openLinkFromInsideRiver={{$:/config/Navigation/openLinkFromInsideRiver}} openLinkFromOutsideRiver={{$:/config/Navigation/openLinkFromOutsideRiver}} relinkOnRename={{$:/config/RelinkOnRename}}>\n{{$:/core/ui/Actions/new-tiddler}}\n</$navigator>\n"
},
"$:/core/ui/KeyboardShortcuts/sidebar-search": {
"title": "$:/core/ui/KeyboardShortcuts/sidebar-search",
"tags": "$:/tags/KeyboardShortcut",
"key": "((sidebar-search))",
"text": "<$action-sendmessage $message=\"tm-focus-selector\" $param=\".tc-search input\"/>\n"
},
"$:/core/ui/KeyboardShortcut/toggle-sidebar": {
"title": "$:/core/ui/KeyboardShortcut/toggle-sidebar",
"tags": "$:/tags/KeyboardShortcut",
"key": "((toggle-sidebar))",
"text": "<$list filter=\"[[$:/state/sidebar]is[missing]] [{$:/state/sidebar}removeprefix[yes]]\" emptyMessage=\"\"\"\n<$action-setfield $tiddler=\"$:/state/sidebar\" text=\"yes\"/>\n\"\"\">\n<$action-setfield $tiddler=\"$:/state/sidebar\" text=\"no\"/>\n</$list>\n"
},
"$:/core/ui/ListItemTemplate": {
"title": "$:/core/ui/ListItemTemplate",
"text": "<div class=\"tc-menu-list-item\">\n<$link />\n</div>"
},
"$:/Manager/ItemMain/Fields": {
"title": "$:/Manager/ItemMain/Fields",
"tags": "$:/tags/Manager/ItemMain",
"caption": "{{$:/language/Manager/Item/Fields}}",
"text": "<table>\n<tbody>\n<$list filter=\"[all[current]fields[]sort[title]] -text\" template=\"$:/core/ui/TiddlerFieldTemplate\" variable=\"listItem\"/>\n</tbody>\n</table>\n"
},
"$:/Manager/ItemMain/RawText": {
"title": "$:/Manager/ItemMain/RawText",
"tags": "$:/tags/Manager/ItemMain",
"caption": "{{$:/language/Manager/Item/RawText}}",
"text": "<pre><code><$view/></code></pre>\n"
},
"$:/Manager/ItemMain/WikifiedText": {
"title": "$:/Manager/ItemMain/WikifiedText",
"tags": "$:/tags/Manager/ItemMain",
"caption": "{{$:/language/Manager/Item/WikifiedText}}",
"text": "<$transclude mode=\"block\"/>\n"
},
"$:/Manager/ItemSidebar/Colour": {
"title": "$:/Manager/ItemSidebar/Colour",
"tags": "$:/tags/Manager/ItemSidebar",
"caption": "{{$:/language/Manager/Item/Colour}}",
"text": "\\define swatch-styles()\nheight: 1em;\nbackground-color: $(colour)$\n\\end\n\n<$vars colour={{!!color}}>\n<p style=<<swatch-styles>>/>\n</$vars>\n<p>\n<$edit-text field=\"color\" tag=\"input\" type=\"color\"/> / <$edit-text field=\"color\" tag=\"input\" type=\"text\" size=\"9\"/>\n</p>\n"
},
"$:/Manager/ItemSidebar/Icon": {
"title": "$:/Manager/ItemSidebar/Icon",
"tags": "$:/tags/Manager/ItemSidebar",
"caption": "{{$:/language/Manager/Item/Icon}}",
"text": "<p>\n<div class=\"tc-manager-icon-editor\">\n<$button popup=<<qualify \"$:/state/popup/image-picker\">> class=\"tc-btn-invisible\">\n<$transclude tiddler={{!!icon}}>\n{{$:/language/Manager/Item/Icon/None}}\n</$transclude>\n</$button>\n<div class=\"tc-block-dropdown-wrapper\" style=\"position: static;\">\n<$reveal state=<<qualify \"$:/state/popup/image-picker\">> type=\"nomatch\" text=\"\" default=\"\" tag=\"div\" class=\"tc-popup\">\n<div class=\"tc-block-dropdown tc-popup-keep\" style=\"width: 80%; left: 10%; right: 10%; padding: 0.5em;\">\n<$macrocall $name=\"image-picker-include-tagged-images\" actions=\"\"\"\n<$action-setfield $field=\"icon\" $value=<<imageTitle>>/>\n<$action-deletetiddler $tiddler=<<qualify \"$:/state/popup/image-picker\">>/>\n\"\"\"/>\n</div>\n</$reveal>\n</div>\n</div>\n</p>\n"
},
"$:/Manager/ItemSidebar/Tags": {
"title": "$:/Manager/ItemSidebar/Tags",
"tags": "$:/tags/Manager/ItemSidebar",
"caption": "{{$:/language/Manager/Item/Tags}}",
"text": "\\define tag-checkbox-actions()\n<$action-listops\n\t$tiddler=\"$:/config/Manager/RecentTags\"\n\t$subfilter=\"[<tag>] [list[$:/config/Manager/RecentTags]] +[limit[12]]\"\n/>\n\\end\n\n\\define tag-picker-actions()\n<<tag-checkbox-actions>>\n<$action-listops\n\t$tiddler=<<currentTiddler>>\n\t$field=\"tags\"\n\t$subfilter=\"[<tag>] [all[current]tags[]]\"\n/>\n\\end\n\n<p>\n<$list filter=\"[all[current]tags[]] [list[$:/config/Manager/RecentTags]] +[sort[title]] \" variable=\"tag\">\n<div>\n<$checkbox tiddler=<<currentTiddler>> tag=<<tag>> actions=<<tag-checkbox-actions>>>\n<$macrocall $name=\"tag-pill\" tag=<<tag>>/>\n</$checkbox>\n</div>\n</$list>\n</p>\n<p>\n<$macrocall $name=\"tag-picker\" actions=<<tag-picker-actions>>/>\n</p>\n"
},
"$:/Manager/ItemSidebar/Tools": {
"title": "$:/Manager/ItemSidebar/Tools",
"tags": "$:/tags/Manager/ItemSidebar",
"caption": "{{$:/language/Manager/Item/Tools}}",
"text": "<p>\n<$button to=<<currentTiddler>>>{{$:/core/images/link}} open</$button>\n</p>\n<p>\n<$button message=\"tm-edit-tiddler\" param=<<currentTiddler>>>{{$:/core/images/edit-button}} edit</$button>\n</p>\n"
},
"$:/Manager": {
"title": "$:/Manager",
"icon": "$:/core/images/list",
"color": "#bbb",
"text": "\\define lingo-base() $:/language/Manager/\n\n\\define list-item-content-item()\n<div class=\"tc-manager-list-item-content-item\">\n\t<$vars state-title=\"\"\"$:/state/popup/manager/item/$(listItem)$\"\"\">\n\t\t<$reveal state=<<state-title>> type=\"match\" text=\"show\" default=\"show\" tag=\"div\">\n\t\t\t<$button set=<<state-title>> setTo=\"hide\" class=\"tc-btn-invisible tc-manager-list-item-content-item-heading\">\n\t\t\t\t{{$:/core/images/down-arrow}} <$transclude tiddler=<<listItem>> field=\"caption\"/>\n\t\t\t</$button>\n\t\t</$reveal>\n\t\t<$reveal state=<<state-title>> type=\"nomatch\" text=\"show\" default=\"show\" tag=\"div\">\n\t\t\t<$button set=<<state-title>> setTo=\"show\" class=\"tc-btn-invisible tc-manager-list-item-content-item-heading\">\n\t\t\t\t{{$:/core/images/right-arrow}} <$transclude tiddler=<<listItem>> field=\"caption\"/>\n\t\t\t</$button>\n\t\t</$reveal>\n\t\t<$reveal state=<<state-title>> type=\"match\" text=\"show\" default=\"show\" tag=\"div\" class=\"tc-manager-list-item-content-item-body\">\n\t\t\t<$transclude tiddler=<<listItem>>/>\n\t\t</$reveal>\n\t</$vars>\n</div>\n\\end\n\n<div class=\"tc-manager-wrapper\">\n\t<div class=\"tc-manager-controls\">\n\t\t<div class=\"tc-manager-control\">\n\t\t\t<<lingo Controls/Show/Prompt>> <$select tiddler=\"$:/config/Manager/Show\" default=\"tiddlers\">\n\t\t\t\t<option value=\"tiddlers\"><<lingo Controls/Show/Option/Tiddlers>></option>\n\t\t\t\t<option value=\"tags\"><<lingo Controls/Show/Option/Tags>></option>\n\t\t\t</$select>\n\t\t</div>\n\t\t<div class=\"tc-manager-control\">\n\t\t\t<<lingo Controls/Search/Prompt>> <$edit-text tiddler=\"$:/config/Manager/Filter\" tag=\"input\" default=\"\" placeholder={{$:/language/Manager/Controls/Search/Placeholder}}/>\n\t\t</div>\n\t\t<div class=\"tc-manager-control\">\n\t\t\t<<lingo Controls/FilterByTag/Prompt>> <$select tiddler=\"$:/config/Manager/Tag\" default=\"\">\n\t\t\t\t<option value=\"\"><<lingo Controls/FilterByTag/None>></option>\n\t\t\t\t<$list filter=\"[!is{$:/config/Manager/System}tags[]!is[system]sort[title]]\" variable=\"tag\">\n\t\t\t\t\t<option value=<<tag>>><$text text=<<tag>>/></option>\n\t\t\t\t</$list>\n\t\t\t</$select>\n\t\t</div>\n\t\t<div class=\"tc-manager-control\">\n\t\t\t<<lingo Controls/Sort/Prompt>> <$select tiddler=\"$:/config/Manager/Sort\" default=\"title\">\n\t\t\t\t<optgroup label=\"Common\">\n\t\t\t\t\t<$list filter=\"title modified modifier created creator created\" variable=\"field\">\n\t\t\t\t\t\t<option value=<<field>>><$text text=<<field>>/></option>\n\t\t\t\t\t</$list>\n\t\t\t\t</optgroup>\n\t\t\t\t<optgroup label=\"All\">\n\t\t\t\t\t<$list filter=\"[all{$:/config/Manager/Show}!is{$:/config/Manager/System}fields[]sort[title]] -title -modified -modifier -created -creator -created\" variable=\"field\">\n\t\t\t\t\t\t<option value=<<field>>><$text text=<<field>>/></option>\n\t\t\t\t\t</$list>\n\t\t\t\t</optgroup>\n\t\t\t</$select>\n\t\t\t<$checkbox tiddler=\"$:/config/Manager/Order\" field=\"text\" checked=\"reverse\" unchecked=\"forward\" default=\"forward\">\n\t\t\t\t<<lingo Controls/Order/Prompt>>\n\t\t\t</$checkbox>\n\t\t</div>\n\t\t<div class=\"tc-manager-control\">\n\t\t\t<$checkbox tiddler=\"$:/config/Manager/System\" field=\"text\" checked=\"\" unchecked=\"system\" default=\"system\">\n\t\t\t\t{{$:/language/SystemTiddlers/Include/Prompt}}\n\t\t\t</$checkbox>\n\t\t</div>\n\t</div>\n\t<div class=\"tc-manager-list\">\n\t\t<$list filter=\"[all{$:/config/Manager/Show}!is{$:/config/Manager/System}search{$:/config/Manager/Filter}tag:strict{$:/config/Manager/Tag}sort{$:/config/Manager/Sort}order{$:/config/Manager/Order}]\">\n\t\t\t<$vars transclusion=<<currentTiddler>>>\n\t\t\t\t<div style=\"tc-manager-list-item\">\n\t\t\t\t\t<$button popup=<<qualify \"$:/state/manager/popup\">> class=\"tc-btn-invisible tc-manager-list-item-heading\" selectedClass=\"tc-manager-list-item-heading-selected\">\n\t\t\t\t\t\t<$text text=<<currentTiddler>>/>\n\t\t\t\t\t</$button>\n\t\t\t\t\t<$reveal state=<<qualify \"$:/state/manager/popup\">> type=\"nomatch\" text=\"\" default=\"\" tag=\"div\" class=\"tc-manager-list-item-content tc-popup-handle\">\n\t\t\t\t\t\t<div class=\"tc-manager-list-item-content-tiddler\">\n\t\t\t\t\t\t\t<$list filter=\"[all[shadows+tiddlers]tag[$:/tags/Manager/ItemMain]!has[draft.of]]\" variable=\"listItem\">\n\t\t\t\t\t\t\t\t<<list-item-content-item>>\n\t\t\t\t\t\t\t</$list>\n\t\t\t\t\t\t</div>\n\t\t\t\t\t\t<div class=\"tc-manager-list-item-content-sidebar\">\n\t\t\t\t\t\t\t<$list filter=\"[all[shadows+tiddlers]tag[$:/tags/Manager/ItemSidebar]!has[draft.of]]\" variable=\"listItem\">\n\t\t\t\t\t\t\t\t<<list-item-content-item>>\n\t\t\t\t\t\t\t</$list>\n\t\t\t\t\t\t</div>\n\t\t\t\t\t</$reveal>\n\t\t\t\t</div>\n\t\t\t</$vars>\n\t\t</$list>\n\t</div>\n</div>\n"
},
"$:/core/ui/MissingTemplate": {
"title": "$:/core/ui/MissingTemplate",
"text": "<div class=\"tc-tiddler-missing\">\n<$button popup=<<qualify \"$:/state/popup/missing\">> class=\"tc-btn-invisible tc-missing-tiddler-label\">\n<$view field=\"title\" format=\"text\" />\n</$button>\n<$reveal state=<<qualify \"$:/state/popup/missing\">> type=\"popup\" position=\"below\" animate=\"yes\">\n<div class=\"tc-drop-down\">\n<$transclude tiddler=\"$:/core/ui/ListItemTemplate\"/>\n<hr>\n<$list filter=\"[all[current]backlinks[]sort[title]]\" template=\"$:/core/ui/ListItemTemplate\"/>\n</div>\n</$reveal>\n</div>\n"
},
"$:/core/ui/MoreSideBar/All": {
"title": "$:/core/ui/MoreSideBar/All",
"tags": "$:/tags/MoreSideBar",
"caption": "{{$:/language/SideBar/All/Caption}}",
"text": "<$list filter={{$:/core/Filters/AllTiddlers!!filter}} template=\"$:/core/ui/ListItemTemplate\"/>\n"
},
"$:/core/ui/MoreSideBar/Drafts": {
"title": "$:/core/ui/MoreSideBar/Drafts",
"tags": "$:/tags/MoreSideBar",
"caption": "{{$:/language/SideBar/Drafts/Caption}}",
"text": "<$list filter={{$:/core/Filters/Drafts!!filter}} template=\"$:/core/ui/ListItemTemplate\"/>\n"
},
"$:/core/ui/MoreSideBar/Explorer": {
"title": "$:/core/ui/MoreSideBar/Explorer",
"tags": "$:/tags/MoreSideBar",
"caption": "{{$:/language/SideBar/Explorer/Caption}}",
"text": "<<tree \"$:/\">>\n"
},
"$:/core/ui/MoreSideBar/Missing": {
"title": "$:/core/ui/MoreSideBar/Missing",
"tags": "$:/tags/MoreSideBar",
"caption": "{{$:/language/SideBar/Missing/Caption}}",
"text": "<$list filter={{$:/core/Filters/Missing!!filter}} template=\"$:/core/ui/MissingTemplate\"/>\n"
},
"$:/core/ui/MoreSideBar/Orphans": {
"title": "$:/core/ui/MoreSideBar/Orphans",
"tags": "$:/tags/MoreSideBar",
"caption": "{{$:/language/SideBar/Orphans/Caption}}",
"text": "<$list filter={{$:/core/Filters/Orphans!!filter}} template=\"$:/core/ui/ListItemTemplate\"/>\n"
},
"$:/core/ui/MoreSideBar/Plugins": {
"title": "$:/core/ui/MoreSideBar/Plugins",
"tags": "$:/tags/MoreSideBar",
"caption": "{{$:/language/ControlPanel/Plugins/Caption}}",
"text": "\n{{$:/language/ControlPanel/Plugins/Installed/Hint}}\n\n<<tabs \"[all[shadows+tiddlers]tag[$:/tags/MoreSideBar/Plugins]!has[draft.of]]\" \"$:/core/ui/MoreSideBar/Plugins/Plugins\">>\n"
},
"$:/core/ui/MoreSideBar/Recent": {
"title": "$:/core/ui/MoreSideBar/Recent",
"tags": "$:/tags/MoreSideBar",
"caption": "{{$:/language/SideBar/Recent/Caption}}",
"text": "<$macrocall $name=\"timeline\" format={{$:/language/RecentChanges/DateFormat}}/>\n"
},
"$:/core/ui/MoreSideBar/Shadows": {
"title": "$:/core/ui/MoreSideBar/Shadows",
"tags": "$:/tags/MoreSideBar",
"caption": "{{$:/language/SideBar/Shadows/Caption}}",
"text": "<$list filter={{$:/core/Filters/ShadowTiddlers!!filter}} template=\"$:/core/ui/ListItemTemplate\"/>\n"
},
"$:/core/ui/MoreSideBar/System": {
"title": "$:/core/ui/MoreSideBar/System",
"tags": "$:/tags/MoreSideBar",
"caption": "{{$:/language/SideBar/System/Caption}}",
"text": "<$list filter={{$:/core/Filters/SystemTiddlers!!filter}} template=\"$:/core/ui/ListItemTemplate\"/>\n"
},
"$:/core/ui/MoreSideBar/Tags": {
"title": "$:/core/ui/MoreSideBar/Tags",
"tags": "$:/tags/MoreSideBar",
"caption": "{{$:/language/SideBar/Tags/Caption}}",
"text": "<$set name=\"tv-config-toolbar-icons\" value=\"yes\">\n\n<$set name=\"tv-config-toolbar-text\" value=\"yes\">\n\n<$set name=\"tv-config-toolbar-class\" value=\"\">\n\n{{$:/core/ui/Buttons/tag-manager}}\n\n</$set>\n\n</$set>\n\n</$set>\n\n<$list filter={{$:/core/Filters/AllTags!!filter}}>\n\n<$transclude tiddler=\"$:/core/ui/TagTemplate\"/>\n\n</$list>\n\n<hr class=\"tc-untagged-separator\">\n\n{{$:/core/ui/UntaggedTemplate}}\n"
},
"$:/core/ui/MoreSideBar/Types": {
"title": "$:/core/ui/MoreSideBar/Types",
"tags": "$:/tags/MoreSideBar",
"caption": "{{$:/language/SideBar/Types/Caption}}",
"text": "<$list filter={{$:/core/Filters/TypedTiddlers!!filter}}>\n<div class=\"tc-menu-list-item\">\n<$view field=\"type\"/>\n<$list filter=\"[type{!!type}!is[system]sort[title]]\">\n<div class=\"tc-menu-list-subitem\">\n<$link to={{!!title}}><$view field=\"title\"/></$link>\n</div>\n</$list>\n</div>\n</$list>\n"
},
"$:/core/ui/MoreSideBar/Plugins/Languages": {
"title": "$:/core/ui/MoreSideBar/Plugins/Languages",
"tags": "$:/tags/MoreSideBar/Plugins",
"caption": "{{$:/language/ControlPanel/Plugins/Languages/Caption}}",
"text": "<$list filter=\"[!has[draft.of]plugin-type[language]sort[description]]\" template=\"$:/core/ui/PluginListItemTemplate\" emptyMessage={{$:/language/ControlPanel/Plugins/Empty/Hint}}/>\n"
},
"$:/core/ui/MoreSideBar/Plugins/Plugins": {
"title": "$:/core/ui/MoreSideBar/Plugins/Plugins",
"tags": "$:/tags/MoreSideBar/Plugins",
"caption": "{{$:/language/ControlPanel/Plugins/Plugins/Caption}}",
"text": "<$list filter=\"[!has[draft.of]plugin-type[plugin]sort[description]]\" template=\"$:/core/ui/PluginListItemTemplate\" emptyMessage={{$:/language/ControlPanel/Plugins/Empty/Hint}}>>/>\n"
},
"$:/core/ui/MoreSideBar/Plugins/Theme": {
"title": "$:/core/ui/MoreSideBar/Plugins/Theme",
"tags": "$:/tags/MoreSideBar/Plugins",
"caption": "{{$:/language/ControlPanel/Plugins/Themes/Caption}}",
"text": "<$list filter=\"[!has[draft.of]plugin-type[theme]sort[description]]\" template=\"$:/core/ui/PluginListItemTemplate\" emptyMessage={{$:/language/ControlPanel/Plugins/Empty/Hint}}/>\n"
},
"$:/core/ui/Buttons/advanced-search": {
"title": "$:/core/ui/Buttons/advanced-search",
"tags": "$:/tags/PageControls",
"caption": "{{$:/core/images/advanced-search-button}} {{$:/language/Buttons/AdvancedSearch/Caption}}",
"description": "{{$:/language/Buttons/AdvancedSearch/Hint}}",
"text": "\\whitespace trim\n\\define control-panel-button(class)\n<$button to=\"$:/AdvancedSearch\" tooltip={{$:/language/Buttons/AdvancedSearch/Hint}} aria-label={{$:/language/Buttons/AdvancedSearch/Caption}} class=\"\"\"$(tv-config-toolbar-class)$ $class$\"\"\">\n<$list filter=\"[<tv-config-toolbar-icons>match[yes]]\">\n{{$:/core/images/advanced-search-button}}\n</$list>\n<$list filter=\"[<tv-config-toolbar-text>match[yes]]\">\n<span class=\"tc-btn-text\"><$text text={{$:/language/Buttons/AdvancedSearch/Caption}}/></span>\n</$list>\n</$button>\n\\end\n\n<$list filter=\"[list[$:/StoryList]] +[field:title[$:/AdvancedSearch]]\" emptyMessage=<<control-panel-button>>>\n<<control-panel-button \"tc-selected\">>\n</$list>\n"
},
"$:/core/ui/Buttons/close-all": {
"title": "$:/core/ui/Buttons/close-all",
"tags": "$:/tags/PageControls",
"caption": "{{$:/core/images/close-all-button}} {{$:/language/Buttons/CloseAll/Caption}}",
"description": "{{$:/language/Buttons/CloseAll/Hint}}",
"text": "<$button message=\"tm-close-all-tiddlers\" tooltip={{$:/language/Buttons/CloseAll/Hint}} aria-label={{$:/language/Buttons/CloseAll/Caption}} class=<<tv-config-toolbar-class>>>\n<$list filter=\"[<tv-config-toolbar-icons>match[yes]]\">\n{{$:/core/images/close-all-button}}\n</$list>\n<$list filter=\"[<tv-config-toolbar-text>match[yes]]\">\n<span class=\"tc-btn-text\"><$text text={{$:/language/Buttons/CloseAll/Caption}}/></span>\n</$list>\n</$button>"
},
"$:/core/ui/Buttons/control-panel": {
"title": "$:/core/ui/Buttons/control-panel",
"tags": "$:/tags/PageControls",
"caption": "{{$:/core/images/options-button}} {{$:/language/Buttons/ControlPanel/Caption}}",
"description": "{{$:/language/Buttons/ControlPanel/Hint}}",
"text": "\\whitespace trim\n\\define control-panel-button(class)\n<$button to=\"$:/ControlPanel\" tooltip={{$:/language/Buttons/ControlPanel/Hint}} aria-label={{$:/language/Buttons/ControlPanel/Caption}} class=\"\"\"$(tv-config-toolbar-class)$ $class$\"\"\">\n<$list filter=\"[<tv-config-toolbar-icons>match[yes]]\">\n{{$:/core/images/options-button}}\n</$list>\n<$list filter=\"[<tv-config-toolbar-text>match[yes]]\">\n<span class=\"tc-btn-text\"><$text text={{$:/language/Buttons/ControlPanel/Caption}}/></span>\n</$list>\n</$button>\n\\end\n\n<$list filter=\"[list[$:/StoryList]] +[field:title[$:/ControlPanel]]\" emptyMessage=<<control-panel-button>>>\n<<control-panel-button \"tc-selected\">>\n</$list>\n"
},
"$:/core/ui/Buttons/encryption": {
"title": "$:/core/ui/Buttons/encryption",
"tags": "$:/tags/PageControls",
"caption": "{{$:/core/images/locked-padlock}} {{$:/language/Buttons/Encryption/Caption}}",
"description": "{{$:/language/Buttons/Encryption/Hint}}",
"text": "\\whitespace trim\n<$reveal type=\"match\" state=\"$:/isEncrypted\" text=\"yes\">\n<$button message=\"tm-clear-password\" tooltip={{$:/language/Buttons/Encryption/ClearPassword/Hint}} aria-label={{$:/language/Buttons/Encryption/ClearPassword/Caption}} class=<<tv-config-toolbar-class>>>\n<$list filter=\"[<tv-config-toolbar-icons>match[yes]]\">\n{{$:/core/images/locked-padlock}}\n</$list>\n<$list filter=\"[<tv-config-toolbar-text>match[yes]]\">\n<span class=\"tc-btn-text\"><$text text={{$:/language/Buttons/Encryption/ClearPassword/Caption}}/></span>\n</$list>\n</$button>\n</$reveal>\n<$reveal type=\"nomatch\" state=\"$:/isEncrypted\" text=\"yes\">\n<$button message=\"tm-set-password\" tooltip={{$:/language/Buttons/Encryption/SetPassword/Hint}} aria-label={{$:/language/Buttons/Encryption/SetPassword/Caption}} class=<<tv-config-toolbar-class>>>\n<$list filter=\"[<tv-config-toolbar-icons>match[yes]]\">\n{{$:/core/images/unlocked-padlock}}\n</$list>\n<$list filter=\"[<tv-config-toolbar-text>match[yes]]\">\n<span class=\"tc-btn-text\"><$text text={{$:/language/Buttons/Encryption/SetPassword/Caption}}/></span>\n</$list>\n</$button>\n</$reveal>\n"
},
"$:/core/ui/Buttons/export-page": {
"title": "$:/core/ui/Buttons/export-page",
"tags": "$:/tags/PageControls",
"caption": "{{$:/core/images/export-button}} {{$:/language/Buttons/ExportPage/Caption}}",
"description": "{{$:/language/Buttons/ExportPage/Hint}}",
"text": "<$macrocall $name=\"exportButton\" exportFilter=\"[!is[system]sort[title]]\" lingoBase=\"$:/language/Buttons/ExportPage/\"/>"
},
"$:/core/ui/Buttons/fold-all": {
"title": "$:/core/ui/Buttons/fold-all",
"tags": "$:/tags/PageControls",
"caption": "{{$:/core/images/fold-all-button}} {{$:/language/Buttons/FoldAll/Caption}}",
"description": "{{$:/language/Buttons/FoldAll/Hint}}",
"text": "<$button tooltip={{$:/language/Buttons/FoldAll/Hint}} aria-label={{$:/language/Buttons/FoldAll/Caption}} class=<<tv-config-toolbar-class>>>\n<$action-sendmessage $message=\"tm-fold-all-tiddlers\" $param=<<currentTiddler>> foldedStatePrefix=\"$:/state/folded/\"/>\n<$list filter=\"[<tv-config-toolbar-icons>match[yes]]\" variable=\"listItem\">\n{{$:/core/images/fold-all-button}}\n</$list>\n<$list filter=\"[<tv-config-toolbar-text>match[yes]]\">\n<span class=\"tc-btn-text\"><$text text={{$:/language/Buttons/FoldAll/Caption}}/></span>\n</$list>\n</$button>"
},
"$:/core/ui/Buttons/full-screen": {
"title": "$:/core/ui/Buttons/full-screen",
"tags": "$:/tags/PageControls",
"caption": "{{$:/core/images/full-screen-button}} {{$:/language/Buttons/FullScreen/Caption}}",
"description": "{{$:/language/Buttons/FullScreen/Hint}}",
"text": "<$button message=\"tm-full-screen\" tooltip={{$:/language/Buttons/FullScreen/Hint}} aria-label={{$:/language/Buttons/FullScreen/Caption}} class=<<tv-config-toolbar-class>>>\n<$list filter=\"[<tv-config-toolbar-icons>match[yes]]\">\n{{$:/core/images/full-screen-button}}\n</$list>\n<$list filter=\"[<tv-config-toolbar-text>match[yes]]\">\n<span class=\"tc-btn-text\"><$text text={{$:/language/Buttons/FullScreen/Caption}}/></span>\n</$list>\n</$button>"
},
"$:/core/ui/Buttons/home": {
"title": "$:/core/ui/Buttons/home",
"tags": "$:/tags/PageControls",
"caption": "{{$:/core/images/home-button}} {{$:/language/Buttons/Home/Caption}}",
"description": "{{$:/language/Buttons/Home/Hint}}",
"text": "<$button message=\"tm-home\" tooltip={{$:/language/Buttons/Home/Hint}} aria-label={{$:/language/Buttons/Home/Caption}} class=<<tv-config-toolbar-class>>>\n<$list filter=\"[<tv-config-toolbar-icons>match[yes]]\">\n{{$:/core/images/home-button}}\n</$list>\n<$list filter=\"[<tv-config-toolbar-text>match[yes]]\">\n<span class=\"tc-btn-text\"><$text text={{$:/language/Buttons/Home/Caption}}/></span>\n</$list>\n</$button>"
},
"$:/core/ui/Buttons/import": {
"title": "$:/core/ui/Buttons/import",
"tags": "$:/tags/PageControls",
"caption": "{{$:/core/images/import-button}} {{$:/language/Buttons/Import/Caption}}",
"description": "{{$:/language/Buttons/Import/Hint}}",
"text": "<div class=\"tc-file-input-wrapper\">\n<$button tooltip={{$:/language/Buttons/Import/Hint}} aria-label={{$:/language/Buttons/Import/Caption}} class=<<tv-config-toolbar-class>>>\n<$list filter=\"[<tv-config-toolbar-icons>match[yes]]\">\n{{$:/core/images/import-button}}\n</$list>\n<$list filter=\"[<tv-config-toolbar-text>match[yes]]\">\n<span class=\"tc-btn-text\"><$text text={{$:/language/Buttons/Import/Caption}}/></span>\n</$list>\n</$button>\n<$browse tooltip={{$:/language/Buttons/Import/Hint}}/>\n</div>"
},
"$:/core/ui/Buttons/language": {
"title": "$:/core/ui/Buttons/language",
"tags": "$:/tags/PageControls",
"caption": "{{$:/core/images/globe}} {{$:/language/Buttons/Language/Caption}}",
"description": "{{$:/language/Buttons/Language/Hint}}",
"text": "\\whitespace trim\n\\define flag-title()\n$(languagePluginTitle)$/icon\n\\end\n<span class=\"tc-popup-keep\">\n<$button popup=<<qualify \"$:/state/popup/language\">> tooltip={{$:/language/Buttons/Language/Hint}} aria-label={{$:/language/Buttons/Language/Caption}} class=<<tv-config-toolbar-class>> selectedClass=\"tc-selected\">\n<$list filter=\"[<tv-config-toolbar-icons>match[yes]]\">\n<span class=\"tc-image-button\">\n<$set name=\"languagePluginTitle\" value={{$:/language}}>\n<$image source=<<flag-title>>/>\n</$set>\n</span>\n</$list>\n<$text text=\" \"/>\n<$list filter=\"[<tv-config-toolbar-text>match[yes]]\">\n<span class=\"tc-btn-text\"><$text text={{$:/language/Buttons/Language/Caption}}/></span>\n</$list>\n</$button>\n</span>\n<$reveal state=<<qualify \"$:/state/popup/language\">> type=\"popup\" position=\"below\" animate=\"yes\">\n<div class=\"tc-drop-down\">\n{{$:/snippets/languageswitcher}}\n</div>\n</$reveal>\n"
},
"$:/core/ui/Buttons/manager": {
"title": "$:/core/ui/Buttons/manager",
"tags": "$:/tags/PageControls",
"caption": "{{$:/core/images/list}} {{$:/language/Buttons/Manager/Caption}}",
"description": "{{$:/language/Buttons/Manager/Hint}}",
"text": "\\whitespace trim\n\\define manager-button(class)\n<$button to=\"$:/Manager\" tooltip={{$:/language/Buttons/Manager/Hint}} aria-label={{$:/language/Buttons/Manager/Caption}} class=\"\"\"$(tv-config-toolbar-class)$ $class$\"\"\">\n<$list filter=\"[<tv-config-toolbar-icons>match[yes]]\">\n{{$:/core/images/list}}\n</$list>\n<$list filter=\"[<tv-config-toolbar-text>match[yes]]\">\n<span class=\"tc-btn-text\"><$text text={{$:/language/Buttons/Manager/Caption}}/></span>\n</$list>\n</$button>\n\\end\n\n<$list filter=\"[list[$:/StoryList]] +[field:title[$:/Manager]]\" emptyMessage=<<manager-button>>>\n<<manager-button \"tc-selected\">>\n</$list>\n"
},
"$:/core/ui/Buttons/more-page-actions": {
"title": "$:/core/ui/Buttons/more-page-actions",
"tags": "$:/tags/PageControls",
"caption": "{{$:/core/images/down-arrow}} {{$:/language/Buttons/More/Caption}}",
"description": "{{$:/language/Buttons/More/Hint}}",
"text": "\\define config-title()\n$:/config/PageControlButtons/Visibility/$(listItem)$\n\\end\n<$button popup=<<qualify \"$:/state/popup/more\">> tooltip={{$:/language/Buttons/More/Hint}} aria-label={{$:/language/Buttons/More/Caption}} class=<<tv-config-toolbar-class>> selectedClass=\"tc-selected\">\n<$list filter=\"[<tv-config-toolbar-icons>match[yes]]\">\n{{$:/core/images/down-arrow}}\n</$list>\n<$list filter=\"[<tv-config-toolbar-text>match[yes]]\">\n<span class=\"tc-btn-text\"><$text text={{$:/language/Buttons/More/Caption}}/></span>\n</$list>\n</$button><$reveal state=<<qualify \"$:/state/popup/more\">> type=\"popup\" position=\"below\" animate=\"yes\">\n\n<div class=\"tc-drop-down\">\n\n<$set name=\"tv-config-toolbar-icons\" value=\"yes\">\n\n<$set name=\"tv-config-toolbar-text\" value=\"yes\">\n\n<$set name=\"tv-config-toolbar-class\" value=\"tc-btn-invisible\">\n\n<$list filter=\"[all[shadows+tiddlers]tag[$:/tags/PageControls]!has[draft.of]] -[[$:/core/ui/Buttons/more-page-actions]]\" variable=\"listItem\">\n\n<$reveal type=\"match\" state=<<config-title>> text=\"hide\">\n\n<$set name=\"tv-config-toolbar-class\" filter=\"[<tv-config-toolbar-class>] [<listItem>encodeuricomponent[]addprefix[tc-btn-]]\">\n\n<$transclude tiddler=<<listItem>> mode=\"inline\"/>\n\n</$set>\n\n</$reveal>\n\n</$list>\n\n</$set>\n\n</$set>\n\n</$set>\n\n</div>\n\n</$reveal>"
},
"$:/core/ui/Buttons/new-image": {
"title": "$:/core/ui/Buttons/new-image",
"tags": "$:/tags/PageControls",
"caption": "{{$:/core/images/new-image-button}} {{$:/language/Buttons/NewImage/Caption}}",
"description": "{{$:/language/Buttons/NewImage/Hint}}",
"text": "\\whitespace trim\n<$button tooltip={{$:/language/Buttons/NewImage/Hint}} aria-label={{$:/language/Buttons/NewImage/Caption}} class=<<tv-config-toolbar-class>> actions={{$:/core/ui/Actions/new-image}}>\n<$list filter=\"[<tv-config-toolbar-icons>match[yes]]\">\n{{$:/core/images/new-image-button}}\n</$list>\n<$list filter=\"[<tv-config-toolbar-text>match[yes]]\">\n<span class=\"tc-btn-text\"><$text text={{$:/language/Buttons/NewImage/Caption}}/></span>\n</$list>\n</$button>\n"
},
"$:/core/ui/Buttons/new-journal": {
"title": "$:/core/ui/Buttons/new-journal",
"tags": "$:/tags/PageControls",
"caption": "{{$:/core/images/new-journal-button}} {{$:/language/Buttons/NewJournal/Caption}}",
"description": "{{$:/language/Buttons/NewJournal/Hint}}",
"text": "\\whitespace trim\n\\define journalButton()\n<$button tooltip={{$:/language/Buttons/NewJournal/Hint}} aria-label={{$:/language/Buttons/NewJournal/Caption}} class=<<tv-config-toolbar-class>> actions={{$:/core/ui/Actions/new-journal}}>\n<$list filter=\"[<tv-config-toolbar-icons>match[yes]]\">\n{{$:/core/images/new-journal-button}}\n</$list>\n<$list filter=\"[<tv-config-toolbar-text>match[yes]]\">\n<span class=\"tc-btn-text\"><$text text={{$:/language/Buttons/NewJournal/Caption}}/></span>\n</$list>\n</$button>\n\\end\n<<journalButton>>\n"
},
"$:/core/ui/Buttons/new-tiddler": {
"title": "$:/core/ui/Buttons/new-tiddler",
"tags": "$:/tags/PageControls",
"caption": "{{$:/core/images/new-button}} {{$:/language/Buttons/NewTiddler/Caption}}",
"description": "{{$:/language/Buttons/NewTiddler/Hint}}",
"text": "\\whitespace trim\n<$button actions={{$:/core/ui/Actions/new-tiddler}} tooltip={{$:/language/Buttons/NewTiddler/Hint}} aria-label={{$:/language/Buttons/NewTiddler/Caption}} class=<<tv-config-toolbar-class>>>\n<$list filter=\"[<tv-config-toolbar-icons>match[yes]]\">\n{{$:/core/images/new-button}}\n</$list>\n<$list filter=\"[<tv-config-toolbar-text>match[yes]]\">\n<span class=\"tc-btn-text\"><$text text={{$:/language/Buttons/NewTiddler/Caption}}/></span>\n</$list>\n</$button>\n"
},
"$:/core/ui/Buttons/palette": {
"title": "$:/core/ui/Buttons/palette",
"tags": "$:/tags/PageControls",
"caption": "{{$:/core/images/palette}} {{$:/language/Buttons/Palette/Caption}}",
"description": "{{$:/language/Buttons/Palette/Hint}}",
"text": "\\whitespace trim\n<span class=\"tc-popup-keep\">\n<$button popup=<<qualify \"$:/state/popup/palette\">> tooltip={{$:/language/Buttons/Palette/Hint}} aria-label={{$:/language/Buttons/Palette/Caption}} class=<<tv-config-toolbar-class>> selectedClass=\"tc-selected\">\n<$list filter=\"[<tv-config-toolbar-icons>match[yes]]\">\n{{$:/core/images/palette}}\n</$list>\n<$text text=\" \"/>\n<$list filter=\"[<tv-config-toolbar-text>match[yes]]\">\n<span class=\"tc-btn-text\"><$text text={{$:/language/Buttons/Palette/Caption}}/></span>\n</$list>\n</$button>\n</span>\n<$reveal state=<<qualify \"$:/state/popup/palette\">> type=\"popup\" position=\"below\" animate=\"yes\">\n<div class=\"tc-drop-down\" style=\"font-size:0.7em;\">\n{{$:/snippets/paletteswitcher}}\n</div>\n</$reveal>\n"
},
"$:/core/ui/Buttons/print": {
"title": "$:/core/ui/Buttons/print",
"tags": "$:/tags/PageControls",
"caption": "{{$:/core/images/print-button}} {{$:/language/Buttons/Print/Caption}}",
"description": "{{$:/language/Buttons/Print/Hint}}",
"text": "<$button message=\"tm-print\" tooltip={{$:/language/Buttons/Print/Hint}} aria-label={{$:/language/Buttons/Print/Caption}} class=<<tv-config-toolbar-class>>>\n<$list filter=\"[<tv-config-toolbar-icons>match[yes]]\">\n{{$:/core/images/print-button}}\n</$list>\n<$list filter=\"[<tv-config-toolbar-text>match[yes]]\">\n<span class=\"tc-btn-text\"><$text text={{$:/language/Buttons/Print/Caption}}/></span>\n</$list>\n</$button>"
},
"$:/core/ui/Buttons/refresh": {
"title": "$:/core/ui/Buttons/refresh",
"tags": "$:/tags/PageControls",
"caption": "{{$:/core/images/refresh-button}} {{$:/language/Buttons/Refresh/Caption}}",
"description": "{{$:/language/Buttons/Refresh/Hint}}",
"text": "<$button message=\"tm-browser-refresh\" tooltip={{$:/language/Buttons/Refresh/Hint}} aria-label={{$:/language/Buttons/Refresh/Caption}} class=<<tv-config-toolbar-class>>>\n<$list filter=\"[<tv-config-toolbar-icons>match[yes]]\">\n{{$:/core/images/refresh-button}}\n</$list>\n<$list filter=\"[<tv-config-toolbar-text>match[yes]]\">\n<span class=\"tc-btn-text\"><$text text={{$:/language/Buttons/Refresh/Caption}}/></span>\n</$list>\n</$button>"
},
"$:/core/ui/Buttons/save-wiki": {
"title": "$:/core/ui/Buttons/save-wiki",
"tags": "$:/tags/PageControls",
"caption": "{{$:/core/images/save-button}} {{$:/language/Buttons/SaveWiki/Caption}}",
"description": "{{$:/language/Buttons/SaveWiki/Hint}}",
"text": "<$button tooltip={{$:/language/Buttons/SaveWiki/Hint}} aria-label={{$:/language/Buttons/SaveWiki/Caption}} class=<<tv-config-toolbar-class>>>\n<$wikify name=\"site-title\" text={{$:/config/SaveWikiButton/Filename}}>\n<$action-sendmessage $message=\"tm-save-wiki\" $param={{$:/config/SaveWikiButton/Template}} filename=<<site-title>>/>\n</$wikify>\n<span class=\"tc-dirty-indicator\">\n<$list filter=\"[<tv-config-toolbar-icons>match[yes]]\">\n{{$:/core/images/save-button}}\n</$list>\n<$list filter=\"[<tv-config-toolbar-text>match[yes]]\">\n<span class=\"tc-btn-text\"><$text text={{$:/language/Buttons/SaveWiki/Caption}}/></span>\n</$list>\n</span>\n</$button>"
},
"$:/core/ui/Buttons/storyview": {
"title": "$:/core/ui/Buttons/storyview",
"tags": "$:/tags/PageControls",
"caption": "{{$:/core/images/storyview-classic}} {{$:/language/Buttons/StoryView/Caption}}",
"description": "{{$:/language/Buttons/StoryView/Hint}}",
"text": "\\whitespace trim\n\\define icon()\n$:/core/images/storyview-$(storyview)$\n\\end\n<span class=\"tc-popup-keep\">\n<$button popup=<<qualify \"$:/state/popup/storyview\">> tooltip={{$:/language/Buttons/StoryView/Hint}} aria-label={{$:/language/Buttons/StoryView/Caption}} class=<<tv-config-toolbar-class>> selectedClass=\"tc-selected\">\n<$list filter=\"[<tv-config-toolbar-icons>match[yes]]\">\n<$set name=\"storyview\" value={{$:/view}}>\n<$transclude tiddler=<<icon>>/>\n</$set>\n</$list>\n<$text text=\" \"/>\n<$list filter=\"[<tv-config-toolbar-text>match[yes]]\">\n<span class=\"tc-btn-text\"><$text text={{$:/language/Buttons/StoryView/Caption}}/></span>\n</$list>\n</$button>\n</span>\n<$reveal state=<<qualify \"$:/state/popup/storyview\">> type=\"popup\" position=\"below\" animate=\"yes\">\n<div class=\"tc-drop-down\">\n{{$:/snippets/viewswitcher}}\n</div>\n</$reveal>\n"
},
"$:/core/ui/Buttons/tag-manager": {
"title": "$:/core/ui/Buttons/tag-manager",
"tags": "$:/tags/PageControls",
"caption": "{{$:/core/images/tag-button}} {{$:/language/Buttons/TagManager/Caption}}",
"description": "{{$:/language/Buttons/TagManager/Hint}}",
"text": "\\whitespace trim\n\\define control-panel-button(class)\n<$button to=\"$:/TagManager\" tooltip={{$:/language/Buttons/TagManager/Hint}} aria-label={{$:/language/Buttons/TagManager/Caption}} class=\"\"\"$(tv-config-toolbar-class)$ $class$\"\"\">\n<$list filter=\"[<tv-config-toolbar-icons>match[yes]]\">\n{{$:/core/images/tag-button}}\n</$list>\n<$list filter=\"[<tv-config-toolbar-text>match[yes]]\">\n<span class=\"tc-btn-text\"><$text text={{$:/language/Buttons/TagManager/Caption}}/></span>\n</$list>\n</$button>\n\\end\n\n<$list filter=\"[list[$:/StoryList]] +[field:title[$:/TagManager]]\" emptyMessage=<<control-panel-button>>>\n<<control-panel-button \"tc-selected\">>\n</$list>\n"
},
"$:/core/ui/Buttons/theme": {
"title": "$:/core/ui/Buttons/theme",
"tags": "$:/tags/PageControls",
"caption": "{{$:/core/images/theme-button}} {{$:/language/Buttons/Theme/Caption}}",
"description": "{{$:/language/Buttons/Theme/Hint}}",
"text": "\\whitespace trim\n<span class=\"tc-popup-keep\">\n<$button popup=<<qualify \"$:/state/popup/theme\">> tooltip={{$:/language/Buttons/Theme/Hint}} aria-label={{$:/language/Buttons/Theme/Caption}} class=<<tv-config-toolbar-class>> selectedClass=\"tc-selected\">\n<$list filter=\"[<tv-config-toolbar-icons>match[yes]]\">\n{{$:/core/images/theme-button}}\n</$list>\n<$text text=\" \"/>\n<$list filter=\"[<tv-config-toolbar-text>match[yes]]\">\n<span class=\"tc-btn-text\"><$text text={{$:/language/Buttons/Theme/Caption}}/></span>\n</$list>\n</$button>\n</span>\n<$reveal state=<<qualify \"$:/state/popup/theme\">> type=\"popup\" position=\"below\" animate=\"yes\">\n<div class=\"tc-drop-down\">\n<$linkcatcher to=\"$:/theme\">\n{{$:/snippets/themeswitcher}}\n</$linkcatcher>\n</div>\n</$reveal>\n"
},
"$:/core/ui/Buttons/timestamp": {
"title": "$:/core/ui/Buttons/timestamp",
"tags": "$:/tags/PageControls",
"caption": "{{$:/core/images/timestamp-on}} {{$:/language/Buttons/Timestamp/Caption}}",
"description": "{{$:/language/Buttons/Timestamp/Hint}}",
"text": "\\whitespace trim\n<$reveal type=\"nomatch\" state=\"$:/config/TimestampDisable\" text=\"yes\">\n<$button tooltip={{$:/language/Buttons/Timestamp/On/Hint}} aria-label={{$:/language/Buttons/Timestamp/On/Caption}} class=<<tv-config-toolbar-class>>>\n<$action-setfield $tiddler=\"$:/config/TimestampDisable\" $value=\"yes\"/>\n<$list filter=\"[<tv-config-toolbar-icons>match[yes]]\">\n{{$:/core/images/timestamp-on}}\n</$list>\n<$list filter=\"[<tv-config-toolbar-text>match[yes]]\">\n<span class=\"tc-btn-text\"><$text text={{$:/language/Buttons/Timestamp/On/Caption}}/></span>\n</$list>\n</$button>\n</$reveal>\n<$reveal type=\"match\" state=\"$:/config/TimestampDisable\" text=\"yes\">\n<$button tooltip={{$:/language/Buttons/Timestamp/Off/Hint}} aria-label={{$:/language/Buttons/Timestamp/Off/Caption}} class=<<tv-config-toolbar-class>>>\n<$action-setfield $tiddler=\"$:/config/TimestampDisable\" $value=\"no\"/>\n<$list filter=\"[<tv-config-toolbar-icons>match[yes]]\">\n{{$:/core/images/timestamp-off}}\n</$list>\n<$list filter=\"[<tv-config-toolbar-text>match[yes]]\">\n<span class=\"tc-btn-text\"><$text text={{$:/language/Buttons/Timestamp/Off/Caption}}/></span>\n</$list>\n</$button>\n</$reveal>\n"
},
"$:/core/ui/Buttons/unfold-all": {
"title": "$:/core/ui/Buttons/unfold-all",
"tags": "$:/tags/PageControls",
"caption": "{{$:/core/images/unfold-all-button}} {{$:/language/Buttons/UnfoldAll/Caption}}",
"description": "{{$:/language/Buttons/UnfoldAll/Hint}}",
"text": "<$button tooltip={{$:/language/Buttons/UnfoldAll/Hint}} aria-label={{$:/language/Buttons/UnfoldAll/Caption}} class=<<tv-config-toolbar-class>>>\n<$action-sendmessage $message=\"tm-unfold-all-tiddlers\" $param=<<currentTiddler>> foldedStatePrefix=\"$:/state/folded/\"/>\n<$list filter=\"[<tv-config-toolbar-icons>match[yes]]\" variable=\"listItem\">\n{{$:/core/images/unfold-all-button}}\n</$list>\n<$list filter=\"[<tv-config-toolbar-text>match[yes]]\">\n<span class=\"tc-btn-text\"><$text text={{$:/language/Buttons/UnfoldAll/Caption}}/></span>\n</$list>\n</$button>"
},
"$:/core/ui/PageTemplate/pagecontrols": {
"title": "$:/core/ui/PageTemplate/pagecontrols",
"text": "\\whitespace trim\n\\define config-title()\n$:/config/PageControlButtons/Visibility/$(listItem)$\n\\end\n<div class=\"tc-page-controls\">\n<$list filter=\"[all[shadows+tiddlers]tag[$:/tags/PageControls]!has[draft.of]]\" variable=\"listItem\">\n<$set name=\"hidden\" value=<<config-title>>>\n<$list filter=\"[<hidden>!text[hide]]\" storyview=\"pop\" variable=\"ignore\">\n<$set name=\"tv-config-toolbar-class\" filter=\"[<tv-config-toolbar-class>] [<listItem>encodeuricomponent[]addprefix[tc-btn-]]\">\n<$transclude tiddler=<<listItem>> mode=\"inline\"/>\n</$set>\n</$list>\n</$set>\n</$list>\n</div>\n"
},
"$:/core/ui/PageStylesheet": {
"title": "$:/core/ui/PageStylesheet",
"text": "\\import [[$:/core/ui/PageMacros]] [all[shadows+tiddlers]tag[$:/tags/Macro]!has[draft.of]]\n\n<$set name=\"currentTiddler\" value={{$:/language}}>\n\n<$set name=\"languageTitle\" value={{!!name}}>\n\n<$list filter=\"[all[shadows+tiddlers]tag[$:/tags/Stylesheet]!has[draft.of]]\">\n<$transclude mode=\"block\"/>\n</$list>\n\n</$set>\n\n</$set>\n"
},
"$:/core/ui/PageTemplate/alerts": {
"title": "$:/core/ui/PageTemplate/alerts",
"tags": "$:/tags/PageTemplate",
"text": "<div class=\"tc-alerts\">\n\n<$list filter=\"[all[shadows+tiddlers]tag[$:/tags/Alert]!has[draft.of]]\" template=\"$:/core/ui/AlertTemplate\" storyview=\"pop\"/>\n\n</div>\n"
},
"$:/core/ui/PageTemplate/drafts": {
"title": "$:/core/ui/PageTemplate/drafts",
"tags": "$:/tags/PageTemplate",
"text": "\\whitespace trim\n<$reveal state=\"$:/status/IsReadOnly\" type=\"nomatch\" text=\"yes\" tag=\"div\" class=\"tc-drafts-list\">\n<$list filter=\"[has[draft.of]!sort[modified]] -[list[$:/StoryList]]\">\n<$link>\n{{$:/core/images/edit-button}} <$text text=<<currentTiddler>>/>\n</$link>\n</$list>\n</$reveal>\n"
},
"$:/core/ui/PageTemplate/pluginreloadwarning": {
"title": "$:/core/ui/PageTemplate/pluginreloadwarning",
"tags": "$:/tags/PageTemplate",
"text": "\\define lingo-base() $:/language/\n\n<$list filter=\"[{$:/status/RequireReloadDueToPluginChange}match[yes]]\">\n\n<$reveal type=\"nomatch\" state=\"$:/temp/HidePluginWarning\" text=\"yes\">\n\n<div class=\"tc-plugin-reload-warning\">\n\n<$set name=\"tv-config-toolbar-class\" value=\"\">\n\n<<lingo PluginReloadWarning>> <$button set=\"$:/temp/HidePluginWarning\" setTo=\"yes\" class=\"tc-btn-invisible\">{{$:/core/images/close-button}}</$button>\n\n</$set>\n\n</div>\n\n</$reveal>\n\n</$list>\n"
},
"$:/core/ui/PageTemplate/sidebar": {
"title": "$:/core/ui/PageTemplate/sidebar",
"tags": "$:/tags/PageTemplate",
"text": "\\whitespace trim\n\\define config-title()\n$:/config/SideBarSegments/Visibility/$(listItem)$\n\\end\n\n<$scrollable fallthrough=\"no\" class=\"tc-sidebar-scrollable\">\n\n<div class=\"tc-sidebar-header\">\n\n<$reveal state=\"$:/state/sidebar\" type=\"match\" text=\"yes\" default=\"yes\" retain=\"yes\" animate=\"yes\">\n\n<$list filter=\"[all[shadows+tiddlers]tag[$:/tags/SideBarSegment]!has[draft.of]]\" variable=\"listItem\">\n\n<$reveal type=\"nomatch\" state=<<config-title>> text=\"hide\" tag=\"div\">\n\n<$transclude tiddler=<<listItem>> mode=\"block\"/>\n\n</$reveal>\n\n</$list>\n\n</$reveal>\n\n</div>\n\n</$scrollable>\n"
},
"$:/core/ui/PageTemplate/story": {
"title": "$:/core/ui/PageTemplate/story",
"tags": "$:/tags/PageTemplate",
"text": "\\whitespace trim\n<section class=\"tc-story-river\">\n\n<section class=\"story-backdrop\">\n\n<$list filter=\"[all[shadows+tiddlers]tag[$:/tags/AboveStory]!has[draft.of]]\">\n\n<$transclude/>\n\n</$list>\n\n</section>\n\n<$list filter=\"[list[$:/StoryList]]\" history=\"$:/HistoryList\" template={{$:/config/ui/ViewTemplate}} editTemplate={{$:/config/ui/EditTemplate}} storyview={{$:/view}} emptyMessage={{$:/config/EmptyStoryMessage}}/>\n\n<section class=\"story-frontdrop\">\n\n<$list filter=\"[all[shadows+tiddlers]tag[$:/tags/BelowStory]!has[draft.of]]\">\n\n<$transclude/>\n\n</$list>\n\n</section>\n\n</section>\n"
},
"$:/core/ui/PageTemplate/topleftbar": {
"title": "$:/core/ui/PageTemplate/topleftbar",
"tags": "$:/tags/PageTemplate",
"text": "<span class=\"tc-topbar tc-topbar-left\">\n\n<$list filter=\"[all[shadows+tiddlers]tag[$:/tags/TopLeftBar]!has[draft.of]]\" variable=\"listItem\" storyview=\"pop\">\n\n<$transclude tiddler=<<listItem>> mode=\"inline\"/>\n\n</$list>\n\n</span>\n"
},
"$:/core/ui/PageTemplate/toprightbar": {
"title": "$:/core/ui/PageTemplate/toprightbar",
"tags": "$:/tags/PageTemplate",
"text": "<span class=\"tc-topbar tc-topbar-right\">\n\n<$list filter=\"[all[shadows+tiddlers]tag[$:/tags/TopRightBar]!has[draft.of]]\" variable=\"listItem\" storyview=\"pop\">\n\n<$transclude tiddler=<<listItem>> mode=\"inline\"/>\n\n</$list>\n\n</span>\n"
},
"$:/core/ui/PageTemplate": {
"title": "$:/core/ui/PageTemplate",
"text": "\\whitespace trim\n\\define containerClasses()\ntc-page-container tc-page-view-$(storyviewTitle)$ tc-language-$(languageTitle)$\n\\end\n\\import [[$:/core/ui/PageMacros]] [all[shadows+tiddlers]tag[$:/tags/Macro]!has[draft.of]]\n\n<$set name=\"tv-config-toolbar-icons\" value={{$:/config/Toolbar/Icons}}>\n\n<$set name=\"tv-config-toolbar-text\" value={{$:/config/Toolbar/Text}}>\n\n<$set name=\"tv-config-toolbar-class\" value={{$:/config/Toolbar/ButtonClass}}>\n\n<$set name=\"tv-enable-drag-and-drop\" value={{$:/config/DragAndDrop/Enable}}>\n\n<$set name=\"tv-show-missing-links\" value={{$:/config/MissingLinks}}>\n\n<$set name=\"storyviewTitle\" value={{$:/view}}>\n\n<$set name=\"languageTitle\" value={{{ [{$:/language}get[name]] }}}>\n\n<div class=<<containerClasses>>>\n\n<$navigator story=\"$:/StoryList\" history=\"$:/HistoryList\" openLinkFromInsideRiver={{$:/config/Navigation/openLinkFromInsideRiver}} openLinkFromOutsideRiver={{$:/config/Navigation/openLinkFromOutsideRiver}} relinkOnRename={{$:/config/RelinkOnRename}}>\n\n<$dropzone enable=<<tv-enable-drag-and-drop>>>\n\n<$list filter=\"[all[shadows+tiddlers]tag[$:/tags/PageTemplate]!has[draft.of]]\" variable=\"listItem\">\n\n<$transclude tiddler=<<listItem>>/>\n\n</$list>\n\n</$dropzone>\n\n</$navigator>\n\n</div>\n\n</$set>\n\n</$set>\n\n</$set>\n\n</$set>\n\n</$set>\n\n</$set>\n\n</$set>\n"
},
"$:/PaletteManager": {
"title": "$:/PaletteManager",
"text": "\\define lingo-base() $:/language/ControlPanel/Palette/Editor/\n\\define describePaletteColour(colour)\n<$transclude tiddler=\"$:/language/Docs/PaletteColours/$colour$\"><$text text=\"$colour$\"/></$transclude>\n\\end\n\\define edit-colour-placeholder()\n edit $(colourName)$\n\\end\n\\define colour-tooltip(showhide) $showhide$ editor for $(newColourName)$ \n\\define resolve-colour(macrocall)\n\\import $:/core/macros/utils\n\\whitespace trim\n<$wikify name=\"name\" text=\"\"\"$macrocall$\"\"\">\n<<name>>\n</$wikify>\n\\end\n\\define delete-colour-index-actions() <$action-setfield $index=<<colourName>>/>\n\\define palette-manager-colour-row-segment()\n\\whitespace trim\n<$edit-text index=<<colourName>> tag=\"input\" placeholder=<<edit-colour-placeholder>> default=\"\"/>\n<br>\n<$edit-text index=<<colourName>> type=\"color\" tag=\"input\" class=\"tc-palette-manager-colour-input\"/>\n<$list filter=\"[<currentTiddler>getindex<colourName>removeprefix[<<]removesuffix[>>]] [<currentTiddler>getindex<colourName>removeprefix[<$]removesuffix[/>]]\" variable=\"ignore\">\n<$set name=\"state\" value={{{ [[$:/state/palettemanager/]addsuffix<currentTiddler>addsuffix[/]addsuffix<colourName>] }}}>\n<$wikify name=\"newColourName\" text=\"\"\"<$macrocall $name=\"resolve-colour\" macrocall={{{ [<currentTiddler>getindex<colourName>] }}}/>\"\"\">\n<$reveal state=<<state>> type=\"nomatch\" text=\"show\">\n<$button tooltip=<<colour-tooltip show>> aria-label=<<colour-tooltip show>> class=\"tc-btn-invisible\" set=<<state>> setTo=\"show\">{{$:/core/images/down-arrow}} <$text text=<<newColourName>>/></$button><br>\n</$reveal>\n<$reveal state=<<state>> type=\"match\" text=\"show\">\n<$button tooltip=<<colour-tooltip hide>> aria-label=<<colour-tooltip show>> class=\"tc-btn-invisible\" actions=\"\"\"<$action-deletetiddler $tiddler=<<state>>/>\"\"\">{{$:/core/images/up-arrow}} <$text text=<<newColourName>>/></$button><br>\n</$reveal>\n<$reveal state=<<state>> type=\"match\" text=\"show\">\n<$set name=\"colourName\" value=<<newColourName>>>\n<br>\n<<palette-manager-colour-row-segment>>\n<br><br>\n</$set>\n</$reveal>\n</$wikify>\n</$set>\n</$list>\n\\end\n\\define palette-manager-colour-row()\n\\whitespace trim\n<tr>\n<td>\n<span style=\"float:right;\">\n<$button tooltip=<<lingo Delete/Hint>> aria-label=<<lingo Delete/Hint>> class=\"tc-btn-invisible\" actions=<<delete-colour-index-actions>>>\n{{$:/core/images/delete-button}}</$button>\n</span>\n''<$macrocall $name=\"describePaletteColour\" colour=<<colourName>>/>''<br/>\n<$macrocall $name=\"colourName\" $output=\"text/plain\"/>\n</td>\n<td>\n<<palette-manager-colour-row-segment>>\n</td>\n</tr>\n\\end\n\\define palette-manager-table()\n\\whitespace trim\n<table>\n<tbody>\n<$list filter=\"[all[shadows+tiddlers]tag[$:/tags/Palette]indexes[]]\" variable=\"colourName\">\n<$list filter=\"[<currentTiddler>indexes[]removeprefix<colourName>suffix[]]\" variable=\"ignore\" emptyMessage=\"\"\"\n<$list filter=\"[{$:/state/palettemanager/showexternal}removeprefix[yes]suffix[]]\" variable=\"ignore\">\n<<palette-manager-colour-row>>\n</$list>\n\"\"\">\n<<palette-manager-colour-row>>\n</$list>\n</$list>\n</tbody>\n</table>\n\\end\n<$set name=\"currentTiddler\" value={{$:/palette}}>\n\n<<lingo Prompt>> <$link to={{$:/palette}}><$macrocall $name=\"currentTiddler\" $output=\"text/plain\"/></$link>\n\n<$list filter=\"[all[current]is[shadow]is[tiddler]]\" variable=\"listItem\">\n<<lingo Prompt/Modified>>\n<$button message=\"tm-delete-tiddler\" param={{$:/palette}}><<lingo Reset/Caption>></$button>\n</$list>\n\n<$list filter=\"[all[current]is[shadow]!is[tiddler]]\" variable=\"listItem\">\n<<lingo Clone/Prompt>>\n</$list>\n\n<$button message=\"tm-new-tiddler\" param={{$:/palette}}><<lingo Clone/Caption>></$button>\n\n<$checkbox tiddler=\"$:/state/palettemanager/showexternal\" field=\"text\" checked=\"yes\" unchecked=\"no\"> <<lingo Names/External/Show>></$checkbox>\n\n<<palette-manager-table>>\n"
},
"$:/core/ui/PluginInfo": {
"title": "$:/core/ui/PluginInfo",
"text": "\\define localised-info-tiddler-title()\n$(currentTiddler)$/$(languageTitle)$/$(currentTab)$\n\\end\n\\define info-tiddler-title()\n$(currentTiddler)$/$(currentTab)$\n\\end\n\\define default-tiddler-title()\n$:/core/ui/PluginInfo/Default/$(currentTab)$\n\\end\n<$transclude tiddler=<<localised-info-tiddler-title>> mode=\"block\">\n<$transclude tiddler=<<currentTiddler>> subtiddler=<<localised-info-tiddler-title>> mode=\"block\">\n<$transclude tiddler=<<currentTiddler>> subtiddler=<<info-tiddler-title>> mode=\"block\">\n<$transclude tiddler=<<default-tiddler-title>> mode=\"block\">\n{{$:/language/ControlPanel/Plugin/NoInfoFound/Hint}}\n</$transclude>\n</$transclude>\n</$transclude>\n</$transclude>\n"
},
"$:/core/ui/PluginInfo/Default/contents": {
"title": "$:/core/ui/PluginInfo/Default/contents",
"text": "\\define lingo-base() $:/language/TiddlerInfo/Advanced/PluginInfo/\n<<lingo Hint>>\n<ul>\n<$list filter=\"[all[current]plugintiddlers[]sort[title]]\" emptyMessage=<<lingo Empty/Hint>>>\n<li>\n<$link />\n</li>\n</$list>\n</ul>\n"
},
"$:/core/ui/PluginListItemTemplate": {
"title": "$:/core/ui/PluginListItemTemplate",
"text": "<div class=\"tc-menu-list-item\">\n<$link to={{!!title}}><$view field=\"description\"><$view field=\"title\"/></$view></$link>\n</div>"
},
"$:/core/ui/SearchResults": {
"title": "$:/core/ui/SearchResults",
"text": "<div class=\"tc-search-results\">\n\n<$list filter=\"[all[shadows+tiddlers]tag[$:/tags/SearchResults]!has[draft.of]butfirst[]limit[1]]\" emptyMessage=\"\"\"\n<$list filter=\"[all[shadows+tiddlers]tag[$:/tags/SearchResults]!has[draft.of]]\">\n<$transclude mode=\"block\"/>\n</$list>\n\"\"\">\n\n<$macrocall $name=\"tabs\" tabsList=\"[all[shadows+tiddlers]tag[$:/tags/SearchResults]!has[draft.of]]\" default={{$:/config/SearchResults/Default}}/>\n\n</$list>\n\n</div>\n"
},
"$:/core/ui/SideBar/More": {
"title": "$:/core/ui/SideBar/More",
"tags": "$:/tags/SideBar",
"caption": "{{$:/language/SideBar/More/Caption}}",
"text": "<div class=\"tc-more-sidebar\">\n<$macrocall $name=\"tabs\" tabsList=\"[all[shadows+tiddlers]tag[$:/tags/MoreSideBar]!has[draft.of]]\" default={{$:/config/DefaultMoreSidebarTab}} state=\"$:/state/tab/moresidebar\" class=\"tc-vertical tc-sidebar-tabs-more\" />\n</div>"
},
"$:/core/ui/SideBar/Open": {
"title": "$:/core/ui/SideBar/Open",
"tags": "$:/tags/SideBar",
"caption": "{{$:/language/SideBar/Open/Caption}}",
"text": "\\whitespace trim\n\\define lingo-base() $:/language/CloseAll/\n\n\\define drop-actions()\n<$action-listops $tiddler=<<tv-story-list>> $subfilter=\"+[insertbefore:currentTiddler<actionTiddler>]\"/>\n\\end\n\n\\define placeholder()\n<div class=\"tc-droppable-placeholder\"/>\n\\end\n\n\\define droppable-item(button)\n\\whitespace trim\n<$droppable actions=<<drop-actions>> enable=<<tv-allow-drag-and-drop>>>\n<<placeholder>>\n<div>\n$button$\n</div>\n</$droppable>\n\\end\n\n<div class=\"tc-sidebar-tab-open\">\n<$list filter=\"[list<tv-story-list>]\" history=<<tv-history-list>> storyview=\"pop\">\n<div class=\"tc-sidebar-tab-open-item\">\n<$macrocall $name=\"droppable-item\" button=\"\"\"<$button message=\"tm-close-tiddler\" tooltip={{$:/language/Buttons/Close/Hint}} aria-label={{$:/language/Buttons/Close/Caption}} class=\"tc-btn-invisible tc-btn-mini\">{{$:/core/images/close-button}}</$button> <$link to={{!!title}}><$view field=\"title\"/></$link>\"\"\"/>\n</div>\n</$list>\n<$tiddler tiddler=\"\">\n<div>\n<$macrocall $name=\"droppable-item\" button=\"\"\"<$button message=\"tm-close-all-tiddlers\" class=\"tc-btn-invisible tc-btn-mini\"><<lingo Button>></$button>\"\"\"/>\n</div>\n</$tiddler>\n</div>\n"
},
"$:/core/ui/SideBar/Recent": {
"title": "$:/core/ui/SideBar/Recent",
"tags": "$:/tags/SideBar",
"caption": "{{$:/language/SideBar/Recent/Caption}}",
"text": "<$macrocall $name=\"timeline\" format={{$:/language/RecentChanges/DateFormat}}/>\n"
},
"$:/core/ui/SideBar/Tools": {
"title": "$:/core/ui/SideBar/Tools",
"tags": "$:/tags/SideBar",
"caption": "{{$:/language/SideBar/Tools/Caption}}",
"text": "\\define lingo-base() $:/language/ControlPanel/\n\\define config-title()\n$:/config/PageControlButtons/Visibility/$(listItem)$\n\\end\n\n<<lingo Basics/Version/Prompt>> <<version>>\n\n<$set name=\"tv-config-toolbar-icons\" value=\"yes\">\n\n<$set name=\"tv-config-toolbar-text\" value=\"yes\">\n\n<$set name=\"tv-config-toolbar-class\" value=\"\">\n\n<$list filter=\"[all[shadows+tiddlers]tag[$:/tags/PageControls]!has[draft.of]]\" variable=\"listItem\">\n\n<div style=\"position:relative;\" class={{{ [<listItem>encodeuricomponent[]addprefix[tc-btn-]] }}}>\n\n<$checkbox tiddler=<<config-title>> field=\"text\" checked=\"show\" unchecked=\"hide\" default=\"show\"/> <$transclude tiddler=<<listItem>>/> <i class=\"tc-muted\"><$transclude tiddler=<<listItem>> field=\"description\"/></i>\n\n</div>\n\n</$list>\n\n</$set>\n\n</$set>\n\n</$set>\n"
},
"$:/core/ui/SideBarLists": {
"title": "$:/core/ui/SideBarLists",
"text": "<$transclude tiddler=\"$:/core/ui/SideBarSegments/search\"/>\n\n<$transclude tiddler=\"$:/core/ui/SideBarSegments/tabs\"/>\n\n"
},
"$:/core/ui/SideBarSegments/page-controls": {
"title": "$:/core/ui/SideBarSegments/page-controls",
"tags": "$:/tags/SideBarSegment",
"text": "{{||$:/core/ui/PageTemplate/pagecontrols}}\n"
},
"$:/core/ui/SideBarSegments/search": {
"title": "$:/core/ui/SideBarSegments/search",
"tags": "$:/tags/SideBarSegment",
"text": "\\whitespace trim\n<div class=\"tc-sidebar-lists tc-sidebar-search\">\n\n<$set name=\"searchTiddler\" value=\"$:/temp/search\">\n<div class=\"tc-search\">\n<$edit-text tiddler=\"$:/temp/search\" type=\"search\" tag=\"input\" focus={{$:/config/Search/AutoFocus}} focusPopup=<<qualify \"$:/state/popup/search-dropdown\">> class=\"tc-popup-handle\"/>\n<$reveal state=\"$:/temp/search\" type=\"nomatch\" text=\"\">\n<$button tooltip={{$:/language/Buttons/AdvancedSearch/Hint}} aria-label={{$:/language/Buttons/AdvancedSearch/Caption}} class=\"tc-btn-invisible\">\n<$action-setfield $tiddler=\"$:/temp/advancedsearch\" text={{$:/temp/search}}/>\n<$action-setfield $tiddler=\"$:/temp/search\" text=\"\"/>\n<$action-navigate $to=\"$:/AdvancedSearch\"/>\n{{$:/core/images/advanced-search-button}}\n</$button>\n<$button class=\"tc-btn-invisible\">\n<$action-setfield $tiddler=\"$:/temp/search\" text=\"\" />\n{{$:/core/images/close-button}}\n</$button>\n<$button popup=<<qualify \"$:/state/popup/search-dropdown\">> class=\"tc-btn-invisible\">\n{{$:/core/images/down-arrow}}\n<$list filter=\"[{$:/temp/search}minlength{$:/config/Search/MinLength}limit[1]]\" variable=\"listItem\">\n<$set name=\"searchTerm\" value={{{ [<searchTiddler>get[text]] }}}>\n<$set name=\"resultCount\" value=\"\"\"<$count filter=\"[!is[system]search<searchTerm>]\"/>\"\"\">\n{{$:/language/Search/Matches}}\n</$set>\n</$set>\n</$list>\n</$button>\n</$reveal>\n<$reveal state=\"$:/temp/search\" type=\"match\" text=\"\">\n<$button to=\"$:/AdvancedSearch\" tooltip={{$:/language/Buttons/AdvancedSearch/Hint}} aria-label={{$:/language/Buttons/AdvancedSearch/Caption}} class=\"tc-btn-invisible\">\n{{$:/core/images/advanced-search-button}}\n</$button>\n</$reveal>\n</div>\n\n<$reveal tag=\"div\" class=\"tc-block-dropdown-wrapper\" state=\"$:/temp/search\" type=\"nomatch\" text=\"\">\n\n<$reveal tag=\"div\" class=\"tc-block-dropdown tc-search-drop-down tc-popup-handle\" state=<<qualify \"$:/state/popup/search-dropdown\">> type=\"nomatch\" text=\"\" default=\"\">\n\n<$list filter=\"[{$:/temp/search}minlength{$:/config/Search/MinLength}limit[1]]\" emptyMessage=\"\"\"<div class=\"tc-search-results\">{{$:/language/Search/Search/TooShort}}</div>\"\"\" variable=\"listItem\">\n\n{{$:/core/ui/SearchResults}}\n\n</$list>\n\n</$reveal>\n\n</$reveal>\n\n</$set>\n\n</div>\n"
},
"$:/core/ui/SideBarSegments/site-subtitle": {
"title": "$:/core/ui/SideBarSegments/site-subtitle",
"tags": "$:/tags/SideBarSegment",
"text": "<div class=\"tc-site-subtitle\">\n\n<$transclude tiddler=\"$:/SiteSubtitle\" mode=\"inline\"/>\n\n</div>\n"
},
"$:/core/ui/SideBarSegments/site-title": {
"title": "$:/core/ui/SideBarSegments/site-title",
"tags": "$:/tags/SideBarSegment",
"text": "<h1 class=\"tc-site-title\">\n\n<$transclude tiddler=\"$:/SiteTitle\" mode=\"inline\"/>\n\n</h1>\n"
},
"$:/core/ui/SideBarSegments/tabs": {
"title": "$:/core/ui/SideBarSegments/tabs",
"tags": "$:/tags/SideBarSegment",
"text": "<div class=\"tc-sidebar-lists tc-sidebar-tabs\">\n\n<$macrocall $name=\"tabs\" tabsList=\"[all[shadows+tiddlers]tag[$:/tags/SideBar]!has[draft.of]]\" default={{$:/config/DefaultSidebarTab}} state=\"$:/state/tab/sidebar\" class=\"tc-sidebar-tabs-main\"/>\n\n</div>\n"
},
"$:/TagManager": {
"title": "$:/TagManager",
"icon": "$:/core/images/tag-button",
"color": "#bbb",
"text": "\\define lingo-base() $:/language/TagManager/\n\\define iconEditorTab(type)\n\\whitespace trim\n<$link to=\"\"><<lingo Icons/None>></$link>\n<$list filter=\"[all[shadows+tiddlers]is[image]] [all[shadows+tiddlers]tag[$:/tags/Image]] -[type[application/pdf]] +[sort[title]] +[$type$is[system]]\">\n<$link to={{!!title}}>\n<$transclude/> <$view field=\"title\"/>\n</$link>\n</$list>\n\\end\n\\define iconEditor(title)\n\\whitespace trim\n<div class=\"tc-drop-down-wrapper\">\n<$button popupTitle={{{ [[$:/state/popup/icon/]addsuffix<__title__>] }}} class=\"tc-btn-invisible tc-btn-dropdown\">{{$:/core/images/down-arrow}}</$button>\n<$reveal stateTitle={{{ [[$:/state/popup/icon/]addsuffix<__title__>] }}} type=\"popup\" position=\"belowleft\" text=\"\" default=\"\">\n<div class=\"tc-drop-down\">\n<$linkcatcher actions=\"\"\"<$action-setfield $tiddler=<<__title__>> icon=<<navigateTo>>/>\"\"\">\n<<iconEditorTab type:\"!\">>\n<hr/>\n<<iconEditorTab type:\"\">>\n</$linkcatcher>\n</div>\n</$reveal>\n</div>\n\\end\n\\define toggleButton(state)\n\\whitespace trim\n<$reveal stateTitle=<<__state__>> type=\"match\" text=\"closed\" default=\"closed\">\n<$button setTitle=<<__state__>> setTo=\"open\" class=\"tc-btn-invisible tc-btn-dropdown\" selectedClass=\"tc-selected\">\n{{$:/core/images/info-button}}\n</$button>\n</$reveal>\n<$reveal stateTitle=<<__state__>> type=\"match\" text=\"open\" default=\"closed\">\n<$button setTitle=<<__state__>> setTo=\"closed\" class=\"tc-btn-invisible tc-btn-dropdown\" selectedClass=\"tc-selected\">\n{{$:/core/images/info-button}}\n</$button>\n</$reveal>\n\\end\n\\whitespace trim\n<table class=\"tc-tag-manager-table\">\n<tbody>\n<tr>\n<th><<lingo Colour/Heading>></th>\n<th class=\"tc-tag-manager-tag\"><<lingo Tag/Heading>></th>\n<th><<lingo Count/Heading>></th>\n<th><<lingo Icon/Heading>></th>\n<th><<lingo Info/Heading>></th>\n</tr>\n<$list filter=\"[tags[]!is[system]sort[title]]\">\n<tr>\n<td><$edit-text field=\"color\" tag=\"input\" type=\"color\"/></td>\n<td>{{||$:/core/ui/TagTemplate}}</td>\n<td><$count filter=\"[all[current]tagging[]]\"/></td>\n<td>\n<$macrocall $name=\"iconEditor\" title={{!!title}}/>\n</td>\n<td>\n<$macrocall $name=\"toggleButton\" state={{{ [[$:/state/tag-manager/]addsuffix<currentTiddler>] }}} /> \n</td>\n</tr>\n<tr>\n<td></td>\n<td colspan=\"4\">\n<$reveal stateTitle={{{ [[$:/state/tag-manager/]addsuffix<currentTiddler>] }}} type=\"match\" text=\"open\" default=\"\">\n<table>\n<tbody>\n<tr><td><<lingo Colour/Heading>></td><td><$edit-text field=\"color\" tag=\"input\" type=\"text\" size=\"9\"/></td></tr>\n<tr><td><<lingo Icon/Heading>></td><td><$edit-text field=\"icon\" tag=\"input\" size=\"45\"/></td></tr>\n</tbody>\n</table>\n</$reveal>\n</td>\n</tr>\n</$list>\n<tr>\n<td></td>\n<td style=\"position:relative;\">\n{{$:/core/ui/UntaggedTemplate}}\n</td>\n<td>\n<small class=\"tc-menu-list-count\"><$count filter=\"[untagged[]!is[system]] -[tags[]]\"/></small>\n</td>\n<td></td>\n<td></td>\n</tr>\n</tbody>\n</table>\n"
},
"$:/core/ui/TagTemplate": {
"title": "$:/core/ui/TagTemplate",
"text": "\\whitespace trim\n<span class=\"tc-tag-list-item\">\n<$set name=\"transclusion\" value=<<currentTiddler>>>\n<$macrocall $name=\"tag-pill-body\" tag=<<currentTiddler>> icon={{!!icon}} colour={{!!color}} palette={{$:/palette}} element-tag=\"\"\"$button\"\"\" element-attributes=\"\"\"popup=<<qualify \"$:/state/popup/tag\">> dragFilter='[all[current]tagging[]]' tag='span'\"\"\"/>\n<$reveal state=<<qualify \"$:/state/popup/tag\">> type=\"popup\" position=\"below\" animate=\"yes\" class=\"tc-drop-down\">\n<$set name=\"tv-show-missing-links\" value=\"yes\">\n<$transclude tiddler=\"$:/core/ui/ListItemTemplate\"/>\n</$set>\n<$list filter=\"[all[shadows+tiddlers]tag[$:/tags/TagDropdown]!has[draft.of]]\" variable=\"listItem\"> \n<$transclude tiddler=<<listItem>>/> \n</$list>\n<hr>\n<$macrocall $name=\"list-tagged-draggable\" tag=<<currentTiddler>>/>\n</$reveal>\n</$set>\n</span>\n"
},
"$:/core/ui/TiddlerFieldTemplate": {
"title": "$:/core/ui/TiddlerFieldTemplate",
"text": "<tr class=\"tc-view-field\">\n<td class=\"tc-view-field-name\">\n<$text text=<<listItem>>/>\n</td>\n<td class=\"tc-view-field-value\">\n<$view field=<<listItem>>/>\n</td>\n</tr>"
},
"$:/core/ui/TiddlerFields": {
"title": "$:/core/ui/TiddlerFields",
"text": "<table class=\"tc-view-field-table\">\n<tbody>\n<$list filter=\"[all[current]fields[]sort[title]] -text\" template=\"$:/core/ui/TiddlerFieldTemplate\" variable=\"listItem\"/>\n</tbody>\n</table>\n"
},
"$:/core/ui/TiddlerInfo/Advanced/PluginInfo": {
"title": "$:/core/ui/TiddlerInfo/Advanced/PluginInfo",
"tags": "$:/tags/TiddlerInfo/Advanced",
"text": "\\define lingo-base() $:/language/TiddlerInfo/Advanced/PluginInfo/\n<$list filter=\"[all[current]has[plugin-type]]\">\n\n! <<lingo Heading>>\n\n<<lingo Hint>>\n<ul>\n<$list filter=\"[all[current]plugintiddlers[]sort[title]]\" emptyMessage=<<lingo Empty/Hint>>>\n<li>\n<$link to={{!!title}}>\n<$view field=\"title\"/>\n</$link>\n</li>\n</$list>\n</ul>\n\n</$list>\n"
},
"$:/core/ui/TiddlerInfo/Advanced/ShadowInfo": {
"title": "$:/core/ui/TiddlerInfo/Advanced/ShadowInfo",
"tags": "$:/tags/TiddlerInfo/Advanced",
"text": "\\define lingo-base() $:/language/TiddlerInfo/Advanced/ShadowInfo/\n<$set name=\"infoTiddler\" value=<<currentTiddler>>>\n\n''<<lingo Heading>>''\n\n<$list filter=\"[all[current]!is[shadow]]\">\n\n<<lingo NotShadow/Hint>>\n\n</$list>\n\n<$list filter=\"[all[current]is[shadow]]\">\n\n<<lingo Shadow/Hint>>\n\n<$list filter=\"[all[current]shadowsource[]]\">\n\n<$set name=\"pluginTiddler\" value=<<currentTiddler>>>\n<<lingo Shadow/Source>>\n</$set>\n\n</$list>\n\n<$list filter=\"[all[current]is[shadow]is[tiddler]]\">\n\n<<lingo OverriddenShadow/Hint>>\n\n</$list>\n\n\n</$list>\n</$set>\n"
},
"$:/core/ui/TiddlerInfo/Advanced": {
"title": "$:/core/ui/TiddlerInfo/Advanced",
"tags": "$:/tags/TiddlerInfo",
"caption": "{{$:/language/TiddlerInfo/Advanced/Caption}}",
"text": "<$list filter=\"[all[shadows+tiddlers]tag[$:/tags/TiddlerInfo/Advanced]!has[draft.of]]\" variable=\"listItem\">\n<$transclude tiddler=<<listItem>>/>\n\n</$list>\n"
},
"$:/core/ui/TiddlerInfo/Fields": {
"title": "$:/core/ui/TiddlerInfo/Fields",
"tags": "$:/tags/TiddlerInfo",
"caption": "{{$:/language/TiddlerInfo/Fields/Caption}}",
"text": "<$transclude tiddler=\"$:/core/ui/TiddlerFields\"/>\n"
},
"$:/core/ui/TiddlerInfo/List": {
"title": "$:/core/ui/TiddlerInfo/List",
"tags": "$:/tags/TiddlerInfo",
"caption": "{{$:/language/TiddlerInfo/List/Caption}}",
"text": "\\define lingo-base() $:/language/TiddlerInfo/\n<$list filter=\"[list{!!title}]\" emptyMessage=<<lingo List/Empty>> template=\"$:/core/ui/ListItemTemplate\"/>\n"
},
"$:/core/ui/TiddlerInfo/Listed": {
"title": "$:/core/ui/TiddlerInfo/Listed",
"tags": "$:/tags/TiddlerInfo",
"caption": "{{$:/language/TiddlerInfo/Listed/Caption}}",
"text": "\\define lingo-base() $:/language/TiddlerInfo/\n<$list filter=\"[all[current]listed[]!is[system]]\" emptyMessage=<<lingo Listed/Empty>> template=\"$:/core/ui/ListItemTemplate\"/>\n"
},
"$:/core/ui/TiddlerInfo/References": {
"title": "$:/core/ui/TiddlerInfo/References",
"tags": "$:/tags/TiddlerInfo",
"caption": "{{$:/language/TiddlerInfo/References/Caption}}",
"text": "\\define lingo-base() $:/language/TiddlerInfo/\n<$list filter=\"[all[current]backlinks[]sort[title]]\" emptyMessage=<<lingo References/Empty>> template=\"$:/core/ui/ListItemTemplate\">\n</$list>"
},
"$:/core/ui/TiddlerInfo/Tagging": {
"title": "$:/core/ui/TiddlerInfo/Tagging",
"tags": "$:/tags/TiddlerInfo",
"caption": "{{$:/language/TiddlerInfo/Tagging/Caption}}",
"text": "\\define lingo-base() $:/language/TiddlerInfo/\n<$list filter=\"[all[current]tagging[]]\" emptyMessage=<<lingo Tagging/Empty>> template=\"$:/core/ui/ListItemTemplate\"/>\n"
},
"$:/core/ui/TiddlerInfo/Tools": {
"title": "$:/core/ui/TiddlerInfo/Tools",
"tags": "$:/tags/TiddlerInfo",
"caption": "{{$:/language/TiddlerInfo/Tools/Caption}}",
"text": "\\define lingo-base() $:/language/TiddlerInfo/\n\\define config-title()\n$:/config/ViewToolbarButtons/Visibility/$(listItem)$\n\\end\n<$set name=\"tv-config-toolbar-icons\" value=\"yes\">\n\n<$set name=\"tv-config-toolbar-text\" value=\"yes\">\n\n<$set name=\"tv-config-toolbar-class\" value=\"\">\n\n<$list filter=\"[all[shadows+tiddlers]tag[$:/tags/ViewToolbar]!has[draft.of]]\" variable=\"listItem\">\n\n<$checkbox tiddler=<<config-title>> field=\"text\" checked=\"show\" unchecked=\"hide\" default=\"show\"/> <$transclude tiddler=<<listItem>>/> <i class=\"tc-muted\"><$transclude tiddler=<<listItem>> field=\"description\"/></i>\n\n</$list>\n\n</$set>\n\n</$set>\n\n</$set>\n"
},
"$:/core/ui/TiddlerInfo": {
"title": "$:/core/ui/TiddlerInfo",
"text": "<div style=\"position:relative;\">\n<div class=\"tc-tiddler-controls\" style=\"position:absolute;right:0;\">\n<$reveal state=\"$:/config/TiddlerInfo/Mode\" type=\"match\" text=\"sticky\">\n<$button set=<<tiddlerInfoState>> setTo=\"\" tooltip={{$:/language/Buttons/Info/Hint}} aria-label={{$:/language/Buttons/Info/Caption}} class=\"tc-btn-invisible\">\n{{$:/core/images/close-button}}\n</$button>\n</$reveal>\n</div>\n</div>\n\n<$macrocall $name=\"tabs\" tabsList=\"[all[shadows+tiddlers]tag[$:/tags/TiddlerInfo]!has[draft.of]]\" default={{$:/config/TiddlerInfo/Default}}/>"
},
"$:/core/ui/TopBar/menu": {
"title": "$:/core/ui/TopBar/menu",
"tags": "$:/tags/TopRightBar",
"text": "<$list filter=\"[[$:/state/sidebar]get[text]] +[else[yes]!match[no]]\" variable=\"ignore\">\n<$button set=\"$:/state/sidebar\" setTo=\"no\" tooltip={{$:/language/Buttons/HideSideBar/Hint}} aria-label={{$:/language/Buttons/HideSideBar/Caption}} class=\"tc-btn-invisible\">{{$:/core/images/chevron-right}}</$button>\n</$list>\n<$list filter=\"[[$:/state/sidebar]get[text]] +[else[yes]match[no]]\" variable=\"ignore\">\n<$button set=\"$:/state/sidebar\" setTo=\"yes\" tooltip={{$:/language/Buttons/ShowSideBar/Hint}} aria-label={{$:/language/Buttons/ShowSideBar/Caption}} class=\"tc-btn-invisible\">{{$:/core/images/chevron-left}}</$button>\n</$list>\n"
},
"$:/core/ui/UntaggedTemplate": {
"title": "$:/core/ui/UntaggedTemplate",
"text": "\\define lingo-base() $:/language/SideBar/\n<$button popup=<<qualify \"$:/state/popup/tag\">> class=\"tc-btn-invisible tc-untagged-label tc-tag-label\">\n<<lingo Tags/Untagged/Caption>>\n</$button>\n<$reveal state=<<qualify \"$:/state/popup/tag\">> type=\"popup\" position=\"below\">\n<div class=\"tc-drop-down\">\n<$list filter=\"[untagged[]!is[system]] -[tags[]] +[sort[title]]\" template=\"$:/core/ui/ListItemTemplate\"/>\n</div>\n</$reveal>\n"
},
"$:/core/ui/ViewTemplate/body": {
"title": "$:/core/ui/ViewTemplate/body",
"tags": "$:/tags/ViewTemplate",
"text": "<$reveal tag=\"div\" class=\"tc-tiddler-body\" type=\"nomatch\" stateTitle=<<folded-state>> text=\"hide\" retain=\"yes\" animate=\"yes\">\n\n<$list filter=\"[all[current]!has[plugin-type]!field:hide-body[yes]]\">\n\n<$transclude>\n\n<$transclude tiddler=\"$:/language/MissingTiddler/Hint\"/>\n\n</$transclude>\n\n</$list>\n\n</$reveal>\n"
},
"$:/core/ui/ViewTemplate/classic": {
"title": "$:/core/ui/ViewTemplate/classic",
"tags": "$:/tags/ViewTemplate $:/tags/EditTemplate",
"text": "\\define lingo-base() $:/language/ClassicWarning/\n<$list filter=\"[all[current]type[text/x-tiddlywiki]]\">\n<div class=\"tc-message-box\">\n\n<<lingo Hint>>\n\n<$button set=\"!!type\" setTo=\"text/vnd.tiddlywiki\"><<lingo Upgrade/Caption>></$button>\n\n</div>\n</$list>\n"
},
"$:/core/ui/ViewTemplate/import": {
"title": "$:/core/ui/ViewTemplate/import",
"tags": "$:/tags/ViewTemplate",
"text": "\\define lingo-base() $:/language/Import/\n\n\\define buttons()\n<$button message=\"tm-delete-tiddler\" param=<<currentTiddler>>><<lingo Listing/Cancel/Caption>></$button>\n<$button message=\"tm-perform-import\" param=<<currentTiddler>>><<lingo Listing/Import/Caption>></$button>\n<<lingo Listing/Preview>> <$select tiddler=\"$:/state/importpreviewtype\" default=\"$:/core/ui/ImportPreviews/Text\">\n<$list filter=\"[all[shadows+tiddlers]tag[$:/tags/ImportPreview]!has[draft.of]]\">\n<option value=<<currentTiddler>>>{{!!caption}}</option>\n</$list>\n</$select>\n\\end\n\n<$list filter=\"[all[current]field:plugin-type[import]]\">\n\n<div class=\"tc-import\">\n\n<<lingo Listing/Hint>>\n\n<<buttons>>\n\n{{||$:/core/ui/ImportListing}}\n\n<<buttons>>\n\n</div>\n\n</$list>\n"
},
"$:/core/ui/ViewTemplate/plugin": {
"title": "$:/core/ui/ViewTemplate/plugin",
"tags": "$:/tags/ViewTemplate",
"text": "<$list filter=\"[all[current]has[plugin-type]] -[all[current]field:plugin-type[import]]\">\n<$set name=\"plugin-type\" value={{!!plugin-type}}>\n<$set name=\"default-popup-state\" value=\"yes\">\n<$set name=\"qualified-state\" value=<<qualify \"$:/state/plugin-info\">>>\n{{||$:/core/ui/Components/plugin-info}}\n</$set>\n</$set>\n</$set>\n</$list>\n"
},
"$:/core/ui/ViewTemplate/subtitle": {
"title": "$:/core/ui/ViewTemplate/subtitle",
"tags": "$:/tags/ViewTemplate",
"text": "\\whitespace trim\n<$reveal type=\"nomatch\" stateTitle=<<folded-state>> text=\"hide\" tag=\"div\" retain=\"yes\" animate=\"yes\">\n<div class=\"tc-subtitle\">\n<$link to={{!!modifier}} />\n<$view field=\"modified\" format=\"date\" template={{$:/language/Tiddler/DateFormat}}/>\n</div>\n</$reveal>\n"
},
"$:/core/ui/ViewTemplate/tags": {
"title": "$:/core/ui/ViewTemplate/tags",
"tags": "$:/tags/ViewTemplate",
"text": "<$reveal type=\"nomatch\" stateTitle=<<folded-state>> text=\"hide\" tag=\"div\" retain=\"yes\" animate=\"yes\">\n<div class=\"tc-tags-wrapper\"><$list filter=\"[all[current]tags[]sort[title]]\" template=\"$:/core/ui/TagTemplate\" storyview=\"pop\"/></div>\n</$reveal>\n"
},
"$:/core/ui/ViewTemplate/title": {
"title": "$:/core/ui/ViewTemplate/title",
"tags": "$:/tags/ViewTemplate",
"text": "\\whitespace trim\n\\define title-styles()\nfill:$(foregroundColor)$;\n\\end\n\\define config-title()\n$:/config/ViewToolbarButtons/Visibility/$(listItem)$\n\\end\n<div class=\"tc-tiddler-title\">\n<div class=\"tc-titlebar\">\n<span class=\"tc-tiddler-controls\">\n<$list filter=\"[all[shadows+tiddlers]tag[$:/tags/ViewToolbar]!has[draft.of]]\" variable=\"listItem\"><$reveal type=\"nomatch\" state=<<config-title>> text=\"hide\"><$set name=\"tv-config-toolbar-class\" filter=\"[<tv-config-toolbar-class>] [<listItem>encodeuricomponent[]addprefix[tc-btn-]]\"><$transclude tiddler=<<listItem>>/></$set></$reveal></$list>\n</span>\n<$set name=\"tv-wikilinks\" value={{$:/config/Tiddlers/TitleLinks}}>\n<$link>\n<$set name=\"foregroundColor\" value={{!!color}}>\n<span class=\"tc-tiddler-title-icon\" style=<<title-styles>>>\n<$transclude tiddler={{!!icon}}>\n<$transclude tiddler={{$:/config/DefaultTiddlerIcon}}/>\n</$transclude>\n</span>\n</$set>\n<$list filter=\"[all[current]removeprefix[$:/]]\">\n<h2 class=\"tc-title\" title={{$:/language/SystemTiddler/Tooltip}}>\n<span class=\"tc-system-title-prefix\">$:/</span><$text text=<<currentTiddler>>/>\n</h2>\n</$list>\n<$list filter=\"[all[current]!prefix[$:/]]\">\n<h2 class=\"tc-title\">\n<$view field=\"title\"/>\n</h2>\n</$list>\n</$link>\n</$set>\n</div>\n\n<$reveal type=\"nomatch\" text=\"\" default=\"\" state=<<tiddlerInfoState>> class=\"tc-tiddler-info tc-popup-handle\" animate=\"yes\" retain=\"yes\">\n\n<$list filter=\"[all[shadows+tiddlers]tag[$:/tags/TiddlerInfoSegment]!has[draft.of]] [[$:/core/ui/TiddlerInfo]]\" variable=\"listItem\"><$transclude tiddler=<<listItem>> mode=\"block\"/></$list>\n\n</$reveal>\n</div>"
},
"$:/core/ui/ViewTemplate/unfold": {
"title": "$:/core/ui/ViewTemplate/unfold",
"tags": "$:/tags/ViewTemplate",
"text": "<$reveal tag=\"div\" type=\"nomatch\" state=\"$:/config/ViewToolbarButtons/Visibility/$:/core/ui/Buttons/fold-bar\" text=\"hide\">\n<$reveal tag=\"div\" type=\"nomatch\" stateTitle=<<folded-state>> text=\"hide\" default=\"show\" retain=\"yes\" animate=\"yes\">\n<$button tooltip={{$:/language/Buttons/Fold/Hint}} aria-label={{$:/language/Buttons/Fold/Caption}} class=\"tc-fold-banner\">\n<$action-sendmessage $message=\"tm-fold-tiddler\" $param=<<currentTiddler>> foldedState=<<folded-state>>/>\n{{$:/core/images/chevron-up}}\n</$button>\n</$reveal>\n<$reveal tag=\"div\" type=\"nomatch\" stateTitle=<<folded-state>> text=\"show\" default=\"show\" retain=\"yes\" animate=\"yes\">\n<$button tooltip={{$:/language/Buttons/Unfold/Hint}} aria-label={{$:/language/Buttons/Unfold/Caption}} class=\"tc-unfold-banner\">\n<$action-sendmessage $message=\"tm-fold-tiddler\" $param=<<currentTiddler>> foldedState=<<folded-state>>/>\n{{$:/core/images/chevron-down}}\n</$button>\n</$reveal>\n</$reveal>\n"
},
"$:/core/ui/ViewTemplate": {
"title": "$:/core/ui/ViewTemplate",
"text": "\\define folded-state()\n$:/state/folded/$(currentTiddler)$\n\\end\n\\import [all[shadows+tiddlers]tag[$:/tags/Macro/View]!has[draft.of]]\n<$vars storyTiddler=<<currentTiddler>> tiddlerInfoState=<<qualify \"$:/state/popup/tiddler-info\">>><div data-tiddler-title=<<currentTiddler>> data-tags={{!!tags}} class={{{ tc-tiddler-frame tc-tiddler-view-frame [<currentTiddler>is[tiddler]then[tc-tiddler-exists]] [<currentTiddler>is[missing]!is[shadow]then[tc-tiddler-missing]] [<currentTiddler>is[shadow]then[tc-tiddler-exists tc-tiddler-shadow]] [<currentTiddler>is[shadow]is[tiddler]then[tc-tiddler-overridden-shadow]] [<currentTiddler>is[system]then[tc-tiddler-system]] [{!!class}] [<currentTiddler>tags[]encodeuricomponent[]addprefix[tc-tagged-]] +[join[ ]] }}}><$list filter=\"[all[shadows+tiddlers]tag[$:/tags/ViewTemplate]!has[draft.of]]\" variable=\"listItem\"><$transclude tiddler=<<listItem>>/></$list>\n</div>\n</$vars>\n"
},
"$:/core/ui/Buttons/clone": {
"title": "$:/core/ui/Buttons/clone",
"tags": "$:/tags/ViewToolbar",
"caption": "{{$:/core/images/clone-button}} {{$:/language/Buttons/Clone/Caption}}",
"description": "{{$:/language/Buttons/Clone/Hint}}",
"text": "\\whitespace trim\n<$button message=\"tm-new-tiddler\" param=<<currentTiddler>> tooltip={{$:/language/Buttons/Clone/Hint}} aria-label={{$:/language/Buttons/Clone/Caption}} class=<<tv-config-toolbar-class>>>\n<$list filter=\"[<tv-config-toolbar-icons>match[yes]]\">\n{{$:/core/images/clone-button}}\n</$list>\n<$list filter=\"[<tv-config-toolbar-text>match[yes]]\">\n<span class=\"tc-btn-text\">\n<$text text=\" \"/>\n<$text text={{$:/language/Buttons/Clone/Caption}}/>\n</span>\n</$list>\n</$button>"
},
"$:/core/ui/Buttons/close-others": {
"title": "$:/core/ui/Buttons/close-others",
"tags": "$:/tags/ViewToolbar",
"caption": "{{$:/core/images/close-others-button}} {{$:/language/Buttons/CloseOthers/Caption}}",
"description": "{{$:/language/Buttons/CloseOthers/Hint}}",
"text": "\\whitespace trim\n<$button message=\"tm-close-other-tiddlers\" param=<<currentTiddler>> tooltip={{$:/language/Buttons/CloseOthers/Hint}} aria-label={{$:/language/Buttons/CloseOthers/Caption}} class=<<tv-config-toolbar-class>>>\n<$list filter=\"[<tv-config-toolbar-icons>match[yes]]\">\n{{$:/core/images/close-others-button}}\n</$list>\n<$list filter=\"[<tv-config-toolbar-text>match[yes]]\">\n<span class=\"tc-btn-text\">\n<$text text=\" \"/>\n<$text text={{$:/language/Buttons/CloseOthers/Caption}}/>\n</span>\n</$list>\n</$button>"
},
"$:/core/ui/Buttons/close": {
"title": "$:/core/ui/Buttons/close",
"tags": "$:/tags/ViewToolbar",
"caption": "{{$:/core/images/close-button}} {{$:/language/Buttons/Close/Caption}}",
"description": "{{$:/language/Buttons/Close/Hint}}",
"text": "\\whitespace trim\n<$button message=\"tm-close-tiddler\" tooltip={{$:/language/Buttons/Close/Hint}} aria-label={{$:/language/Buttons/Close/Caption}} class=<<tv-config-toolbar-class>>>\n<$list filter=\"[<tv-config-toolbar-icons>match[yes]]\">\n{{$:/core/images/close-button}}\n</$list>\n<$list filter=\"[<tv-config-toolbar-text>match[yes]]\">\n<span class=\"tc-btn-text\">\n<$text text={{$:/language/Buttons/Close/Caption}}/>\n</span>\n</$list>\n</$button>"
},
"$:/core/ui/Buttons/edit": {
"title": "$:/core/ui/Buttons/edit",
"tags": "$:/tags/ViewToolbar",
"caption": "{{$:/core/images/edit-button}} {{$:/language/Buttons/Edit/Caption}}",
"description": "{{$:/language/Buttons/Edit/Hint}}",
"text": "\\whitespace trim\n<$button message=\"tm-edit-tiddler\" tooltip={{$:/language/Buttons/Edit/Hint}} aria-label={{$:/language/Buttons/Edit/Caption}} class=<<tv-config-toolbar-class>>>\n<$list filter=\"[<tv-config-toolbar-icons>match[yes]]\">\n{{$:/core/images/edit-button}}\n</$list>\n<$list filter=\"[<tv-config-toolbar-text>match[yes]]\">\n<span class=\"tc-btn-text\">\n<$text text=\" \"/>\n<$text text={{$:/language/Buttons/Edit/Caption}}/>\n</span>\n</$list>\n</$button>"
},
"$:/core/ui/Buttons/export-tiddler": {
"title": "$:/core/ui/Buttons/export-tiddler",
"tags": "$:/tags/ViewToolbar",
"caption": "{{$:/core/images/export-button}} {{$:/language/Buttons/ExportTiddler/Caption}}",
"description": "{{$:/language/Buttons/ExportTiddler/Hint}}",
"text": "\\define makeExportFilter()\n[[$(currentTiddler)$]]\n\\end\n<$macrocall $name=\"exportButton\" exportFilter=<<makeExportFilter>> lingoBase=\"$:/language/Buttons/ExportTiddler/\" baseFilename=<<currentTiddler>>/>"
},
"$:/core/ui/Buttons/fold-bar": {
"title": "$:/core/ui/Buttons/fold-bar",
"tags": "$:/tags/ViewToolbar",
"caption": "{{$:/core/images/chevron-up}} {{$:/language/Buttons/Fold/FoldBar/Caption}}",
"description": "{{$:/language/Buttons/Fold/FoldBar/Hint}}",
"text": "<!-- This dummy toolbar button is here to allow visibility of the fold-bar to be controlled as if it were a toolbar button -->"
},
"$:/core/ui/Buttons/fold-others": {
"title": "$:/core/ui/Buttons/fold-others",
"tags": "$:/tags/ViewToolbar",
"caption": "{{$:/core/images/fold-others-button}} {{$:/language/Buttons/FoldOthers/Caption}}",
"description": "{{$:/language/Buttons/FoldOthers/Hint}}",
"text": "\\whitespace trim\n<$button tooltip={{$:/language/Buttons/FoldOthers/Hint}} aria-label={{$:/language/Buttons/FoldOthers/Caption}} class=<<tv-config-toolbar-class>>>\n<$action-sendmessage $message=\"tm-fold-other-tiddlers\" $param=<<currentTiddler>> foldedStatePrefix=\"$:/state/folded/\"/>\n<$list filter=\"[<tv-config-toolbar-icons>match[yes]]\" variable=\"listItem\">\n{{$:/core/images/fold-others-button}}\n</$list>\n<$list filter=\"[<tv-config-toolbar-text>match[yes]]\">\n<span class=\"tc-btn-text\">\n<$text text=\" \"/>\n<$text text={{$:/language/Buttons/FoldOthers/Caption}}/>\n</span>\n</$list>\n</$button>"
},
"$:/core/ui/Buttons/fold": {
"title": "$:/core/ui/Buttons/fold",
"tags": "$:/tags/ViewToolbar",
"caption": "{{$:/core/images/fold-button}} {{$:/language/Buttons/Fold/Caption}}",
"description": "{{$:/language/Buttons/Fold/Hint}}",
"text": "\\whitespace trim\n<$reveal type=\"nomatch\" stateTitle=<<folded-state>> text=\"hide\" default=\"show\">\n<$button tooltip={{$:/language/Buttons/Fold/Hint}} aria-label={{$:/language/Buttons/Fold/Caption}} class=<<tv-config-toolbar-class>>>\n<$action-sendmessage $message=\"tm-fold-tiddler\" $param=<<currentTiddler>> foldedState=<<folded-state>>/>\n<$list filter=\"[<tv-config-toolbar-icons>match[yes]]\" variable=\"listItem\">\n{{$:/core/images/fold-button}}\n</$list>\n<$list filter=\"[<tv-config-toolbar-text>match[yes]]\">\n<span class=\"tc-btn-text\">\n<$text text=\" \"/>\n<$text text={{$:/language/Buttons/Fold/Caption}}/>\n</span>\n</$list>\n</$button>\n</$reveal>\n<$reveal type=\"match\" stateTitle=<<folded-state>> text=\"hide\" default=\"show\">\n<$button tooltip={{$:/language/Buttons/Unfold/Hint}} aria-label={{$:/language/Buttons/Unfold/Caption}} class=<<tv-config-toolbar-class>>>\n<$action-sendmessage $message=\"tm-fold-tiddler\" $param=<<currentTiddler>> foldedState=<<folded-state>>/>\n<$list filter=\"[<tv-config-toolbar-icons>match[yes]]\" variable=\"listItem\">\n{{$:/core/images/unfold-button}}\n</$list>\n<$list filter=\"[<tv-config-toolbar-text>match[yes]]\">\n<span class=\"tc-btn-text\">\n<$text text=\" \"/>\n<$text text={{$:/language/Buttons/Unfold/Caption}}/>\n</span>\n</$list>\n</$button>\n</$reveal>\n"
},
"$:/core/ui/Buttons/info": {
"title": "$:/core/ui/Buttons/info",
"tags": "$:/tags/ViewToolbar",
"caption": "{{$:/core/images/info-button}} {{$:/language/Buttons/Info/Caption}}",
"description": "{{$:/language/Buttons/Info/Hint}}",
"text": "\\whitespace trim\n\\define button-content()\n<$list filter=\"[<tv-config-toolbar-icons>match[yes]]\">\n{{$:/core/images/info-button}}\n</$list>\n<$list filter=\"[<tv-config-toolbar-text>match[yes]]\">\n<span class=\"tc-btn-text\">\n<$text text={{$:/language/Buttons/Info/Caption}}/>\n</span>\n</$list>\n\\end\n<$reveal state=\"$:/config/TiddlerInfo/Mode\" type=\"match\" text=\"popup\">\n<$button popup=<<tiddlerInfoState>> tooltip={{$:/language/Buttons/Info/Hint}} aria-label={{$:/language/Buttons/Info/Caption}} class=<<tv-config-toolbar-class>> selectedClass=\"tc-selected\">\n<$macrocall $name=\"button-content\" mode=\"inline\"/>\n</$button>\n</$reveal>\n<$reveal state=\"$:/config/TiddlerInfo/Mode\" type=\"match\" text=\"sticky\">\n<$reveal state=<<tiddlerInfoState>> type=\"match\" text=\"\" default=\"\">\n<$button set=<<tiddlerInfoState>> setTo=\"yes\" tooltip={{$:/language/Buttons/Info/Hint}} aria-label={{$:/language/Buttons/Info/Caption}} class=<<tv-config-toolbar-class>> selectedClass=\"tc-selected\">\n<$macrocall $name=\"button-content\" mode=\"inline\"/>\n</$button>\n</$reveal>\n<$reveal state=<<tiddlerInfoState>> type=\"nomatch\" text=\"\" default=\"\">\n<$button set=<<tiddlerInfoState>> setTo=\"\" tooltip={{$:/language/Buttons/Info/Hint}} aria-label={{$:/language/Buttons/Info/Caption}} class=<<tv-config-toolbar-class>> selectedClass=\"tc-selected\">\n<$macrocall $name=\"button-content\" mode=\"inline\"/>\n</$button>\n</$reveal>\n</$reveal>"
},
"$:/core/ui/Buttons/more-tiddler-actions": {
"title": "$:/core/ui/Buttons/more-tiddler-actions",
"tags": "$:/tags/ViewToolbar",
"caption": "{{$:/core/images/down-arrow}} {{$:/language/Buttons/More/Caption}}",
"description": "{{$:/language/Buttons/More/Hint}}",
"text": "\\whitespace trim\n\\define config-title()\n$:/config/ViewToolbarButtons/Visibility/$(listItem)$\n\\end\n<$button popup=<<qualify \"$:/state/popup/more\">> tooltip={{$:/language/Buttons/More/Hint}} aria-label={{$:/language/Buttons/More/Caption}} class=<<tv-config-toolbar-class>> selectedClass=\"tc-selected\">\n<$list filter=\"[<tv-config-toolbar-icons>match[yes]]\">\n{{$:/core/images/down-arrow}}\n</$list>\n<$list filter=\"[<tv-config-toolbar-text>match[yes]]\">\n<span class=\"tc-btn-text\">\n<$text text=\" \"/>\n<$text text={{$:/language/Buttons/More/Caption}}/>\n</span>\n</$list>\n</$button>\n<$reveal state=<<qualify \"$:/state/popup/more\">> type=\"popup\" position=\"belowleft\" animate=\"yes\">\n\n<div class=\"tc-drop-down\">\n\n<$set name=\"tv-config-toolbar-icons\" value=\"yes\">\n\n<$set name=\"tv-config-toolbar-text\" value=\"yes\">\n\n<$set name=\"tv-config-toolbar-class\" value=\"tc-btn-invisible\">\n\n<$list filter=\"[all[shadows+tiddlers]tag[$:/tags/ViewToolbar]!has[draft.of]] -[[$:/core/ui/Buttons/more-tiddler-actions]]\" variable=\"listItem\">\n\n<$reveal type=\"match\" state=<<config-title>> text=\"hide\">\n\n<$set name=\"tv-config-toolbar-class\" filter=\"[<tv-config-toolbar-class>] [<listItem>encodeuricomponent[]addprefix[tc-btn-]]\">\n\n<$transclude tiddler=<<listItem>> mode=\"inline\"/>\n\n</$set>\n\n</$reveal>\n\n</$list>\n\n</$set>\n\n</$set>\n\n</$set>\n\n</div>\n\n</$reveal>"
},
"$:/core/ui/Buttons/new-here": {
"title": "$:/core/ui/Buttons/new-here",
"tags": "$:/tags/ViewToolbar",
"caption": "{{$:/core/images/new-here-button}} {{$:/language/Buttons/NewHere/Caption}}",
"description": "{{$:/language/Buttons/NewHere/Hint}}",
"text": "\\whitespace trim\n\\define newHereActions()\n<$set name=\"tags\" filter=\"[<currentTiddler>] [{$:/config/NewTiddler/Tags!!tags}]\">\n<$action-sendmessage $message=\"tm-new-tiddler\" tags=<<tags>>/>\n</$set>\n\\end\n\\define newHereButton()\n<$button actions=<<newHereActions>> tooltip={{$:/language/Buttons/NewHere/Hint}} aria-label={{$:/language/Buttons/NewHere/Caption}} class=<<tv-config-toolbar-class>>>\n<$list filter=\"[<tv-config-toolbar-icons>match[yes]]\">\n{{$:/core/images/new-here-button}}\n</$list>\n<$list filter=\"[<tv-config-toolbar-text>match[yes]]\">\n<span class=\"tc-btn-text\">\n<$text text={{$:/language/Buttons/NewHere/Caption}}/>\n</span>\n</$list>\n</$button>\n\\end\n<<newHereButton>>\n"
},
"$:/core/ui/Buttons/new-journal-here": {
"title": "$:/core/ui/Buttons/new-journal-here",
"tags": "$:/tags/ViewToolbar",
"caption": "{{$:/core/images/new-journal-button}} {{$:/language/Buttons/NewJournalHere/Caption}}",
"description": "{{$:/language/Buttons/NewJournalHere/Hint}}",
"text": "\\whitespace trim\n\\define journalButtonTags()\n[[$(currentTiddlerTag)$]] $(journalTags)$\n\\end\n\\define journalButton()\n<$button tooltip={{$:/language/Buttons/NewJournalHere/Hint}} aria-label={{$:/language/Buttons/NewJournalHere/Caption}} class=<<tv-config-toolbar-class>>>\n<$wikify name=\"journalTitle\" text=\"\"\"<$macrocall $name=\"now\" format=<<journalTitleTemplate>>/>\"\"\">\n<$action-sendmessage $message=\"tm-new-tiddler\" title=<<journalTitle>> tags=<<journalButtonTags>>/>\n<$list filter=\"[<tv-config-toolbar-icons>match[yes]]\">\n{{$:/core/images/new-journal-button}}\n</$list>\n<$list filter=\"[<tv-config-toolbar-text>match[yes]]\">\n<span class=\"tc-btn-text\">\n<$text text={{$:/language/Buttons/NewJournalHere/Caption}}/>\n</span>\n</$list>\n</$wikify>\n</$button>\n\\end\n<$set name=\"journalTitleTemplate\" value={{$:/config/NewJournal/Title}}>\n<$set name=\"journalTags\" value={{$:/config/NewJournal/Tags!!tags}}>\n<$set name=\"currentTiddlerTag\" value=<<currentTiddler>>>\n<<journalButton>>\n</$set>\n</$set>\n</$set>\n"
},
"$:/core/ui/Buttons/open-window": {
"title": "$:/core/ui/Buttons/open-window",
"tags": "$:/tags/ViewToolbar",
"caption": "{{$:/core/images/open-window}} {{$:/language/Buttons/OpenWindow/Caption}}",
"description": "{{$:/language/Buttons/OpenWindow/Hint}}",
"text": "\\whitespace trim\n<$button message=\"tm-open-window\" tooltip={{$:/language/Buttons/OpenWindow/Hint}} aria-label={{$:/language/Buttons/OpenWindow/Caption}} class=<<tv-config-toolbar-class>>>\n<$list filter=\"[<tv-config-toolbar-icons>match[yes]]\">\n{{$:/core/images/open-window}}\n</$list>\n<$list filter=\"[<tv-config-toolbar-text>match[yes]]\">\n<span class=\"tc-btn-text\">\n<$text text=\" \"/>\n<$text text={{$:/language/Buttons/OpenWindow/Caption}}/>\n</span>\n</$list>\n</$button>"
},
"$:/core/ui/Buttons/permalink": {
"title": "$:/core/ui/Buttons/permalink",
"tags": "$:/tags/ViewToolbar",
"caption": "{{$:/core/images/permalink-button}} {{$:/language/Buttons/Permalink/Caption}}",
"description": "{{$:/language/Buttons/Permalink/Hint}}",
"text": "\\whitespace trim\n<$button message=\"tm-permalink\" tooltip={{$:/language/Buttons/Permalink/Hint}} aria-label={{$:/language/Buttons/Permalink/Caption}} class=<<tv-config-toolbar-class>>>\n<$list filter=\"[<tv-config-toolbar-icons>match[yes]]\">\n{{$:/core/images/permalink-button}}\n</$list>\n<$list filter=\"[<tv-config-toolbar-text>match[yes]]\">\n<span class=\"tc-btn-text\">\n<$text text=\" \"/>\n<$text text={{$:/language/Buttons/Permalink/Caption}}/>\n</span>\n</$list>\n</$button>"
},
"$:/core/ui/Buttons/permaview": {
"title": "$:/core/ui/Buttons/permaview",
"tags": "$:/tags/ViewToolbar $:/tags/PageControls",
"caption": "{{$:/core/images/permaview-button}} {{$:/language/Buttons/Permaview/Caption}}",
"description": "{{$:/language/Buttons/Permaview/Hint}}",
"text": "\\whitespace trim\n<$button message=\"tm-permaview\" tooltip={{$:/language/Buttons/Permaview/Hint}} aria-label={{$:/language/Buttons/Permaview/Caption}} class=<<tv-config-toolbar-class>>>\n<$list filter=\"[<tv-config-toolbar-icons>match[yes]]\">\n{{$:/core/images/permaview-button}}\n</$list>\n<$list filter=\"[<tv-config-toolbar-text>match[yes]]\">\n<span class=\"tc-btn-text\">\n<$text text=\" \"/>\n<$text text={{$:/language/Buttons/Permaview/Caption}}/>\n</span>\n</$list>\n</$button>"
},
"$:/DefaultTiddlers": {
"title": "$:/DefaultTiddlers",
"text": "GettingStarted\n"
},
"$:/temp/advancedsearch": {
"title": "$:/temp/advancedsearch",
"text": ""
},
"$:/snippets/allfields": {
"title": "$:/snippets/allfields",
"text": "\\define renderfield(title)\n<tr class=\"tc-view-field\"><td class=\"tc-view-field-name\">''$title$'':</td><td class=\"tc-view-field-value\">//{{$:/language/Docs/Fields/$title$}}//</td></tr>\n\\end\n<table class=\"tc-view-field-table\"><tbody><$list filter=\"[fields[]sort[title]]\" variable=\"listItem\"><$macrocall $name=\"renderfield\" title=<<listItem>>/></$list>\n</tbody></table>\n"
},
"$:/config/AnimationDuration": {
"title": "$:/config/AnimationDuration",
"text": "400"
},
"$:/config/AutoFocus": {
"title": "$:/config/AutoFocus",
"text": "title"
},
"$:/config/AutoSave": {
"title": "$:/config/AutoSave",
"text": "yes"
},
"$:/config/BitmapEditor/Colour": {
"title": "$:/config/BitmapEditor/Colour",
"text": "#444"
},
"$:/config/BitmapEditor/ImageSizes": {
"title": "$:/config/BitmapEditor/ImageSizes",
"text": "[[62px 100px]] [[100px 62px]] [[124px 200px]] [[200px 124px]] [[248px 400px]] [[371px 600px]] [[400px 248px]] [[556px 900px]] [[600px 371px]] [[742px 1200px]] [[900px 556px]] [[1200px 742px]]"
},
"$:/config/BitmapEditor/LineWidth": {
"title": "$:/config/BitmapEditor/LineWidth",
"text": "3px"
},
"$:/config/BitmapEditor/LineWidths": {
"title": "$:/config/BitmapEditor/LineWidths",
"text": "0.25px 0.5px 1px 2px 3px 4px 6px 8px 10px 16px 20px 28px 40px 56px 80px"
},
"$:/config/BitmapEditor/Opacities": {
"title": "$:/config/BitmapEditor/Opacities",
"text": "0.01 0.025 0.05 0.075 0.1 0.15 0.2 0.3 0.4 0.5 0.6 0.7 0.8 0.9 1.0"
},
"$:/config/BitmapEditor/Opacity": {
"title": "$:/config/BitmapEditor/Opacity",
"text": "1.0"
},
"$:/config/DefaultMoreSidebarTab": {
"title": "$:/config/DefaultMoreSidebarTab",
"text": "$:/core/ui/MoreSideBar/Tags"
},
"$:/config/DefaultSidebarTab": {
"title": "$:/config/DefaultSidebarTab",
"text": "$:/core/ui/SideBar/Open"
},
"$:/config/DownloadSaver/AutoSave": {
"title": "$:/config/DownloadSaver/AutoSave",
"text": "no"
},
"$:/config/Drafts/TypingTimeout": {
"title": "$:/config/Drafts/TypingTimeout",
"text": "400"
},
"$:/config/EditTemplateFields/Visibility/title": {
"title": "$:/config/EditTemplateFields/Visibility/title",
"text": "hide"
},
"$:/config/EditTemplateFields/Visibility/tags": {
"title": "$:/config/EditTemplateFields/Visibility/tags",
"text": "hide"
},
"$:/config/EditTemplateFields/Visibility/text": {
"title": "$:/config/EditTemplateFields/Visibility/text",
"text": "hide"
},
"$:/config/EditTemplateFields/Visibility/creator": {
"title": "$:/config/EditTemplateFields/Visibility/creator",
"text": "hide"
},
"$:/config/EditTemplateFields/Visibility/created": {
"title": "$:/config/EditTemplateFields/Visibility/created",
"text": "hide"
},
"$:/config/EditTemplateFields/Visibility/modified": {
"title": "$:/config/EditTemplateFields/Visibility/modified",
"text": "hide"
},
"$:/config/EditTemplateFields/Visibility/modifier": {
"title": "$:/config/EditTemplateFields/Visibility/modifier",
"text": "hide"
},
"$:/config/EditTemplateFields/Visibility/type": {
"title": "$:/config/EditTemplateFields/Visibility/type",
"text": "hide"
},
"$:/config/EditTemplateFields/Visibility/draft.title": {
"title": "$:/config/EditTemplateFields/Visibility/draft.title",
"text": "hide"
},
"$:/config/EditTemplateFields/Visibility/draft.of": {
"title": "$:/config/EditTemplateFields/Visibility/draft.of",
"text": "hide"
},
"$:/config/EditTemplateFields/Visibility/revision": {
"title": "$:/config/EditTemplateFields/Visibility/revision",
"text": "hide"
},
"$:/config/EditTemplateFields/Visibility/bag": {
"title": "$:/config/EditTemplateFields/Visibility/bag",
"text": "hide"
},
"$:/config/EditorToolbarButtons/Visibility/$:/core/ui/EditorToolbar/heading-4": {
"title": "$:/config/EditorToolbarButtons/Visibility/$:/core/ui/EditorToolbar/heading-4",
"text": "hide"
},
"$:/config/EditorToolbarButtons/Visibility/$:/core/ui/EditorToolbar/heading-5": {
"title": "$:/config/EditorToolbarButtons/Visibility/$:/core/ui/EditorToolbar/heading-5",
"text": "hide"
},
"$:/config/EditorToolbarButtons/Visibility/$:/core/ui/EditorToolbar/heading-6": {
"title": "$:/config/EditorToolbarButtons/Visibility/$:/core/ui/EditorToolbar/heading-6",
"text": "hide"
},
"$:/config/EditorTypeMappings/image/gif": {
"title": "$:/config/EditorTypeMappings/image/gif",
"text": "bitmap"
},
"$:/config/EditorTypeMappings/image/webp": {
"title": "$:/config/EditorTypeMappings/image/webp",
"text": "bitmap"
},
"$:/config/EditorTypeMappings/image/heic": {
"title": "$:/config/EditorTypeMappings/image/heic",
"text": "bitmap"
},
"$:/config/EditorTypeMappings/image/heif": {
"title": "$:/config/EditorTypeMappings/image/heif",
"text": "bitmap"
},
"$:/config/EditorTypeMappings/image/jpeg": {
"title": "$:/config/EditorTypeMappings/image/jpeg",
"text": "bitmap"
},
"$:/config/EditorTypeMappings/image/jpg": {
"title": "$:/config/EditorTypeMappings/image/jpg",
"text": "bitmap"
},
"$:/config/EditorTypeMappings/image/png": {
"title": "$:/config/EditorTypeMappings/image/png",
"text": "bitmap"
},
"$:/config/EditorTypeMappings/image/x-icon": {
"title": "$:/config/EditorTypeMappings/image/x-icon",
"text": "bitmap"
},
"$:/config/EditorTypeMappings/text/vnd.tiddlywiki": {
"title": "$:/config/EditorTypeMappings/text/vnd.tiddlywiki",
"text": "text"
},
"$:/config/Manager/Show": {
"title": "$:/config/Manager/Show",
"text": "tiddlers"
},
"$:/config/Manager/Filter": {
"title": "$:/config/Manager/Filter",
"text": ""
},
"$:/config/Manager/Order": {
"title": "$:/config/Manager/Order",
"text": "forward"
},
"$:/config/Manager/Sort": {
"title": "$:/config/Manager/Sort",
"text": "title"
},
"$:/config/Manager/System": {
"title": "$:/config/Manager/System",
"text": "system"
},
"$:/config/Manager/Tag": {
"title": "$:/config/Manager/Tag",
"text": ""
},
"$:/state/popup/manager/item/$:/Manager/ItemMain/RawText": {
"title": "$:/state/popup/manager/item/$:/Manager/ItemMain/RawText",
"text": "hide"
},
"$:/config/MissingLinks": {
"title": "$:/config/MissingLinks",
"text": "yes"
},
"$:/config/Navigation/UpdateAddressBar": {
"title": "$:/config/Navigation/UpdateAddressBar",
"text": "no"
},
"$:/config/Navigation/UpdateHistory": {
"title": "$:/config/Navigation/UpdateHistory",
"text": "no"
},
"$:/config/NewImageType": {
"title": "$:/config/NewImageType",
"text": "jpeg"
},
"$:/config/OfficialPluginLibrary": {
"title": "$:/config/OfficialPluginLibrary",
"tags": "$:/tags/PluginLibrary",
"url": "https://tiddlywiki.com/library/v5.1.22/index.html",
"caption": "{{$:/language/OfficialPluginLibrary}}",
"text": "{{$:/language/OfficialPluginLibrary/Hint}}\n"
},
"$:/config/Navigation/openLinkFromInsideRiver": {
"title": "$:/config/Navigation/openLinkFromInsideRiver",
"text": "below"
},
"$:/config/Navigation/openLinkFromOutsideRiver": {
"title": "$:/config/Navigation/openLinkFromOutsideRiver",
"text": "top"
},
"$:/config/PageControlButtons/Visibility/$:/core/ui/Buttons/advanced-search": {
"title": "$:/config/PageControlButtons/Visibility/$:/core/ui/Buttons/advanced-search",
"text": "hide"
},
"$:/config/PageControlButtons/Visibility/$:/core/ui/Buttons/close-all": {
"title": "$:/config/PageControlButtons/Visibility/$:/core/ui/Buttons/close-all",
"text": "hide"
},
"$:/config/PageControlButtons/Visibility/$:/core/ui/Buttons/encryption": {
"title": "$:/config/PageControlButtons/Visibility/$:/core/ui/Buttons/encryption",
"text": "hide"
},
"$:/config/PageControlButtons/Visibility/$:/core/ui/Buttons/export-page": {
"title": "$:/config/PageControlButtons/Visibility/$:/core/ui/Buttons/export-page",
"text": "hide"
},
"$:/config/PageControlButtons/Visibility/$:/core/ui/Buttons/fold-all": {
"title": "$:/config/PageControlButtons/Visibility/$:/core/ui/Buttons/fold-all",
"text": "hide"
},
"$:/config/PageControlButtons/Visibility/$:/core/ui/Buttons/full-screen": {
"title": "$:/config/PageControlButtons/Visibility/$:/core/ui/Buttons/full-screen",
"text": "hide"
},
"$:/config/PageControlButtons/Visibility/$:/core/ui/Buttons/home": {
"title": "$:/config/PageControlButtons/Visibility/$:/core/ui/Buttons/home",
"text": "hide"
},
"$:/config/PageControlButtons/Visibility/$:/core/ui/Buttons/refresh": {
"title": "$:/config/PageControlButtons/Visibility/$:/core/ui/Buttons/refresh",
"text": "hide"
},
"$:/config/PageControlButtons/Visibility/$:/core/ui/Buttons/import": {
"title": "$:/config/PageControlButtons/Visibility/$:/core/ui/Buttons/import",
"text": "hide"
},
"$:/config/PageControlButtons/Visibility/$:/core/ui/Buttons/language": {
"title": "$:/config/PageControlButtons/Visibility/$:/core/ui/Buttons/language",
"text": "hide"
},
"$:/config/PageControlButtons/Visibility/$:/core/ui/Buttons/tag-manager": {
"title": "$:/config/PageControlButtons/Visibility/$:/core/ui/Buttons/tag-manager",
"text": "hide"
},
"$:/config/PageControlButtons/Visibility/$:/core/ui/Buttons/manager": {
"title": "$:/config/PageControlButtons/Visibility/$:/core/ui/Buttons/manager",
"text": "hide"
},
"$:/config/PageControlButtons/Visibility/$:/core/ui/Buttons/more-page-actions": {
"title": "$:/config/PageControlButtons/Visibility/$:/core/ui/Buttons/more-page-actions",
"text": "hide"
},
"$:/config/PageControlButtons/Visibility/$:/core/ui/Buttons/new-journal": {
"title": "$:/config/PageControlButtons/Visibility/$:/core/ui/Buttons/new-journal",
"text": "hide"
},
"$:/config/PageControlButtons/Visibility/$:/core/ui/Buttons/new-image": {
"title": "$:/config/PageControlButtons/Visibility/$:/core/ui/Buttons/new-image",
"text": "hide"
},
"$:/config/PageControlButtons/Visibility/$:/core/ui/Buttons/palette": {
"title": "$:/config/PageControlButtons/Visibility/$:/core/ui/Buttons/palette",
"text": "hide"
},
"$:/config/PageControlButtons/Visibility/$:/core/ui/Buttons/permaview": {
"title": "$:/config/PageControlButtons/Visibility/$:/core/ui/Buttons/permaview",
"text": "hide"
},
"$:/config/PageControlButtons/Visibility/$:/core/ui/Buttons/print": {
"title": "$:/config/PageControlButtons/Visibility/$:/core/ui/Buttons/print",
"text": "hide"
},
"$:/config/PageControlButtons/Visibility/$:/core/ui/Buttons/storyview": {
"title": "$:/config/PageControlButtons/Visibility/$:/core/ui/Buttons/storyview",
"text": "hide"
},
"$:/config/PageControlButtons/Visibility/$:/core/ui/Buttons/timestamp": {
"title": "$:/config/PageControlButtons/Visibility/$:/core/ui/Buttons/timestamp",
"text": "hide"
},
"$:/config/PageControlButtons/Visibility/$:/core/ui/Buttons/theme": {
"title": "$:/config/PageControlButtons/Visibility/$:/core/ui/Buttons/theme",
"text": "hide"
},
"$:/config/PageControlButtons/Visibility/$:/core/ui/Buttons/unfold-all": {
"title": "$:/config/PageControlButtons/Visibility/$:/core/ui/Buttons/unfold-all",
"text": "hide"
},
"$:/config/Performance/Instrumentation": {
"title": "$:/config/Performance/Instrumentation",
"text": "no"
},
"$:/config/RegisterPluginType/plugin": {
"title": "$:/config/RegisterPluginType/plugin",
"text": "yes"
},
"$:/config/RegisterPluginType/theme": {
"title": "$:/config/RegisterPluginType/theme",
"text": "no"
},
"$:/config/RegisterPluginType/language": {
"title": "$:/config/RegisterPluginType/language",
"text": "no"
},
"$:/config/RegisterPluginType/info": {
"title": "$:/config/RegisterPluginType/info",
"text": "no"
},
"$:/config/RegisterPluginType/import": {
"title": "$:/config/RegisterPluginType/import",
"text": "no"
},
"$:/config/SaveWikiButton/Template": {
"title": "$:/config/SaveWikiButton/Template",
"text": "$:/core/save/all"
},
"$:/config/SaverFilter": {
"title": "$:/config/SaverFilter",
"text": "[all[]] -[[$:/HistoryList]] -[[$:/StoryList]] -[[$:/Import]] -[[$:/isEncrypted]] -[[$:/UploadName]] -[prefix[$:/state/]] -[prefix[$:/temp/]]"
},
"$:/config/Search/AutoFocus": {
"title": "$:/config/Search/AutoFocus",
"text": "true"
},
"$:/config/Search/MinLength": {
"title": "$:/config/Search/MinLength",
"text": "3"
},
"$:/config/SearchResults/Default": {
"title": "$:/config/SearchResults/Default",
"text": "$:/core/ui/DefaultSearchResultList"
},
"$:/config/Server/ExternalFilters/[all[tiddlers]!is[system]sort[title]]": {
"title": "$:/config/Server/ExternalFilters/[all[tiddlers]!is[system]sort[title]]",
"text": "yes"
},
"$:/config/ShortcutInfo/add-field": {
"title": "$:/config/ShortcutInfo/add-field",
"text": "{{$:/language/EditTemplate/Fields/Add/Button/Hint}}"
},
"$:/config/ShortcutInfo/advanced-search": {
"title": "$:/config/ShortcutInfo/advanced-search",
"text": "{{$:/language/Buttons/AdvancedSearch/Hint}}"
},
"$:/config/ShortcutInfo/bold": {
"title": "$:/config/ShortcutInfo/bold",
"text": "{{$:/language/Buttons/Bold/Hint}}"
},
"$:/config/ShortcutInfo/cancel-edit-tiddler": {
"title": "$:/config/ShortcutInfo/cancel-edit-tiddler",
"text": "{{$:/language/Buttons/Cancel/Hint}}"
},
"$:/config/ShortcutInfo/excise": {
"title": "$:/config/ShortcutInfo/excise",
"text": "{{$:/language/Buttons/Excise/Hint}}"
},
"$:/config/ShortcutInfo/heading-1": {
"title": "$:/config/ShortcutInfo/heading-1",
"text": "{{$:/language/Buttons/Heading1/Hint}}"
},
"$:/config/ShortcutInfo/heading-2": {
"title": "$:/config/ShortcutInfo/heading-2",
"text": "{{$:/language/Buttons/Heading2/Hint}}"
},
"$:/config/ShortcutInfo/heading-3": {
"title": "$:/config/ShortcutInfo/heading-3",
"text": "{{$:/language/Buttons/Heading3/Hint}}"
},
"$:/config/ShortcutInfo/heading-4": {
"title": "$:/config/ShortcutInfo/heading-4",
"text": "{{$:/language/Buttons/Heading4/Hint}}"
},
"$:/config/ShortcutInfo/heading-5": {
"title": "$:/config/ShortcutInfo/heading-5",
"text": "{{$:/language/Buttons/Heading5/Hint}}"
},
"$:/config/ShortcutInfo/heading-6": {
"title": "$:/config/ShortcutInfo/heading-6",
"text": "{{$:/language/Buttons/Heading6/Hint}}"
},
"$:/config/ShortcutInfo/italic": {
"title": "$:/config/ShortcutInfo/italic",
"text": "{{$:/language/Buttons/Italic/Hint}}"
},
"$:/config/ShortcutInfo/link": {
"title": "$:/config/ShortcutInfo/link",
"text": "{{$:/language/Buttons/Link/Hint}}"
},
"$:/config/ShortcutInfo/list-bullet": {
"title": "$:/config/ShortcutInfo/list-bullet",
"text": "{{$:/language/Buttons/ListBullet/Hint}}"
},
"$:/config/ShortcutInfo/list-number": {
"title": "$:/config/ShortcutInfo/list-number",
"text": "{{$:/language/Buttons/ListNumber/Hint}}"
},
"$:/config/ShortcutInfo/mono-block": {
"title": "$:/config/ShortcutInfo/mono-block",
"text": "{{$:/language/Buttons/MonoBlock/Hint}}"
},
"$:/config/ShortcutInfo/mono-line": {
"title": "$:/config/ShortcutInfo/mono-line",
"text": "{{$:/language/Buttons/MonoLine/Hint}}"
},
"$:/config/ShortcutInfo/new-image": {
"title": "$:/config/ShortcutInfo/new-image",
"text": "{{$:/language/Buttons/NewImage/Hint}}"
},
"$:/config/ShortcutInfo/new-journal": {
"title": "$:/config/ShortcutInfo/new-journal",
"text": "{{$:/language/Buttons/NewJournal/Hint}}"
},
"$:/config/ShortcutInfo/new-tiddler": {
"title": "$:/config/ShortcutInfo/new-tiddler",
"text": "{{$:/language/Buttons/NewTiddler/Hint}}"
},
"$:/config/ShortcutInfo/picture": {
"title": "$:/config/ShortcutInfo/picture",
"text": "{{$:/language/Buttons/Picture/Hint}}"
},
"$:/config/ShortcutInfo/preview": {
"title": "$:/config/ShortcutInfo/preview",
"text": "{{$:/language/Buttons/Preview/Hint}}"
},
"$:/config/ShortcutInfo/quote": {
"title": "$:/config/ShortcutInfo/quote",
"text": "{{$:/language/Buttons/Quote/Hint}}"
},
"$:/config/ShortcutInfo/save-tiddler": {
"title": "$:/config/ShortcutInfo/save-tiddler",
"text": "{{$:/language/Buttons/Save/Hint}}"
},
"$:/config/ShortcutInfo/sidebar-search": {
"title": "$:/config/ShortcutInfo/sidebar-search",
"text": "{{$:/language/Buttons/SidebarSearch/Hint}}"
},
"$:/config/ShortcutInfo/stamp": {
"title": "$:/config/ShortcutInfo/stamp",
"text": "{{$:/language/Buttons/Stamp/Hint}}"
},
"$:/config/ShortcutInfo/strikethrough": {
"title": "$:/config/ShortcutInfo/strikethrough",
"text": "{{$:/language/Buttons/Strikethrough/Hint}}"
},
"$:/config/ShortcutInfo/subscript": {
"title": "$:/config/ShortcutInfo/subscript",
"text": "{{$:/language/Buttons/Subscript/Hint}}"
},
"$:/config/ShortcutInfo/superscript": {
"title": "$:/config/ShortcutInfo/superscript",
"text": "{{$:/language/Buttons/Superscript/Hint}}"
},
"$:/config/ShortcutInfo/toggle-sidebar": {
"title": "$:/config/ShortcutInfo/toggle-sidebar",
"text": "{{$:/language/Buttons/ToggleSidebar/Hint}}"
},
"$:/config/ShortcutInfo/underline": {
"title": "$:/config/ShortcutInfo/underline",
"text": "{{$:/language/Buttons/Underline/Hint}}"
},
"$:/config/SyncFilter": {
"title": "$:/config/SyncFilter",
"text": "[is[tiddler]] -[[$:/HistoryList]] -[[$:/Import]] -[[$:/isEncrypted]] -[prefix[$:/status/]] -[prefix[$:/state/]] -[prefix[$:/temp/]]"
},
"$:/config/Tags/MinLength": {
"title": "$:/config/Tags/MinLength",
"text": "0"
},
"$:/config/TextEditor/EditorHeight/Height": {
"title": "$:/config/TextEditor/EditorHeight/Height",
"text": "400px"
},
"$:/config/TextEditor/EditorHeight/Mode": {
"title": "$:/config/TextEditor/EditorHeight/Mode",
"text": "auto"
},
"$:/config/TiddlerInfo/Default": {
"title": "$:/config/TiddlerInfo/Default",
"text": "$:/core/ui/TiddlerInfo/Fields"
},
"$:/config/TiddlerInfo/Mode": {
"title": "$:/config/TiddlerInfo/Mode",
"text": "popup"
},
"$:/config/Tiddlers/TitleLinks": {
"title": "$:/config/Tiddlers/TitleLinks",
"text": "no"
},
"$:/config/Toolbar/ButtonClass": {
"title": "$:/config/Toolbar/ButtonClass",
"text": "tc-btn-invisible"
},
"$:/config/Toolbar/Icons": {
"title": "$:/config/Toolbar/Icons",
"text": "yes"
},
"$:/config/Toolbar/Text": {
"title": "$:/config/Toolbar/Text",
"text": "no"
},
"$:/config/ViewToolbarButtons/Visibility/$:/core/ui/Buttons/clone": {
"title": "$:/config/ViewToolbarButtons/Visibility/$:/core/ui/Buttons/clone",
"text": "hide"
},
"$:/config/ViewToolbarButtons/Visibility/$:/core/ui/Buttons/close-others": {
"title": "$:/config/ViewToolbarButtons/Visibility/$:/core/ui/Buttons/close-others",
"text": "hide"
},
"$:/config/ViewToolbarButtons/Visibility/$:/core/ui/Buttons/export-tiddler": {
"title": "$:/config/ViewToolbarButtons/Visibility/$:/core/ui/Buttons/export-tiddler",
"text": "hide"
},
"$:/config/ViewToolbarButtons/Visibility/$:/core/ui/Buttons/info": {
"title": "$:/config/ViewToolbarButtons/Visibility/$:/core/ui/Buttons/info",
"text": "hide"
},
"$:/config/ViewToolbarButtons/Visibility/$:/core/ui/Buttons/more-tiddler-actions": {
"title": "$:/config/ViewToolbarButtons/Visibility/$:/core/ui/Buttons/more-tiddler-actions",
"text": "show"
},
"$:/config/ViewToolbarButtons/Visibility/$:/core/ui/Buttons/new-here": {
"title": "$:/config/ViewToolbarButtons/Visibility/$:/core/ui/Buttons/new-here",
"text": "hide"
},
"$:/config/ViewToolbarButtons/Visibility/$:/core/ui/Buttons/new-journal-here": {
"title": "$:/config/ViewToolbarButtons/Visibility/$:/core/ui/Buttons/new-journal-here",
"text": "hide"
},
"$:/config/ViewToolbarButtons/Visibility/$:/core/ui/Buttons/open-window": {
"title": "$:/config/ViewToolbarButtons/Visibility/$:/core/ui/Buttons/open-window",
"text": "hide"
},
"$:/config/ViewToolbarButtons/Visibility/$:/core/ui/Buttons/permalink": {
"title": "$:/config/ViewToolbarButtons/Visibility/$:/core/ui/Buttons/permalink",
"text": "hide"
},
"$:/config/ViewToolbarButtons/Visibility/$:/core/ui/Buttons/permaview": {
"title": "$:/config/ViewToolbarButtons/Visibility/$:/core/ui/Buttons/permaview",
"text": "hide"
},
"$:/config/ViewToolbarButtons/Visibility/$:/core/ui/Buttons/delete": {
"title": "$:/config/ViewToolbarButtons/Visibility/$:/core/ui/Buttons/delete",
"text": "hide"
},
"$:/config/ViewToolbarButtons/Visibility/$:/core/ui/Buttons/fold": {
"title": "$:/config/ViewToolbarButtons/Visibility/$:/core/ui/Buttons/fold",
"text": "hide"
},
"$:/config/ViewToolbarButtons/Visibility/$:/core/ui/Buttons/fold-bar": {
"title": "$:/config/ViewToolbarButtons/Visibility/$:/core/ui/Buttons/fold-bar",
"text": "hide"
},
"$:/config/ViewToolbarButtons/Visibility/$:/core/ui/Buttons/fold-others": {
"title": "$:/config/ViewToolbarButtons/Visibility/$:/core/ui/Buttons/fold-others",
"text": "hide"
},
"$:/config/shortcuts-mac/bold": {
"title": "$:/config/shortcuts-mac/bold",
"text": "meta-B"
},
"$:/config/shortcuts-mac/italic": {
"title": "$:/config/shortcuts-mac/italic",
"text": "meta-I"
},
"$:/config/shortcuts-mac/underline": {
"title": "$:/config/shortcuts-mac/underline",
"text": "meta-U"
},
"$:/config/shortcuts-mac/new-image": {
"title": "$:/config/shortcuts-mac/new-image",
"text": "ctrl-I"
},
"$:/config/shortcuts-mac/new-journal": {
"title": "$:/config/shortcuts-mac/new-journal",
"text": "ctrl-J"
},
"$:/config/shortcuts-mac/new-tiddler": {
"title": "$:/config/shortcuts-mac/new-tiddler",
"text": "ctrl-N"
},
"$:/config/shortcuts-not-mac/bold": {
"title": "$:/config/shortcuts-not-mac/bold",
"text": "ctrl-B"
},
"$:/config/shortcuts-not-mac/italic": {
"title": "$:/config/shortcuts-not-mac/italic",
"text": "ctrl-I"
},
"$:/config/shortcuts-not-mac/underline": {
"title": "$:/config/shortcuts-not-mac/underline",
"text": "ctrl-U"
},
"$:/config/shortcuts-not-mac/new-image": {
"title": "$:/config/shortcuts-not-mac/new-image",
"text": "alt-I"
},
"$:/config/shortcuts-not-mac/new-journal": {
"title": "$:/config/shortcuts-not-mac/new-journal",
"text": "alt-J"
},
"$:/config/shortcuts-not-mac/new-tiddler": {
"title": "$:/config/shortcuts-not-mac/new-tiddler",
"text": "alt-N"
},
"$:/config/shortcuts/add-field": {
"title": "$:/config/shortcuts/add-field",
"text": "enter"
},
"$:/config/shortcuts/advanced-search": {
"title": "$:/config/shortcuts/advanced-search",
"text": "ctrl-shift-A"
},
"$:/config/shortcuts/cancel-edit-tiddler": {
"title": "$:/config/shortcuts/cancel-edit-tiddler",
"text": "escape"
},
"$:/config/shortcuts/excise": {
"title": "$:/config/shortcuts/excise",
"text": "ctrl-E"
},
"$:/config/shortcuts/sidebar-search": {
"title": "$:/config/shortcuts/sidebar-search",
"text": "ctrl-shift-F"
},
"$:/config/shortcuts/heading-1": {
"title": "$:/config/shortcuts/heading-1",
"text": "ctrl-1"
},
"$:/config/shortcuts/heading-2": {
"title": "$:/config/shortcuts/heading-2",
"text": "ctrl-2"
},
"$:/config/shortcuts/heading-3": {
"title": "$:/config/shortcuts/heading-3",
"text": "ctrl-3"
},
"$:/config/shortcuts/heading-4": {
"title": "$:/config/shortcuts/heading-4",
"text": "ctrl-4"
},
"$:/config/shortcuts/heading-5": {
"title": "$:/config/shortcuts/heading-5",
"text": "ctrl-5"
},
"$:/config/shortcuts/heading-6": {
"title": "$:/config/shortcuts/heading-6",
"text": "ctrl-6"
},
"$:/config/shortcuts/link": {
"title": "$:/config/shortcuts/link",
"text": "ctrl-L"
},
"$:/config/shortcuts/linkify": {
"title": "$:/config/shortcuts/linkify",
"text": "alt-shift-L"
},
"$:/config/shortcuts/list-bullet": {
"title": "$:/config/shortcuts/list-bullet",
"text": "ctrl-shift-L"
},
"$:/config/shortcuts/list-number": {
"title": "$:/config/shortcuts/list-number",
"text": "ctrl-shift-N"
},
"$:/config/shortcuts/mono-block": {
"title": "$:/config/shortcuts/mono-block",
"text": "ctrl-shift-M"
},
"$:/config/shortcuts/mono-line": {
"title": "$:/config/shortcuts/mono-line",
"text": "ctrl-M"
},
"$:/config/shortcuts/picture": {
"title": "$:/config/shortcuts/picture",
"text": "ctrl-shift-I"
},
"$:/config/shortcuts/preview": {
"title": "$:/config/shortcuts/preview",
"text": "alt-P"
},
"$:/config/shortcuts/quote": {
"title": "$:/config/shortcuts/quote",
"text": "ctrl-Q"
},
"$:/config/shortcuts/save-tiddler": {
"title": "$:/config/shortcuts/save-tiddler",
"text": "ctrl+enter"
},
"$:/config/shortcuts/stamp": {
"title": "$:/config/shortcuts/stamp",
"text": "ctrl-S"
},
"$:/config/shortcuts/strikethrough": {
"title": "$:/config/shortcuts/strikethrough",
"text": "ctrl-T"
},
"$:/config/shortcuts/subscript": {
"title": "$:/config/shortcuts/subscript",
"text": "ctrl-shift-B"
},
"$:/config/shortcuts/superscript": {
"title": "$:/config/shortcuts/superscript",
"text": "ctrl-shift-P"
},
"$:/config/shortcuts/toggle-sidebar": {
"title": "$:/config/shortcuts/toggle-sidebar",
"text": "alt-shift-S"
},
"$:/config/shortcuts/transcludify": {
"title": "$:/config/shortcuts/transcludify",
"text": "alt-shift-T"
},
"$:/config/ui/EditTemplate": {
"title": "$:/config/ui/EditTemplate",
"text": "$:/core/ui/EditTemplate"
},
"$:/config/ui/ViewTemplate": {
"title": "$:/config/ui/ViewTemplate",
"text": "$:/core/ui/ViewTemplate"
},
"$:/config/WikiParserRules/Inline/wikilink": {
"title": "$:/config/WikiParserRules/Inline/wikilink",
"text": "enable"
},
"$:/snippets/currpalettepreview": {
"title": "$:/snippets/currpalettepreview",
"text": "\\define swatchStyle()\nbackground-color: $(swatchColour)$;\n\\end\n\\define swatch()\n<$set name=\"swatchColour\" value={{##$(colour)$}}\n><div class=\"tc-swatch\" style=<<swatchStyle>> title=<<colour>>/></$set>\n\\end\n<div class=\"tc-swatches-horiz\"><$list filter=\"\nforeground\nbackground\nmuted-foreground\nprimary\npage-background\ntab-background\ntiddler-info-background\n\" variable=\"colour\"><<swatch>></$list></div>"
},
"$:/snippets/download-wiki-button": {
"title": "$:/snippets/download-wiki-button",
"text": "\\define lingo-base() $:/language/ControlPanel/Tools/Download/\n<$button class=\"tc-btn-big-green\">\n<$action-sendmessage $message=\"tm-download-file\" $param=\"$:/core/save/all\" filename=\"index.html\"/>\n<<lingo Full/Caption>> {{$:/core/images/save-button}}\n</$button>"
},
"$:/language": {
"title": "$:/language",
"text": "$:/languages/en-GB"
},
"$:/snippets/languageswitcher": {
"title": "$:/snippets/languageswitcher",
"text": "\\define flag-title()\n$(languagePluginTitle)$/icon\n\\end\n\n<$linkcatcher to=\"$:/language\">\n<div class=\"tc-chooser tc-language-chooser\">\n<$list filter=\"[[$:/languages/en-GB]] [plugin-type[language]sort[description]]\">\n<$set name=\"cls\" filter=\"[all[current]field:title{$:/language}]\" value=\"tc-chooser-item tc-chosen\" emptyValue=\"tc-chooser-item\"><div class=<<cls>>>\n<$link>\n<span class=\"tc-image-button\">\n<$set name=\"languagePluginTitle\" value=<<currentTiddler>>>\n<$transclude subtiddler=<<flag-title>>>\n<$list filter=\"[all[current]field:title[$:/languages/en-GB]]\">\n<$transclude tiddler=\"$:/languages/en-GB/icon\"/>\n</$list>\n</$transclude>\n</$set>\n</span>\n<$view field=\"description\">\n<$view field=\"name\">\n<$view field=\"title\"/>\n</$view>\n</$view>\n</$link>\n</div>\n</$set>\n</$list>\n</div>\n</$linkcatcher>"
},
"$:/core/macros/CSS": {
"title": "$:/core/macros/CSS",
"tags": "$:/tags/Macro",
"text": "\\define colour(name)\n<$transclude tiddler={{$:/palette}} index=\"$name$\"><$transclude tiddler=\"$:/palettes/Vanilla\" index=\"$name$\"><$transclude tiddler=\"$:/config/DefaultColourMappings/$name$\"/></$transclude></$transclude>\n\\end\n\n\\define color(name)\n<<colour $name$>>\n\\end\n\n\\define box-shadow(shadow)\n``\n -webkit-box-shadow: $shadow$;\n -moz-box-shadow: $shadow$;\n box-shadow: $shadow$;\n``\n\\end\n\n\\define filter(filter)\n``\n -webkit-filter: $filter$;\n -moz-filter: $filter$;\n filter: $filter$;\n``\n\\end\n\n\\define transition(transition)\n``\n -webkit-transition: $transition$;\n -moz-transition: $transition$;\n transition: $transition$;\n``\n\\end\n\n\\define transform-origin(origin)\n``\n -webkit-transform-origin: $origin$;\n -moz-transform-origin: $origin$;\n transform-origin: $origin$;\n``\n\\end\n\n\\define background-linear-gradient(gradient)\n``\nbackground-image: linear-gradient($gradient$);\nbackground-image: -o-linear-gradient($gradient$);\nbackground-image: -moz-linear-gradient($gradient$);\nbackground-image: -webkit-linear-gradient($gradient$);\nbackground-image: -ms-linear-gradient($gradient$);\n``\n\\end\n\n\\define column-count(columns)\n``\n-moz-column-count: $columns$;\n-webkit-column-count: $columns$;\ncolumn-count: $columns$;\n``\n\\end\n\n\\define datauri(title)\n<$macrocall $name=\"makedatauri\" type={{$title$!!type}} text={{$title$}} _canonical_uri={{$title$!!_canonical_uri}}/>\n\\end\n\n\\define if-sidebar(text)\n<$reveal state=\"$:/state/sidebar\" type=\"match\" text=\"yes\" default=\"yes\">$text$</$reveal>\n\\end\n\n\\define if-no-sidebar(text)\n<$reveal state=\"$:/state/sidebar\" type=\"nomatch\" text=\"yes\" default=\"yes\">$text$</$reveal>\n\\end\n\n\\define if-background-attachment(text)\n<$reveal state=\"$:/themes/tiddlywiki/vanilla/settings/backgroundimage\" type=\"nomatch\" text=\"\">$text$</$reveal>\n\\end\n"
},
"$:/core/macros/colour-picker": {
"title": "$:/core/macros/colour-picker",
"tags": "$:/tags/Macro",
"text": "\\define colour-picker-update-recent()\n<$action-listops\n\t$tiddler=\"$:/config/ColourPicker/Recent\"\n\t$subfilter=\"$(colour-picker-value)$ [list[$:/config/ColourPicker/Recent]remove[$(colour-picker-value)$]] +[limit[8]]\"\n/>\n\\end\n\n\\define colour-picker-inner(actions)\n<$button tag=\"a\" tooltip=\"\"\"$(colour-picker-value)$\"\"\">\n\n$(colour-picker-update-recent)$\n\n$actions$\n\n<span style=\"display:inline-block; background-color: $(colour-picker-value)$; width: 100%; height: 100%; border-radius: 50%;\"/>\n\n</$button>\n\\end\n\n\\define colour-picker-recent-inner(actions)\n<$set name=\"colour-picker-value\" value=\"$(recentColour)$\">\n<$macrocall $name=\"colour-picker-inner\" actions=\"\"\"$actions$\"\"\"/>\n</$set>\n\\end\n\n\\define colour-picker-recent(actions)\n{{$:/language/ColourPicker/Recent}} <$list filter=\"[list[$:/config/ColourPicker/Recent]]\" variable=\"recentColour\">\n<$macrocall $name=\"colour-picker-recent-inner\" actions=\"\"\"$actions$\"\"\"/></$list>\n\\end\n\n\\define colour-picker(actions)\n<div class=\"tc-colour-chooser\">\n\n<$macrocall $name=\"colour-picker-recent\" actions=\"\"\"$actions$\"\"\"/>\n\n---\n\n<$list filter=\"LightPink Pink Crimson LavenderBlush PaleVioletRed HotPink DeepPink MediumVioletRed Orchid Thistle Plum Violet Magenta Fuchsia DarkMagenta Purple MediumOrchid DarkViolet DarkOrchid Indigo BlueViolet MediumPurple MediumSlateBlue SlateBlue DarkSlateBlue Lavender GhostWhite Blue MediumBlue MidnightBlue DarkBlue Navy RoyalBlue CornflowerBlue LightSteelBlue LightSlateGrey SlateGrey DodgerBlue AliceBlue SteelBlue LightSkyBlue SkyBlue DeepSkyBlue LightBlue PowderBlue CadetBlue Azure LightCyan PaleTurquoise Cyan Aqua DarkTurquoise DarkSlateGrey DarkCyan Teal MediumTurquoise LightSeaGreen Turquoise Aquamarine MediumAquamarine MediumSpringGreen MintCream SpringGreen MediumSeaGreen SeaGreen Honeydew LightGreen PaleGreen DarkSeaGreen LimeGreen Lime ForestGreen Green DarkGreen Chartreuse LawnGreen GreenYellow DarkOliveGreen YellowGreen OliveDrab Beige LightGoldenrodYellow Ivory LightYellow Yellow Olive DarkKhaki LemonChiffon PaleGoldenrod Khaki Gold Cornsilk Goldenrod DarkGoldenrod FloralWhite OldLace Wheat Moccasin Orange PapayaWhip BlanchedAlmond NavajoWhite AntiqueWhite Tan BurlyWood Bisque DarkOrange Linen Peru PeachPuff SandyBrown Chocolate SaddleBrown Seashell Sienna LightSalmon Coral OrangeRed DarkSalmon Tomato MistyRose Salmon Snow LightCoral RosyBrown IndianRed Red Brown FireBrick DarkRed Maroon White WhiteSmoke Gainsboro LightGrey Silver DarkGrey Grey DimGrey Black\" variable=\"colour-picker-value\">\n<$macrocall $name=\"colour-picker-inner\" actions=\"\"\"$actions$\"\"\"/>\n</$list>\n\n---\n\n<$edit-text tiddler=\"$:/config/ColourPicker/New\" tag=\"input\" default=\"\" placeholder=\"\"/>\n<$edit-text tiddler=\"$:/config/ColourPicker/New\" type=\"color\" tag=\"input\"/>\n<$set name=\"colour-picker-value\" value={{$:/config/ColourPicker/New}}>\n<$macrocall $name=\"colour-picker-inner\" actions=\"\"\"$actions$\"\"\"/>\n</$set>\n\n</div>\n\n\\end\n"
},
"$:/core/macros/copy-to-clipboard": {
"title": "$:/core/macros/copy-to-clipboard",
"tags": "$:/tags/Macro",
"text": "\\define copy-to-clipboard(src,class:\"tc-btn-invisible\",style)\n<$button class=<<__class__>> style=<<__style__>> message=\"tm-copy-to-clipboard\" param=<<__src__>> tooltip={{$:/language/Buttons/CopyToClipboard/Hint}}>\n{{$:/core/images/copy-clipboard}} <$text text={{$:/language/Buttons/CopyToClipboard/Caption}}/>\n</$button>\n\\end\n\n\\define copy-to-clipboard-above-right(src,class:\"tc-btn-invisible\",style)\n<div style=\"position: relative;\">\n<div style=\"position: absolute; bottom: 0; right: 0;\">\n<$macrocall $name=\"copy-to-clipboard\" src=<<__src__>> class=<<__class__>> style=<<__style__>>/>\n</div>\n</div>\n\\end\n\n"
},
"$:/core/macros/diff": {
"title": "$:/core/macros/diff",
"tags": "$:/tags/Macro",
"text": "\\define compareTiddlerText(sourceTiddlerTitle,sourceSubTiddlerTitle,destTiddlerTitle,destSubTiddlerTitle)\n<$set name=\"source\" tiddler=<<__sourceTiddlerTitle__>> subtiddler=<<__sourceSubTiddlerTitle__>>>\n<$set name=\"dest\" tiddler=<<__destTiddlerTitle__>> subtiddler=<<__destSubTiddlerTitle__>>>\n<$diff-text source=<<source>> dest=<<dest>>/>\n</$set>\n</$set>\n\\end\n\n\\define compareTiddlers(sourceTiddlerTitle,sourceSubTiddlerTitle,destTiddlerTitle,destSubTiddlerTitle,exclude)\n<table class=\"tc-diff-tiddlers\">\n<tbody>\n<$set name=\"sourceFields\" filter=\"[<__sourceTiddlerTitle__>fields[]sort[]]\">\n<$set name=\"destFields\" filter=\"[<__destSubTiddlerTitle__>subtiddlerfields<__destTiddlerTitle__>sort[]]\">\n<$list filter=\"[enlist<sourceFields>] [enlist<destFields>] -[enlist<__exclude__>] +[sort[]]\" variable=\"fieldName\">\n<tr>\n<th>\n<$text text=<<fieldName>>/> \n</th>\n<td>\n<$set name=\"source\" tiddler=<<__sourceTiddlerTitle__>> subtiddler=<<__sourceSubTiddlerTitle__>> field=<<fieldName>>>\n<$set name=\"dest\" tiddler=<<__destTiddlerTitle__>> subtiddler=<<__destSubTiddlerTitle__>> field=<<fieldName>>>\n<$diff-text source=<<source>> dest=<<dest>>>\n</$diff-text>\n</$set>\n</$set>\n</td>\n</tr>\n</$list>\n</$set>\n</$set>\n</tbody>\n</table>\n\\end\n"
},
"$:/core/macros/dumpvariables": {
"title": "$:/core/macros/dumpvariables",
"tags": "$:/tags/Macro",
"text": "\\define dumpvariables()\n<ul>\n<$list filter=\"[variables[]]\" variable=\"varname\">\n<li>\n<strong><code><$text text=<<varname>>/></code></strong>:<br/>\n<$codeblock code={{{ [<varname>getvariable[]] }}}/>\n</li>\n</$list>\n</ul>\n\\end\n"
},
"$:/core/macros/export": {
"title": "$:/core/macros/export",
"tags": "$:/tags/Macro",
"text": "\\define exportButtonFilename(baseFilename)\n$baseFilename$$(extension)$\n\\end\n\n\\define exportButton(exportFilter:\"[!is[system]sort[title]]\",lingoBase,baseFilename:\"tiddlers\")\n<span class=\"tc-popup-keep\"><$button popup=<<qualify \"$:/state/popup/export\">> tooltip={{$lingoBase$Hint}} aria-label={{$lingoBase$Caption}} class=<<tv-config-toolbar-class>> selectedClass=\"tc-selected\">\n<$list filter=\"[<tv-config-toolbar-icons>match[yes]]\">\n{{$:/core/images/export-button}}\n</$list>\n<$list filter=\"[<tv-config-toolbar-text>match[yes]]\">\n<span class=\"tc-btn-text\"><$text text={{$lingoBase$Caption}}/></span>\n</$list>\n</$button></span><$reveal state=<<qualify \"$:/state/popup/export\">> type=\"popup\" position=\"below\" animate=\"yes\">\n<div class=\"tc-drop-down\">\n<$list filter=\"[all[shadows+tiddlers]tag[$:/tags/Exporter]]\">\n<$set name=\"extension\" value={{!!extension}}>\n<$button class=\"tc-btn-invisible\">\n<$action-sendmessage $message=\"tm-download-file\" $param=<<currentTiddler>> exportFilter=\"\"\"$exportFilter$\"\"\" filename=<<exportButtonFilename \"\"\"$baseFilename$\"\"\">>/>\n<$action-deletetiddler $tiddler=<<qualify \"$:/state/popup/export\">>/>\n<$transclude field=\"description\"/>\n</$button>\n</$set>\n</$list>\n</div>\n</$reveal>\n\\end\n"
},
"$:/core/macros/image-picker": {
"title": "$:/core/macros/image-picker",
"created": "20170715180840889",
"modified": "20170715180914005",
"tags": "$:/tags/Macro",
"type": "text/vnd.tiddlywiki",
"text": "\\define image-picker-thumbnail(actions)\n<$button tag=\"a\" tooltip=\"\"\"$(imageTitle)$\"\"\">\n$actions$\n<$transclude tiddler=<<imageTitle>>/>\n</$button>\n\\end\n\n\\define image-picker-list(filter,actions)\n<$list filter=\"\"\"$filter$\"\"\" variable=\"imageTitle\">\n<$macrocall $name=\"image-picker-thumbnail\" actions=\"\"\"$actions$\"\"\"/>\n</$list>\n\\end\n\n\\define image-picker(actions,filter:\"[all[shadows+tiddlers]is[image]] -[type[application/pdf]] +[!has[draft.of]$subfilter$sort[title]]\",subfilter:\"\")\n<div class=\"tc-image-chooser\">\n<$vars state-system=<<qualify \"$:/state/image-picker/system\">>>\n<$checkbox tiddler=<<state-system>> field=\"text\" checked=\"show\" unchecked=\"hide\" default=\"hide\">\n{{$:/language/SystemTiddlers/Include/Prompt}}\n</$checkbox>\n<$reveal state=<<state-system>> type=\"match\" text=\"hide\" default=\"hide\" tag=\"div\">\n<$macrocall $name=\"image-picker-list\" filter=\"\"\"$filter$ +[!is[system]]\"\"\" actions=\"\"\"$actions$\"\"\"/>\n</$reveal>\n<$reveal state=<<state-system>> type=\"nomatch\" text=\"hide\" default=\"hide\" tag=\"div\">\n<$macrocall $name=\"image-picker-list\" filter=\"\"\"$filter$\"\"\" actions=\"\"\"$actions$\"\"\"/>\n</$reveal>\n</$vars>\n</div>\n\\end\n\n\\define image-picker-include-tagged-images(actions)\n<$macrocall $name=\"image-picker\" filter=\"[all[shadows+tiddlers]is[image]] [all[shadows+tiddlers]tag[$:/tags/Image]] -[type[application/pdf]] +[!has[draft.of]sort[title]]\" actions=\"\"\"$actions$\"\"\"/>\n\\end\n"
},
"$:/core/macros/lingo": {
"title": "$:/core/macros/lingo",
"tags": "$:/tags/Macro",
"text": "\\define lingo-base()\n$:/language/\n\\end\n\n\\define lingo(title)\n{{$(lingo-base)$$title$}}\n\\end\n"
},
"$:/core/macros/list": {
"title": "$:/core/macros/list",
"tags": "$:/tags/Macro",
"text": "\\define list-links(filter,type:\"ul\",subtype:\"li\",class:\"\",emptyMessage)\n\\whitespace trim\n<$type$ class=\"$class$\">\n<$list filter=\"$filter$\" emptyMessage=<<__emptyMessage__>>>\n<$subtype$>\n<$link to={{!!title}}>\n<$transclude field=\"caption\">\n<$view field=\"title\"/>\n</$transclude>\n</$link>\n</$subtype$>\n</$list>\n</$type$>\n\\end\n\n\\define list-links-draggable-drop-actions()\n<$action-listops $tiddler=<<targetTiddler>> $field=<<targetField>> $subfilter=\"+[insertbefore:currentTiddler<actionTiddler>]\"/>\n\\end\n\n\\define list-links-draggable(tiddler,field:\"list\",type:\"ul\",subtype:\"li\",class:\"\",itemTemplate)\n\\whitespace trim\n<span class=\"tc-links-draggable-list\">\n<$vars targetTiddler=\"\"\"$tiddler$\"\"\" targetField=\"\"\"$field$\"\"\">\n<$type$ class=\"$class$\">\n<$list filter=\"[list[$tiddler$!!$field$]]\">\n<$droppable actions=<<list-links-draggable-drop-actions>> tag=\"\"\"$subtype$\"\"\" enable=<<tv-enable-drag-and-drop>>>\n<div class=\"tc-droppable-placeholder\"/>\n<div>\n<$transclude tiddler=\"\"\"$itemTemplate$\"\"\">\n<$link to={{!!title}}>\n<$transclude field=\"caption\">\n<$view field=\"title\"/>\n</$transclude>\n</$link>\n</$transclude>\n</div>\n</$droppable>\n</$list>\n</$type$>\n<$tiddler tiddler=\"\">\n<$droppable actions=<<list-links-draggable-drop-actions>> tag=\"div\" enable=<<tv-enable-drag-and-drop>>>\n<div class=\"tc-droppable-placeholder\">\n \n</div>\n<div style=\"height:0.5em;\"/>\n</$droppable>\n</$tiddler>\n</$vars>\n</span>\n\\end\n\n\\define list-tagged-draggable-drop-actions(tag)\n<!-- Save the current ordering of the tiddlers with this tag -->\n<$set name=\"order\" filter=\"[<__tag__>tagging[]]\">\n<!-- Remove any list-after or list-before fields from the tiddlers with this tag -->\n<$list filter=\"[<__tag__>tagging[]]\">\n<$action-deletefield $field=\"list-before\"/>\n<$action-deletefield $field=\"list-after\"/>\n</$list>\n<!-- Save the new order to the Tag Tiddler -->\n<$action-listops $tiddler=<<__tag__>> $field=\"list\" $filter=\"+[enlist<order>] +[insertbefore:currentTiddler<actionTiddler>]\"/>\n<!-- Make sure the newly added item has the right tag -->\n<!-- Removing this line makes dragging tags within the dropdown work as intended -->\n<!--<$action-listops $tiddler=<<actionTiddler>> $tags=<<__tag__>>/>-->\n<!-- Using the following 5 lines as replacement makes dragging titles from outside into the dropdown apply the tag -->\n<$list filter=\"[<actionTiddler>!contains:tags<__tag__>]\">\n<$fieldmangler tiddler=<<actionTiddler>>>\n<$action-sendmessage $message=\"tm-add-tag\" $param=<<__tag__>>/>\n</$fieldmangler>\n</$list>\n</$set>\n\\end\n\n\\define list-tagged-draggable(tag,subFilter,emptyMessage,itemTemplate,elementTag:\"div\",storyview:\"\")\n\\whitespace trim\n<span class=\"tc-tagged-draggable-list\">\n<$set name=\"tag\" value=<<__tag__>>>\n<$list filter=\"[<__tag__>tagging[]$subFilter$]\" emptyMessage=<<__emptyMessage__>> storyview=<<__storyview__>>>\n<$elementTag$ class=\"tc-menu-list-item\">\n<$droppable actions=\"\"\"<$macrocall $name=\"list-tagged-draggable-drop-actions\" tag=<<__tag__>>/>\"\"\" enable=<<tv-enable-drag-and-drop>>>\n<$elementTag$ class=\"tc-droppable-placeholder\"/>\n<$elementTag$>\n<$transclude tiddler=\"\"\"$itemTemplate$\"\"\">\n<$link to={{!!title}}>\n<$view field=\"title\"/>\n</$link>\n</$transclude>\n</$elementTag$>\n</$droppable>\n</$elementTag$>\n</$list>\n<$tiddler tiddler=\"\">\n<$droppable actions=\"\"\"<$macrocall $name=\"list-tagged-draggable-drop-actions\" tag=<<__tag__>>/>\"\"\" enable=<<tv-enable-drag-and-drop>>>\n<$elementTag$ class=\"tc-droppable-placeholder\"/>\n<$elementTag$ style=\"height:0.5em;\">\n</$elementTag$>\n</$droppable>\n</$tiddler>\n</$set>\n</span>\n\\end\n"
},
"$:/core/macros/tabs": {
"title": "$:/core/macros/tabs",
"tags": "$:/tags/Macro",
"text": "\\define tabs(tabsList,default,state:\"$:/state/tab\",class,template,buttonTemplate,retain)\n<div class=\"tc-tab-set $class$\">\n<div class=\"tc-tab-buttons $class$\">\n<$list filter=\"$tabsList$\" variable=\"currentTab\" storyview=\"pop\"><$set name=\"save-currentTiddler\" value=<<currentTiddler>>><$tiddler tiddler=<<currentTab>>><$button set=<<qualify \"$state$\">> setTo=<<currentTab>> default=\"$default$\" selectedClass=\"tc-tab-selected\" tooltip={{!!tooltip}}>\n<$tiddler tiddler=<<save-currentTiddler>>>\n<$set name=\"tv-wikilinks\" value=\"no\">\n<$transclude tiddler=\"$buttonTemplate$\" mode=\"inline\">\n<$transclude tiddler=<<currentTab>> field=\"caption\">\n<$macrocall $name=\"currentTab\" $type=\"text/plain\" $output=\"text/plain\"/>\n</$transclude>\n</$transclude>\n</$set></$tiddler></$button></$tiddler></$set></$list>\n</div>\n<div class=\"tc-tab-divider $class$\"/>\n<div class=\"tc-tab-content $class$\">\n<$list filter=\"$tabsList$\" variable=\"currentTab\">\n\n<$reveal type=\"match\" state=<<qualify \"$state$\">> text=<<currentTab>> default=\"$default$\" retain=\"\"\"$retain$\"\"\">\n\n<$transclude tiddler=\"$template$\" mode=\"block\">\n\n<$transclude tiddler=<<currentTab>> mode=\"block\"/>\n\n</$transclude>\n\n</$reveal>\n\n</$list>\n</div>\n</div>\n\\end\n"
},
"$:/core/macros/tag-picker": {
"title": "$:/core/macros/tag-picker",
"tags": "$:/tags/Macro",
"text": "\\define add-tag-actions()\n<$action-sendmessage $message=\"tm-add-tag\" $param={{{ [<newTagNameTiddler>get[text]] }}}/>\n<$action-deletetiddler $tiddler=<<newTagNameTiddler>>/>\n\\end\n\n\\define tag-button()\n<$button class=\"tc-btn-invisible\" tag=\"a\" tooltip={{$:/language/EditTemplate/Tags/Add/Button/Hint}}>\n<$action-sendmessage $message=\"tm-add-tag\" $param=<<tag>>/>\n<$action-deletetiddler $tiddler=<<newTagNameTiddler>>/>\n<$macrocall $name=\"tag-pill\" tag=<<tag>>/>\n</$button>\n\\end\n\n\\define tag-picker-inner()\n\\whitespace trim\n<div class=\"tc-edit-add-tag\">\n<span class=\"tc-add-tag-name\">\n<$keyboard key=\"ENTER\" actions=<<add-tag-actions>>>\n<$edit-text tiddler=<<newTagNameTiddler>> tag=\"input\" default=\"\" placeholder={{$:/language/EditTemplate/Tags/Add/Placeholder}} focusPopup=<<qualify \"$:/state/popup/tags-auto-complete\">> class=\"tc-edit-texteditor tc-popup-handle\" tabindex=<<tabIndex>> focus={{{ [{$:/config/AutoFocus}match[tags]then[true]] ~[[false]] }}}/>\n</$keyboard>\n</span> <$button popup=<<qualify \"$:/state/popup/tags-auto-complete\">> class=\"tc-btn-invisible\" tooltip={{$:/language/EditTemplate/Tags/Dropdown/Hint}} aria-label={{$:/language/EditTemplate/Tags/Dropdown/Caption}}>{{$:/core/images/down-arrow}}</$button> <span class=\"tc-add-tag-button\">\n<$set name=\"tag\" value={{{ [<newTagNameTiddler>get[text]] }}}>\n<$button set=\"$:/temp/NewTagName\" setTo=\"\" class=\"\">\n<<add-tag-actions>>\n<$action-deletetiddler $tiddler=<<newTagNameTiddler>>/>\n{{$:/language/EditTemplate/Tags/Add/Button}}\n</$button>\n</$set>\n</span>\n</div>\n<div class=\"tc-block-dropdown-wrapper\">\n<$reveal state=<<qualify \"$:/state/popup/tags-auto-complete\">> type=\"nomatch\" text=\"\" default=\"\">\n<div class=\"tc-block-dropdown\">\n<$set name=\"newTagName\" value={{{ [<newTagNameTiddler>get[text]] }}}>\n<$list filter=\"[<newTagName>minlength{$:/config/Tags/MinLength}limit[1]]\" emptyMessage=\"\"\"<div class=\"tc-search-results\">{{$:/language/Search/Search/TooShort}}</div>\"\"\" variable=\"listItem\">\n<$list filter=\"[tags[]!is[system]search:title<newTagName>sort[]]\" variable=\"tag\">\n<<tag-button>>\n</$list></$list>\n<hr>\n<$list filter=\"[<newTagName>minlength{$:/config/Tags/MinLength}limit[1]]\" emptyMessage=\"\"\"<div class=\"tc-search-results\">{{$:/language/Search/Search/TooShort}}</div>\"\"\" variable=\"listItem\">\n<$list filter=\"[tags[]is[system]search:title<newTagName>sort[]]\" variable=\"tag\">\n<<tag-button>>\n</$list></$list>\n</$set>\n</div>\n</$reveal>\n</div>\n\\end\n\\define tag-picker()\n\\whitespace trim\n<$list filter=\"[<newTagNameTiddler>match[]]\" emptyMessage=<<tag-picker-inner>>>\n<$set name=\"newTagNameTiddler\" value=<<qualify \"$:/temp/NewTagName\">>>\n<<tag-picker-inner>>\n</$set>\n</$list>\n\\end\n"
},
"$:/core/macros/tag": {
"title": "$:/core/macros/tag",
"tags": "$:/tags/Macro",
"text": "\\define tag-pill-styles()\nbackground-color:$(backgroundColor)$;\nfill:$(foregroundColor)$;\ncolor:$(foregroundColor)$;\n\\end\n\n\\define tag-pill-inner(tag,icon,colour,fallbackTarget,colourA,colourB,element-tag,element-attributes,actions)\n<$vars foregroundColor=<<contrastcolour target:\"\"\"$colour$\"\"\" fallbackTarget:\"\"\"$fallbackTarget$\"\"\" colourA:\"\"\"$colourA$\"\"\" colourB:\"\"\"$colourB$\"\"\">> backgroundColor=\"\"\"$colour$\"\"\">\n<$element-tag$ $element-attributes$ class=\"tc-tag-label tc-btn-invisible\" style=<<tag-pill-styles>>>\n$actions$<$transclude tiddler=\"\"\"$icon$\"\"\"/><$view tiddler=<<__tag__>> field=\"title\" format=\"text\" />\n</$element-tag$>\n</$vars>\n\\end\n\n\\define tag-pill-body(tag,icon,colour,palette,element-tag,element-attributes,actions)\n<$macrocall $name=\"tag-pill-inner\" tag=<<__tag__>> icon=\"\"\"$icon$\"\"\" colour=\"\"\"$colour$\"\"\" fallbackTarget={{$palette$##tag-background}} colourA={{$palette$##foreground}} colourB={{$palette$##background}} element-tag=\"\"\"$element-tag$\"\"\" element-attributes=\"\"\"$element-attributes$\"\"\" actions=\"\"\"$actions$\"\"\"/>\n\\end\n\n\\define tag-pill(tag,element-tag:\"span\",element-attributes:\"\",actions:\"\")\n<span class=\"tc-tag-list-item\">\n<$macrocall $name=\"tag-pill-body\" tag=<<__tag__>> icon={{{ [<__tag__>get[icon]] }}} colour={{{ [<__tag__>get[color]] }}} palette={{$:/palette}} element-tag=\"\"\"$element-tag$\"\"\" element-attributes=\"\"\"$element-attributes$\"\"\" actions=\"\"\"$actions$\"\"\"/>\n</span>\n\\end\n\n\\define tag(tag)\n{{$tag$||$:/core/ui/TagTemplate}}\n\\end\n"
},
"$:/core/macros/thumbnails": {
"title": "$:/core/macros/thumbnails",
"tags": "$:/tags/Macro",
"text": "\\define thumbnail(link,icon,color,background-color,image,caption,width:\"280\",height:\"157\")\n<$link to=\"\"\"$link$\"\"\"><div class=\"tc-thumbnail-wrapper\">\n<div class=\"tc-thumbnail-image\" style=\"width:$width$px;height:$height$px;\"><$reveal type=\"nomatch\" text=\"\" default=\"\"\"$image$\"\"\" tag=\"div\" style=\"width:$width$px;height:$height$px;\">\n[img[$image$]]\n</$reveal><$reveal type=\"match\" text=\"\" default=\"\"\"$image$\"\"\" tag=\"div\" class=\"tc-thumbnail-background\" style=\"width:$width$px;height:$height$px;background-color:$background-color$;\"></$reveal></div><div class=\"tc-thumbnail-icon\" style=\"fill:$color$;color:$color$;\">\n$icon$\n</div><div class=\"tc-thumbnail-caption\">\n$caption$\n</div>\n</div></$link>\n\\end\n\n\\define thumbnail-right(link,icon,color,background-color,image,caption,width:\"280\",height:\"157\")\n<div class=\"tc-thumbnail-right-wrapper\"><<thumbnail \"\"\"$link$\"\"\" \"\"\"$icon$\"\"\" \"\"\"$color$\"\"\" \"\"\"$background-color$\"\"\" \"\"\"$image$\"\"\" \"\"\"$caption$\"\"\" \"\"\"$width$\"\"\" \"\"\"$height$\"\"\">></div>\n\\end\n\n\\define list-thumbnails(filter,width:\"280\",height:\"157\")\n<$list filter=\"\"\"$filter$\"\"\"><$macrocall $name=\"thumbnail\" link={{!!link}} icon={{!!icon}} color={{!!color}} background-color={{!!background-color}} image={{!!image}} caption={{!!caption}} width=\"\"\"$width$\"\"\" height=\"\"\"$height$\"\"\"/></$list>\n\\end\n"
},
"$:/core/macros/timeline": {
"title": "$:/core/macros/timeline",
"created": "20141212105914482",
"modified": "20141212110330815",
"tags": "$:/tags/Macro",
"text": "\\define timeline-title()\n\\whitespace trim\n<!-- Override this macro with a global macro \n of the same name if you need to change \n how titles are displayed on the timeline \n -->\n<$view field=\"title\"/>\n\\end\n\\define timeline(limit:\"100\",format:\"DDth MMM YYYY\",subfilter:\"\",dateField:\"modified\")\n<div class=\"tc-timeline\">\n<$list filter=\"[!is[system]$subfilter$has[$dateField$]!sort[$dateField$]limit[$limit$]eachday[$dateField$]]\">\n<div class=\"tc-menu-list-item\">\n<$view field=\"$dateField$\" format=\"date\" template=\"$format$\"/>\n<$list filter=\"[sameday:$dateField${!!$dateField$}!is[system]$subfilter$!sort[$dateField$]]\">\n<div class=\"tc-menu-list-subitem\">\n<$link to={{!!title}}><<timeline-title>></$link>\n</div>\n</$list>\n</div>\n</$list>\n</div>\n\\end\n"
},
"$:/core/macros/toc": {
"title": "$:/core/macros/toc",
"tags": "$:/tags/Macro",
"text": "\\define toc-caption()\n<$set name=\"tv-wikilinks\" value=\"no\">\n <$transclude field=\"caption\">\n <$view field=\"title\"/>\n </$transclude>\n</$set>\n\\end\n\n\\define toc-body(tag,sort:\"\",itemClassFilter,exclude,path)\n<ol class=\"tc-toc\">\n <$list filter=\"\"\"[all[shadows+tiddlers]tag<__tag__>!has[draft.of]$sort$] -[<__tag__>] -[enlist<__exclude__>]\"\"\">\n <$vars item=<<currentTiddler>> path={{{ [<__path__>addsuffix[/]addsuffix<__tag__>] }}}>\n <$set name=\"excluded\" filter=\"\"\"[enlist<__exclude__>] [<__tag__>]\"\"\">\n <$set name=\"toc-item-class\" filter=<<__itemClassFilter__>> emptyValue=\"toc-item-selected\" value=\"toc-item\">\n <li class=<<toc-item-class>>>\n <$list filter=\"[all[current]toc-link[no]]\" emptyMessage=\"<$link><$view field='caption'><$view field='title'/></$view></$link>\">\n <<toc-caption>>\n </$list>\n <$macrocall $name=\"toc-body\" tag=<<item>> sort=<<__sort__>> itemClassFilter=<<__itemClassFilter__>> exclude=<<excluded>> path=<<path>>/>\n </li>\n </$set>\n </$set>\n </$vars>\n </$list>\n</ol>\n\\end\n\n\\define toc(tag,sort:\"\",itemClassFilter:\"\")\n<$macrocall $name=\"toc-body\" tag=<<__tag__>> sort=<<__sort__>> itemClassFilter=<<__itemClassFilter__>> />\n\\end\n\n\\define toc-linked-expandable-body(tag,sort:\"\",itemClassFilter,exclude,path)\n<!-- helper function -->\n<$qualify name=\"toc-state\" title={{{ [[$:/state/toc]addsuffix<__path__>addsuffix[-]addsuffix<currentTiddler>] }}}>\n <$set name=\"toc-item-class\" filter=<<__itemClassFilter__>> emptyValue=\"toc-item-selected\" value=\"toc-item\">\n <li class=<<toc-item-class>>>\n <$link>\n <$reveal type=\"nomatch\" stateTitle=<<toc-state>> text=\"open\">\n <$button setTitle=<<toc-state>> setTo=\"open\" class=\"tc-btn-invisible tc-popup-keep\">\n {{$:/core/images/right-arrow}}\n </$button>\n </$reveal>\n <$reveal type=\"match\" stateTitle=<<toc-state>> text=\"open\">\n <$button setTitle=<<toc-state>> setTo=\"close\" class=\"tc-btn-invisible tc-popup-keep\">\n {{$:/core/images/down-arrow}}\n </$button>\n </$reveal>\n <<toc-caption>>\n </$link>\n <$reveal type=\"match\" stateTitle=<<toc-state>> text=\"open\">\n <$macrocall $name=\"toc-expandable\" tag=<<currentTiddler>> sort=<<__sort__>> itemClassFilter=<<__itemClassFilter__>> exclude=<<__exclude__>> path=<<__path__>>/>\n </$reveal>\n </li>\n </$set>\n</$qualify>\n\\end\n\n\\define toc-unlinked-expandable-body(tag,sort:\"\",itemClassFilter,exclude,path)\n<!-- helper function -->\n<$qualify name=\"toc-state\" title={{{ [[$:/state/toc]addsuffix<__path__>addsuffix[-]addsuffix<currentTiddler>] }}}>\n <$set name=\"toc-item-class\" filter=<<__itemClassFilter__>> emptyValue=\"toc-item-selected\" value=\"toc-item\">\n <li class=<<toc-item-class>>>\n <$reveal type=\"nomatch\" stateTitle=<<toc-state>> text=\"open\">\n <$button setTitle=<<toc-state>> setTo=\"open\" class=\"tc-btn-invisible tc-popup-keep\">\n {{$:/core/images/right-arrow}}\n <<toc-caption>>\n </$button>\n </$reveal>\n <$reveal type=\"match\" stateTitle=<<toc-state>> text=\"open\">\n <$button setTitle=<<toc-state>> setTo=\"close\" class=\"tc-btn-invisible tc-popup-keep\">\n {{$:/core/images/down-arrow}}\n <<toc-caption>>\n </$button>\n </$reveal>\n <$reveal type=\"match\" stateTitle=<<toc-state>> text=\"open\">\n <$macrocall $name=\"toc-expandable\" tag=<<currentTiddler>> sort=<<__sort__>> itemClassFilter=<<__itemClassFilter__>> exclude=<<__exclude__>> path=<<__path__>>/>\n </$reveal>\n </li>\n </$set>\n</$qualify>\n\\end\n\n\\define toc-expandable-empty-message()\n<$macrocall $name=\"toc-linked-expandable-body\" tag=<<tag>> sort=<<sort>> itemClassFilter=<<itemClassFilter>> exclude=<<excluded>> path=<<path>>/>\n\\end\n\n\\define toc-expandable(tag,sort:\"\",itemClassFilter:\"\",exclude,path)\n<$vars tag=<<__tag__>> sort=<<__sort__>> itemClassFilter=<<__itemClassFilter__>> path={{{ [<__path__>addsuffix[/]addsuffix<__tag__>] }}}>\n <$set name=\"excluded\" filter=\"\"\"[enlist<__exclude__>] [<__tag__>]\"\"\">\n <ol class=\"tc-toc toc-expandable\">\n <$list filter=\"\"\"[all[shadows+tiddlers]tag<__tag__>!has[draft.of]$sort$] -[<__tag__>] -[enlist<__exclude__>]\"\"\">\n <$list filter=\"[all[current]toc-link[no]]\" emptyMessage=<<toc-expandable-empty-message>> >\n <$macrocall $name=\"toc-unlinked-expandable-body\" tag=<<__tag__>> sort=<<__sort__>> itemClassFilter=\"\"\"itemClassFilter\"\"\" exclude=<<excluded>> path=<<path>> />\n </$list>\n </$list>\n </ol>\n </$set>\n</$vars>\n\\end\n\n\\define toc-linked-selective-expandable-body(tag,sort:\"\",itemClassFilter,exclude,path)\n<$qualify name=\"toc-state\" title={{{ [[$:/state/toc]addsuffix<__path__>addsuffix[-]addsuffix<currentTiddler>] }}}>\n <$set name=\"toc-item-class\" filter=<<__itemClassFilter__>> emptyValue=\"toc-item-selected\" value=\"toc-item\" >\n <li class=<<toc-item-class>>>\n <$link>\n <$list filter=\"[all[current]tagging[]$sort$limit[1]]\" variable=\"ignore\" emptyMessage=\"<$button class='tc-btn-invisible'>{{$:/core/images/blank}}</$button>\">\n <$reveal type=\"nomatch\" stateTitle=<<toc-state>> text=\"open\">\n <$button setTitle=<<toc-state>> setTo=\"open\" class=\"tc-btn-invisible tc-popup-keep\">\n {{$:/core/images/right-arrow}}\n </$button>\n </$reveal>\n <$reveal type=\"match\" stateTitle=<<toc-state>> text=\"open\">\n <$button setTitle=<<toc-state>> setTo=\"close\" class=\"tc-btn-invisible tc-popup-keep\">\n {{$:/core/images/down-arrow}}\n </$button>\n </$reveal>\n </$list>\n <<toc-caption>>\n </$link>\n <$reveal type=\"match\" stateTitle=<<toc-state>> text=\"open\">\n <$macrocall $name=\"toc-selective-expandable\" tag=<<currentTiddler>> sort=<<__sort__>> itemClassFilter=<<__itemClassFilter__>> exclude=<<__exclude__>> path=<<__path__>>/>\n </$reveal>\n </li>\n </$set>\n</$qualify>\n\\end\n\n\\define toc-unlinked-selective-expandable-body(tag,sort:\"\",itemClassFilter,exclude,path)\n<$qualify name=\"toc-state\" title={{{ [[$:/state/toc]addsuffix<__path__>addsuffix[-]addsuffix<currentTiddler>] }}}>\n <$set name=\"toc-item-class\" filter=<<__itemClassFilter__>> emptyValue=\"toc-item-selected\" value=\"toc-item\">\n <li class=<<toc-item-class>>>\n <$list filter=\"[all[current]tagging[]$sort$limit[1]]\" variable=\"ignore\" emptyMessage=\"<$button class='tc-btn-invisible'>{{$:/core/images/blank}}</$button> <$view field='caption'><$view field='title'/></$view>\">\n <$reveal type=\"nomatch\" stateTitle=<<toc-state>> text=\"open\">\n <$button setTitle=<<toc-state>> setTo=\"open\" class=\"tc-btn-invisible tc-popup-keep\">\n {{$:/core/images/right-arrow}}\n <<toc-caption>>\n </$button>\n </$reveal>\n <$reveal type=\"match\" stateTitle=<<toc-state>> text=\"open\">\n <$button setTitle=<<toc-state>> setTo=\"close\" class=\"tc-btn-invisible tc-popup-keep\">\n {{$:/core/images/down-arrow}}\n <<toc-caption>>\n </$button>\n </$reveal>\n </$list>\n <$reveal type=\"match\" stateTitle=<<toc-state>> text=\"open\">\n <$macrocall $name=\"toc-selective-expandable\" tag=<<currentTiddler>> sort=<<__sort__>> itemClassFilter=<<__itemClassFilter__>> exclude=<<__exclude__>> path=<<__path__>>/>\n </$reveal>\n </li>\n </$set>\n</$qualify>\n\\end\n\n\\define toc-selective-expandable-empty-message()\n<$macrocall $name=\"toc-linked-selective-expandable-body\" tag=<<tag>> sort=<<sort>> itemClassFilter=<<itemClassFilter>> exclude=<<excluded>> path=<<path>>/>\n\\end\n\n\\define toc-selective-expandable(tag,sort:\"\",itemClassFilter,exclude,path)\n<$vars tag=<<__tag__>> sort=<<__sort__>> itemClassFilter=<<__itemClassFilter__>> path={{{ [<__path__>addsuffix[/]addsuffix<__tag__>] }}}>\n <$set name=\"excluded\" filter=\"\"\"[enlist<__exclude__>] [<__tag__>]\"\"\">\n <ol class=\"tc-toc toc-selective-expandable\">\n <$list filter=\"\"\"[all[shadows+tiddlers]tag<__tag__>!has[draft.of]$sort$] -[<__tag__>] -[enlist<__exclude__>]\"\"\">\n <$list filter=\"[all[current]toc-link[no]]\" variable=\"ignore\" emptyMessage=<<toc-selective-expandable-empty-message>> >\n <$macrocall $name=\"toc-unlinked-selective-expandable-body\" tag=<<__tag__>> sort=<<__sort__>> itemClassFilter=<<__itemClassFilter__>> exclude=<<excluded>> path=<<path>>/>\n </$list>\n </$list>\n </ol>\n </$set>\n</$vars>\n\\end\n\n\\define toc-tabbed-external-nav(tag,sort:\"\",selectedTiddler:\"$:/temp/toc/selectedTiddler\",unselectedText,missingText,template:\"\")\n<$tiddler tiddler={{{ [<__selectedTiddler__>get[text]] }}}>\n <div class=\"tc-tabbed-table-of-contents\">\n <$linkcatcher to=<<__selectedTiddler__>>>\n <div class=\"tc-table-of-contents\">\n <$macrocall $name=\"toc-selective-expandable\" tag=<<__tag__>> sort=<<__sort__>> itemClassFilter=\"[all[current]] -[<__selectedTiddler__>get[text]]\"/>\n </div>\n </$linkcatcher>\n <div class=\"tc-tabbed-table-of-contents-content\">\n <$reveal stateTitle=<<__selectedTiddler__>> type=\"nomatch\" text=\"\">\n <$transclude mode=\"block\" tiddler=<<__template__>>>\n <h1><<toc-caption>></h1>\n <$transclude mode=\"block\">$missingText$</$transclude>\n </$transclude>\n </$reveal>\n <$reveal stateTitle=<<__selectedTiddler__>> type=\"match\" text=\"\">\n $unselectedText$\n </$reveal>\n </div>\n </div>\n</$tiddler>\n\\end\n\n\\define toc-tabbed-internal-nav(tag,sort:\"\",selectedTiddler:\"$:/temp/toc/selectedTiddler\",unselectedText,missingText,template:\"\")\n<$linkcatcher to=<<__selectedTiddler__>>>\n <$macrocall $name=\"toc-tabbed-external-nav\" tag=<<__tag__>> sort=<<__sort__>> selectedTiddler=<<__selectedTiddler__>> unselectedText=<<__unselectedText__>> missingText=<<__missingText__>> template=<<__template__>>/>\n</$linkcatcher>\n\\end\n\n"
},
"$:/core/macros/translink": {
"title": "$:/core/macros/translink",
"tags": "$:/tags/Macro",
"text": "\\define translink(title,mode:\"block\")\n<div style=\"border:1px solid #ccc; padding: 0.5em; background: black; foreground; white;\">\n<$link to=\"\"\"$title$\"\"\">\n<$text text=\"\"\"$title$\"\"\"/>\n</$link>\n<div style=\"border:1px solid #ccc; padding: 0.5em; background: white; foreground; black;\">\n<$transclude tiddler=\"\"\"$title$\"\"\" mode=\"$mode$\">\n\"<$text text=\"\"\"$title$\"\"\"/>\" is missing\n</$transclude>\n</div>\n</div>\n\\end\n"
},
"$:/core/macros/tree": {
"title": "$:/core/macros/tree",
"tags": "$:/tags/Macro",
"text": "\\define leaf-link(full-title,chunk,separator: \"/\")\n<$link to=<<__full-title__>>><$text text=<<__chunk__>>/></$link>\n\\end\n\n\\define leaf-node(prefix,chunk)\n<li>\n<$list filter=\"[<__prefix__>addsuffix<__chunk__>is[shadow]] [<__prefix__>addsuffix<__chunk__>is[tiddler]]\" variable=\"full-title\">\n<$list filter=\"[<full-title>removeprefix<__prefix__>]\" variable=\"chunk\">\n<span>{{$:/core/images/file}}</span> <$macrocall $name=\"leaf-link\" full-title=<<full-title>> chunk=<<chunk>>/>\n</$list>\n</$list>\n</li>\n\\end\n\n\\define branch-node(prefix,chunk,separator: \"/\")\n<li>\n<$set name=\"reveal-state\" value={{{ [[$:/state/tree/]addsuffix<__prefix__>addsuffix<__chunk__>] }}}>\n<$reveal type=\"nomatch\" stateTitle=<<reveal-state>> text=\"show\">\n<$button setTitle=<<reveal-state>> setTo=\"show\" class=\"tc-btn-invisible\">\n{{$:/core/images/folder}} <$text text=<<__chunk__>>/>\n</$button>\n</$reveal>\n<$reveal type=\"match\" stateTitle=<<reveal-state>> text=\"show\">\n<$button setTitle=<<reveal-state>> setTo=\"hide\" class=\"tc-btn-invisible\">\n{{$:/core/images/folder}} <$text text=<<__chunk__>>/>\n</$button>\n</$reveal>\n<span>(<$count filter=\"[all[shadows+tiddlers]removeprefix<__prefix__>removeprefix<__chunk__>] -[<__prefix__>addsuffix<__chunk__>]\"/>)</span>\n<$reveal type=\"match\" stateTitle=<<reveal-state>> text=\"show\">\n<$macrocall $name=\"tree-node\" prefix={{{ [<__prefix__>addsuffix<__chunk__>] }}} separator=<<__separator__>>/>\n</$reveal>\n</$set>\n</li>\n\\end\n\n\\define tree-node(prefix,separator: \"/\")\n<ol>\n<$list filter=\"[all[shadows+tiddlers]removeprefix<__prefix__>splitbefore<__separator__>sort[]!suffix<__separator__>]\" variable=\"chunk\">\n<$macrocall $name=\"leaf-node\" prefix=<<__prefix__>> chunk=<<chunk>> separator=<<__separator__>>/>\n</$list>\n<$list filter=\"[all[shadows+tiddlers]removeprefix<__prefix__>splitbefore<__separator__>sort[]suffix<__separator__>]\" variable=\"chunk\">\n<$macrocall $name=\"branch-node\" prefix=<<__prefix__>> chunk=<<chunk>> separator=<<__separator__>>/>\n</$list>\n</ol>\n\\end\n\n\\define tree(prefix: \"$:/\",separator: \"/\")\n<div class=\"tc-tree\">\n<span><$text text=<<__prefix__>>/></span>\n<div>\n<$macrocall $name=\"tree-node\" prefix=<<__prefix__>> separator=<<__separator__>>/>\n</div>\n</div>\n\\end\n"
},
"$:/core/macros/utils": {
"title": "$:/core/macros/utils",
"text": "\\define colour(colour)\n$colour$\n\\end\n"
},
"$:/snippets/minifocusswitcher": {
"title": "$:/snippets/minifocusswitcher",
"text": "<$select tiddler=\"$:/config/AutoFocus\">\n<$list filter=\"title tags text type fields\">\n<option value=<<currentTiddler>>><<currentTiddler>></option>\n</$list>\n</$select>\n"
},
"$:/snippets/minilanguageswitcher": {
"title": "$:/snippets/minilanguageswitcher",
"text": "<$select tiddler=\"$:/language\">\n<$list filter=\"[[$:/languages/en-GB]] [plugin-type[language]sort[title]]\">\n<option value=<<currentTiddler>>><$view field=\"description\"><$view field=\"name\"><$view field=\"title\"/></$view></$view></option>\n</$list>\n</$select>"
},
"$:/snippets/minithemeswitcher": {
"title": "$:/snippets/minithemeswitcher",
"text": "\\define lingo-base() $:/language/ControlPanel/Theme/\n<<lingo Prompt>> <$select tiddler=\"$:/theme\">\n<$list filter=\"[plugin-type[theme]sort[title]]\">\n<option value=<<currentTiddler>>><$view field=\"name\"><$view field=\"title\"/></$view></option>\n</$list>\n</$select>"
},
"$:/snippets/modules": {
"title": "$:/snippets/modules",
"text": "\\define describeModuleType(type)\n{{$:/language/Docs/ModuleTypes/$type$}}\n\\end\n<$list filter=\"[moduletypes[]]\">\n\n!! <$macrocall $name=\"currentTiddler\" $type=\"text/plain\" $output=\"text/plain\"/>\n\n<$macrocall $name=\"describeModuleType\" type=<<currentTiddler>>/>\n\n<ul><$list filter=\"[all[current]modules[]]\"><li><$link><<currentTiddler>></$link>\n</li>\n</$list>\n</ul>\n</$list>\n"
},
"$:/palette": {
"title": "$:/palette",
"text": "$:/palettes/Vanilla"
},
"$:/snippets/paletteeditor": {
"title": "$:/snippets/paletteeditor",
"text": "<$transclude tiddler=\"$:/PaletteManager\"/>\n"
},
"$:/snippets/palettepreview": {
"title": "$:/snippets/palettepreview",
"text": "<$set name=\"currentTiddler\" value={{$:/palette}}>\n{{||$:/snippets/currpalettepreview}}\n</$set>\n"
},
"$:/snippets/paletteswitcher": {
"title": "$:/snippets/paletteswitcher",
"text": "<$linkcatcher to=\"$:/palette\">\n<div class=\"tc-chooser\"><$list filter=\"[all[shadows+tiddlers]tag[$:/tags/Palette]sort[name]]\"><$set name=\"cls\" filter=\"[all[current]prefix{$:/palette}]\" value=\"tc-chooser-item tc-chosen\" emptyValue=\"tc-chooser-item\"><div class=<<cls>>><$link to={{!!title}}>''<$view field=\"name\" format=\"text\"/>'' - <$view field=\"description\" format=\"text\"/>{{||$:/snippets/currpalettepreview}}</$link>\n</div></$set>\n</$list>\n</div>\n</$linkcatcher>\n"
},
"$:/snippets/peek-stylesheets": {
"title": "$:/snippets/peek-stylesheets",
"text": "\\define expandable-stylesheets-list()\n<ol>\n<$list filter=\"[all[shadows+tiddlers]tag[$:/tags/Stylesheet]!has[draft.of]]\">\n<$vars state=<<qualify \"$:/state/peek-stylesheets/open/\">>>\n<$set name=\"state\" value={{{ [<state>addsuffix<currentTiddler>] }}}>\n<li>\n<$reveal type=\"match\" state=<<state>> text=\"yes\" tag=\"span\">\n<$button set=<<state>> setTo=\"no\" class=\"tc-btn-invisible\">\n{{$:/core/images/down-arrow}}\n</$button>\n</$reveal>\n<$reveal type=\"nomatch\" state=<<state>> text=\"yes\" tag=\"span\">\n<$button set=<<state>> setTo=\"yes\" class=\"tc-btn-invisible\">\n{{$:/core/images/right-arrow}}\n</$button>\n</$reveal>\n<$link>\n<$view field=\"title\"/>\n</$link>\n<$reveal type=\"match\" state=<<state>> text=\"yes\" tag=\"div\">\n<$set name=\"source\" tiddler=<<currentTiddler>>>\n<$wikify name=\"styles\" text=<<source>>>\n<pre>\n<code>\n<$text text=<<styles>>/>\n</code>\n</pre>\n</$wikify>\n</$set>\n</$reveal>\n</li>\n</$set>\n</$vars>\n</$list>\n</ol>\n\\end\n\n\\define stylesheets-list()\n<ol>\n<$list filter=\"[all[shadows+tiddlers]tag[$:/tags/Stylesheet]!has[draft.of]]\">\n<li>\n<$link>\n<$view field=\"title\"/>\n</$link>\n<$set name=\"source\" tiddler=<<currentTiddler>>>\n<$wikify name=\"styles\" text=<<source>>>\n<pre>\n<code>\n<$text text=<<styles>>/>\n</code>\n</pre>\n</$wikify>\n</$set>\n</li>\n</$list>\n</ol>\n\\end\n\n<$vars modeState=<<qualify \"$:/state/peek-stylesheets/mode/\">>>\n\n<$reveal type=\"nomatch\" state=<<modeState>> text=\"expanded\" tag=\"div\">\n<$button set=<<modeState>> setTo=\"expanded\" class=\"tc-btn-invisible\">{{$:/core/images/chevron-right}} {{$:/language/ControlPanel/Stylesheets/Expand/Caption}}</$button>\n</$reveal>\n<$reveal type=\"match\" state=<<modeState>> text=\"expanded\" tag=\"div\">\n<$button set=<<modeState>> setTo=\"restored\" class=\"tc-btn-invisible\">{{$:/core/images/chevron-down}} {{$:/language/ControlPanel/Stylesheets/Restore/Caption}}</$button>\n</$reveal>\n\n<$reveal type=\"nomatch\" state=<<modeState>> text=\"expanded\" tag=\"div\">\n<<expandable-stylesheets-list>>\n</$reveal>\n<$reveal type=\"match\" state=<<modeState>> text=\"expanded\" tag=\"div\">\n<<stylesheets-list>>\n</$reveal>\n\n</$vars>\n"
},
"$:/temp/search": {
"title": "$:/temp/search",
"text": ""
},
"$:/tags/AdvancedSearch": {
"title": "$:/tags/AdvancedSearch",
"list": "[[$:/core/ui/AdvancedSearch/Standard]] [[$:/core/ui/AdvancedSearch/System]] [[$:/core/ui/AdvancedSearch/Shadows]] [[$:/core/ui/AdvancedSearch/Filter]]"
},
"$:/tags/AdvancedSearch/FilterButton": {
"title": "$:/tags/AdvancedSearch/FilterButton",
"list": "$:/core/ui/AdvancedSearch/Filter/FilterButtons/dropdown $:/core/ui/AdvancedSearch/Filter/FilterButtons/clear $:/core/ui/AdvancedSearch/Filter/FilterButtons/export $:/core/ui/AdvancedSearch/Filter/FilterButtons/delete"
},
"$:/tags/ControlPanel": {
"title": "$:/tags/ControlPanel",
"list": "$:/core/ui/ControlPanel/Info $:/core/ui/ControlPanel/Appearance $:/core/ui/ControlPanel/Settings $:/core/ui/ControlPanel/Saving $:/core/ui/ControlPanel/Plugins $:/core/ui/ControlPanel/Tools $:/core/ui/ControlPanel/Internals"
},
"$:/tags/ControlPanel/Info": {
"title": "$:/tags/ControlPanel/Info",
"list": "$:/core/ui/ControlPanel/Basics $:/core/ui/ControlPanel/Advanced"
},
"$:/tags/ControlPanel/Plugins": {
"title": "$:/tags/ControlPanel/Plugins",
"list": "[[$:/core/ui/ControlPanel/Plugins/Installed]] [[$:/core/ui/ControlPanel/Plugins/Add]]"
},
"$:/tags/EditTemplate": {
"title": "$:/tags/EditTemplate",
"list": "[[$:/core/ui/EditTemplate/controls]] [[$:/core/ui/EditTemplate/title]] [[$:/core/ui/EditTemplate/tags]] [[$:/core/ui/EditTemplate/shadow]] [[$:/core/ui/ViewTemplate/classic]] [[$:/core/ui/EditTemplate/body]] [[$:/core/ui/EditTemplate/type]] [[$:/core/ui/EditTemplate/fields]]"
},
"$:/tags/EditToolbar": {
"title": "$:/tags/EditToolbar",
"list": "[[$:/core/ui/Buttons/delete]] [[$:/core/ui/Buttons/cancel]] [[$:/core/ui/Buttons/save]]"
},
"$:/tags/EditorToolbar": {
"title": "$:/tags/EditorToolbar",
"list": "$:/core/ui/EditorToolbar/paint $:/core/ui/EditorToolbar/opacity $:/core/ui/EditorToolbar/line-width $:/core/ui/EditorToolbar/rotate-left $:/core/ui/EditorToolbar/clear $:/core/ui/EditorToolbar/bold $:/core/ui/EditorToolbar/italic $:/core/ui/EditorToolbar/strikethrough $:/core/ui/EditorToolbar/underline $:/core/ui/EditorToolbar/superscript $:/core/ui/EditorToolbar/subscript $:/core/ui/EditorToolbar/mono-line $:/core/ui/EditorToolbar/mono-block $:/core/ui/EditorToolbar/quote $:/core/ui/EditorToolbar/list-bullet $:/core/ui/EditorToolbar/list-number $:/core/ui/EditorToolbar/heading-1 $:/core/ui/EditorToolbar/heading-2 $:/core/ui/EditorToolbar/heading-3 $:/core/ui/EditorToolbar/heading-4 $:/core/ui/EditorToolbar/heading-5 $:/core/ui/EditorToolbar/heading-6 $:/core/ui/EditorToolbar/link $:/core/ui/EditorToolbar/excise $:/core/ui/EditorToolbar/picture $:/core/ui/EditorToolbar/stamp $:/core/ui/EditorToolbar/size $:/core/ui/EditorToolbar/editor-height $:/core/ui/EditorToolbar/more $:/core/ui/EditorToolbar/preview $:/core/ui/EditorToolbar/preview-type"
},
"$:/tags/Manager/ItemMain": {
"title": "$:/tags/Manager/ItemMain",
"list": "$:/Manager/ItemMain/WikifiedText $:/Manager/ItemMain/RawText $:/Manager/ItemMain/Fields"
},
"$:/tags/Manager/ItemSidebar": {
"title": "$:/tags/Manager/ItemSidebar",
"list": "$:/Manager/ItemSidebar/Tags $:/Manager/ItemSidebar/Colour $:/Manager/ItemSidebar/Icon $:/Manager/ItemSidebar/Tools"
},
"$:/tags/MoreSideBar": {
"title": "$:/tags/MoreSideBar",
"list": "[[$:/core/ui/MoreSideBar/All]] [[$:/core/ui/MoreSideBar/Recent]] [[$:/core/ui/MoreSideBar/Tags]] [[$:/core/ui/MoreSideBar/Missing]] [[$:/core/ui/MoreSideBar/Drafts]] [[$:/core/ui/MoreSideBar/Orphans]] [[$:/core/ui/MoreSideBar/Types]] [[$:/core/ui/MoreSideBar/System]] [[$:/core/ui/MoreSideBar/Shadows]] [[$:/core/ui/MoreSideBar/Explorer]] [[$:/core/ui/MoreSideBar/Plugins]]",
"text": ""
},
"$:/tags/PageControls": {
"title": "$:/tags/PageControls",
"list": "[[$:/core/ui/Buttons/home]] [[$:/core/ui/Buttons/close-all]] [[$:/core/ui/Buttons/fold-all]] [[$:/core/ui/Buttons/unfold-all]] [[$:/core/ui/Buttons/permaview]] [[$:/core/ui/Buttons/new-tiddler]] [[$:/core/ui/Buttons/new-journal]] [[$:/core/ui/Buttons/new-image]] [[$:/core/ui/Buttons/import]] [[$:/core/ui/Buttons/export-page]] [[$:/core/ui/Buttons/control-panel]] [[$:/core/ui/Buttons/advanced-search]] [[$:/core/ui/Buttons/manager]] [[$:/core/ui/Buttons/tag-manager]] [[$:/core/ui/Buttons/language]] [[$:/core/ui/Buttons/palette]] [[$:/core/ui/Buttons/theme]] [[$:/core/ui/Buttons/storyview]] [[$:/core/ui/Buttons/encryption]] [[$:/core/ui/Buttons/timestamp]] [[$:/core/ui/Buttons/full-screen]] [[$:/core/ui/Buttons/print]] [[$:/core/ui/Buttons/save-wiki]] [[$:/core/ui/Buttons/refresh]] [[$:/core/ui/Buttons/more-page-actions]]"
},
"$:/tags/PageTemplate": {
"title": "$:/tags/PageTemplate",
"list": "[[$:/core/ui/PageTemplate/topleftbar]] [[$:/core/ui/PageTemplate/toprightbar]] [[$:/core/ui/PageTemplate/sidebar]] [[$:/core/ui/PageTemplate/story]] [[$:/core/ui/PageTemplate/alerts]]",
"text": ""
},
"$:/tags/PluginLibrary": {
"title": "$:/tags/PluginLibrary",
"list": "$:/config/OfficialPluginLibrary"
},
"$:/tags/SideBar": {
"title": "$:/tags/SideBar",
"list": "[[$:/core/ui/SideBar/Open]] [[$:/core/ui/SideBar/Recent]] [[$:/core/ui/SideBar/Tools]] [[$:/core/ui/SideBar/More]]",
"text": ""
},
"$:/tags/SideBarSegment": {
"title": "$:/tags/SideBarSegment",
"list": "[[$:/core/ui/SideBarSegments/site-title]] [[$:/core/ui/SideBarSegments/site-subtitle]] [[$:/core/ui/SideBarSegments/page-controls]] [[$:/core/ui/SideBarSegments/search]] [[$:/core/ui/SideBarSegments/tabs]]"
},
"$:/tags/TiddlerInfo": {
"title": "$:/tags/TiddlerInfo",
"list": "[[$:/core/ui/TiddlerInfo/Tools]] [[$:/core/ui/TiddlerInfo/References]] [[$:/core/ui/TiddlerInfo/Tagging]] [[$:/core/ui/TiddlerInfo/List]] [[$:/core/ui/TiddlerInfo/Listed]] [[$:/core/ui/TiddlerInfo/Fields]]",
"text": ""
},
"$:/tags/TiddlerInfo/Advanced": {
"title": "$:/tags/TiddlerInfo/Advanced",
"list": "[[$:/core/ui/TiddlerInfo/Advanced/ShadowInfo]] [[$:/core/ui/TiddlerInfo/Advanced/PluginInfo]]"
},
"$:/tags/ViewTemplate": {
"title": "$:/tags/ViewTemplate",
"list": "[[$:/core/ui/ViewTemplate/title]] [[$:/core/ui/ViewTemplate/unfold]] [[$:/core/ui/ViewTemplate/subtitle]] [[$:/core/ui/ViewTemplate/tags]] [[$:/core/ui/ViewTemplate/classic]] [[$:/core/ui/ViewTemplate/body]]"
},
"$:/tags/ViewToolbar": {
"title": "$:/tags/ViewToolbar",
"list": "[[$:/core/ui/Buttons/more-tiddler-actions]] [[$:/core/ui/Buttons/info]] [[$:/core/ui/Buttons/new-here]] [[$:/core/ui/Buttons/new-journal-here]] [[$:/core/ui/Buttons/clone]] [[$:/core/ui/Buttons/export-tiddler]] [[$:/core/ui/Buttons/edit]] [[$:/core/ui/Buttons/delete]] [[$:/core/ui/Buttons/permalink]] [[$:/core/ui/Buttons/permaview]] [[$:/core/ui/Buttons/open-window]] [[$:/core/ui/Buttons/close-others]] [[$:/core/ui/Buttons/close]] [[$:/core/ui/Buttons/fold-others]] [[$:/core/ui/Buttons/fold]]"
},
"$:/snippets/themeswitcher": {
"title": "$:/snippets/themeswitcher",
"text": "<$linkcatcher to=\"$:/theme\">\n<div class=\"tc-chooser\"><$list filter=\"[plugin-type[theme]sort[title]]\"><$set name=\"cls\" filter=\"[all[current]field:title{$:/theme}] [[$:/theme]!has[text]addsuffix[s/tiddlywiki/vanilla]field:title<currentTiddler>] +[limit[1]]\" value=\"tc-chooser-item tc-chosen\" emptyValue=\"tc-chooser-item\"><div class=<<cls>>><$link to={{!!title}}>''<$view field=\"name\" format=\"text\"/>'' <$view field=\"description\" format=\"text\"/></$link></div>\n</$set>\n</$list>\n</div>\n</$linkcatcher>"
},
"$:/core/wiki/title": {
"title": "$:/core/wiki/title",
"text": "{{$:/SiteTitle}} --- {{$:/SiteSubtitle}}"
},
"$:/view": {
"title": "$:/view",
"text": "classic"
},
"$:/snippets/viewswitcher": {
"title": "$:/snippets/viewswitcher",
"text": "\\define icon()\n$:/core/images/storyview-$(storyview)$\n\\end\n<$linkcatcher to=\"$:/view\">\n<div class=\"tc-chooser tc-viewswitcher\">\n<$list filter=\"[storyviews[]]\" variable=\"storyview\">\n<$set name=\"cls\" filter=\"[<storyview>prefix{$:/view}]\" value=\"tc-chooser-item tc-chosen\" emptyValue=\"tc-chooser-item\"><div class=<<cls>>>\n<$link to=<<storyview>>><$transclude tiddler=<<icon>>/><$text text=<<storyview>>/></$link>\n</div>\n</$set>\n</$list>\n</div>\n</$linkcatcher>"
}
}
}
\define list-links(filter,type:"ul",subtype:"li",class:"",emptyMessage)
\whitespace trim
<$type$ class="$class$">
<$list filter="$filter$" emptyMessage=<<__emptyMessage__>>>
<$subtype$>
<$link to={{!!title}}>
<$transclude field="caption">
<$view field="title"/>
</$transclude>
</$link>
</$subtype$>
</$list>
</$type$>
\end
\define list-links-draggable-drop-actions()
<$action-listops $tiddler=<<targetTiddler>> $field=<<targetField>> $subfilter="+[insertbefore:currentTiddler<actionTiddler>]"/>
\end
\define list-links-draggable(tiddler,field:"list",type:"ul",subtype:"li",class:"",itemTemplate)
\whitespace trim
<span class="tc-links-draggable-list">
<$vars targetTiddler="""$tiddler$""" targetField="""$field$""">
<$type$ class="$class$">
<$list filter="[list[$tiddler$!!$field$]]">
<$droppable actions=<<list-links-draggable-drop-actions>> tag="""$subtype$""" enable=<<tv-enable-drag-and-drop>>>
<div class="tc-droppable-placeholder"/>
<div>
<$transclude tiddler="""$itemTemplate$""">
<$link to={{!!title}}>
<$transclude field="caption">
<$view field="title"/>
</$transclude>
</$link>
</$transclude>
</div>
</$droppable>
</$list>
</$type$>
<$tiddler tiddler="">
<$droppable actions=<<list-links-draggable-drop-actions>> tag="div" enable=<<tv-enable-drag-and-drop>>>
<div class="tc-droppable-placeholder">
</div>
<div style="height:0.5em;"/>
</$droppable>
</$tiddler>
</$vars>
</span>
\end
\define list-tagged-draggable-drop-actions(tag)
<!-- Save the current ordering of the tiddlers with this tag -->
<$set name="order" filter="[<__tag__>tagging[]]">
<!-- Remove any list-after or list-before fields from the tiddlers with this tag -->
<$list filter="[<__tag__>tagging[]]">
<$action-deletefield $field="list-before"/>
<$action-deletefield $field="list-after"/>
</$list>
<!-- Save the new order to the Tag Tiddler -->
<$action-listops $tiddler=<<__tag__>> $field="list" $filter="+[enlist<order>] +[insertbefore:currentTiddler<actionTiddler>]"/>
<!-- Make sure the newly added item has the right tag -->
<!-- Removing this line makes dragging tags within the dropdown work as intended -->
<!--<$action-listops $tiddler=<<actionTiddler>> $tags=<<__tag__>>/>-->
<!-- Using the following 5 lines as replacement makes dragging titles from outside into the dropdown apply the tag -->
<$list filter="[<actionTiddler>!contains:tags<__tag__>]">
<$fieldmangler tiddler=<<actionTiddler>>>
<$action-sendmessage $message="tm-add-tag" $param=<<__tag__>>/>
</$fieldmangler>
</$list>
</$set>
\end
\define list-tagged-draggable(tag,subFilter,emptyMessage,itemTemplate,elementTag:"div",storyview:"")
\whitespace trim
<span class="tc-tagged-draggable-list">
<$set name="tag" value=<<__tag__>>>
<$list filter="[<__tag__>tagging[]$subFilter$]" emptyMessage=<<__emptyMessage__>> storyview=<<__storyview__>>>
<$elementTag$ class="tc-menu-list-item">
<$droppable actions="""<$macrocall $name="list-tagged-draggable-drop-actions" tag=<<__tag__>>/>""" enable=<<tv-enable-drag-and-drop>>>
<$elementTag$ class="tc-droppable-placeholder"/>
<$elementTag$>
<$transclude tiddler="""$itemTemplate$""">
<$link to={{!!title}}>
<$view field="title"/><$list filter="[all[current]has[caption]]"> ({{!!caption}})</$list>
</$link>
</$transclude>
</$elementTag$>
</$droppable>
</$elementTag$>
</$list>
<$tiddler tiddler="">
<$droppable actions="""<$macrocall $name="list-tagged-draggable-drop-actions" tag=<<__tag__>>/>""" enable=<<tv-enable-drag-and-drop>>>
<$elementTag$ class="tc-droppable-placeholder"/>
<$elementTag$ style="height:0.5em;">
</$elementTag$>
</$droppable>
</$tiddler>
</$set>
</span>
\end
<$button tooltip={{$:/language/Buttons/SaveWiki/Hint}} aria-label={{$:/language/Buttons/SaveWiki/Caption}} class=<<tv-config-toolbar-class>>>
<$wikify name="site-title" text={{$:/config/SaveWikiButton/Filename}}>
<$action-setfield $tiddler="Velg stadium" loadonstartup="TRUE" />
<$action-sendmessage $message="tm-save-wiki" $param={{$:/config/SaveWikiButton/Template}} filename=<<site-title>>/>
</$wikify>
<span class="tc-dirty-indicator">
<$list filter="[<tv-config-toolbar-icons>match[yes]]">
{{$:/core/images/save-button}}
</$list>
<$list filter="[<tv-config-toolbar-text>match[yes]]">
<span class="tc-btn-text"><$text text={{$:/language/Buttons/SaveWiki/Caption}}/></span>
</$list>
</span>
</$button>
\whitespace trim
<span class="tc-tag-list-item">
<$set name="transclusion" value=<<currentTag>>>
<$macrocall $name="tag-pill-body" tag=<<currentTag>> icon={{!!icon}} colour={{!!color}} palette={{$:/palette}} element-tag="""$button""" element-attributes="""popup=<<qualify "$:/state/popup/tag">> dragFilter='[<currentTag>]tagging[]]' tag='span'"""/>
<$reveal state=<<qualify "$:/state/popup/tag">> type="popup" position="below" animate="yes" class="tc-drop-down">
<$set name="tv-show-missing-links" value="yes">
<$tiddler tiddler=<<currentTag>> >
<$transclude tiddler="$:/core/ui/ListItemTemplate"/>
</$tiddler>
</$set>
<$list filter="[all[shadows+tiddlers]tag[$:/tags/TagDropdown]!has[draft.of]]" variable="listItem">
<$tiddler tiddler=<<currentTag>> >
<$transclude tiddler=<<listItem>>/>
</$tiddler>
</$list>
<hr>
<$macrocall $name="list-tagged-draggable" tag=<<currentTag>> subFilter="stage{Hjem!!stage}" />
</$reveal>
</$set>
</span>
\whitespace trim
<$reveal type="nomatch" stateTitle=<<folded-state>> text="hide" tag="div" retain="yes" animate="yes">
<div class="tc-subtitle">
<$link to={{!!modifier}} />
<$view field="modified" format="date" template={{$:/language/Tiddler/DateFormat}}/>
</div>
</$reveal>
<$reveal type="nomatch" stateTitle=<<folded-state>> text="hide" tag="div" retain="yes" animate="yes">
<div class="tc-tags-wrapper"><$list filter="[all[current]tags[]sort[title]]" variable="currentTag" template="$:/core/ui/TagTemplate2" storyview="pop"/></div>
</$reveal>
[has[loadonstartup]sort[homeorder]]
\define imgLink(imgsrc:"NaN" size:320)
<center>
<$link to="$imgsrc$">[img width=$size$ [images/$imgsrc$]]</$link>
</center>
\end
\define imgTiddler() [img[images/$(currentTiddler)$]]
The following tiddlers were imported:
# [[IIC-2022k-1F.png]]
@@.noprint
<$list filter="[all[current]has[exercise]]" variable="cTiddler">
<$set name="qNumber" value={{!!question}}>
<hr/>
<div>
<div style="float:right">
<$set name="nQuestion" filter="[<qNumber>add[1]]" >
<$list filter="[stage{!!stage}year{!!year}exercise{!!exercise}question<nQuestion>]">
<$link>Neste >></$link>
</$list>
</$set>
</div>
<div style="float:left">
<$set name="pQuestion" filter="[<qNumber>subtract[1]]" >
<$list filter="[stage{!!stage}year{!!year}exercise{!!exercise}question<pQuestion>]">
<$button to=<<currentTiddler>> class="tc-btn-invisible tc-tiddlylink">
<$action-listops $tiddler="$:/StoryList" $field="list" $filter="[enlist{$:/StoryList!!list}] [<currentTiddler>] +[putbefore<cTiddler>]" />
<< Forrige
</$button>
</$list>
</$set>
</div>
</div>
</$set>
</$list>
@@
<$list filter="[all[current]tag[Fagfelt]]">
<$list filter="[stage{Hjem!!stage}tag<currentTiddler>]">
!!! <$link />
{{!!text}}
<hr />
</$list>
</$list>
<$button class="tc-btn-invisible">
<$list filter='[all[tiddlers]has[exercise]]'>
<$action-setfield showanswer="closed" />
<$action-setfield showpoints="closed" />
</$list>
{{$:/core/images/fold-button}}
</$button>
<div style = "display: none;" class = "myfooter"><small>http://ununderstandable.com/ - AHJ 2020 - <<now "DDth mmm YYYY 0hh:0mm:0ss">></small></div>
@media print {
@page {
size: A4;
margin: 2cm;
}
.tc-sidebar-scrollable, .tc-topbar, .tc-tiddler-controls{
display: none !important;
}
.tc-titlebar, .tc-tiddler-title{
position: static;
top: 0mm;
}
.noprint{
display: none;
}
h2.tc-title{
font-size: xx-large !important;
}
.tc-story-river{
display: block;
margin-top: 0mm;
}
.tc-tiddler-frame{
background-color: white;
display: block;
}
.tc-tiddler-body{
page-break-after: always;
page-break-within: avoid;
}
.utstyr, .dørtekst, .sensorveiledning, .spørsmål, .pasientinfo{
page-break-inside: avoid;
}
}
<div style="padding-top: 10px;">
Velg: <$select tiddler='Hjem' field="stage">
<option value='IAB'>Stadium IAB</option>
<option value='ICD'>Stadium ICD</option>
<option value='IIAB'>Stadium IIAB</option>
<option value='IIC'>Stadium IIC</option>
<option value='IIIC'>Stadium IIIC</option>
<option value='IIID'>Stadium IIID</option>
</$select>
</div>
summary{
font-weight: bold;
}
details.points{
background-color: #B23CFD09;
border: solid 1px #B23CFDFF;
border-left: solid 5px #B23CFDFF;
}
details, .oppgave{
line-height: 18px;
padding: 12px;
margin-bottom: 20px;
}
div.oppgave{
background-color: #39C0ED09;
border: solid 1px #39C0EDFF;
border-left: solid 5px #39C0EDFF;
}
details.answer{
background-color: #00B74A09;
border: solid 1px #00B74AFF;
border-left: solid 5px #00B74AFF;
}
.tc-drop-down{
overflow-x: visible;
z-index: 500;
min-width: 720px !important;
}
.blokk h3{
font-weight: 600;
}
.tc-tiddler-frame{
overflow: auto;
}
.editlink{
float: right;
margin: 0px;
fill: #c6c6c6;
width: 22px;
}
blockquote{
border-left: 5px solid #707070 !important;
}
div.utstyr{
background-color: #FFA90009;
border: solid 1px #FFA900FF;
border-left: solid 5px #FFA900FF;
line-height: 18px;
padding: 12px;
margin-bottom: 20px;
}
div.spørsmål{
background-color: #B23CFD09;
border: solid 1px #B23CFDFF;
border-left: solid 5px #B23CFDFF;
line-height: 18px;
padding: 12px;
margin-bottom: 20px;
}
div.sensorveiledning{
background-color: #F9315409;
border: solid 1px #F93154FF;
border-left: solid 5px #F93154FF;
line-height: 18px;
padding: 12px;
margin-bottom: 20px;
}
<$button class="tc-btn-invisible">
<$list filter='[all[tiddlers]has[exercise]]'>
<$action-setfield showanswer="open" />
<$action-setfield showpoints="open" />
</$list>
{{$:/core/images/unfold-button}}
</$button>
$:/themes/jd/Mono/Palette/SpartanDay
{
"tiddlers": {
"$:/plugins/felixhayashi/respawn/respawn.js": {
"text": "/*\\\n\ntitle: $:/plugins/felixhayashi/respawn/respawn.js\ntype: application/javascript\nmodule-type: startup\n\n@preserve\n\n\\*/\n\n(function(){\n \n /*jslint node: true, browser: true */\n /*global $tw: false */\n \"use strict\";\n \n var configTRef = \"$:/plugins/felixhayashi/respawn/config\";\n \n var changeListener = function(changedTiddlers) {\n \n if(!changedTiddlers[\"$:/StoryList\"]) return;\n \n var tObj = $tw.wiki.getTiddler(\"$:/StoryList\");\n if(tObj && !tObj.fields[\"list\"].length) {\n \n var confTObj = $tw.wiki.getTiddler(configTRef);\n var config = confTObj ? confTObj.fields : {};\n \n window.setTimeout(function() {\n $tw.rootWidget.dispatchEvent({\n type: \"tm-home\"\n });\n }, parseInt(config.delay) || 500);\n }\n \n };\n \n exports.name = \"respawn\";\n exports.platforms = [\"browser\"];\n exports.after = [\"story\"];\n exports.synchronous = true;\n \n exports.startup = function() {\n \n $tw.wiki.addEventListener(\"change\", changeListener);\n \n };\n\n})();\n",
"title": "$:/plugins/felixhayashi/respawn/respawn.js",
"type": "application/javascript",
"module-type": "startup"
},
"$:/plugins/felixhayashi/respawn/Configuration": {
"title": "$:/plugins/felixhayashi/respawn/Configuration",
"text": "<!-- The config output is not written to this tiddler! -->\n\nPlease see the [[GitHub page|https://github.com/felixhayashi/TW5-Respawn]] for more information on the options.\n\nYou may have to save and reload the wiki to activate changes.\n\n<table>\n <tr>\n <th align=\"left\">Delay (seconds):</th>\n <td>\n <$edit-text\n tiddler=\"$:/plugins/felixhayashi/respawn/config\"\n field=\"delay\"\n tag=\"input\"\n default=\"500\" />\n </td>\n </tr>\n</table>"
},
"$:/plugins/felixhayashi/respawn/License": {
"title": "$:/plugins/felixhayashi/respawn/License",
"text": "This code is released under the BSD license. For the exact terms visit:\n\nhttps://github.com/felixhayashi/TW5-Respawn/blob/master/LICENSE"
},
"$:/plugins/felixhayashi/respawn/Readme": {
"title": "$:/plugins/felixhayashi/respawn/Readme",
"text": "Please visit the [[GitHub page|https://github.com/felixhayashi/TW5-Respawn]] for more information."
}
}
}
{
"tiddlers": {
"$:/plugins/telmiger/details/details.css": {
"text": "/* details and summary */\n\ndetails {\n transition: height 1s ease;\n padding: 0 0.5em 0 0.66em;\n margin-top: 0.66em;\n margin-bottom: 0.66em;\n}\n\ndetails + details {\n margin-top: -0.46em;\n}\n\ndetails[open] {\n padding-bottom: 1em;\n}\n\ndetails:not([open]) { \n cursor: pointer;\n}\n\ndetails > summary {\n display: list-item;\n margin: 0 -0.5em 0 -0.66em;\n padding: 0.2em 0.5em 0.2em 0.66em;\n padding-left: 1.76em; /* adjust for indentation */\n text-indent: -1.1em;\n cursor: pointer;\n}\n\ndetails[open] > summary {\n margin-bottom: 1em;\n}\n\ndetails[open] > *:first-child:not(summary) {\n margin-top: 1em;\n}\n",
"title": "$:/plugins/telmiger/details/details.css",
"tags": "$:/tags/Stylesheet",
"modifier": "Thomas Elmiger",
"modified": "20180929131615369",
"creator": "Thomas Elmiger",
"created": "20170122140815442"
},
"$:/plugins/telmiger/details/details.js": {
"text": "/*\\\ntitle: $:/plugins/telmiger/details/details.js\ntype: application/javascript\nmodule-type: widget\n\nDetails widget v 0.8\n\nWill output an HTML 5 <details> section including a <summary>\n\n```\n\t<details>\n\t\t<summary>This sums it up</summary> \n\t\tAll the details follow here.\n\t</details>\n```\n\n|Parameter |Description |h\n|summary |Optional text to display as summary. Wins over field (see below). |\n|open |Optional initial state, set to \"open\" to show details on load. Defaults to \"\". |\n|state |An optional TextReference containing the state. Wins over open. |\n|field |Optionally, the summary is taken from the field with this name in a given tiddler. Defaults to \"title\". |\n|tiddler |Optional title of a tiddler to watch, connected to field. Defaults to current tiddler. |\n|class |Optional CSS classes to be assigned to the details tag. |\n\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nvar Widget = require(\"$:/core/modules/widgets/widget.js\").widget;\n\nvar DetailsWidget = function(parseTreeNode,options) {\n\tthis.initialise(parseTreeNode,options);\n};\n\n/*\nInherit from the base widget class\n*/\nDetailsWidget.prototype = new Widget();\n\n/*\nRender this widget into the DOM\n*/\nDetailsWidget.prototype.render = function(parent,nextSibling) {\n\t// Save the parent dom node\n\tthis.parentDomNode = parent;\n\t// Compute attributes\n\tthis.computeAttributes();\n\t// Execute logic\n\tthis.execute();\n\t// Create elements\n\tthis.detailsDomNode = this.document.createElement(\"details\");\n\tif(this.detailsClass !== \"\") {\n\t\t// this.detailsClass += \" \";\n\t\t// this.detailsClass += \"tc-details\";\n\t\tthis.detailsDomNode.setAttribute(\"class\",this.detailsClass);\n\t}\n\tif(this.detailsOpen == \"open\") {\n\t\tthis.detailsDomNode.setAttribute(\"open\",\"open\");\n\t}\n\tif(this.detailsSummary !== \"\") {\n\t\tthis.summaryDomNode = this.document.createElement(\"summary\");\n\t\t// this.summaryDomNode.setAttribute(\"class\",\"tc-summary\");\n\t\tthis.detailsDomNode.appendChild(this.summaryDomNode);\n\t\tthis.summaryDomNode.appendChild(this.document.createTextNode(this.detailsSummary));\n\t}\n// register an event listener\n/* Maybe this can be reactivated later, see below.\n\tif(this.detailsStateTitle) {\n\t\t$tw.utils.addEventListeners(this.detailsDomNode,[\n\t\t\t{name: \"toggle\", handlerObject: this, handlerMethod: \"handleToggleEvent\"},\n\t\t]);\n\t}\n*/\n// As iOS mobile browsers lack support of toggle events on details \n// we emulate the toggle event using click\n\tif(this.detailsStateTitle && this.summaryDomNode) {\n\t\t$tw.utils.addEventListeners(this.summaryDomNode,[\n\t\t\t{name: \"click\", handlerObject: this, handlerMethod: \"handleToggleEvent\"},\n\t\t]);\n\t} else {\n\t\tif(this.detailsStateTitle) {\n\t\t\t$tw.utils.addEventListeners(this.detailsDomNode,[\n\t\t\t\t{name: \"click\", handlerObject: this, handlerMethod: \"handleToggleEvent\"},\n\t\t\t]);\n\t\t}\n\t}\n\t// Insert the details into the DOM and render any children\n\tthis.parentDomNode.insertBefore(this.detailsDomNode,nextSibling);\n\tthis.renderChildren(this.detailsDomNode,null);\n\tthis.domNodes.push(this.detailsDomNode);\n};\n\n/*\nRetrieve the value of the summary\n*/\nDetailsWidget.prototype.getSummary = function() {\n\tvar summary = \"\";\n\tif(this.summaryTitle === \"Tiddler not found\" && this.summaryField === \"\") {\n\t// nothing defined: leave empty \n\t\tsummary = \"\";\n\t} else {\n\t\t// tiddler defined? use defined field or title\n\t\tif(this.myTiddler) {\n\t\t\tif(this.summaryField === \"title\" || this.summaryField === \"\") {\n\t\t\t\tsummary = this.summaryTitle;\n\t\t\t} else {\n\t\t\t\tif(this.summaryField === \"text\") {\n \t\t// getTiddlerText() triggers lazy loading of skinny tiddlers\n\t\t\t\t\tsummary = this.wiki.getTiddlerText(this.summaryTitle);\n\t\t\t\t} else {\n\t\t\t\t\tsummary = this.myTiddler.fields[this.summaryField];\n\t\t\t\t}\n\t\t\t}\n\t\t} else {\n\t\t\tif(this.summaryField !== \"\" && this.summaryField !== \"text\") {\n\t\t\t\t// try defined field in current tiddler\n\t\t\t\tvar tiddler = this.wiki.getTiddler(this.getVariable(\"currentTiddler\"));\n\t\t\t\tsummary = tiddler.fields[this.summaryField];\n\t\t\t} else {\n\t\t\t\tsummary = \"\";\n\t\t\t}\n\t\t}\n\t}\n return summary;\n};\n\n/*\nRetrieve the value of the state text reference\n*/\nDetailsWidget.prototype.getStateFromReference = function() {\n var state = this.detailsStateTitle ? this.wiki.getTextReference(this.detailsStateTitle,\"\",this.getVariable(\"currentTiddler\")) : \"\";\n return state;\n};\n\n/*\nCheck all open signals, state fields/tiddlers get priority\n*/\nDetailsWidget.prototype.getOpenState = function() {\n\tvar result = \"\";\n\tif((this.detailsOpenDefault !== \"\" && this.detailsOpenDefault !== \"no\") \n\t || this.detailsState === \"open\") {\n\t\tresult = \"open\";\n\t } \n\tif(this.detailsStateTitle !==\"\" && this.detailsState !== \"open\") {\n\t\tresult = \"\";\n\t}\n\treturn result;\n};\n\n/*\nUpdate the state text reference after click event\n*/\nDetailsWidget.prototype.updateState = function(openState) {\n\tvar fieldValue = \"false\";\n\tvar currentTiddler = this.getVariable(\"currentTiddler\");\n // get the title for the (existing/new) tiddler\n\tvar tr = $tw.utils.parseTextReference(this.detailsStateTitle);\n\tvar tidTitle = tr.title || currentTiddler;\n // is it an existing state tiddler?\n\tvar isStateTiddler = (tr.title === this.detailsStateTitle);\n\tvar hasStateTiddler = this.wiki.tiddlerExists(tr.title);\n\tvar currentStateTiddler = (tr.title === currentTiddler);\n\tif(isStateTiddler || hasStateTiddler || (currentStateTiddler && tr.field !== \"text\")) { \n\t\t// Set the state field (but never overwrite the current tiddler’s text field\n\t\tthis.wiki.setText(tidTitle,tr.field,tr.index,openState);\n\t} else {\n\t\tif(!hasStateTiddler && tidTitle !== currentTiddler) {\n\t\t\tthis.createTiddler(tidTitle);\n\t\t\tthis.wiki.setText(tidTitle,tr.field,tr.index,openState);\n\t\t} else {\n\t\t\tconsole.log (\"Something went wrong in updateState\");\n\t\t}\n\t}\n};\n\n/*\nCreate a tiddler with a title only\n*/\nDetailsWidget.prototype.createTiddler = function(tidTitle) {\n\tthis.wiki.addTiddler(new $tw.Tiddler(\n\t\tthis.wiki.getCreationFields(),\n\t\tthis.wiki.getModificationFields(),\n\t\t{\n\t\t\ttitle: tidTitle,\n\t\t\ttags: []\n\t\t}\n\t));\n};\n\n/*\nSet openState according to click\n*/\nDetailsWidget.prototype.handleToggleEvent = function(event) {\n\t// check if an open attribute is present\n\tvar newState = this.detailsDomNode.open ? \"\" : \"open\";\n\t// update only, if the node has a new state\n\tif(newState !== this.detailsState) {\n\t\tthis.updateState(newState);\n\t}\n};\n\n/*\nCompute the internal state of the widget\n*/\nDetailsWidget.prototype.execute = function() {\n\t// Get the parameters from the attributes \n\tvar tryTiddler = this.getAttribute(\"tiddler\");\n\tthis.myTiddler = this.wiki.getTiddler(tryTiddler);\n\tthis.summaryTitle = this.myTiddler ? tryTiddler : \"Tiddler not found\";\n\tthis.summaryField = this.getAttribute(\"field\",\"\");\n\tthis.detailsSummary = this.getAttribute(\"summary\") || this.getSummary();\n\tthis.detailsStateTitle = this.getAttribute(\"state\",\"\");\n\tthis.detailsState = this.getStateFromReference();\n\tthis.detailsOpenDefault = this.getAttribute(\"open\",\"\");\n\tthis.detailsOpen = this.getOpenState();\n\tthis.detailsClass = this.getAttribute(\"class\",\"\");\n\t// Construct the child widgets\n\tthis.makeChildWidgets();\n};\n\n/*\nSelectively refreshes the widget if needed. Returns true if the widget or any of its children needed re-rendering\n*/\nDetailsWidget.prototype.refresh = function(changedTiddlers) {\n\tvar changedAttributes = this.computeAttributes();\n\tif(changedAttributes.tiddler || changedAttributes.field || changedAttributes.summary || changedAttributes.state || changedAttributes.open || changedAttributes[\"class\"]) {\n\t\tthis.refreshSelf();\n\t\treturn true;\n\t} else {\n\t\tvar refreshed = false;\n\t\tvar testState = this.getStateFromReference();\n\t\tif(testState !== this.detailsState) {\n\t\t\t// state change\n\t\t\tthis.refreshSelf();\n\t\t\trefreshed = true;\n\t\t} \n\t\treturn this.refreshChildren(changedTiddlers) || refreshed;\n\t}\n};\n\nexports.details = DetailsWidget;\n\n})();",
"type": "application/javascript",
"title": "$:/plugins/telmiger/details/details.js",
"tags": "Plugins",
"module-type": "widget",
"modifier": "Thomas Elmiger",
"modified": "20180929212032187",
"creator": "Thomas Elmiger",
"created": "20170124173619910"
},
"$:/plugins/telmiger/details/icon": {
"created": "20170205205314072",
"text": "<svg class=\"tc-image-button telmiger-icon\" viewBox=\"0 0 128 128\" xmlns=\"http://www.w3.org/2000/svg\" fill-rule=\"evenodd\" viewBox=\"0 0 128 128\" role=\"img\" aria-labelledby=\"title\"><title id=\"title\">T</title><path class=\"circle\" d=\"M64 2C30 2 2 29.753 2 64c0 34.235 27.753 62 62 62s62-27.752 62-62C126 29.753 98.221 2 64 2z\"/><path class=\"t\" d=\"M100.41 63.254c-2.886 1.92-7.544 2.883-13.979 2.883h-8.008c-4.246 0-7.331.845-9.254 2.536-1.922 1.69-3.449 5.086-4.576 10.19 0 0-.181 1.481-.503 1.481s-.369-.877-.518-1.586a37.897 37.897 0 0 0-.721-2.754c-.631-2.137-1.262-3.753-1.894-4.847-.764-1.359-1.727-2.452-2.889-3.28-1.162-.83-2.49-1.326-3.985-1.492l-2.092-.248H41.73c-6.144 0-10.711-.962-13.7-2.884-4.976-3.159-7.649-9.129-8.02-17.91-.03-.706.003-1.351.132-2.171h.585c.399 3.975 3.679 7.048 6.086 9.219 2.408 2.172 6.269 3.258 11.581 3.258h9.313c5.347 0 9.257 1.226 11.731 3.68 2.231 2.213 3.701 5.68 4.406 10.4.076.511.03.736.178.736.149 0 .11-.256.17-.783.713-6.122 3.085-10.219 7.117-12.294 2.487-1.292 6.434-1.906 11.841-1.839l6.368.1c4.311.066 7.942-.788 10.893-2.56 2.953-1.773 6.447-5.079 6.844-9.917h.595c.183.478.16 1.576.127 2.333-.371 8.752-2.894 14.668-7.567 17.749z\"/></svg>\n<style>\n.telmiger-icon .circle { fill: #e2001a }\n.telmiger-icon .t { fill: #fff }\n</style>",
"title": "$:/plugins/telmiger/details/icon",
"tags": "",
"modified": "20171219183752113"
},
"$:/plugins/telmiger/details/license": {
"text": "!! Plugin license\n!!!The MIT License (MIT)\n\n```\nCopyright © 2017/2018 Thomas Elmiger – thomas-elmiger.ch\n\nPermission is hereby granted, free of charge, to any person obtaining a copy of this software and associated documentation files (the “Software”), to deal in the Software without restriction, including without limitation the rights to use, copy, modify, merge, publish, distribute, sublicense, and/or sell copies of the Software, and to permit persons to whom the Software is furnished to do so, subject to the following conditions:\n\nThe above copyright notice and this permission notice shall be included in all copies or substantial portions of the Software.\n\nTHE SOFTWARE IS PROVIDED “AS IS”, WITHOUT WARRANTY OF ANY KIND, EXPRESS OR IMPLIED, INCLUDING BUT NOT LIMITED TO THE WARRANTIES OF MERCHANTABILITY, FITNESS FOR A PARTICULAR PURPOSE AND NONINFRINGEMENT. IN NO EVENT SHALL THE AUTHORS OR COPYRIGHT HOLDERS BE LIABLE FOR ANY CLAIM, DAMAGES OR OTHER LIABILITY, WHETHER IN AN ACTION OF CONTRACT, TORT OR OTHERWISE, ARISING FROM, OUT OF OR IN CONNECTION WITH THE SOFTWARE OR THE USE OR OTHER DEALINGS IN THE SOFTWARE.\n```",
"title": "$:/plugins/telmiger/details/license",
"tags": "",
"modified": "20170205214435064",
"created": "20170205213335455"
},
"$:/plugins/telmiger/details/readme": {
"created": "20170205212323032",
"text": "! ~DetailsWidget\n\n{{$:/plugins/telmiger/details/about}}\n\nDocumentation can be found at http://tid.li/tw5/plugins.html#DetailsWidget\n",
"title": "$:/plugins/telmiger/details/readme",
"tags": "",
"modified": "20200603211110057"
},
"$:/plugins/telmiger/details/colours.css": {
"text": "/* details and summary colours */\n\ndetails {\n background-color: <<colour tiddler-info-tab-background>>;\n color: <<colour foreground>>;\n}\n\ndetails summary {\n background-color: <<colour dropdown-tab-background>>;\n}\n\ndetails.notification summary {\n background-color: <<colour notification-background>>;\n /* TW leaves color undefined/uses foreground */\n}\n\ndetails.warning summary {\n background-color: #ffbbaf;\n color: #000;\n}\n\ndetails.success summary {\n background-color: #88edc5;\n color: #000;\n}\n",
"title": "$:/plugins/telmiger/details/colours.css",
"tags": "$:/tags/Stylesheet",
"modifier": "Thomas Elmiger",
"modified": "20180926204140772",
"creator": "Thomas Elmiger",
"created": "20180925155320737"
},
"$:/plugins/telmiger/DetailsWidget/support": {
"created": "20200603204816640",
"text": "{{$:/plugins/telmiger/support}}",
"title": "$:/plugins/telmiger/DetailsWidget/support",
"tags": "",
"modified": "20200603204849180"
},
"$:/plugins/telmiger/support": {
"created": "20200604213259310",
"text": "!! Support the Author\n\n''Hi!'' I’m Thomas, the author of [[tid.li/tw5/plugins.html|https://tid.li/tw5/plugins.html]]. Feedback is always welcome, as well as funding for maintenance, support and new projects :)\n\n---\n\n!!! One Time Support\n\nIf using my plugins just makes you happy, consider a one time payment via ~PayPal to reward the effort:\n\nhttps://www.paypal.me/telmiger\n\n---\n\n!!! Permanent Support\n\nIf my tools make you more productive or save you time in your job or your everyday life, you can support me as a Patron: \n\nhttps://www.patreon.com/telmiger\n\n---\n\n!!! Thank You\n\nSubstantial parts of my availabe time go to the deveopment of useful plugins for [[TiddlyWiki|https://tiddlywiki.com/]]. – Many others do the same and I would like to thank them all, especially [[Jeremy Ruston|https://tiddlywiki.com/#JeremyRuston]] and all the active members of the community!\n\n//Hereby I promise to share future revenues (if any) with other developers who’s works I use or who inspired me.//\n\nIf you like my work, I would be very happy to hear from you.\n\n''Thank you very much for your support!''<br>\n//Thomas//\n\nhttps://thomas-elmiger.ch",
"title": "$:/plugins/telmiger/support",
"tags": "",
"modifier": "Thomas Elmiger",
"modified": "20200604213305050",
"creator": "Thomas Elmiger"
},
"$:/plugins/telmiger/details/about": {
"created": "20200603211101398",
"modified": "20200603211101398",
"title": "$:/plugins/telmiger/details/about",
"text": "Create HTML 5 `<details>` elements including a `<summary>` using this widget.\n\n<$details summary=\"The details element – W3C definition\">\n\n<<<\nThe [[details|http://w3c.github.io/html/interactive-elements.html#elementdef-details]] element represents a disclosure widget from which the user can obtain additional information or controls.\n<<< W3C\n\n</$details>\n\n<$details summary=\"Code example\" open=\"no\">\n\n```\n<$details summary=\"This should be open\" open=\"yes\">\n\nContent will be immediately visible if open is set to \"yes\".\n\n</$details>\n```\n\n</$details>",
"tags": ""
}
}
}
/* details and summary colours */
details {
background-color: <<colour tiddler-info-tab-background>>;
color: <<colour foreground>>;
}
details summary {
background-color: <<colour dropdown-tab-background>>;
}
details.notification summary {
background-color: <<colour notification-background>>;
/* TW leaves color undefined/uses foreground */
}
details.warning summary {
background-color: #ffbbaf;
color: #000;
}
details.success summary {
background-color: #88edc5;
color: #000;
}
Kortsvarsoppgaver for medisinstudiet ved NTNU
\import [[$:/core/ui/PageMacros]] [all[shadows+tiddlers]tag[$:/tags/Macro]!has[draft.of]]
\rules only filteredtranscludeinline transcludeinline macrocallinline
<div class="tc-remove-when-wiki-loaded">
<style scoped>
.tc-splash-text {
font-family: -apple-system, BlinkMacSystemFont, "Segoe UI", Helvetica, Arial, sans-serif, "Apple Color Emoji", "Segoe UI Emoji", "Segoe UI Symbol";
font-size: 16px;
text-rendering: optimizeLegibility;
-webkit-font-smoothing: antialiased;
margin: 20px auto 0;
width: 200px;
text-align: center;
color: <<colour foreground>>;
fill: <<colour foreground>>;
}
html body.tc-body {
background: <<colour page-background>>;
}
.line-wrapper {
width: 100%;
height: 80vh;
display: flex;
flex-direction: column;
justify-content: center;
align-items: center;
}
.line {
width: 50px;
height: 1px;
background: <<colour muted-foreground>>;
-webkit-animation: line 2s infinite;
-moz-animation: line 2s infinite;
-o-animation: line 2s infinite;
animation: line 2s infinite;
}
@-webkit-keyframes line {
0% { width: 10px; }
50% { width: 200px; }
100% { width: 10px; }
}
@keyframes line {
0% { width: 10px; }
50% { width: 200px; }
100% { width: 10px; }
}
.linetwo {
width: 50px;
height: 1px;
background: <<colour muted-foreground>>;
-webkit-animation: linetwo 2s infinite;
-moz-animation: linetwo 2s infinite;
-o-animation: linetwo 2s infinite;
animation: linetwo 2s infinite;
margin: 5px 0;
}
@-webkit-keyframes linetwo {
0% { width: 5px; }
70% { width: 180px; }
100% { width: 5px; }
}
@keyframes linetwo {
0% { width: 5px; }
70% { width: 180px; }
100% { width: 5px; }
}
.linethree {
width: 50px;
height: 1px;
background: <<colour muted-foreground>>;
-webkit-animation: linethree 2s infinite;
-moz-animation: linethree 2s infinite;
-o-animation: linethree 2s infinite;
animation: linethree 2s infinite;
margin: linethree 0;
}
@-webkit-keyframes linethree {
0% { width: 0; }
80% { width: 160px; }
100% { width: 0; }
}
@keyframes linethree {
0% { width: 0; }
80% { width: 160px; }
100% { width: 0; }
}
</style>
<div class="line-wrapper">
<div class="tc-splash-text">{{$:/SiteTitle}}</div>
<div class="line"></div>
<div class="linetwo"></div>
<div class="linethree"></div>
</div>
</div>
$:/core/ui/AdvancedSearch/Standard
$:/core/ui/AdvancedSearch/Filter
$:/core/ui/ControlPanel/Toolbars
$:/core/ui/ControlPanel/Plugins/Installed/Themes
$:/core/ui/TiddlerInfo/References
$:/core/ui/ControlPanel/Plugins
$:/core/ui/TiddlerInfo/Advanced
$:/core/ui/MoreSideBar/System
<$list filter='[all[current]title[Velg stadium]]'>
[data-tiddler-title='{{!!title}}'] {
background-image: url(https://image.forskning.no/131618.webp?imageId=131618&width=2116&height=1208&format=webp);
background-position: center;
background-repeat: no-repeat;
background-size: cover;
}
.stageMenuItem {
background-color: #B23CFD40 !important;
}
</$list>
.oppgave {
background-image: linear-gradient(rgba(0, 0, 0, 0.7), rgba(0, 0, 0, 0.7)), url(https://image.forskning.no/131618.webp?imageId=131618&width=2116&height=1208&format=webp);
background-position: center;
background-repeat: no-repeat;
background-size: cover;
}
{
"tiddlers": {
"$:/info/browser": {
"title": "$:/info/browser",
"text": "yes"
},
"$:/info/node": {
"title": "$:/info/node",
"text": "no"
},
"$:/info/url/full": {
"title": "$:/info/url/full",
"text": "https://ununderstandable.com/kortsvar/"
},
"$:/info/url/host": {
"title": "$:/info/url/host",
"text": "ununderstandable.com"
},
"$:/info/url/hostname": {
"title": "$:/info/url/hostname",
"text": "ununderstandable.com"
},
"$:/info/url/protocol": {
"title": "$:/info/url/protocol",
"text": "https:"
},
"$:/info/url/port": {
"title": "$:/info/url/port",
"text": ""
},
"$:/info/url/pathname": {
"title": "$:/info/url/pathname",
"text": "/kortsvar/"
},
"$:/info/url/search": {
"title": "$:/info/url/search",
"text": ""
},
"$:/info/url/origin": {
"title": "$:/info/url/origin",
"text": "https://ununderstandable.com"
},
"$:/info/browser/screen/width": {
"title": "$:/info/browser/screen/width",
"text": "1280"
},
"$:/info/browser/screen/height": {
"title": "$:/info/browser/screen/height",
"text": "800"
},
"$:/info/browser/language": {
"title": "$:/info/browser/language",
"text": "nb-NO"
}
}
}
{
"tiddlers": {
"$:/themes/jd/Mono/TopBarSegments/search": {
"created": "20190130163600391",
"creator": "jd",
"text": "\\define NewTidActions(searcharea)\n<$action-createtiddler $basetitle={{$searcharea$}} $savetitle=\"$:/temp/NewTidTitle\"/>\n<$action-sendmessage $message=\"tm-edit-tiddler\" $param={{$:/temp/NewTidTitle}}/>\n<$action-deletetiddler $tiddler=\"$:/temp/NewTidTitle\"/>\n<$action-setfield $tiddler=\"$searcharea$\" text=\"\"/>\n\\end\n\\define searchbar()\n<$list variable=\"stateCheck\" filter=\"[[$:/config/TopRightBar/$:/themes/jd/Mono/TopBarSegments/search]!text[hide]]\">\n<div class=\"tc-sidebar-lists\">\n\n<$set name=\"searchTiddler\" value=\"$:/temp/advancedsearch\">\n<$keyboard class=\"tc-search\" tag=\"div\" key=\"enter\" actions=<<NewTidActions \"$:/temp/advancedsearch\">>>\n<$edit-text tiddler=\"$:/temp/advancedsearch\" type=\"search\" tag=\"input\" focus={{$:/config/Search/AutoFocus}} focusPopup=<<qualify \"$:/state/popup/search-dropdown\">> class=\"tc-popup-handle\" default=\"\" placeholder=\"search, [enter] to create\"/>\n<$reveal state=\"$:/temp/advancedsearch\" type=\"nomatch\" text=\"\">\n<$button tooltip=\"Create new tiddler with this title\" class=\"tc-btn-invisible\" actions=<<NewTidActions \"$:/temp/advancedsearch\">>>\n{{$:/core/images/new-button}}\n</$button>\n<$button class=\"tc-btn-invisible\">\n<$action-setfield $tiddler=\"$:/temp/advancedsearch\" text=\"\" />\n{{$:/core/images/close-button}}\n</$button>\n<$button popup=<<qualify \"$:/state/popup/search-dropdown\">> class=\"tc-btn-invisible\">\n{{$:/core/images/down-arrow}}\n</$button>\n<$list filter=\"[is[system]prefix[$:/state/searchtab]text[$:/core/ui/AdvancedSearch/Filter]limit[1]]\" variable=\"tabCheck\">\n<$list filter=\"[all[shadows+tiddlers]tag[$:/tags/AdvancedSearch/FilterButton]!has[draft.of]]-$:/core/ui/AdvancedSearch/Filter/FilterButtons/clear\"><$transclude/></$list></$list>\n</$reveal>\n</$keyboard>\n\n<$reveal tag=\"div\" class=\"tc-block-dropdown-wrapper\" state=\"$:/temp/advancedsearch\" type=\"nomatch\" text=\"\">\n\n<$reveal tag=\"div\" class=\"tc-block-dropdown tc-search-drop-down tc-popup-handle\" state=<<qualify \"$:/state/popup/search-dropdown\">> type=\"nomatch\" text=\"\" default=\"\">\n\n<style>.tc-block-dropdown.tc-search-drop-down { display: flex; }</style>\n<<tabs \"[all[shadows+tiddlers]tag[$:/tags/AdvancedSearch]!has[draft.of]]\" \"$:/core/ui/AdvancedSearch/System\" \"$:/state/searchtab\">>\n\n</$reveal>\n\n</$reveal>\n\n</$set>\n\n</div>\n\n</$list>\n\n\\end\n\n<div class=\"mobile-only\">\n\n<$list filter=\"[[$:/state/searchbar]text[show]]\">\n\n<<searchbar>>\n\n</$list>\n\n</div>\n\n<div class=\"desktop-only\">\n\n<<searchbar>>\n\n</div>\n",
"title": "$:/themes/jd/Mono/TopBarSegments/search",
"tags": "$:/tags/TopRightBar",
"modifier": "jd",
"modified": "20190203083032524"
},
"$:/themes/jd/Mono/TopBarSegments/buttons": {
"created": "20190201105717721",
"creator": "jd",
"text": "<div class=\"tc-page-controls\">\n\n<$set name=\"tv-config-toolbar-class\" filter=\"[<tv-config-toolbar-class>] [<listItem>encodeuricomponent[]addprefix[tc-btn-]]\">\n\n<$list filter=\"[enlist{$:/themes/jd/Mono/Database!!list}] +[!has[draft.of]]\" variable=\"listItem\">\n\n<$transclude tiddler=<<listItem>> mode=\"inline\"/>\n\n</$list>\n\n</$set>\n\n</div>\n",
"title": "$:/themes/jd/Mono/TopBarSegments/buttons",
"tags": "$:/tags/TopLeftBar",
"modifier": "jd",
"modified": "20190203014153431"
},
"$:/themes/jd/Mono/Stylesheet": {
"created": "20190130145325995",
"creator": "jd",
"text": "\\define bkrpnt() {{$:/themes/tiddlywiki/vanilla/metrics/sidebarbreakpoint}}\n\\define sidebar() {{$:/themes/tiddlywiki/vanilla/metrics/sidebarwidth}}\n\\define fontsize() {{$:/themes/tiddlywiki/vanilla/metrics/fontsize}}\n\n\n\n/* MAIN */\n\n@media (min-width: <<bkrpnt>>) {\n.tc-sidebar-scrollable {\n position: fixed;\n top: {{$:/themes/jd/Mono/Database##header-position-desktop}};\n left: 0;\n bottom: 0;\n right: unset;\n width: <<sidebar>>;\n margin: 0;\n padding: 0 2em 2em 2em;\n}\n.tc-story-river {\n width: calc(100% - <<sidebar>>);\n padding: 0 2em 4em 2em;\n}\n<$list filter=\"[[$:/view]!text[zoomin]]\">\n.tc-story-river { top: 0.25em; }\n</$list>\n<$list filter=\"[[$:/view]text[zoomin]]\">\n.tc-story-river {\n top: calc({{$:/themes/jd/Mono/Database##header-position-desktop}} + 0.25em);\n}\n</$list>\n<$list filter=\"[[$:/state/sidebar]!text[no]]\" variable=\"stateCheck\">\n.tc-story-river {\n left: <<sidebar>>;\n right: 0;\n}\n</$list>\n<$list filter=\"[[$:/state/sidebar]text[no]]\" variable=\"stateCheck\">\n.tc-story-river {\n left: calc(<<sidebar>> / 2);\n right: calc(<<sidebar>> / 2);\n}\n</$list>\n.tc-tiddler-frame {\n margin: 0 0 2em 0;\n width: 100%;\n border-radius: 1px;\n <<box-shadow \"2px 2px 5px rgba(0, 0, 0, 0.15)\">>\n}\n.tc-storyview-zoomin-tiddler {\n width: calc(100% - 4em) !important;\n}\n}\n\n@media (max-width: <<bkrpnt>>) {\n.tc-sidebar-scrollable { padding: 0 1em 2em 1em; }\n.tc-sidebar-header { padding: 0; }\n.tc-tiddler-frame { margin-bottom: 2px !important; }\n}\n\n<$list filter=\"[[$:/state/sidebar]!text[no]]\" variable=\"stateCheck\">\n@media (max-width: <<bkrpnt>>) {\n.tc-story-river { display: none; }\n}\n</$list>\n\n<$list filter=\"[[$:/state/sidebar]text[no]]\" variable=\"stateCheck\">\n@media (max-width: <<bkrpnt>>) {\n.tc-sidebar-scrollable { padding-top: 0; padding-bottom: 0; }\n}\n</$list>\n\n<$list filter=\"[[$:/themes/tiddlywiki/vanilla/options/stickytitles]text[yes]]\" variable=\"stateCheck\">\n@media (min-width: <<bkrpnt>>) {\n.tc-tiddler-title {\n top: calc({{$:/themes/jd/Mono/Database##header-position-desktop}} - .25em);\n}\n}\n\n.tc-titlebar {\n line-height: 0;\n}\n\n@media (max-width: <<bkrpnt>>) {\n<$list filter=\"[[$:/state/searchbar]text[show]]\">\n.tc-tiddler-edit-frame .tc-tiddler-title {\n top: {{$:/themes/jd/Mono/Database##header-position-mobile-yes-searchbar}};\n}\n.tc-tiddler-view-frame .tc-tiddler-title {\n top: {{$:/themes/jd/Mono/Database##header-position-mobile-yes-searchbar}};\n}\n</$list>\n<$list filter=\"[[$:/state/searchbar]!text[show]]\">\n.tc-tiddler-title {\n top: {{$:/themes/jd/Mono/Database##header-position-mobile-no-searchbar}};\n}\n</$list>\n}\n</$list>\n\n.tc-sidebar-scrollable .tc-tab-buttons,\n.tc-topbar .tc-page-controls button,\n.tc-topbar .tc-search button {\n padding: 0;\n}\n\n/* TOPBAR */\n\n<$list filter=\"[[$:/view]!text[zoomin]]\">\n<$list filter=\"[[$:/config/topbar/sticky]!text[no]]\">\n.tc-topbar { position: sticky; }\n@media (max-width: <<bkrpnt>>) { \n.tc-story-river { margin-top: -2.5em; }\n}\n</$list>\n<$list filter=\"[[$:/config/topbar/sticky]text[no]]\">\n.tc-topbar { position: fixed; }\n@media (min-width: <<bkrpnt>>) { \n.tc-topbar { height: 56px; }\n.tc-story-river { margin-top: 56px; }\n}\n<$list filter=\"[[$:/state/searchbar]!text[hide]]\">\n@media (max-width: <<bkrpnt>>) { \n.tc-topbar { height: 94px; }\n.tc-story-river { margin-top: calc(48px + 1em); }\n}\n</$list>\n<$list filter=\"[[$:/state/searchbar]text[hide]]\">\n@media (max-width: <<bkrpnt>>) { \n.tc-topbar { height: 48px; }\n.tc-story-river { margin-top: 1em; }\n}\n</$list>\n</$list>\n</$list>\n\n<$list filter=\"[[$:/view]text[zoomin]]\">\n.tc-topbar { position: fixed; }\n</$list>\n\n.tc-topbar {\n top: 0;\n width: 100%;\n display: flex;\n flex-wrap: wrap;\n align-items: center;\n justify-content: space-between;\n padding: 0.25em 1em;\n background: <<colour page-background>>;\n z-index: 900;\n}\n\n@media (min-width: <<bkrpnt>>) {\n.tc-topbar {\n padding: 1em 2em;\n max-height: {{$:/themes/jd/Mono/Database##header-position-desktop}};\n}\n}\n\n@media (max-width: <<bkrpnt>>) {\n.tc-topbar > * {\n width: 100%;\n}\n.tc-topbar .tc-topbar-left {\n padding: 0.75em 0;\n}\n.tc-topbar .tc-topbar-right .tc-search {\n margin-bottom: 0.5em;\n}\n.tc-topbar-right {\n font-size: 1.25em !important;\n}\n.tc-topbar .tc-page-controls {\n justify-content: space-between;\n width: 100%;\n}\n}\n\n.tc-topbar .tc-page-controls,\n.tc-topbar .tc-search {\n display: flex;\n align-items: center;\n}\n\n/* TOPBAR SEARCH */\n\n.tc-topbar .tc-search {\n border: 1px solid <<colour table-border>>;\n background: <<colour page-background>>;\n border-radius: 0;\n padding: 0.25em;\n}\n.tc-topbar .tc-search input {\n border: none;\n background: transparent;\n width: 100%;\n}\n.tc-topbar .tc-search .tc-reveal {\n display: flex;\n}\n\n/* controls */\n\n.tc-topbar .tc-page-controls {\n margin: 0;\n}\n.tc-topbar .tc-page-controls button > span,\n.tc-topbar .tc-page-controls button {\n display: flex;\n align-items: center;\n justify-content: center;\n}\n\n/* DROPDOWNS */\n\n.tc-drop-down,\n.tc-block-dropdown {\n <<box-shadow \"2px 2px 5px rgba(0, 0, 0, 0.25)\">>\n border-radius: 1px;\n}\n\n@media (max-width: <<bkrpnt>>) {\n\n.tc-search .tc-drop-down,\n.tc-search .tc-block-dropdown,\n.tc-page-controls .tc-drop-down,\n.tc-page-controls .tc-block-dropdown {\n position:fixed;\n left:1em;\n min-width: calc(100% - 2em);\n max-width: calc(100% - 2em);\n max-height: calc(100% - 10em);\n overflow: auto;\n}\n\n.tc-drop-down,\n.tc-block-dropdown {\n max-height: 22em;\n overflow: auto;\n font-size: calc(<<fontsize>>*1.2) !important;\n font-weight: normal;\n line-height: 1.2;\n}\n}\n\n/* TOPBAR SEARCH DROPDOWN */\n\n.tc-block-dropdown.tc-search-drop-down {\n padding: 0.5em;\n}\n\n.tc-block-dropdown.tc-search-drop-down .tc-tab-buttons {\n margin-bottom: -3px;\n padding-top: 0;\n}\n\n.tc-block-dropdown.tc-search-drop-down .tc-search-results { width: 100%; }\n\n.tc-block-dropdown.tc-search-drop-down .tc-search { display: none; }\n\n@media (min-width: <<bkrpnt>>) {\n.tc-block-dropdown.tc-search-drop-down {\n margin: 0 0 0 -24em;\n width: calc(100% + 24em);\n max-height: 42em;\n overflow: auto;\n}\n.tc-topbar-right .tc-search .tc-block-dropdown,\n.tc-topbar-right .tc-search .tc-drop-down {\n position: absolute;\n right: 0;\n}\n.tc-topbar-right .tc-search .tc-drop-down {\n padding: 1em;\n min-width: 10em;\n max-width: 10em;\n}\n}\n\n@media (max-width: <<bkrpnt>>) {\n.tc-block-dropdown.tc-search-drop-down {\n margin: 0;\n width: 100%;\n overflow: auto;\n}\n}\n\n/* TOPBAR SEARCH DROPDOWN FLEX */\n\n/* .tc-block-dropdown.tc-search-drop-down { display: flex; } on searchbar template under reveal */\n\n.tc-block-dropdown.tc-search-drop-down > p {\n display: flex;\n margin: 0;\n width: 100%;\n}\n\n.tc-block-dropdown.tc-search-drop-down > p >.tc-tab-set {\n display: flex;\n flex-direction: column;\n width: 100%;\n}\n\n.tc-block-dropdown.tc-search-drop-down > p >.tc-tab-set > .tc-tab-content {\n display: flex;\n flex: 1 1 auto;\n overflow: auto;\n margin-top: 0;\n}\n\n\n<$reveal type=\"match\" state=\"$:/state/styled-frames\" text=\"yes\" default=\"yes\">\n\n/* VIEW & EDIT FRAME */\n\n.tc-subtitle,\n.tc-tiddler-edit-frame input.tc-titlebar.tc-edit-texteditor,\n.tc-tiddler-view-frame .tc-titlebar h2.tc-title {\n font-family: monospace;\n}\n\n/* VIEW FRAME */\n\n.tc-tiddler-view-frame .tc-title {\n font-weight: bold;\n}\n\n.tc-tiddler-view-frame .tc-tiddler-title {\n font-size: 1.5em;\n margin: 0 -1em;\n padding: 0.25em 1em;\n}\n\n.tc-tiddler-view-frame .tc-titlebar {\n font-size: 1em;\n}\n\n.tc-tiddler-view-frame .tc-titlebar h2.tc-title {\n font-size: 0.75em;\n}\n\n.tc-tiddler-view-frame .tc-tiddler-controls {\n font-size: 1.5em;\n}\n\n.tc-tiddler-view-frame .tc-tiddler-controls,\n.tc-tiddler-view-frame .tc-tiddler-controls > span > button, \n.tc-tiddler-view-frame .tc-tiddler-controls > span > span > button, \n.tc-tiddler-view-frame .tc-tiddler-controls > span > span > span > button {\n display: flex;\n align-items: center;\n justify-content: center;\n}\n\n.tc-tiddler-view-frame .tc-tiddler-title-icon svg {\n max-height: 0.65em;\n}\n\n/* EDIT FRAME */\n\n.tc-tiddler-edit-frame .tc-tiddler-edit-title {\n color: transparent;\n line-height: 0;\n}\n\n.tc-tiddler-edit-frame input.tc-titlebar.tc-edit-texteditor {\n font-size: 1.2em; \n}\n\n.tc-tiddler-edit-frame .tc-message-box { margin: 0; }\n\n.tc-tiddler-edit-frame iframe.tc-edit-texteditor { margin-top: 0 !important; }\n\n.tc-tiddler-edit-frame .tc-editor-toolbar { background: <<colour tiddler-editor-border>>; }\n\n.tc-tiddler-edit-frame .tc-editor-toolbar .tc-btn-invisible { background: transparent; }\n\n.tc-tiddler-edit-frame .tc-editor-toolbar .tc-btn-invisible {\n transition: 200ms fill;\n fill: <<colour foreground>>;\n}\n\n.tc-tiddler-edit-frame .tc-editor-toolbar .tc-btn-invisible:hover {\n background: transparent;\n fill: <<colour primary>>;\n}\n\ninput::placeholder {\n font-size: 0.9em; \n}\n\n.tc-tiddler-edit-frame input.tc-titlebar.tc-edit-texteditor, \n.tc-tiddler-edit-frame .tc-edit-tags, \n.tc-tiddler-edit-frame .tc-edit-field-add-name input.tc-edit-texteditor, \n.tc-tiddler-edit-frame .tc-edit-field-add-value input.tc-edit-texteditor, \n.tc-tiddler-edit-frame input.tc-edit-typeeditor.tc-popup-handle, \n.tc-tiddler-edit-frame input.tc-edit-texteditor.tc-popup-handle {\n border: 1px solid <<colour background>>; \n border-bottom: 1px solid <<colour tiddler-editor-border>>;\n <<box-shadow \"none\">>\n} \n\n.tc-tiddler-edit-frame textarea { \n border: 1px solid <<colour tiddler-editor-border>>;\n <<box-shadow \"none\">>\n} \n\n.tc-tiddler-edit-frame textarea,\n.tc-tiddler-edit-frame iframe.tc-edit-texteditor {\n font-size: {{$:/themes/tiddlywiki/vanilla/metrics/bodyfontsize}};\n border: 1px solid <<colour background>>; \n <<box-shadow \"none\">>\n}\n\n.tc-tiddler-edit-frame input.tc-titlebar.tc-edit-texteditor {\n font-weight: bold;\n}\n\n.tc-tiddler-edit-frame .tc-type-selector {\n padding-bottom: 10px;\n border-bottom: 1px solid <<colour tiddler-editor-border>>;\n}\n\n</$reveal>\n\n\n/* TIMELINE */\n\n.jd-timeline-wrapper {\n position: relative;\n}\n@media (max-width: <<bkrpnt>>) {\n.jd-timeline-wrapper {\n padding: 0 1em;\n width: 100%;\n}\n}\n .jd-paperview-wrapper {\n display: flex;\n flex-wrap: wrap;\n margin: 0.25em 0;\n}\n.jd-paperview {\n position:relative;\n width: 31%;\n margin: 1%;\n overflow:hidden;\n border: 0.5px solid {{$:/themes/jd/Mono/Database##grid-item-border}};\n border-radius: 1px;\n <<box-shadow \"2px 2px 5px rgba(0, 0, 0, 0.09)\">>\n text-align: left;\n}\n@media (min-width: <<bkrpnt>>) {\n.jd-paperview { height: 26em; }\n}\n@media (max-width: <<bkrpnt>>) {\n.jd-paperview { height: 12em; }\n}\n.jd-paperview,\n.jd-paperview-end {\n background: {{$:/themes/jd/Mono/Database##grid-item-background}} !important;\n}\n.jd-paperview-end {\n position: absolute;\n bottom: 0;\n left:0;\n width: 100%;\n height: 5px;\n}\n.jd-paperview-internal {\n transform: scale(0.7);\n position: absolute;\n width: 110%;\n height: 100%;\n top: -5%;\n left: -5%;\n pointer-events: none;\n}\n.jd-paperview-wrapper .tc-menu-list-subitem { width: 100%; }\n\n@media (min-width: <<bkrpnt>>) {\n.jd-paperview-end {\n box-shadow: 0 0 10px 10px {{$:/themes/jd/Mono/Database##grid-item-background}};\n}\n}\n\n@media (max-width: <<bkrpnt>>) {\n.jd-paperview-end {\n box-shadow: 0 0 5px 5px {{$:/themes/jd/Mono/Database##grid-item-background}};\n}\n\n}\n.jd-paperview-date {\n padding: 0.1em 0;\n}\n.jd-paperview-date {\n position: sticky;\n z-index: 1;\n background: {{$:/themes/jd/Mono/Database##header-background}};\n box-shadow: 0 0 2px 2px {{$:/themes/jd/Mono/Database##header-background}};\n}\n\n@media (min-width: <<bkrpnt>>) {\n.jd-paperview-date {\n top: {{$:/themes/jd/Mono/Database##header-position-desktop}};\n}\n}\n\n@media (max-width: <<bkrpnt>>) {\n<$list filter=\"[[$:/state/searchbar]text[show]]\">\n.jd-paperview-date {\n top: {{$:/themes/jd/Mono/Database##header-position-mobile-yes-searchbar}};\n}\n</$list>\n<$list filter=\"[[$:/state/searchbar]!text[show]]\">\n.jd-paperview-date {\n top: {{$:/themes/jd/Mono/Database##header-position-mobile-no-searchbar}};\n}\n</$list>\n}\n\n\n/* MISC */\n\nhr {\n border: none;\n border-top: 1px solid <<colour table-border>>;\n height: 1px;\n}\n\n.tc-sidebar-scrollable .tc-tab-buttons,\n.tc-tiddler-frame .tc-tab-buttons {\n margin-bottom: -3px;\n}\n\n.tc-story-river .tc-tab-buttons.tc-vertical button {\n border-top: 1px solid <<colour tab-border>>;\n border-left: 1px solid <<colour tab-border>>;\n border-bottom: 1px solid <<colour tab-border>>;\n border-right: 1px solid transparent;\n}\n\n.tc-story-river .tc-tab-buttons.tc-vertical .tc-tab-selected {\n border-top: 1px solid <<colour tab-border-selected>>;\n border-left: 1px solid <<colour tab-border-selected>>;\n border-bottom: 1px solid <<colour tab-border-selected>>;\n border-right: 1px solid transparent;\n}\n\n.tc-sidebar-lists .tc-tab-set .tc-tab-divider {\n border-top: none;\n height: 1px;\n background-image: linear-gradient(left, <<colour sidebar-tab-divider>> 20%, transparent 100%);\n background-image: -o-linear-gradient(left, <<colour sidebar-tab-divider>> 20%, transparent 100%);\n background-image: -moz-linear-gradient(left, <<colour sidebar-tab-divider>> 20%, transparent 100%);\n background-image: -webkit-linear-gradient(left, <<colour sidebar-tab-divider>> 20%, transparent 100%);\n background-image: -ms-linear-gradient(left, <<colour sidebar-tab-divider>> 20%, transparent 100%);\n}\n\n/* SIDEBAR MORE TAB BUTTONS */\n\n.tc-more-sidebar .tc-tab-buttons.tc-vertical {\n margin-top: 1em;\n}\n\n.tc-more-sidebar .tc-tab-buttons.tc-vertical > button {\n margin-bottom: -1px;\n border-top: 1px solid <<colour sidebar-tab-border>>;\n border-right: 1px solid transparent;\n border-bottom: 1px solid <<colour sidebar-tab-border>>;\n border-left: 1px solid <<colour sidebar-tab-border>>;\n}\n\n.tc-more-sidebar .tc-tab-buttons.tc-vertical > button.tc-tab-selected {\n border-top: 1px solid <<colour sidebar-tab-border-selected>>;\n border-right: 1px solid transparent;\n border-bottom: 1px solid <<colour sidebar-tab-border-selected>>;\n border-left: 1px solid <<colour sidebar-tab-border-selected>>;\n}\n\n.tc-more-sidebar .tc-tab-content.tc-vertical {\n margin-left: 1px;\n}\n\nul, li {\n white-space: nowrap; \n overflow: hidden;\n text-overflow: ellipsis;\n}\n\n.tc-menu-list-item {\n padding-left: 5px;\n text-indent: -5px;\n white-space: normal !important;\n word-wrap: break-word !important;\n -webkit-word-break: break-all !important;\n -moz-word-break: break-all !important;\n -ms-word-break: break-all !important;\n -o-word-break: break-all !important;\n word-break: break-all !important;\n}\n\nbutton, input { outline: none; }\n\nbutton, input:not([type]) {\n border-radius: 2px;\n}\n\ninput:not([type]) {\n border: 1px solid <<colour tiddler-editor-border>>;\n padding: 2px 4px;\n margin: 2px;\n}\n\nbutton {\n border: 1px solid <<colour button-border>>;\n padding: 6px 16px;\n margin: 2px;\n}\n\n@media (max-width: <<bkrpnt>>) {\n.desktop-only {\n display: none !important; pointer-events: none;\n}\n}\n\n@media (min-width: <<bkrpnt>>) {\n.mobile-only {\n display: none !important; pointer-events: none;\n}\n}\n\n.tc-topbar.tc-topbar-left,\n.tc-topbar.tc-topbar-right {\n display: none; pointer-events: none;\n}\n\n.tc-dropzone > p,\n.tc-topbar p,\n.tc-sidebar-lists-template > p,\n.tc-topbar .tc-sidebar-lists > p { margin: 0; }\n\n@media (min-width: <<bkrpnt>>) {\ndiv::-webkit-scrollbar { background: rgba(0, 0, 0, 0.12); }\ndiv::-webkit-scrollbar-thumb { background: rgba(0, 0, 0, 0.12); }\n}\n\n.tc-notification {\n <<box-shadow \"2px 2px 5px rgba(0, 0, 0, 0.45)\">>\n border-radius: 1px;\n}",
"title": "$:/themes/jd/Mono/Stylesheet",
"tags": "$:/tags/Stylesheet",
"modifier": "jd",
"modified": "20190205153021408"
},
"$:/themes/jd/Mono/Palette/SpartanNight": {
"created": "20180624055725870",
"creator": "jd",
"text": "alert-background: <<colour background>>\nalert-border: <<colour very-muted-foreground>>\nalert-highlight: <<colour very-muted-foreground>>\nalert-muted-foreground: <<colour muted-foreground>>\nbackground: #303030\nblockquote-bar: <<colour page-background>>\nbutton-background: transparent\nbutton-foreground: inherent\nbutton-border: <<colour tag-background>>\ncode-background: <<colour pre-background>>\ncode-border: <<colour pre-border>>\ncode-foreground: rgba(255, 255, 255, 0.54)\ndirty-indicator: #c80000\ndownload-background: <<colour primary>>\ndownload-foreground: <<colour foreground>>\ndragger-background: <<colour foreground>>\ndragger-foreground: <<colour background>>\ndropdown-background: #424242\ndropdown-border: <<colour dropdown-background>>\ndropdown-tab-background-selected: <<colour dropdown-background>>\ndropdown-tab-background: #050505\ndropzone-background: <<colour tag-background>>\nexternal-link-background-hover: transparent\nexternal-link-background-visited: transparent\nexternal-link-background: transparent\nexternal-link-foreground-hover: \nexternal-link-foreground-visited: #7c318c\nexternal-link-foreground: #9e3eb3\nforeground: rgba(255, 255, 255, 0.7)\nmessage-background: <<colour background>>\nmessage-border: <<colour very-muted-foreground>>\nmessage-foreground: rgba(255, 255, 255, 0.54)\nmodal-backdrop: <<colour page-background>>\nmodal-background: <<colour background>>\nmodal-border: <<colour very-muted-foreground>>\nmodal-footer-background: <<colour background>>\nmodal-footer-border: <<colour background>>\nmodal-header-border: <<colour very-muted-foreground>>\nmuted-foreground: rgba(255, 255, 255, 0.54)\nnotification-background: <<colour dropdown-background>>\nnotification-border: <<colour dropdown-background>>\npage-background: #212121\npre-background: #2a2a2a\npre-border: transparent\nprimary: white\nsidebar-button-foreground: <<colour foreground>>\nsidebar-controls-foreground-hover: #494949\nsidebar-controls-foreground: #5d5d5d\nsidebar-foreground-shadow: transparent\nsidebar-foreground: rgba(255, 255, 255, 0.54)\nsidebar-muted-foreground-hover: rgba(255, 255, 255, 0.54)\nsidebar-muted-foreground: rgba(255, 255, 255, 0.38)\nsidebar-tab-background-selected: <<colour page-background>>\nsidebar-tab-background: transparent\nsidebar-tab-border-selected: <<colour table-border>>\nsidebar-tab-border: <<colour sidebar-tab-border-selected>>\nsidebar-tab-divider: <<colour table-border>>\nsidebar-tab-foreground-selected: rgba(255, 255, 255, 0.87)\nsidebar-tab-foreground: rgba(255, 255, 255, 0.54)\nsidebar-tiddler-link-foreground-hover: rgba(255, 255, 255, 0.7)\nsidebar-tiddler-link-foreground: rgba(255, 255, 255, 0.54)\nsite-title-foreground: rgba(255, 255, 255, 0.7)\nstatic-alert-foreground: #aaaaaa\ntab-background-selected: <<colour background>>\ntab-background: transparent\ntab-border-selected: <<colour table-border>>\ntab-border: <<colour tab-border-selected>>\ntab-divider: <<colour table-border>>\ntab-foreground-selected: rgba(255, 255, 255, 0.87)\ntab-foreground: rgba(255, 255, 255, 0.54)\ntable-border: #3a3a3a\ntable-footer-background: <<colour tiddler-editor-fields-odd>>\ntable-header-background: <<colour tiddler-editor-fields-even>>\ntag-background: #ec6\ntag-foreground: <<colour button-foreground>>\ntiddler-background: <<colour background>>\ntiddler-border: rgb(55,55,55)\ntiddler-controls-foreground-hover: <<colour sidebar-controls-foreground-hover>>\ntiddler-controls-foreground-selected: <<colour sidebar-controls-foreground-hover>>\ntiddler-controls-foreground: <<colour sidebar-controls-foreground>>\ntiddler-editor-background: transparent\ntiddler-editor-border-image: \ntiddler-editor-border: rgba(255, 255, 255, 0.08)\ntiddler-editor-fields-even: rgba(255, 255, 255, 0.1)\ntiddler-editor-fields-odd: rgba(255, 255, 255, 0.04)\ntiddler-info-background: #454545\ntiddler-info-border: #454545\ntiddler-info-tab-background: <<colour tiddler-editor-fields-odd>>\ntiddler-link-background: <<colour background>>\ntiddler-link-foreground: <<colour primary>>\ntiddler-subtitle-foreground: <<colour muted-foreground>>\ntiddler-title-foreground: #FFFFFF\ntoolbar-new-button: \ntoolbar-options-button: \ntoolbar-save-button: \ntoolbar-info-button: \ntoolbar-edit-button: \ntoolbar-close-button: \ntoolbar-delete-button: \ntoolbar-cancel-button: \ntoolbar-done-button: \nuntagged-background: <<colour very-muted-foreground>>\nvery-muted-foreground: rgba(255, 255, 255, 0.12)",
"type": "application/x-tiddler-dictionary",
"title": "$:/themes/jd/Mono/Palette/SpartanNight",
"tags": "$:/tags/Palette",
"revision": "16-bb276562b7c93c8ace69907892d92eed",
"name": "Spartan Night",
"modifier": "jd",
"modified": "20190202100758570",
"description": "Spartan night colors",
"caption": "Spartan Night"
},
"$:/themes/jd/Mono/Palette/SpartanDay": {
"created": "20180624055639361",
"creator": "jd",
"text": "alert-background: <<colour background>>\nalert-border: <<colour very-muted-foreground>>\nalert-highlight: <<colour very-muted-foreground>>\nalert-muted-foreground: <<colour muted-foreground>>\nbackground: #FAFAFA\nblockquote-bar: <<colour page-background>>\nbutton-background: transparent\nbutton-foreground: inherit\nbutton-border: <<colour tag-background>>\ncode-background: #ececec\ncode-border: #ececec\ncode-foreground: rgba(0, 0, 0, 0.54)\ndirty-indicator: #c80000\ndownload-background: <<colour primary>>\ndownload-foreground: <<colour background>>\ndragger-background: <<colour foreground>>\ndragger-foreground: <<colour background>>\ndropdown-background: #FFFFFF\ndropdown-border: <<colour dropdown-background>>\ndropdown-tab-background-selected: <<colour dropdown-background>>\ndropdown-tab-background: #F5F5F5\ndropzone-background: <<colour tag-background>>\nexternal-link-background-hover: transparent\nexternal-link-background-visited: transparent\nexternal-link-background: transparent\nexternal-link-foreground-hover: \nexternal-link-foreground-visited: \nexternal-link-foreground: \nforeground: rgba(0, 0, 0, 0.87)\nmessage-background: <<colour background>>\nmessage-border: <<colour very-muted-foreground>>\nmessage-foreground: rgba(0, 0, 0, 0.54)\nmodal-backdrop: <<colour foreground>>\nmodal-background: <<colour background>>\nmodal-border: <<colour very-muted-foreground>>\nmodal-footer-background: <<colour background>>\nmodal-footer-border: <<colour very-muted-foreground>>\nmodal-header-border: <<colour very-muted-foreground>>\nmuted-foreground: rgba(0, 0, 0, 0.54)\nnotification-background: <<colour dropdown-background>>\nnotification-border: <<colour dropdown-background>>\npage-background: #f4f4f4\npre-background: #ececec\npre-border: #ececec\nprimary: #3949ab\nsidebar-button-foreground: <<colour foreground>>\nsidebar-controls-foreground-hover: #aeaeae\nsidebar-controls-foreground: #c6c6c6\nsidebar-foreground-shadow: transparent\nsidebar-foreground: rgba(0, 0, 0, 0.54)\nsidebar-muted-foreground-hover: rgba(0, 0, 0, 0.54)\nsidebar-muted-foreground: rgba(0, 0, 0, 0.38)\nsidebar-tab-background-selected: <<colour page-background>>\nsidebar-tab-background: transparent\nsidebar-tab-border-selected: <<colour table-border>>\nsidebar-tab-border: <<colour sidebar-tab-border-selected>>\nsidebar-tab-divider: <<colour table-border>>\nsidebar-tab-foreground-selected: rgba(0, 0, 0, 0.87)\nsidebar-tab-foreground: rgba(0, 0, 0, 0.54)\nsidebar-tiddler-link-foreground-hover: rgba(0, 0, 0, 0.87)\nsidebar-tiddler-link-foreground: rgba(0, 0, 0, 0.54)\nsite-title-foreground: rgba(0, 0, 0, 0.87)\nstatic-alert-foreground: #aaaaaa\ntab-background-selected: <<colour background>>\ntab-background: transparent\ntab-border-selected: <<colour table-border>>\ntab-border: <<colour tab-border-selected>>\ntab-divider: <<colour table-border>>\ntab-foreground-selected: rgba(0, 0, 0, 0.87)\ntab-foreground: rgba(0, 0, 0, 0.54)\ntable-border: #d8d8d8\ntable-footer-background: <<colour tiddler-editor-fields-odd>>\ntable-header-background: <<colour tiddler-editor-fields-even>>\ntag-background: #ec6\ntag-foreground: <<colour button-foreground>>\ntiddler-background: <<colour background>>\ntiddler-border: #f9f9f9\ntiddler-controls-foreground-hover: <<colour sidebar-controls-foreground-hover>>\ntiddler-controls-foreground-selected: <<colour sidebar-controls-foreground-hover>>\ntiddler-controls-foreground: <<colour sidebar-controls-foreground>>\ntiddler-editor-background: transparent\ntiddler-editor-border-image: \ntiddler-editor-border: #e8e7e7\ntiddler-editor-fields-even: rgba(0, 0, 0, 0.1)\ntiddler-editor-fields-odd: rgba(0, 0, 0, 0.04)\ntiddler-info-background: #F5F5F5\ntiddler-info-border: #F5F5F5\ntiddler-info-tab-background: <<colour tiddler-editor-fields-odd>>\ntiddler-link-background: <<colour background>>\ntiddler-link-foreground: <<colour primary>>\ntiddler-subtitle-foreground: <<colour muted-foreground>>\ntiddler-title-foreground: #000000\ntoolbar-new-button: \ntoolbar-options-button: \ntoolbar-save-button: \ntoolbar-info-button: \ntoolbar-edit-button: \ntoolbar-close-button: \ntoolbar-delete-button: \ntoolbar-cancel-button: \ntoolbar-done-button: \nuntagged-background: <<colour very-muted-foreground>>\nvery-muted-foreground: rgba(0, 0, 0, 0.12)",
"type": "application/x-tiddler-dictionary",
"title": "$:/themes/jd/Mono/Palette/SpartanDay",
"tags": "$:/tags/Palette",
"revision": "16-1f6eabb9816382603cfa899327890536",
"name": "Spartan Day",
"modifier": "jd",
"modified": "20190202100822086",
"description": "Spartan day colors",
"caption": "Spartan Day"
},
"$:/themes/jd/Mono/PageTemplate/topbar": {
"text": "<div class=\"tc-topbar tc-adjust-top-of-scroll\">\n\n<div class=\"tc-topbar-left\">\n\n<$list filter=\"[all[shadows+tiddlers]tag[$:/tags/TopLeftBar]!has[draft.of]]\" variable=\"listItem\">\n\n<$transclude tiddler=<<listItem>>/>\n\n</$list>\n\n</div>\n\n<div class=\"tc-topbar-right\">\n\n<$list filter=\"[all[shadows+tiddlers]tag[$:/tags/TopRightBar]!has[draft.of]]\" variable=\"listItem\">\n\n<$transclude tiddler=<<listItem>>/>\n\n</$list>\n\n</div>\n\n</div>\n",
"title": "$:/themes/jd/Mono/PageTemplate/topbar",
"tags": "$:/tags/PageTemplate",
"modifier": "jd",
"modified": "20190201113453598",
"list-before": "",
"creator": "jd",
"created": "20190130160503644"
},
"$:/themes/jd/Mono/Config": {
"created": "20190202083644385",
"creator": "jd",
"text": "<$checkbox tiddler=\"$:/config/TopRightBar/$:/themes/jd/Mono/TopBarSegments/search\" field=\"text\" checked=\"show\" unchecked=\"hide\" default=\"show\" actions=\"\"\"\n<$action-setfield $tiddler=\"$:/state/searchbar\" text=\"show\"/>\n<$action-listops $tiddler=\"$:/themes/jd/Mono/Database\" $field=\"list\" $subfilter=\"$:/themes/jd/Mono/Buttons/searchbar\"/>\n<$action-setfield $tiddler=\"$:/themes/jd/Mono/Database\" $index=\"header-position-desktop\" $value=\"calc(56px + .25em)\"/>\n<$action-setfield $tiddler=\"$:/themes/jd/Mono/Database\" $index=\"header-position-mobile-yes-searchbar\" $value=\"calc(4px + 3em + 6px + {{$:/themes/tiddlywiki/vanilla/metrics/fontsize}} + .25em)\"/>\n\"\"\" uncheckactions=\"\"\"\n<$action-setfield $tiddler=\"$:/config/TopLeftBar/Button/$:/themes/jd/Mono/Buttons/searchbar\" text=\"hide\"/>\n<$action-listops $tiddler=\"$:/themes/jd/Mono/Database\" $field=\"list\" $subfilter=\"-$:/themes/jd/Mono/Buttons/searchbar\"/>\n<$action-setfield $tiddler=\"$:/themes/jd/Mono/Database\" $index=\"header-position-mobile-yes-searchbar\" $value=\"calc(2px + 2.25em)\"/>\n\"\"\"> Use searchbar and button (the toggle button only shows up on mobile)</$checkbox>\n\n<$checkbox tiddler=\"$:/themes/jd/Mono/Database\" index=\"button-fontscroller\" checked=\"show\" unchecked=\"hide\" actions=\"\"\"\n<$action-listops $tiddler=\"$:/themes/jd/Mono/Database\" $field=\"list\" $subfilter=\"$:/themes/jd/Mono/Buttons/font-scroller\"/>\"\"\" uncheckactions=\"\"\"\n<$action-listops $tiddler=\"$:/themes/jd/Mono/Database\" $field=\"list\" $subfilter=\"-$:/themes/jd/Mono/Buttons/font-scroller\"/>\n\"\"\"> Use font scroller button </$checkbox>\n\n<$checkbox tiddler=\"$:/SplashScreen\" field=\"text\" checked={{$:/themes/jd/Mono/SplashScreen!!text}} actions=\"\"\"\n<$action-setfield $tiddler=\"$:/SplashScreen\" tags=\"$:/tags/RawMarkupWikified/TopBody\"/>\"\"\"> Use splashscreen</$checkbox>\n\n<$checkbox tiddler=\"$:/config/EmptyStoryMessage\" field=\"text\" checked=\"\"\"{{$:/themes/jd/Mono/EmptyStoryMessage}}\"\"\"> Use timeline grid when story river is empty (grid preview of 10 recent dates for modified tiddlers)</$checkbox>\n\n<$checkbox tiddler=\"$:/state/styled-frames\" field=\"text\" checked=\"yes\" unchecked=\"no\" default=\"yes\"> Style tiddler frames</$checkbox>\n\n<$checkbox tiddler=\"$:/config/topbar/sticky\" field=\"text\" checked=\"no\" unchecked=\"yes\" default=\"yes\"> Tick this checkbox if using ''Internet Explorer'', or if the topbar position is not working properly (position: sticky; incompatibility)</$checkbox>\n\nKeep updated on `MonoTheme` here: ''[[http://j.d.mono.tiddlyspot.com/]]''\n\n<<tabs \"$:/themes/jd/Mono/Config/SidebarSegments $:/themes/jd/Mono/Config/TopbarButtons $:/themes/jd/Mono/Config/PaletteSwitcher $:/themes/jd/Mono/Config/VanillaTweaks $:/themes/jd/Mono/Config/DatabaseValues\" \"$:/themes/jd/Mono/Config/TopbarButtons\" class:\"tc-vertical\">>",
"title": "$:/themes/jd/Mono/Config",
"tags": "$:/tags/ControlPanel/Appearance",
"modifier": "jd",
"modified": "20190205153009029",
"caption": "Mono Tweaks"
},
"$:/themes/jd/Mono/Buttons/switch-palette": {
"created": "20180718101345840",
"creator": "jd",
"text": "<$list filter=\"[[$:/palette]!text{$:/themes/jd/Mono/Database##night-palette}]\">\n<$button set=\"$:/palette\" setTo={{$:/themes/jd/Mono/Database##night-palette}} class=<<tv-config-toolbar-class>>>\n<$list filter=\"[<tv-config-toolbar-icons>prefix[yes]]\">\n{{ $:/core/images/tip}}\n</$list>\n<$list filter=\"[<tv-config-toolbar-text>prefix[yes]]\">\n<span class=\"tc-btn-text\">\n<$text text=\" \"/>\n<$text text=\"night\"/>\n</span>\n</$list>\n</$button>\n</$list>\n<$list filter=\"[[$:/palette]text{$:/themes/jd/Mono/Database##night-palette}]\">\n<$button set=\"$:/palette\" setTo={{$:/themes/jd/Mono/Database##day-palette}} class=<<tv-config-toolbar-class>>>\n<$list filter=\"[<tv-config-toolbar-icons>prefix[yes]]\">\n{{ $:/core/images/tip}}\n</$list>\n<$list filter=\"[<tv-config-toolbar-text>prefix[yes]]\">\n<span class=\"tc-btn-text\">\n<$text text=\" \"/>\n<$text text=\"day\"/>\n</span>\n</$list>\n</$button>\n</$list>\n",
"type": "text/vnd.tiddlywiki",
"title": "$:/themes/jd/Mono/Buttons/switch-palette",
"tags": "$:/tags/PageControls",
"revision": "6-0bdaa9022f44b4d8d5b1a71f193803af",
"modifier": "jd",
"modified": "20190202134636973",
"description": "Toggle palette",
"caption": "{{$:/core/images/tip}} palette"
},
"$:/themes/jd/Mono/Buttons/searchbar": {
"created": "20190130164005014",
"creator": "jd",
"text": "<$button class={{{ [<tv-config-toolbar-class>addsuffix[ mobile-only]] }}} tooltip=\"searchbar\">\n<$list filter=\"[<tv-config-toolbar-icons>prefix[yes]]\">\n{{$:/core/images/advanced-search-button}}\n</$list>\n<$list filter=\"[<tv-config-toolbar-text>prefix[yes]]\">\n<span class=\"tc-btn-text\"><$text text={{$:/language/Buttons/AdvancedSearch/Caption}}/></span>\n</$list>\n<$list filter=\"[[$:/state/searchbar]!text[show]]\">\n<$action-setfield $tiddler=\"$:/state/searchbar\" text=\"show\"/>\n</$list>\n<$list filter=\"[[$:/state/searchbar]text[show]]\">\n<$action-setfield $tiddler=\"$:/state/searchbar\" text=\"hide\"/>\n</$list>\n</$button>",
"title": "$:/themes/jd/Mono/Buttons/searchbar",
"tags": "$:/tags/PageControls",
"modifier": "jd",
"modified": "20190202153859733",
"description": "Mono searchbar toggler",
"caption": "{{$:/core/images/advanced-search-button}} mono searchbar"
},
"$:/config/SideBarSegments/Visibility/$:/core/ui/SideBarSegments/page-controls": {
"created": "20190201102601467",
"creator": "jd",
"text": "hide",
"title": "$:/config/SideBarSegments/Visibility/$:/core/ui/SideBarSegments/page-controls",
"modifier": "jd",
"modified": "20190202133339913"
},
"$:/config/SideBarSegments/Visibility/$:/core/ui/SideBarSegments/search": {
"created": "20190201102714829",
"creator": "jd",
"text": "hide",
"title": "$:/config/SideBarSegments/Visibility/$:/core/ui/SideBarSegments/search",
"modifier": "jd",
"modified": "20190202133211221"
},
"$:/config/SideBarSegments/Visibility/$:/core/ui/SideBarSegments/site-subtitle": {
"text": "hide",
"title": "$:/config/SideBarSegments/Visibility/$:/core/ui/SideBarSegments/site-subtitle",
"modifier": "jd",
"modified": "20190201102704659",
"creator": "jd",
"created": "20190201102652423"
},
"$:/config/SideBarSegments/Visibility/$:/core/ui/SideBarSegments/site-title": {
"text": "hide",
"title": "$:/config/SideBarSegments/Visibility/$:/core/ui/SideBarSegments/site-title",
"modifier": "jd",
"modified": "20190202160543142",
"creator": "jd",
"created": "20190201102745176"
},
"$:/core/ui/TopBar/menu": {
"created": "20190201145933072",
"creator": "jd",
"text": "<$reveal state=\"$:/state/sidebar\" type=\"nomatch\" text=\"no\">\n<$button set=\"$:/state/sidebar\" setTo=\"no\" tooltip={{$:/language/Buttons/HideSideBar/Hint}} aria-label={{$:/language/Buttons/HideSideBar/Caption}} class=\"tc-btn-invisible\">{{$:/core/images/chevron-left}}</$button>\n</$reveal>\n<$reveal state=\"$:/state/sidebar\" type=\"match\" text=\"no\">\n<$button set=\"$:/state/sidebar\" setTo=\"yes\" tooltip={{$:/language/Buttons/ShowSideBar/Hint}} aria-label={{$:/language/Buttons/ShowSideBar/Caption}} class=\"tc-btn-invisible\">{{$:/core/images/chevron-right}}</$button>\n</$reveal>\n",
"title": "$:/core/ui/TopBar/menu",
"modifier": "jd",
"modified": "20190203083157565",
"caption": "{{$:/core/images/chevron-right}} sidebar",
"description": "Toggle sidebar"
},
"$:/themes/jd/Mono/EmptyStoryMessage": {
"created": "20190202111910887",
"creator": "jd",
"text": "\\whitespace trim\n<div class=\"jd-timeline-wrapper\">\n<$list filter=\"[!is[system]!has[draft.of]!sort[modified]has[modified]limit[10]eachday[modified]]\">\n<div class=\"jd-paperview-date\">\n<$view field=\"modified\" format=\"date\" template=\"DDth MMM YYYY\"/>\n</div>\n<div class=\"jd-paperview-wrapper\">\n<$list filter=\"[sameday:modified{!!modified}!is[system]!has[draft.of]!sort[modified]]\">\n<$button to={{!!title}} class=\"jd-paperview\">\n<div class=\"jd-paperview-internal\">\n<b><$view field=\"title\"/></b>\n<$transclude mode=\"block\"/>\n</div>\n<div class=\"jd-paperview-end\">\n</div>\n</$button>\n</$list>\n</div>\n</$list>\n</div>\n",
"title": "$:/themes/jd/Mono/EmptyStoryMessage",
"tags": "",
"modifier": "jd",
"modified": "20190203153408764"
},
"$:/themes/jd/Mono/Config/TopbarButtons": {
"created": "20190202123433451",
"creator": "jd",
"text": "\\define config-title()\n$:/config/TopLeftBar/Button/$(currentTiddler)$\n\\end\n\n!!! ''Remove from ~TopLeftBar''\n//Click to remove from ~TopLeftBar, rearrange by dragging//\n\n<$list filter=\"[enlist{$:/themes/jd/Mono/Database!!list}]\">\n<$droppable actions=\"\"\"\n<$action-listops $tiddler=\"$:/themes/jd/Mono/Database\" $field=\"list\" $subfilter=\"+[insertbefore:currentTiddler<actionTiddler>]\"/>\n\"\"\">\n<div class=\"tc-droppable-placeholder\"> </div>\n<$draggable tiddler=<<currentTiddler>>>\n<$button class=\"tc-btn-invisible\" actions=\"\"\"\n<$action-listops $tiddler=\"$:/themes/jd/Mono/Database\" $subfilter=\"-[<currentTiddler>]\"/>\n\"\"\">\n<span class=\"tc-icon-wrapper\"> <$transclude field=\"caption\"/> <i class=\"tc-muted\">-- <$transclude field=\"description\"/></i></span> \n</$button>\n</$draggable>\n</$droppable>\n</$list>\n\n!!! ''Add to ~TopLeftBar''\n//Click to add to ~TopLeftBar//\n\n<$list filter=\"[all[shadows+tiddlers]tag[$:/tags/PageControls]] $:/core/ui/TopBar/menu $:/themes/jd/Mono/Buttons/searchbar -[enlist{$:/themes/jd/Mono/Database!!list}]\">\n<$button class=\"tc-btn-invisible\" style=\"width: 100%; text-align: left;\" actions=\"\"\"\n<$action-listops $tiddler=\"$:/themes/jd/Mono/Database\" $subfilter=<<currentTiddler>>/>\n\"\"\">\n<span class=\"tc-icon-wrapper\"> <$transclude field=\"caption\"/> <i class=\"tc-muted\">-- <$transclude field=\"description\"/></i></span> \n</$button>\n</$list>\n",
"title": "$:/themes/jd/Mono/Config/TopbarButtons",
"tags": "",
"modifier": "jd",
"modified": "20190203014157409",
"caption": "Topbar buttons"
},
"$:/themes/jd/Mono/Database": {
"created": "20190202114537700",
"creator": "jd",
"text": "{\n \"grid-sticky-header-background\": \"<<colour page-background>>\",\n \"grid-item-background\": \"<<colour background>>\",\n \"grid-item-border\": \"<<colour tiddler-border>>\",\n \"header-background\": \"<<colour page-background>>\",\n \"header-position-mobile-no-searchbar\": \"calc(2px + 2.25em)\",\n \"header-position-mobile-yes-searchbar\": \"calc(4px + 3em + 6px + {{$:/themes/tiddlywiki/vanilla/metrics/fontsize}} + .25em)\",\n \"header-position-desktop\": \"calc(56px + .25em)\",\n \"day-palette\": \"$:/themes/jd/Mono/Palette/SpartanDay\",\n \"night-palette\": \"$:/themes/jd/Mono/Palette/SpartanNight\",\n \"button-fontscroller\": \"hide\"\n}",
"type": "application/json",
"title": "$:/themes/jd/Mono/Database",
"tags": "",
"modifier": "jd",
"modified": "20190205153057281",
"list": "$:/core/ui/Buttons/new-tiddler $:/core/ui/Buttons/control-panel $:/core/ui/Buttons/save-wiki $:/themes/jd/Mono/Buttons/switch-palette $:/core/ui/TopBar/menu $:/themes/jd/Mono/Buttons/searchbar"
},
"$:/themes/jd/Mono/Config/SidebarSegments": {
"created": "20190202123345136",
"creator": "jd",
"text": "\\define config-title()\n$:/config/SideBarSegments/Visibility/$(currentTiddler)$\n\\end\n\n!!! ''Sidebar segments''\n//Uncheck to remove from ~SideBar, rearrange by dragging//\n\n<$list filter=\"[all[shadows+tiddlers]tag[$:/tags/SideBarSegment]]\">\n<$droppable actions=\"\"\"\n<$action-listops $tiddler=\"$:/tags/SideBarSegment\" $field=\"list\" $subfilter=\"+[insertbefore:currentTiddler<actionTiddler>]\"/>\n\"\"\">\n<div class=\"tc-droppable-placeholder\"> </div>\n<$draggable tiddler=<<currentTiddler>>>\n<$checkbox tiddler=<<config-title>> field=\"text\" checked=\"show\" unchecked=\"hide\" default=\"show\"> <$text text=<<currentTiddler>>/>\n</$checkbox><br>\n</$draggable>\n</$droppable>\n</$list>",
"title": "$:/themes/jd/Mono/Config/SidebarSegments",
"modifier": "jd",
"modified": "20190202135551740",
"tags": "",
"caption": "Sidebar segments"
},
"$:/themes/jd/Mono/Config/DatabaseValues": {
"created": "20190202123554778",
"creator": "jd",
"text": "!!! ''Advanced''\n\n<$list filter=\"[[$:/themes/jd/Mono/Database]indexes[]search[position]]\" variable=\"index\">\n\n<<index>>:\n\n<$edit-text tiddler=\"$:/themes/jd/Mono/Database\" index=<<index>> tag=\"input\"/>\n\n</$list>",
"title": "$:/themes/jd/Mono/Config/DatabaseValues",
"modifier": "jd",
"modified": "20190203084020856",
"tags": "",
"caption": "Advanced"
},
"$:/themes/jd/Mono/Config/PaletteSwitcher": {
"created": "20190202135356197",
"creator": "jd",
"text": "!!! ''Palette switcher''\n\n<$list filter=\"day-palette night-palette\" variable=\"index\" >\n\n<<index>>:\n\n<$edit-text tiddler=\"$:/themes/jd/Mono/Database\" index=<<index>> tag=\"input\"/>\n\n</$list>",
"title": "$:/themes/jd/Mono/Config/PaletteSwitcher",
"modifier": "jd",
"modified": "20190202135417323",
"tags": "",
"caption": "Palette switcher"
},
"$:/themes/jd/Mono/SplashScreen": {
"text": "\\import [[$:/core/ui/PageMacros]] [all[shadows+tiddlers]tag[$:/tags/Macro]!has[draft.of]]\n\\rules only filteredtranscludeinline transcludeinline macrocallinline\n<div class=\"tc-remove-when-wiki-loaded\">\n<style scoped>\n\n.tc-splash-text {\n font-family: -apple-system, BlinkMacSystemFont, \"Segoe UI\", Helvetica, Arial, sans-serif, \"Apple Color Emoji\", \"Segoe UI Emoji\", \"Segoe UI Symbol\";\n font-size: 16px;\n text-rendering: optimizeLegibility;\n -webkit-font-smoothing: antialiased;\n\tmargin: 20px auto 0;\n\twidth: 200px;\n\ttext-align: center;\n\tcolor: <<colour foreground>>;\n\tfill: <<colour foreground>>;\n}\n\nhtml body.tc-body {\n background: <<colour page-background>>;\n}\n.line-wrapper {\n width: 100%;\n height: 80vh;\n display: flex;\n flex-direction: column;\n justify-content: center;\n align-items: center;\n}\n.line {\n width: 50px;\n height: 1px;\n background: <<colour muted-foreground>>;\n -webkit-animation: line 2s infinite; \n -moz-animation: line 2s infinite; \n -o-animation: line 2s infinite; \n animation: line 2s infinite; \n}\n@-webkit-keyframes line {\n 0% { width: 10px; }\n 50% { width: 200px; }\n 100% { width: 10px; }\n}\n@keyframes line {\n 0% { width: 10px; }\n 50% { width: 200px; }\n 100% { width: 10px; }\n}\n.linetwo {\n width: 50px;\n height: 1px;\n background: <<colour muted-foreground>>;\n -webkit-animation: linetwo 2s infinite; \n -moz-animation: linetwo 2s infinite; \n -o-animation: linetwo 2s infinite; \n animation: linetwo 2s infinite; \n margin: 5px 0;\n}\n@-webkit-keyframes linetwo {\n 0% { width: 5px; }\n 70% { width: 180px; }\n 100% { width: 5px; }\n}\n@keyframes linetwo {\n 0% { width: 5px; }\n 70% { width: 180px; }\n 100% { width: 5px; }\n}\n.linethree {\n width: 50px;\n height: 1px;\n background: <<colour muted-foreground>>;\n -webkit-animation: linethree 2s infinite; \n -moz-animation: linethree 2s infinite; \n -o-animation: linethree 2s infinite; \n animation: linethree 2s infinite; \n margin: linethree 0;\n}\n@-webkit-keyframes linethree {\n 0% { width: 0; }\n 80% { width: 160px; }\n 100% { width: 0; }\n}\n@keyframes linethree {\n 0% { width: 0; }\n 80% { width: 160px; }\n 100% { width: 0; }\n}\n</style>\n\n<div class=\"line-wrapper\">\n<div class=\"tc-splash-text\">{{$:/SiteTitle}}</div>\n<div class=\"line\"></div>\n<div class=\"linetwo\"></div>\n<div class=\"linethree\"></div>\n</div>\n\n</div>",
"type": "text/vnd.tiddlywiki",
"title": "$:/themes/jd/Mono/SplashScreen",
"modifier": "jd",
"modified": "20190202152051851",
"creator": "jd",
"created": "20180927082601825"
},
"$:/themes/jd/Mono/Buttons/font-scroller": {
"created": "20180930054903341",
"creator": "jd",
"text": "<$wikify name=\"fontUp\" text=\"\"\"\n<$list filter=\"[{$:/themes/tiddlywiki/vanilla/metrics/bodyfontsize}previous[$:/themes/jd/Mono/Buttons/font-scroller]]\" emptyMessage=\"40px\"/>\n\"\"\">\n<$wikify name=\"fontDown\" text=\"\"\"\n<$list filter=\"[{$:/themes/tiddlywiki/vanilla/metrics/bodyfontsize}next[$:/themes/jd/Mono/Buttons/font-scroller]]\" emptyMessage=\"10px\"/>\n\"\"\">\n<$button class=\"tc-btn-invisible\" tooltip=\"Decrease font size\">\n<$action-setfield $tiddler=\"$:/themes/tiddlywiki/vanilla/metrics/bodyfontsize\" text=<<fontDown>>/>\n<$action-setfield $tiddler=\"$:/themes/tiddlywiki/vanilla/metrics/bodylineheight\" text=\"1.25\"/>\n\n\n<$list filter=\"[<tv-config-toolbar-icons>prefix[yes]]\">\n{{$:/core/images/chevron-down}}\n</$list>\n<$list filter=\"[<tv-config-toolbar-text>prefix[yes]]\">\n<span class=\"tc-btn-text\"><$text text=\"font down\"/></span>\n</$list>\n\n</$button>\n<$button class=\"tc-btn-invisible\" tooltip=\"Increase font size\">\n<$action-setfield $tiddler=\"$:/themes/tiddlywiki/vanilla/metrics/bodyfontsize\" text=<<fontUp>>/>\n<$action-setfield $tiddler=\"$:/themes/tiddlywiki/vanilla/metrics/bodylineheight\" text=\"1.25\"/>\n\n<$list filter=\"[<tv-config-toolbar-icons>prefix[yes]]\">\n{{$:/core/images/chevron-up}}\n</$list>\n<$list filter=\"[<tv-config-toolbar-text>prefix[yes]]\">\n<span class=\"tc-btn-text\"><$text text=\"font up\"/></span>\n</$list>\n\n</$button>\n</$wikify>\n</$wikify>",
"title": "$:/themes/jd/Mono/Buttons/font-scroller",
"tags": "$:/tags/PageControls",
"modifier": "jd",
"modified": "20190203035107351",
"list": "40px 34px 30px 24px 20px 18px 17px 15px 14px 13px 12px 10px",
"caption": "{{$:/core/images/chevron-up}} font scroller",
"description": "Font scroller"
},
"$:/themes/jd/Mono/Config/VanillaTweaks": {
"text": "\\define lingo-base() $:/language/ThemeTweaks/\n\n\\define replacement-text()\n[img[$(imageTitle)$]]\n\\end\n\n\\define backgroundimage-dropdown()\n<div class=\"tc-drop-down-wrapper\">\n<$button popup=<<qualify \"$:/state/popup/themetweaks/backgroundimage\">> class=\"tc-btn-invisible tc-btn-dropdown\">{{$:/core/images/down-arrow}}</$button>\n<$reveal state=<<qualify \"$:/state/popup/themetweaks/backgroundimage\">> type=\"popup\" position=\"belowleft\" text=\"\" default=\"\">\n<div class=\"tc-drop-down\">\n<$macrocall $name=\"image-picker\" actions=\"\"\"\n\n<$action-setfield\n\t$tiddler=\"$:/themes/tiddlywiki/vanilla/settings/backgroundimage\"\n\t$value=<<imageTitle>>\n/>\n\n\"\"\"/>\n</div>\n</$reveal>\n</div>\n\\end\n\n\\define backgroundimageattachment-dropdown()\n<$select tiddler=\"$:/themes/tiddlywiki/vanilla/settings/backgroundimageattachment\" default=\"scroll\">\n<option value=\"scroll\"><<lingo Settings/BackgroundImageAttachment/Scroll>></option>\n<option value=\"fixed\"><<lingo Settings/BackgroundImageAttachment/Fixed>></option>\n</$select>\n\\end\n\n\\define backgroundimagesize-dropdown()\n<$select tiddler=\"$:/themes/tiddlywiki/vanilla/settings/backgroundimagesize\" default=\"scroll\">\n<option value=\"auto\"><<lingo Settings/BackgroundImageSize/Auto>></option>\n<option value=\"cover\"><<lingo Settings/BackgroundImageSize/Cover>></option>\n<option value=\"contain\"><<lingo Settings/BackgroundImageSize/Contain>></option>\n</$select>\n\\end\n\n<style> .vanillatweaks table { width: 100%; } .vanillatweaks td:first-child { width: 60%; } .vanillatweaks td input { width: 100%; }</style>\n\n<div class=\"vanillatweaks\">\n\nInherited tweaks from ''Vanilla'' theme.\n\n!!! ''<<lingo Options>>''\n\n|<$link to=\"$:/themes/tiddlywiki/vanilla/options/stickytitles\"><<lingo Options/StickyTitles>></$link><br>//<<lingo Options/StickyTitles/Hint>>// |<$select tiddler=\"$:/themes/tiddlywiki/vanilla/options/stickytitles\"><option value=\"no\">{{$:/language/No}}</option><option value=\"yes\">{{$:/language/Yes}}</option></$select> |\n\n!!! ''<<lingo Settings>>''\n\n|<$link to=\"$:/themes/tiddlywiki/vanilla/settings/fontfamily\"><<lingo Settings/FontFamily>></$link> |<$edit-text tiddler=\"$:/themes/tiddlywiki/vanilla/settings/fontfamily\" default=\"\" tag=\"input\"/> |\n|<$link to=\"$:/themes/tiddlywiki/vanilla/settings/codefontfamily\"><<lingo Settings/CodeFontFamily>></$link> |<$edit-text tiddler=\"$:/themes/tiddlywiki/vanilla/settings/codefontfamily\" default=\"\" tag=\"input\"/> |\n|<$link to=\"$:/themes/tiddlywiki/vanilla/settings/editorfontfamily\"><<lingo Settings/EditorFontFamily>></$link> |<$edit-text tiddler=\"$:/themes/tiddlywiki/vanilla/settings/editorfontfamily\" default=\"\" tag=\"input\"/> |\n|<$link to=\"$:/themes/tiddlywiki/vanilla/settings/backgroundimage\"><<lingo Settings/BackgroundImage>></$link> |<$edit-text tiddler=\"$:/themes/tiddlywiki/vanilla/settings/backgroundimage\" default=\"\" tag=\"input\"/><<backgroundimage-dropdown>> |\n|<$link to=\"$:/themes/tiddlywiki/vanilla/settings/backgroundimageattachment\"><<lingo Settings/BackgroundImageAttachment>></$link> |<<backgroundimageattachment-dropdown>> |\n|<$link to=\"$:/themes/tiddlywiki/vanilla/settings/backgroundimagesize\"><<lingo Settings/BackgroundImageSize>></$link> |<<backgroundimagesize-dropdown>> |\n\n!!! ''<<lingo Metrics>>''\n\n|<$link to=\"$:/themes/tiddlywiki/vanilla/metrics/fontsize\"><<lingo Metrics/FontSize>></$link> |<$edit-text tiddler=\"$:/themes/tiddlywiki/vanilla/metrics/fontsize\" default=\"\" tag=\"input\"/> |\n|<$link to=\"$:/themes/tiddlywiki/vanilla/metrics/lineheight\"><<lingo Metrics/LineHeight>></$link> |<$edit-text tiddler=\"$:/themes/tiddlywiki/vanilla/metrics/lineheight\" default=\"\" tag=\"input\"/> |\n|<$link to=\"$:/themes/tiddlywiki/vanilla/metrics/bodyfontsize\"><<lingo Metrics/BodyFontSize>></$link> |<$edit-text tiddler=\"$:/themes/tiddlywiki/vanilla/metrics/bodyfontsize\" default=\"\" tag=\"input\"/> |\n|<$link to=\"$:/themes/tiddlywiki/vanilla/metrics/bodylineheight\"><<lingo Metrics/BodyLineHeight>></$link> |<$edit-text tiddler=\"$:/themes/tiddlywiki/vanilla/metrics/bodylineheight\" default=\"\" tag=\"input\"/> |\n|<$link to=\"$:/themes/tiddlywiki/vanilla/metrics/sidebarbreakpoint\"><<lingo Metrics/SidebarBreakpoint>></$link><br>//<<lingo Metrics/SidebarBreakpoint/Hint>>// |^<$edit-text tiddler=\"$:/themes/tiddlywiki/vanilla/metrics/sidebarbreakpoint\" default=\"\" tag=\"input\"/> |\n|<$link to=\"$:/themes/tiddlywiki/vanilla/metrics/sidebarwidth\"><<lingo Metrics/SidebarWidth>></$link><br>//<<lingo Metrics/SidebarWidth/Hint>>// |^<$edit-text tiddler=\"$:/themes/tiddlywiki/vanilla/metrics/sidebarwidth\" default=\"\" tag=\"input\"/> |\n\n</div>",
"title": "$:/themes/jd/Mono/Config/VanillaTweaks",
"modifier": "jd",
"modified": "20190203084506755",
"creator": "jd",
"created": "20190203083516565",
"caption": "Vanilla tweaks"
}
}
}
{
"grid-sticky-header-background": "<<colour page-background>>",
"grid-item-background": "<<colour background>>",
"grid-item-border": "<<colour tiddler-border>>",
"header-background": "<<colour page-background>>",
"header-position-mobile-no-searchbar": "calc(2px + 2.25em)",
"header-position-mobile-yes-searchbar": "calc(4px + 3em + 6px + {{$:/themes/tiddlywiki/vanilla/metrics/fontsize}} + .25em)",
"header-position-desktop": "calc(56px + .25em)",
"day-palette": "$:/themes/jd/Mono/Palette/SpartanDay",
"night-palette": "$:/themes/jd/Mono/Palette/SpartanNight",
"button-fontscroller": "hide"
}
\define bkrpnt() {{$:/themes/tiddlywiki/vanilla/metrics/sidebarbreakpoint}}
\define sidebar() {{$:/themes/tiddlywiki/vanilla/metrics/sidebarwidth}}
\define fontsize() {{$:/themes/tiddlywiki/vanilla/metrics/fontsize}}
/* MAIN */
@media (min-width: <<bkrpnt>>) {
.tc-sidebar-scrollable {
position: fixed;
top: {{$:/themes/jd/Mono/Database##header-position-desktop}};
left: 0;
bottom: 0;
right: unset;
width: <<sidebar>>;
margin: 0;
padding: 0 2em 2em 2em;
}
.tc-story-river {
width: calc(100% - <<sidebar>>);
padding: 0 2em 4em 2em;
}
<$list filter="[[$:/view]!text[zoomin]]">
.tc-story-river { top: 0.25em; }
</$list>
<$list filter="[[$:/view]text[zoomin]]">
.tc-story-river {
top: calc({{$:/themes/jd/Mono/Database##header-position-desktop}} + 0.25em);
}
</$list>
<$list filter="[[$:/state/sidebar]!text[no]]" variable="stateCheck">
.tc-story-river {
left: <<sidebar>>;
right: 0;
}
</$list>
<$list filter="[[$:/state/sidebar]text[no]]" variable="stateCheck">
.tc-story-river {
left: calc(<<sidebar>> / 2);
right: calc(<<sidebar>> / 2);
}
</$list>
.tc-tiddler-frame {
margin: 0 0 2em 0;
width: 100%;
border-radius: 1px;
<<box-shadow "2px 2px 5px rgba(0, 0, 0, 0.15)">>
}
.tc-storyview-zoomin-tiddler {
width: calc(100% - 4em) !important;
}
}
@media (max-width: <<bkrpnt>>) {
.tc-sidebar-scrollable { padding: 0 1em 2em 1em; }
.tc-sidebar-header { padding: 0; }
.tc-tiddler-frame { margin-bottom: 2px !important; }
}
<$list filter="[[$:/state/sidebar]!text[no]]" variable="stateCheck">
@media (max-width: <<bkrpnt>>) {
.tc-story-river { display: none; }
}
</$list>
<$list filter="[[$:/state/sidebar]text[no]]" variable="stateCheck">
@media (max-width: <<bkrpnt>>) {
.tc-sidebar-scrollable { padding-top: 0; padding-bottom: 0; }
}
</$list>
<$list filter="[[$:/themes/tiddlywiki/vanilla/options/stickytitles]text[yes]]" variable="stateCheck">
@media (min-width: <<bkrpnt>>) {
.tc-tiddler-title {
top: calc({{$:/themes/jd/Mono/Database##header-position-desktop}} - .25em);
}
}
.tc-titlebar {
line-height: 0;
}
@media (max-width: <<bkrpnt>>) {
<$list filter="[[$:/state/searchbar]text[show]]">
.tc-tiddler-edit-frame .tc-tiddler-title {
top: {{$:/themes/jd/Mono/Database##header-position-mobile-yes-searchbar}};
}
.tc-tiddler-view-frame .tc-tiddler-title {
top: {{$:/themes/jd/Mono/Database##header-position-mobile-yes-searchbar}};
}
</$list>
<$list filter="[[$:/state/searchbar]!text[show]]">
.tc-tiddler-title {
top: {{$:/themes/jd/Mono/Database##header-position-mobile-no-searchbar}};
}
</$list>
}
</$list>
.tc-sidebar-scrollable .tc-tab-buttons,
.tc-topbar .tc-page-controls button,
.tc-topbar .tc-search button {
padding: 0;
}
/* TOPBAR */
<$list filter="[[$:/view]!text[zoomin]]">
<$list filter="[[$:/config/topbar/sticky]!text[no]]">
.tc-topbar { position: sticky; }
@media (max-width: <<bkrpnt>>) {
.tc-story-river { margin-top: -2.5em; }
}
</$list>
<$list filter="[[$:/config/topbar/sticky]text[no]]">
.tc-topbar { position: fixed; }
@media (min-width: <<bkrpnt>>) {
.tc-topbar { height: 56px; }
.tc-story-river { margin-top: 56px; }
}
<$list filter="[[$:/state/searchbar]!text[hide]]">
@media (max-width: <<bkrpnt>>) {
.tc-topbar { height: 94px; }
.tc-story-river { margin-top: calc(48px + 1em); }
}
</$list>
<$list filter="[[$:/state/searchbar]text[hide]]">
@media (max-width: <<bkrpnt>>) {
.tc-topbar { height: 48px; }
.tc-story-river { margin-top: 1em; }
}
</$list>
</$list>
</$list>
<$list filter="[[$:/view]text[zoomin]]">
.tc-topbar { position: fixed; }
</$list>
.tc-topbar {
top: 0;
width: 100%;
display: flex;
flex-wrap: wrap;
align-items: center;
justify-content: space-between;
padding: 0.25em 1em;
background: <<colour page-background>>;
z-index: 900;
}
@media (min-width: <<bkrpnt>>) {
.tc-topbar {
padding: 1em 2em;
max-height: {{$:/themes/jd/Mono/Database##header-position-desktop}};
}
}
@media (max-width: <<bkrpnt>>) {
.tc-topbar > * {
width: 100%;
}
.tc-topbar .tc-topbar-left {
padding: 0.75em 0;
}
.tc-topbar .tc-topbar-right .tc-search {
margin-bottom: 0.5em;
}
.tc-topbar-right {
font-size: 1.25em !important;
}
.tc-topbar .tc-page-controls {
justify-content: space-between;
width: 100%;
}
}
.tc-topbar .tc-page-controls,
.tc-topbar .tc-search {
display: flex;
align-items: center;
}
/* TOPBAR SEARCH */
.tc-topbar .tc-search {
border: 1px solid <<colour table-border>>;
background: <<colour page-background>>;
border-radius: 0;
padding: 0.25em;
}
.tc-topbar .tc-search input {
border: none;
background: transparent;
width: 100%;
}
.tc-topbar .tc-search .tc-reveal {
display: flex;
}
/* controls */
.tc-topbar .tc-page-controls {
margin: 0;
}
.tc-topbar .tc-page-controls button > span,
.tc-topbar .tc-page-controls button {
display: flex;
align-items: center;
justify-content: center;
}
/* DROPDOWNS */
.tc-drop-down,
.tc-block-dropdown {
<<box-shadow "2px 2px 5px rgba(0, 0, 0, 0.25)">>
border-radius: 1px;
}
@media (max-width: <<bkrpnt>>) {
.tc-search .tc-drop-down,
.tc-search .tc-block-dropdown,
.tc-page-controls .tc-drop-down,
.tc-page-controls .tc-block-dropdown {
position:fixed;
left:1em;
min-width: calc(100% - 2em);
max-width: calc(100% - 2em);
max-height: calc(100% - 10em);
overflow: auto;
}
.tc-drop-down,
.tc-block-dropdown {
max-height: 22em;
overflow: auto;
font-size: calc(<<fontsize>>*1.2) !important;
font-weight: normal;
line-height: 1.2;
}
}
/* TOPBAR SEARCH DROPDOWN */
.tc-block-dropdown.tc-search-drop-down {
padding: 0.5em;
}
.tc-block-dropdown.tc-search-drop-down .tc-tab-buttons {
margin-bottom: -3px;
padding-top: 0;
}
.tc-block-dropdown.tc-search-drop-down .tc-search-results { width: 100%; }
.tc-block-dropdown.tc-search-drop-down .tc-search { display: none; }
@media (min-width: <<bkrpnt>>) {
.tc-block-dropdown.tc-search-drop-down {
margin: 0 0 0 -24em;
width: calc(100% + 24em);
max-height: 42em;
overflow: auto;
}
.tc-topbar-right .tc-search .tc-block-dropdown,
.tc-topbar-right .tc-search .tc-drop-down {
position: absolute;
right: 0;
}
.tc-topbar-right .tc-search .tc-drop-down {
padding: 1em;
min-width: 10em;
max-width: 10em;
}
}
@media (max-width: <<bkrpnt>>) {
.tc-block-dropdown.tc-search-drop-down {
margin: 0;
width: 100%;
overflow: auto;
}
}
/* TOPBAR SEARCH DROPDOWN FLEX */
/* .tc-block-dropdown.tc-search-drop-down { display: flex; } on searchbar template under reveal */
.tc-block-dropdown.tc-search-drop-down > p {
display: flex;
margin: 0;
width: 100%;
}
.tc-block-dropdown.tc-search-drop-down > p >.tc-tab-set {
display: flex;
flex-direction: column;
width: 100%;
}
.tc-block-dropdown.tc-search-drop-down > p >.tc-tab-set > .tc-tab-content {
display: flex;
flex: 1 1 auto;
overflow: auto;
margin-top: 0;
}
<$reveal type="match" state="$:/state/styled-frames" text="yes" default="yes">
/* VIEW & EDIT FRAME */
.tc-subtitle,
.tc-tiddler-edit-frame input.tc-titlebar.tc-edit-texteditor,
.tc-tiddler-view-frame .tc-titlebar h2.tc-title {
font-family: monospace;
}
/* VIEW FRAME */
.tc-tiddler-view-frame .tc-title {
font-weight: bold;
}
.tc-tiddler-view-frame .tc-tiddler-title {
font-size: 1.5em;
margin: 0 -1em;
padding: 0.25em 1em;
}
.tc-tiddler-view-frame .tc-titlebar {
font-size: 1em;
}
.tc-tiddler-view-frame .tc-titlebar h2.tc-title {
font-size: 0.75em;
}
.tc-tiddler-view-frame .tc-tiddler-controls {
font-size: 1.5em;
}
.tc-tiddler-view-frame .tc-tiddler-controls,
.tc-tiddler-view-frame .tc-tiddler-controls > span > button,
.tc-tiddler-view-frame .tc-tiddler-controls > span > span > button,
.tc-tiddler-view-frame .tc-tiddler-controls > span > span > span > button {
display: flex;
align-items: center;
justify-content: center;
}
.tc-tiddler-view-frame .tc-tiddler-title-icon svg {
max-height: 0.65em;
}
/* EDIT FRAME */
.tc-tiddler-edit-frame .tc-tiddler-edit-title {
color: transparent;
line-height: 0;
}
.tc-tiddler-edit-frame input.tc-titlebar.tc-edit-texteditor {
font-size: 1.2em;
}
.tc-tiddler-edit-frame .tc-message-box { margin: 0; }
.tc-tiddler-edit-frame iframe.tc-edit-texteditor { margin-top: 0 !important; }
.tc-tiddler-edit-frame .tc-editor-toolbar { background: <<colour tiddler-editor-border>>; }
.tc-tiddler-edit-frame .tc-editor-toolbar .tc-btn-invisible { background: transparent; }
.tc-tiddler-edit-frame .tc-editor-toolbar .tc-btn-invisible {
transition: 200ms fill;
fill: <<colour foreground>>;
}
.tc-tiddler-edit-frame .tc-editor-toolbar .tc-btn-invisible:hover {
background: transparent;
fill: <<colour primary>>;
}
input::placeholder {
font-size: 0.9em;
}
.tc-tiddler-edit-frame input.tc-titlebar.tc-edit-texteditor,
.tc-tiddler-edit-frame .tc-edit-tags,
.tc-tiddler-edit-frame .tc-edit-field-add-name input.tc-edit-texteditor,
.tc-tiddler-edit-frame .tc-edit-field-add-value input.tc-edit-texteditor,
.tc-tiddler-edit-frame input.tc-edit-typeeditor.tc-popup-handle,
.tc-tiddler-edit-frame input.tc-edit-texteditor.tc-popup-handle {
border: 1px solid <<colour background>>;
border-bottom: 1px solid <<colour tiddler-editor-border>>;
<<box-shadow "none">>
}
.tc-tiddler-edit-frame textarea {
border: 1px solid <<colour tiddler-editor-border>>;
<<box-shadow "none">>
}
.tc-tiddler-edit-frame textarea,
.tc-tiddler-edit-frame iframe.tc-edit-texteditor {
font-size: {{$:/themes/tiddlywiki/vanilla/metrics/bodyfontsize}};
border: 1px solid <<colour background>>;
<<box-shadow "none">>
}
.tc-tiddler-edit-frame input.tc-titlebar.tc-edit-texteditor {
font-weight: bold;
}
.tc-tiddler-edit-frame .tc-type-selector {
padding-bottom: 10px;
border-bottom: 1px solid <<colour tiddler-editor-border>>;
}
</$reveal>
/* TIMELINE */
.jd-timeline-wrapper {
position: relative;
}
@media (max-width: <<bkrpnt>>) {
.jd-timeline-wrapper {
padding: 0 1em;
width: 100%;
}
}
.jd-paperview-wrapper {
display: flex;
flex-wrap: wrap;
margin: 0.25em 0;
}
.jd-paperview {
position:relative;
width: 31%;
margin: 1%;
overflow:hidden;
border: 0.5px solid {{$:/themes/jd/Mono/Database##grid-item-border}};
border-radius: 1px;
<<box-shadow "2px 2px 5px rgba(0, 0, 0, 0.09)">>
text-align: left;
}
@media (min-width: <<bkrpnt>>) {
.jd-paperview { height: 26em; }
}
@media (max-width: <<bkrpnt>>) {
.jd-paperview { height: 12em; }
}
.jd-paperview,
.jd-paperview-end {
background: {{$:/themes/jd/Mono/Database##grid-item-background}} !important;
}
.jd-paperview-end {
position: absolute;
bottom: 0;
left:0;
width: 100%;
height: 5px;
}
.jd-paperview-internal {
transform: scale(0.7);
position: absolute;
width: 110%;
height: 100%;
top: -5%;
left: -5%;
pointer-events: none;
}
.jd-paperview-wrapper .tc-menu-list-subitem { width: 100%; }
@media (min-width: <<bkrpnt>>) {
.jd-paperview-end {
box-shadow: 0 0 10px 10px {{$:/themes/jd/Mono/Database##grid-item-background}};
}
}
@media (max-width: <<bkrpnt>>) {
.jd-paperview-end {
box-shadow: 0 0 5px 5px {{$:/themes/jd/Mono/Database##grid-item-background}};
}
}
.jd-paperview-date {
padding: 0.1em 0;
}
.jd-paperview-date {
position: sticky;
z-index: 1;
background: {{$:/themes/jd/Mono/Database##header-background}};
box-shadow: 0 0 2px 2px {{$:/themes/jd/Mono/Database##header-background}};
}
@media (min-width: <<bkrpnt>>) {
.jd-paperview-date {
top: {{$:/themes/jd/Mono/Database##header-position-desktop}};
}
}
@media (max-width: <<bkrpnt>>) {
<$list filter="[[$:/state/searchbar]text[show]]">
.jd-paperview-date {
top: {{$:/themes/jd/Mono/Database##header-position-mobile-yes-searchbar}};
}
</$list>
<$list filter="[[$:/state/searchbar]!text[show]]">
.jd-paperview-date {
top: {{$:/themes/jd/Mono/Database##header-position-mobile-no-searchbar}};
}
</$list>
}
/* MISC */
hr {
border: none;
border-top: 1px solid <<colour table-border>>;
height: 1px;
}
.tc-sidebar-scrollable .tc-tab-buttons,
.tc-tiddler-frame .tc-tab-buttons {
margin-bottom: -3px;
}
.tc-story-river .tc-tab-buttons.tc-vertical button {
border-top: 1px solid <<colour tab-border>>;
border-left: 1px solid <<colour tab-border>>;
border-bottom: 1px solid <<colour tab-border>>;
border-right: 1px solid transparent;
}
.tc-story-river .tc-tab-buttons.tc-vertical .tc-tab-selected {
border-top: 1px solid <<colour tab-border-selected>>;
border-left: 1px solid <<colour tab-border-selected>>;
border-bottom: 1px solid <<colour tab-border-selected>>;
border-right: 1px solid transparent;
}
.tc-sidebar-lists .tc-tab-set .tc-tab-divider {
border-top: none;
height: 1px;
background-image: linear-gradient(left, <<colour sidebar-tab-divider>> 20%, transparent 100%);
background-image: -o-linear-gradient(left, <<colour sidebar-tab-divider>> 20%, transparent 100%);
background-image: -moz-linear-gradient(left, <<colour sidebar-tab-divider>> 20%, transparent 100%);
background-image: -webkit-linear-gradient(left, <<colour sidebar-tab-divider>> 20%, transparent 100%);
background-image: -ms-linear-gradient(left, <<colour sidebar-tab-divider>> 20%, transparent 100%);
}
/* SIDEBAR MORE TAB BUTTONS */
.tc-more-sidebar .tc-tab-buttons.tc-vertical {
margin-top: 1em;
}
.tc-more-sidebar .tc-tab-buttons.tc-vertical > button {
margin-bottom: -1px;
border-top: 1px solid <<colour sidebar-tab-border>>;
border-right: 1px solid transparent;
border-bottom: 1px solid <<colour sidebar-tab-border>>;
border-left: 1px solid <<colour sidebar-tab-border>>;
}
.tc-more-sidebar .tc-tab-buttons.tc-vertical > button.tc-tab-selected {
border-top: 1px solid <<colour sidebar-tab-border-selected>>;
border-right: 1px solid transparent;
border-bottom: 1px solid <<colour sidebar-tab-border-selected>>;
border-left: 1px solid <<colour sidebar-tab-border-selected>>;
}
.tc-more-sidebar .tc-tab-content.tc-vertical {
margin-left: 1px;
}
.tc-menu-list-item {
padding-left: 5px;
text-indent: -5px;
white-space: normal !important;
word-wrap: break-word !important;
-webkit-word-break: break-all !important;
-moz-word-break: break-all !important;
-ms-word-break: break-all !important;
-o-word-break: break-all !important;
word-break: break-all !important;
}
button, input { outline: none; }
button, input:not([type]) {
border-radius: 2px;
}
input:not([type]) {
border: 1px solid <<colour tiddler-editor-border>>;
padding: 2px 4px;
margin: 2px;
}
button {
border: 1px solid <<colour button-border>>;
padding: 6px 16px;
margin: 2px;
}
@media (max-width: <<bkrpnt>>) {
.desktop-only {
display: none !important; pointer-events: none;
}
}
@media (min-width: <<bkrpnt>>) {
.mobile-only {
display: none !important; pointer-events: none;
}
}
.tc-topbar.tc-topbar-left,
.tc-topbar.tc-topbar-right {
display: none; pointer-events: none;
}
.tc-dropzone > p,
.tc-topbar p,
.tc-sidebar-lists-template > p,
.tc-topbar .tc-sidebar-lists > p { margin: 0; }
@media (min-width: <<bkrpnt>>) {
div::-webkit-scrollbar { background: rgba(0, 0, 0, 0.12); }
div::-webkit-scrollbar-thumb { background: rgba(0, 0, 0, 0.12); }
}
.tc-notification {
<<box-shadow "2px 2px 5px rgba(0, 0, 0, 0.45)">>
border-radius: 1px;
}
{
"tiddlers": {
"$:/themes/tiddlywiki/snowwhite/base": {
"title": "$:/themes/tiddlywiki/snowwhite/base",
"tags": "[[$:/tags/Stylesheet]]",
"text": "\\rules only filteredtranscludeinline transcludeinline macrodef macrocallinline\n\n.tc-sidebar-header {\n\ttext-shadow: 0 1px 0 <<colour sidebar-foreground-shadow>>;\n}\n\n.tc-tiddler-info {\n\t<<box-shadow \"inset 1px 2px 3px rgba(0,0,0,0.1)\">>\n}\n\n@media screen {\n\t.tc-tiddler-frame {\n\t\t<<box-shadow \"1px 1px 5px rgba(0, 0, 0, 0.3)\">>\n\t}\n}\n\n@media (max-width: {{$:/themes/tiddlywiki/vanilla/metrics/sidebarbreakpoint}}) {\n\t.tc-tiddler-frame {\n\t\t<<box-shadow none>>\n\t}\n}\n\n.tc-page-controls button svg, .tc-tiddler-controls button svg, .tc-topbar button svg {\n\t<<transition \"fill 150ms ease-in-out\">>\n}\n\n.tc-tiddler-controls button.tc-selected,\n.tc-page-controls button.tc-selected {\n\t<<filter \"drop-shadow(0px -1px 2px rgba(0,0,0,0.25))\">>\n}\n\n.tc-tiddler-frame input.tc-edit-texteditor {\n\t<<box-shadow \"inset 0 1px 8px rgba(0, 0, 0, 0.15)\">>\n}\n\n.tc-edit-tags {\n\t<<box-shadow \"inset 0 1px 8px rgba(0, 0, 0, 0.15)\">>\n}\n\n.tc-tiddler-frame .tc-edit-tags input.tc-edit-texteditor {\n\t<<box-shadow \"none\">>\n\tborder: none;\n\toutline: none;\n}\n\ntextarea.tc-edit-texteditor {\n\tfont-family: {{$:/themes/tiddlywiki/vanilla/settings/editorfontfamily}};\n}\n\ncanvas.tc-edit-bitmapeditor {\n\t<<box-shadow \"2px 2px 5px rgba(0, 0, 0, 0.5)\">>\n}\n\n.tc-drop-down {\n\tborder-radius: 4px;\n\t<<box-shadow \"2px 2px 10px rgba(0, 0, 0, 0.5)\">>\n}\n\n.tc-block-dropdown {\n\tborder-radius: 4px;\n\t<<box-shadow \"2px 2px 10px rgba(0, 0, 0, 0.5)\">>\n}\n\n.tc-modal {\n\tborder-radius: 6px;\n\t<<box-shadow \"0 3px 7px rgba(0,0,0,0.3)\">>\n}\n\n.tc-modal-footer {\n\tborder-radius: 0 0 6px 6px;\n\t<<box-shadow \"inset 0 1px 0 #fff\">>;\n}\n\n\n.tc-alert {\n\tborder-radius: 6px;\n\t<<box-shadow \"0 3px 7px rgba(0,0,0,0.6)\">>\n}\n\n.tc-notification {\n\tborder-radius: 6px;\n\t<<box-shadow \"0 3px 7px rgba(0,0,0,0.3)\">>\n\ttext-shadow: 0 1px 0 rgba(255,255,255, 0.8);\n}\n\n.tc-sidebar-lists .tc-tab-set .tc-tab-divider {\n\tborder-top: none;\n\theight: 1px;\n\t<<background-linear-gradient \"left, rgba(0,0,0,0.15) 0%, rgba(0,0,0,0.0) 100%\">>\n}\n\n.tc-more-sidebar > .tc-tab-set > .tc-tab-buttons > button {\n\t<<background-linear-gradient \"left, rgba(0,0,0,0.01) 0%, rgba(0,0,0,0.1) 100%\">>\n}\n\n.tc-more-sidebar > .tc-tab-set > .tc-tab-buttons > button.tc-tab-selected {\n\t<<background-linear-gradient \"left, rgba(0,0,0,0.05) 0%, rgba(255,255,255,0.05) 100%\">>\n}\n\n.tc-message-box img {\n\t<<box-shadow \"1px 1px 3px rgba(0,0,0,0.5)\">>\n}\n\n.tc-plugin-info {\n\t<<box-shadow \"1px 1px 3px rgba(0,0,0,0.5)\">>\n}\n"
}
}
}
{
"tiddlers": {
"$:/themes/tiddlywiki/vanilla/themetweaks": {
"title": "$:/themes/tiddlywiki/vanilla/themetweaks",
"tags": "$:/tags/ControlPanel/Appearance",
"caption": "{{$:/language/ThemeTweaks/ThemeTweaks}}",
"text": "\\define lingo-base() $:/language/ThemeTweaks/\n\n\\define replacement-text()\n[img[$(imageTitle)$]]\n\\end\n\n\\define backgroundimage-dropdown()\n<div class=\"tc-drop-down-wrapper\">\n<$button popup=<<qualify \"$:/state/popup/themetweaks/backgroundimage\">> class=\"tc-btn-invisible tc-btn-dropdown\">{{$:/core/images/down-arrow}}</$button>\n<$reveal state=<<qualify \"$:/state/popup/themetweaks/backgroundimage\">> type=\"popup\" position=\"belowleft\" text=\"\" default=\"\">\n<div class=\"tc-drop-down\">\n<$macrocall $name=\"image-picker\" actions=\"\"\"\n\n<$action-setfield\n\t$tiddler=\"$:/themes/tiddlywiki/vanilla/settings/backgroundimage\"\n\t$value=<<imageTitle>>\n/>\n\n\"\"\"/>\n</div>\n</$reveal>\n</div>\n\\end\n\n\\define backgroundimageattachment-dropdown()\n<$select tiddler=\"$:/themes/tiddlywiki/vanilla/settings/backgroundimageattachment\" default=\"scroll\">\n<option value=\"scroll\"><<lingo Settings/BackgroundImageAttachment/Scroll>></option>\n<option value=\"fixed\"><<lingo Settings/BackgroundImageAttachment/Fixed>></option>\n</$select>\n\\end\n\n\\define backgroundimagesize-dropdown()\n<$select tiddler=\"$:/themes/tiddlywiki/vanilla/settings/backgroundimagesize\" default=\"scroll\">\n<option value=\"auto\"><<lingo Settings/BackgroundImageSize/Auto>></option>\n<option value=\"cover\"><<lingo Settings/BackgroundImageSize/Cover>></option>\n<option value=\"contain\"><<lingo Settings/BackgroundImageSize/Contain>></option>\n</$select>\n\\end\n\n<<lingo ThemeTweaks/Hint>>\n\n! <<lingo Options>>\n\n|<$link to=\"$:/themes/tiddlywiki/vanilla/options/sidebarlayout\"><<lingo Options/SidebarLayout>></$link> |<$select tiddler=\"$:/themes/tiddlywiki/vanilla/options/sidebarlayout\"><option value=\"fixed-fluid\"><<lingo Options/SidebarLayout/Fixed-Fluid>></option><option value=\"fluid-fixed\"><<lingo Options/SidebarLayout/Fluid-Fixed>></option></$select> |\n|<$link to=\"$:/themes/tiddlywiki/vanilla/options/stickytitles\"><<lingo Options/StickyTitles>></$link><br>//<<lingo Options/StickyTitles/Hint>>// |<$select tiddler=\"$:/themes/tiddlywiki/vanilla/options/stickytitles\"><option value=\"no\">{{$:/language/No}}</option><option value=\"yes\">{{$:/language/Yes}}</option></$select> |\n|<$link to=\"$:/themes/tiddlywiki/vanilla/options/codewrapping\"><<lingo Options/CodeWrapping>></$link> |<$select tiddler=\"$:/themes/tiddlywiki/vanilla/options/codewrapping\"><option value=\"pre\">{{$:/language/No}}</option><option value=\"pre-wrap\">{{$:/language/Yes}}</option></$select> |\n\n! <<lingo Settings>>\n\n|<$link to=\"$:/themes/tiddlywiki/vanilla/settings/fontfamily\"><<lingo Settings/FontFamily>></$link> |<$edit-text tiddler=\"$:/themes/tiddlywiki/vanilla/settings/fontfamily\" default=\"\" tag=\"input\"/> | |\n|<$link to=\"$:/themes/tiddlywiki/vanilla/settings/codefontfamily\"><<lingo Settings/CodeFontFamily>></$link> |<$edit-text tiddler=\"$:/themes/tiddlywiki/vanilla/settings/codefontfamily\" default=\"\" tag=\"input\"/> | |\n|<$link to=\"$:/themes/tiddlywiki/vanilla/settings/editorfontfamily\"><<lingo Settings/EditorFontFamily>></$link> |<$edit-text tiddler=\"$:/themes/tiddlywiki/vanilla/settings/editorfontfamily\" default=\"\" tag=\"input\"/> | |\n|<$link to=\"$:/themes/tiddlywiki/vanilla/settings/backgroundimage\"><<lingo Settings/BackgroundImage>></$link> |<$edit-text tiddler=\"$:/themes/tiddlywiki/vanilla/settings/backgroundimage\" default=\"\" tag=\"input\"/> |<<backgroundimage-dropdown>> |\n|<$link to=\"$:/themes/tiddlywiki/vanilla/settings/backgroundimageattachment\"><<lingo Settings/BackgroundImageAttachment>></$link> |<<backgroundimageattachment-dropdown>> | |\n|<$link to=\"$:/themes/tiddlywiki/vanilla/settings/backgroundimagesize\"><<lingo Settings/BackgroundImageSize>></$link> |<<backgroundimagesize-dropdown>> | |\n\n! <<lingo Metrics>>\n\n|<$link to=\"$:/themes/tiddlywiki/vanilla/metrics/fontsize\"><<lingo Metrics/FontSize>></$link> |<$edit-text tiddler=\"$:/themes/tiddlywiki/vanilla/metrics/fontsize\" default=\"\" tag=\"input\"/> |\n|<$link to=\"$:/themes/tiddlywiki/vanilla/metrics/lineheight\"><<lingo Metrics/LineHeight>></$link> |<$edit-text tiddler=\"$:/themes/tiddlywiki/vanilla/metrics/lineheight\" default=\"\" tag=\"input\"/> |\n|<$link to=\"$:/themes/tiddlywiki/vanilla/metrics/bodyfontsize\"><<lingo Metrics/BodyFontSize>></$link> |<$edit-text tiddler=\"$:/themes/tiddlywiki/vanilla/metrics/bodyfontsize\" default=\"\" tag=\"input\"/> |\n|<$link to=\"$:/themes/tiddlywiki/vanilla/metrics/bodylineheight\"><<lingo Metrics/BodyLineHeight>></$link> |<$edit-text tiddler=\"$:/themes/tiddlywiki/vanilla/metrics/bodylineheight\" default=\"\" tag=\"input\"/> |\n|<$link to=\"$:/themes/tiddlywiki/vanilla/metrics/storyleft\"><<lingo Metrics/StoryLeft>></$link><br>//<<lingo Metrics/StoryLeft/Hint>>// |^<$edit-text tiddler=\"$:/themes/tiddlywiki/vanilla/metrics/storyleft\" default=\"\" tag=\"input\"/> |\n|<$link to=\"$:/themes/tiddlywiki/vanilla/metrics/storytop\"><<lingo Metrics/StoryTop>></$link><br>//<<lingo Metrics/StoryTop/Hint>>// |^<$edit-text tiddler=\"$:/themes/tiddlywiki/vanilla/metrics/storytop\" default=\"\" tag=\"input\"/> |\n|<$link to=\"$:/themes/tiddlywiki/vanilla/metrics/storyright\"><<lingo Metrics/StoryRight>></$link><br>//<<lingo Metrics/StoryRight/Hint>>// |^<$edit-text tiddler=\"$:/themes/tiddlywiki/vanilla/metrics/storyright\" default=\"\" tag=\"input\"/> |\n|<$link to=\"$:/themes/tiddlywiki/vanilla/metrics/storywidth\"><<lingo Metrics/StoryWidth>></$link><br>//<<lingo Metrics/StoryWidth/Hint>>// |^<$edit-text tiddler=\"$:/themes/tiddlywiki/vanilla/metrics/storywidth\" default=\"\" tag=\"input\"/> |\n|<$link to=\"$:/themes/tiddlywiki/vanilla/metrics/tiddlerwidth\"><<lingo Metrics/TiddlerWidth>></$link><br>//<<lingo Metrics/TiddlerWidth/Hint>>//<br> |^<$edit-text tiddler=\"$:/themes/tiddlywiki/vanilla/metrics/tiddlerwidth\" default=\"\" tag=\"input\"/> |\n|<$link to=\"$:/themes/tiddlywiki/vanilla/metrics/sidebarbreakpoint\"><<lingo Metrics/SidebarBreakpoint>></$link><br>//<<lingo Metrics/SidebarBreakpoint/Hint>>// |^<$edit-text tiddler=\"$:/themes/tiddlywiki/vanilla/metrics/sidebarbreakpoint\" default=\"\" tag=\"input\"/> |\n|<$link to=\"$:/themes/tiddlywiki/vanilla/metrics/sidebarwidth\"><<lingo Metrics/SidebarWidth>></$link><br>//<<lingo Metrics/SidebarWidth/Hint>>// |^<$edit-text tiddler=\"$:/themes/tiddlywiki/vanilla/metrics/sidebarwidth\" default=\"\" tag=\"input\"/> |\n"
},
"$:/themes/tiddlywiki/vanilla/base": {
"title": "$:/themes/tiddlywiki/vanilla/base",
"tags": "[[$:/tags/Stylesheet]]",
"text": "\\define custom-background-datauri()\n<$set name=\"background\" value={{$:/themes/tiddlywiki/vanilla/settings/backgroundimage}}>\n<$list filter=\"[<background>is[image]]\">\n`background: url(`\n<$list filter=\"[<background>!has[_canonical_uri]]\">\n`\"`<$macrocall $name=\"datauri\" title={{$:/themes/tiddlywiki/vanilla/settings/backgroundimage}}/>`\"`\n</$list>\n<$list filter=\"[<background>has[_canonical_uri]]\">\n`\"`<$view tiddler={{$:/themes/tiddlywiki/vanilla/settings/backgroundimage}} field=\"_canonical_uri\"/>`\"`\n</$list>\n`) center center;`\n`background-attachment: `{{$:/themes/tiddlywiki/vanilla/settings/backgroundimageattachment}}`;\n-webkit-background-size:` {{$:/themes/tiddlywiki/vanilla/settings/backgroundimagesize}}`;\n-moz-background-size:` {{$:/themes/tiddlywiki/vanilla/settings/backgroundimagesize}}`;\n-o-background-size:` {{$:/themes/tiddlywiki/vanilla/settings/backgroundimagesize}}`;\nbackground-size:` {{$:/themes/tiddlywiki/vanilla/settings/backgroundimagesize}}`;`\n</$list>\n</$set>\n\\end\n\n\\define if-fluid-fixed(text,hiddenSidebarText)\n<$reveal state=\"$:/themes/tiddlywiki/vanilla/options/sidebarlayout\" type=\"match\" text=\"fluid-fixed\">\n$text$\n<$reveal state=\"$:/state/sidebar\" type=\"nomatch\" text=\"yes\" default=\"yes\">\n$hiddenSidebarText$\n</$reveal>\n</$reveal>\n\\end\n\n\\define if-editor-height-fixed(then,else)\n<$reveal state=\"$:/config/TextEditor/EditorHeight/Mode\" type=\"match\" text=\"fixed\">\n$then$\n</$reveal>\n<$reveal state=\"$:/config/TextEditor/EditorHeight/Mode\" type=\"match\" text=\"auto\">\n$else$\n</$reveal>\n\\end\n\n\\rules only filteredtranscludeinline transcludeinline macrodef macrocallinline macrocallblock\n\n/*\n** Start with the normalize CSS reset, and then belay some of its effects\n*/\n\n{{$:/themes/tiddlywiki/vanilla/reset}}\n\n*, input[type=\"search\"] {\n\tbox-sizing: border-box;\n\t-moz-box-sizing: border-box;\n\t-webkit-box-sizing: border-box;\n}\n\nhtml button {\n\tline-height: 1.2;\n\tcolor: <<colour button-foreground>>;\n\tbackground: <<colour button-background>>;\n\tborder-color: <<colour button-border>>;\n}\n\n/*\n** Basic element styles\n*/\n\nhtml {\n\tfont-family: {{$:/themes/tiddlywiki/vanilla/settings/fontfamily}};\n\ttext-rendering: optimizeLegibility; /* Enables kerning and ligatures etc. */\n\t-webkit-font-smoothing: antialiased;\n\t-moz-osx-font-smoothing: grayscale;\n}\n\nhtml:-webkit-full-screen {\n\tbackground-color: <<colour page-background>>;\n}\n\nbody.tc-body {\n\tfont-size: {{$:/themes/tiddlywiki/vanilla/metrics/fontsize}};\n\tline-height: {{$:/themes/tiddlywiki/vanilla/metrics/lineheight}};\n\tword-wrap: break-word;\n\t<<custom-background-datauri>>\n\tcolor: <<colour foreground>>;\n\tbackground-color: <<colour page-background>>;\n\tfill: <<colour foreground>>;\n}\n\n<<if-background-attachment \"\"\"\n\nbody.tc-body {\n background-color: transparent;\n}\n\n\"\"\">>\n\nh1, h2, h3, h4, h5, h6 {\n\tline-height: 1.2;\n\tfont-weight: 300;\n}\n\npre {\n\tdisplay: block;\n\tpadding: 14px;\n\tmargin-top: 1em;\n\tmargin-bottom: 1em;\n\tword-break: normal;\n\tword-wrap: break-word;\n\twhite-space: {{$:/themes/tiddlywiki/vanilla/options/codewrapping}};\n\tbackground-color: <<colour pre-background>>;\n\tborder: 1px solid <<colour pre-border>>;\n\tpadding: 0 3px 2px;\n\tborder-radius: 3px;\n\tfont-family: {{$:/themes/tiddlywiki/vanilla/settings/codefontfamily}};\n}\n\ncode {\n\tcolor: <<colour code-foreground>>;\n\tbackground-color: <<colour code-background>>;\n\tborder: 1px solid <<colour code-border>>;\n\twhite-space: {{$:/themes/tiddlywiki/vanilla/options/codewrapping}};\n\tpadding: 0 3px 2px;\n\tborder-radius: 3px;\n\tfont-family: {{$:/themes/tiddlywiki/vanilla/settings/codefontfamily}};\n}\n\nblockquote {\n\tborder-left: 5px solid <<colour blockquote-bar>>;\n\tmargin-left: 25px;\n\tpadding-left: 10px;\n\tquotes: \"\\201C\"\"\\201D\"\"\\2018\"\"\\2019\";\n}\n\nblockquote > div {\n\tmargin-top: 1em;\n\tmargin-bottom: 1em;\n}\n\nblockquote.tc-big-quote {\n\tfont-family: Georgia, serif;\n\tposition: relative;\n\tbackground: <<colour pre-background>>;\n\tborder-left: none;\n\tmargin-left: 50px;\n\tmargin-right: 50px;\n\tpadding: 10px;\n border-radius: 8px;\n}\n\nblockquote.tc-big-quote cite:before {\n\tcontent: \"\\2014 \\2009\";\n}\n\nblockquote.tc-big-quote:before {\n\tfont-family: Georgia, serif;\n\tcolor: <<colour blockquote-bar>>;\n\tcontent: open-quote;\n\tfont-size: 8em;\n\tline-height: 0.1em;\n\tmargin-right: 0.25em;\n\tvertical-align: -0.4em;\n\tposition: absolute;\n left: -50px;\n top: 42px;\n}\n\nblockquote.tc-big-quote:after {\n\tfont-family: Georgia, serif;\n\tcolor: <<colour blockquote-bar>>;\n\tcontent: close-quote;\n\tfont-size: 8em;\n\tline-height: 0.1em;\n\tmargin-right: 0.25em;\n\tvertical-align: -0.4em;\n\tposition: absolute;\n right: -80px;\n bottom: -20px;\n}\n\ndl dt {\n\tfont-weight: bold;\n\tmargin-top: 6px;\n}\n\nbutton, textarea, input, select {\n\toutline-color: <<colour primary>>;\n}\n\ntextarea,\ninput[type=text],\ninput[type=search],\ninput[type=\"\"],\ninput:not([type]) {\n\tcolor: <<colour foreground>>;\n\tbackground: <<colour background>>;\n}\n\ninput[type=\"checkbox\"] {\n vertical-align: middle;\n}\n\n.tc-muted {\n\tcolor: <<colour muted-foreground>>;\n}\n\nsvg.tc-image-button {\n\tpadding: 0px 1px 1px 0px;\n}\n\n.tc-icon-wrapper > svg {\n\twidth: 1em;\n\theight: 1em;\n}\n\nkbd {\n\tdisplay: inline-block;\n\tpadding: 3px 5px;\n\tfont-size: 0.8em;\n\tline-height: 1.2;\n\tcolor: <<colour foreground>>;\n\tvertical-align: middle;\n\tbackground-color: <<colour background>>;\n\tborder: solid 1px <<colour muted-foreground>>;\n\tborder-bottom-color: <<colour muted-foreground>>;\n\tborder-radius: 3px;\n\tbox-shadow: inset 0 -1px 0 <<colour muted-foreground>>;\n}\n\n/*\nMarkdown likes putting code elements inside pre elements\n*/\npre > code {\n\tpadding: 0;\n\tborder: none;\n\tbackground-color: inherit;\n\tcolor: inherit;\n}\n\ntable {\n\tborder: 1px solid <<colour table-border>>;\n\twidth: auto;\n\tmax-width: 100%;\n\tcaption-side: bottom;\n\tmargin-top: 1em;\n\tmargin-bottom: 1em;\n\t/* next 2 elements needed, since normalize 8.0.1 */\n\tborder-collapse: collapse;\n\tborder-spacing: 0;\n}\n\ntable th, table td {\n\tpadding: 0 7px 0 7px;\n\tborder-top: 1px solid <<colour table-border>>;\n\tborder-left: 1px solid <<colour table-border>>;\n}\n\ntable thead tr td, table th {\n\tbackground-color: <<colour table-header-background>>;\n\tfont-weight: bold;\n}\n\ntable tfoot tr td {\n\tbackground-color: <<colour table-footer-background>>;\n}\n\n.tc-csv-table {\n\twhite-space: nowrap;\n}\n\n.tc-tiddler-frame img,\n.tc-tiddler-frame svg,\n.tc-tiddler-frame canvas,\n.tc-tiddler-frame embed,\n.tc-tiddler-frame iframe {\n\tmax-width: 100%;\n}\n\n.tc-tiddler-body > embed,\n.tc-tiddler-body > iframe {\n\twidth: 100%;\n\theight: 600px;\n}\n\n/*\n** Links\n*/\n\nbutton.tc-tiddlylink,\na.tc-tiddlylink {\n\ttext-decoration: none;\n\tfont-weight: 500;\n\tcolor: <<colour tiddler-link-foreground>>;\n\t-webkit-user-select: inherit; /* Otherwise the draggable attribute makes links impossible to select */\n}\n\n.tc-sidebar-lists a.tc-tiddlylink {\n\tcolor: <<colour sidebar-tiddler-link-foreground>>;\n}\n\n.tc-sidebar-lists a.tc-tiddlylink:hover {\n\tcolor: <<colour sidebar-tiddler-link-foreground-hover>>;\n}\n\nbutton.tc-tiddlylink:hover,\na.tc-tiddlylink:hover {\n\ttext-decoration: underline;\n}\n\na.tc-tiddlylink-resolves {\n}\n\na.tc-tiddlylink-shadow {\n\tfont-weight: bold;\n}\n\na.tc-tiddlylink-shadow.tc-tiddlylink-resolves {\n\tfont-weight: normal;\n}\n\na.tc-tiddlylink-missing {\n\tfont-style: italic;\n}\n\na.tc-tiddlylink-external {\n\ttext-decoration: underline;\n\tcolor: <<colour external-link-foreground>>;\n\tbackground-color: <<colour external-link-background>>;\n}\n\na.tc-tiddlylink-external:visited {\n\tcolor: <<colour external-link-foreground-visited>>;\n\tbackground-color: <<colour external-link-background-visited>>;\n}\n\na.tc-tiddlylink-external:hover {\n\tcolor: <<colour external-link-foreground-hover>>;\n\tbackground-color: <<colour external-link-background-hover>>;\n}\n\n/*\n** Drag and drop styles\n*/\n\n.tc-tiddler-dragger {\n\tposition: relative;\n\tz-index: -10000;\n}\n\n.tc-tiddler-dragger-inner {\n\tposition: absolute;\n\ttop: -1000px;\n\tleft: -1000px;\n\tdisplay: inline-block;\n\tpadding: 8px 20px;\n\tfont-size: 16.9px;\n\tfont-weight: bold;\n\tline-height: 20px;\n\tcolor: <<colour dragger-foreground>>;\n\ttext-shadow: 0 1px 0 rgba(0, 0, 0, 1);\n\twhite-space: nowrap;\n\tvertical-align: baseline;\n\tbackground-color: <<colour dragger-background>>;\n\tborder-radius: 20px;\n}\n\n.tc-tiddler-dragger-cover {\n\tposition: absolute;\n\tbackground-color: <<colour page-background>>;\n}\n\n.tc-dropzone {\n\tposition: relative;\n}\n\n.tc-dropzone.tc-dragover:before {\n\tz-index: 10000;\n\tdisplay: block;\n\tposition: fixed;\n\ttop: 0;\n\tleft: 0;\n\tright: 0;\n\tbackground: <<colour dropzone-background>>;\n\ttext-align: center;\n\tcontent: \"<<lingo DropMessage>>\";\n}\n\n.tc-droppable > .tc-droppable-placeholder {\n\tdisplay: none;\n}\n\n.tc-droppable.tc-dragover > .tc-droppable-placeholder {\n\tdisplay: block;\n\tborder: 2px dashed <<colour dropzone-background>>;\n}\n\n.tc-draggable {\n\tcursor: move;\n}\n\n.tc-sidebar-tab-open .tc-droppable-placeholder, .tc-tagged-draggable-list .tc-droppable-placeholder,\n.tc-links-draggable-list .tc-droppable-placeholder {\n\tline-height: 2em;\n\theight: 2em;\n}\n\n.tc-sidebar-tab-open-item {\n\tposition: relative;\n}\n\n.tc-sidebar-tab-open .tc-btn-invisible.tc-btn-mini svg {\n\tfont-size: 0.7em;\n\tfill: <<colour muted-foreground>>;\n}\n\n/*\n** Plugin reload warning\n*/\n\n.tc-plugin-reload-warning {\n\tz-index: 1000;\n\tdisplay: block;\n\tposition: fixed;\n\ttop: 0;\n\tleft: 0;\n\tright: 0;\n\tbackground: <<colour alert-background>>;\n\ttext-align: center;\n}\n\n/*\n** Buttons\n*/\n\nbutton svg, button img, label svg, label img {\n\tvertical-align: middle;\n}\n\n.tc-btn-invisible {\n\tpadding: 0;\n\tmargin: 0;\n\tbackground: none;\n\tborder: none;\n \tcursor: pointer;\n\tcolor: <<colour foreground>>;\n}\n\n.tc-btn-boxed {\n\tfont-size: 0.6em;\n\tpadding: 0.2em;\n\tmargin: 1px;\n\tbackground: none;\n\tborder: 1px solid <<colour tiddler-controls-foreground>>;\n\tborder-radius: 0.25em;\n}\n\nhtml body.tc-body .tc-btn-boxed svg {\n\tfont-size: 1.6666em;\n}\n\n.tc-btn-boxed:hover {\n\tbackground: <<colour muted-foreground>>;\n\tcolor: <<colour background>>;\n}\n\nhtml body.tc-body .tc-btn-boxed:hover svg {\n\tfill: <<colour background>>;\n}\n\n.tc-btn-rounded {\n\tfont-size: 0.5em;\n\tline-height: 2;\n\tpadding: 0em 0.3em 0.2em 0.4em;\n\tmargin: 1px;\n\tborder: 1px solid <<colour muted-foreground>>;\n\tbackground: <<colour muted-foreground>>;\n\tcolor: <<colour background>>;\n\tborder-radius: 2em;\n}\n\nhtml body.tc-body .tc-btn-rounded svg {\n\tfont-size: 1.6666em;\n\tfill: <<colour background>>;\n}\n\n.tc-btn-rounded:hover {\n\tborder: 1px solid <<colour muted-foreground>>;\n\tbackground: <<colour background>>;\n\tcolor: <<colour muted-foreground>>;\n}\n\nhtml body.tc-body .tc-btn-rounded:hover svg {\n\tfill: <<colour muted-foreground>>;\n}\n\n.tc-btn-icon svg {\n\theight: 1em;\n\twidth: 1em;\n\tfill: <<colour muted-foreground>>;\n}\n\n.tc-btn-text {\n\tpadding: 0;\n\tmargin: 0;\n}\n\n/* used for documentation \"fake\" buttons */\n.tc-btn-standard {\n\tline-height: 1.8;\n\tcolor: #667;\n\tbackground-color: #e0e0e0;\n\tborder: 1px solid #888;\n\tpadding: 2px 1px 2px 1px;\n\tmargin: 1px 4px 1px 4px;\n}\n\n.tc-btn-big-green {\n\tdisplay: inline-block;\n\tpadding: 8px;\n\tmargin: 4px 8px 4px 8px;\n\tbackground: <<colour download-background>>;\n\tcolor: <<colour download-foreground>>;\n\tfill: <<colour download-foreground>>;\n\tborder: none;\n\tborder-radius: 2px;\n\tfont-size: 1.2em;\n\tline-height: 1.4em;\n\ttext-decoration: none;\n}\n\n.tc-btn-big-green svg,\n.tc-btn-big-green img {\n\theight: 2em;\n\twidth: 2em;\n\tvertical-align: middle;\n\tfill: <<colour download-foreground>>;\n}\n\n.tc-primary-btn {\n \tbackground: <<colour primary>>;\n}\n\n.tc-sidebar-lists input {\n\tcolor: <<colour foreground>>;\n}\n\n.tc-sidebar-lists button {\n\tcolor: <<colour sidebar-button-foreground>>;\n\tfill: <<colour sidebar-button-foreground>>;\n}\n\n.tc-sidebar-lists button.tc-btn-mini {\n\tcolor: <<colour sidebar-muted-foreground>>;\n}\n\n.tc-sidebar-lists button.tc-btn-mini:hover {\n\tcolor: <<colour sidebar-muted-foreground-hover>>;\n}\n\nbutton svg.tc-image-button, button .tc-image-button img {\n\theight: 1em;\n\twidth: 1em;\n}\n\n.tc-unfold-banner {\n\tposition: absolute;\n\tpadding: 0;\n\tmargin: 0;\n\tbackground: none;\n\tborder: none;\n\twidth: 100%;\n\twidth: calc(100% + 2px);\n\tmargin-left: -43px;\n\ttext-align: center;\n\tborder-top: 2px solid <<colour tiddler-info-background>>;\n\tmargin-top: 4px;\n}\n\n.tc-unfold-banner:hover {\n\tbackground: <<colour tiddler-info-background>>;\n\tborder-top: 2px solid <<colour tiddler-info-border>>;\n}\n\n.tc-unfold-banner svg, .tc-fold-banner svg {\n\theight: 0.75em;\n\tfill: <<colour tiddler-controls-foreground>>;\n}\n\n.tc-unfold-banner:hover svg, .tc-fold-banner:hover svg {\n\tfill: <<colour tiddler-controls-foreground-hover>>;\n}\n\n.tc-fold-banner {\n\tposition: absolute;\n\tpadding: 0;\n\tmargin: 0;\n\tbackground: none;\n\tborder: none;\n\twidth: 23px;\n\ttext-align: center;\n\tmargin-left: -35px;\n\ttop: 6px;\n\tbottom: 6px;\n}\n\n.tc-fold-banner:hover {\n\tbackground: <<colour tiddler-info-background>>;\n}\n\n@media (max-width: {{$:/themes/tiddlywiki/vanilla/metrics/sidebarbreakpoint}}) {\n\n\t.tc-unfold-banner {\n\t\tposition: static;\n\t\twidth: calc(100% + 59px);\n\t}\n\n\t.tc-fold-banner {\n\t\twidth: 16px;\n\t\tmargin-left: -16px;\n\t\tfont-size: 0.75em;\n\t}\n\n}\n\n/*\n** Tags and missing tiddlers\n*/\n\n.tc-tag-list-item {\n\tposition: relative;\n\tdisplay: inline-block;\n\tmargin-right: 7px;\n}\n\n.tc-tags-wrapper {\n\tmargin: 4px 0 14px 0;\n}\n\n.tc-missing-tiddler-label {\n\tfont-style: italic;\n\tfont-weight: normal;\n\tdisplay: inline-block;\n\tfont-size: 11.844px;\n\tline-height: 14px;\n\twhite-space: nowrap;\n\tvertical-align: baseline;\n}\n\nbutton.tc-tag-label, span.tc-tag-label {\n\tdisplay: inline-block;\n\tpadding: 0.16em 0.7em;\n\tfont-size: 0.9em;\n\tfont-weight: 400;\n\tline-height: 1.2em;\n\tcolor: <<colour tag-foreground>>;\n\twhite-space: nowrap;\n\tvertical-align: baseline;\n\tbackground-color: <<colour tag-background>>;\n\tborder-radius: 1em;\n}\n\n.tc-sidebar-scrollable .tc-tag-label {\n\ttext-shadow: none;\n}\n\n.tc-untagged-separator {\n\twidth: 10em;\n\tleft: 0;\n\tmargin-left: 0;\n\tborder: 0;\n\theight: 1px;\n\tbackground: <<colour tab-divider>>;\n}\n\nbutton.tc-untagged-label {\n\tbackground-color: <<colour untagged-background>>;\n}\n\n.tc-tag-label svg, .tc-tag-label img {\n\theight: 1em;\n\twidth: 1em;\n\tmargin-right: 3px; \n\tmargin-bottom: 1px;\n\tvertical-align: text-bottom;\n}\n\n.tc-edit-tags button.tc-remove-tag-button svg {\n\tfont-size: 0.7em;\n\tvertical-align: middle;\n}\n\n.tc-tag-manager-table .tc-tag-label {\n\twhite-space: normal;\n}\n\n.tc-tag-manager-tag {\n\twidth: 100%;\n}\n\nbutton.tc-btn-invisible.tc-remove-tag-button {\n\toutline: none;\n}\n\n/*\n** Page layout\n*/\n\n.tc-topbar {\n\tposition: fixed;\n\tz-index: 1200;\n}\n\n.tc-topbar-left {\n\tleft: 29px;\n\ttop: 5px;\n}\n\n.tc-topbar-right {\n\ttop: 5px;\n\tright: 29px;\n}\n\n.tc-topbar button {\n\tpadding: 8px;\n}\n\n.tc-topbar svg {\n\tfill: <<colour muted-foreground>>;\n}\n\n.tc-topbar button:hover svg {\n\tfill: <<colour foreground>>;\n}\n\n.tc-sidebar-header {\n\tcolor: <<colour sidebar-foreground>>;\n\tfill: <<colour sidebar-foreground>>;\n}\n\n.tc-sidebar-header .tc-title a.tc-tiddlylink-resolves {\n\tfont-weight: 300;\n}\n\n.tc-sidebar-header .tc-sidebar-lists p {\n\tmargin-top: 3px;\n\tmargin-bottom: 3px;\n}\n\n.tc-sidebar-header .tc-missing-tiddler-label {\n\tcolor: <<colour sidebar-foreground>>;\n}\n\n.tc-advanced-search input {\n\twidth: 60%;\n}\n\n.tc-search a svg {\n\twidth: 1.2em;\n\theight: 1.2em;\n\tvertical-align: middle;\n}\n\n.tc-page-controls {\n\tmargin-top: 14px;\n\tfont-size: 1.5em;\n}\n\n.tc-page-controls .tc-drop-down {\n font-size: 1rem;\n}\n\n.tc-page-controls button {\n\tmargin-right: 0.5em;\n}\n\n.tc-page-controls a.tc-tiddlylink:hover {\n\ttext-decoration: none;\n}\n\n.tc-page-controls img {\n\twidth: 1em;\n}\n\n.tc-page-controls svg {\n\tfill: <<colour sidebar-controls-foreground>>;\n}\n\n.tc-page-controls button:hover svg, .tc-page-controls a:hover svg {\n\tfill: <<colour sidebar-controls-foreground-hover>>;\n}\n\n.tc-menu-list-item {\n\twhite-space: nowrap;\n}\n\n.tc-menu-list-count {\n\tfont-weight: bold;\n}\n\n.tc-menu-list-subitem {\n\tpadding-left: 7px;\n}\n\n.tc-story-river {\n\tposition: relative;\n}\n\n@media (max-width: {{$:/themes/tiddlywiki/vanilla/metrics/sidebarbreakpoint}}) {\n\n\t.tc-sidebar-header {\n\t\tpadding: 14px;\n\t\tmin-height: 32px;\n\t\tmargin-top: {{$:/themes/tiddlywiki/vanilla/metrics/storytop}};\n\t}\n\n\t.tc-story-river {\n\t\tposition: relative;\n\t\tpadding: 0;\n\t}\n}\n\n@media (min-width: {{$:/themes/tiddlywiki/vanilla/metrics/sidebarbreakpoint}}) {\n\n\t.tc-message-box {\n\t\tmargin: 21px -21px 21px -21px;\n\t}\n\n\t.tc-sidebar-scrollable {\n\t\tposition: fixed;\n\t\ttop: {{$:/themes/tiddlywiki/vanilla/metrics/storytop}};\n\t\tleft: {{$:/themes/tiddlywiki/vanilla/metrics/storyright}};\n\t\tbottom: 0;\n\t\tright: 0;\n\t\toverflow-y: auto;\n\t\toverflow-x: auto;\n\t\t-webkit-overflow-scrolling: touch;\n\t\tmargin: 0 0 0 -42px;\n\t\tpadding: 71px 0 28px 42px;\n\t}\n\n\thtml[dir=\"rtl\"] .tc-sidebar-scrollable {\n\t\tleft: auto;\n\t\tright: {{$:/themes/tiddlywiki/vanilla/metrics/storyright}};\n\t}\n\n\t.tc-story-river {\n\t\tposition: relative;\n\t\tleft: {{$:/themes/tiddlywiki/vanilla/metrics/storyleft}};\n\t\ttop: {{$:/themes/tiddlywiki/vanilla/metrics/storytop}};\n\t\twidth: {{$:/themes/tiddlywiki/vanilla/metrics/storywidth}};\n\t\tpadding: 42px 42px 42px 42px;\n\t}\n\n<<if-no-sidebar \"\n\n\t.tc-story-river {\n\t\twidth: calc(100% - {{$:/themes/tiddlywiki/vanilla/metrics/storyleft}});\n\t}\n\n\">>\n\n}\n\n@media print {\n\n\tbody.tc-body {\n\t\tbackground-color: transparent;\n\t}\n\n\t.tc-sidebar-header, .tc-topbar {\n\t\tdisplay: none;\n\t}\n\n\t.tc-story-river {\n\t\tmargin: 0;\n\t\tpadding: 0;\n\t}\n\n\t.tc-story-river .tc-tiddler-frame {\n\t\tmargin: 0;\n\t\tborder: none;\n\t\tpadding: 0;\n\t}\n}\n\n/*\n** Tiddler styles\n*/\n\n.tc-tiddler-frame {\n\tposition: relative;\n\tmargin-bottom: 28px;\n\tbackground-color: <<colour tiddler-background>>;\n\tborder: 1px solid <<colour tiddler-border>>;\n}\n\n{{$:/themes/tiddlywiki/vanilla/sticky}}\n\n.tc-tiddler-info {\n\tpadding: 14px 42px 14px 42px;\n\tbackground-color: <<colour tiddler-info-background>>;\n\tborder-top: 1px solid <<colour tiddler-info-border>>;\n\tborder-bottom: 1px solid <<colour tiddler-info-border>>;\n}\n\n.tc-tiddler-info p {\n\tmargin-top: 3px;\n\tmargin-bottom: 3px;\n}\n\n.tc-tiddler-info .tc-tab-buttons button.tc-tab-selected {\n\tbackground-color: <<colour tiddler-info-tab-background>>;\n\tborder-bottom: 1px solid <<colour tiddler-info-tab-background>>;\n}\n\n.tc-view-field-table {\n\twidth: 100%;\n}\n\n.tc-view-field-name {\n\twidth: 1%; /* Makes this column be as narrow as possible */\n\ttext-align: right;\n\tfont-style: italic;\n\tfont-weight: 200;\n}\n\n.tc-view-field-value {\n}\n\n@media (max-width: {{$:/themes/tiddlywiki/vanilla/metrics/sidebarbreakpoint}}) {\n\t.tc-tiddler-frame {\n\t\tpadding: 14px 14px 14px 14px;\n\t}\n\n\t.tc-tiddler-info {\n\t\tmargin: 0 -14px 0 -14px;\n\t}\n}\n\n@media (min-width: {{$:/themes/tiddlywiki/vanilla/metrics/sidebarbreakpoint}}) {\n\t.tc-tiddler-frame {\n\t\tpadding: 28px 42px 42px 42px;\n\t\twidth: {{$:/themes/tiddlywiki/vanilla/metrics/tiddlerwidth}};\n\t\tborder-radius: 2px;\n\t}\n\n<<if-no-sidebar \"\n\n\t.tc-tiddler-frame {\n\t\twidth: 100%;\n\t}\n\n\">>\n\n\t.tc-tiddler-info {\n\t\tmargin: 0 -42px 0 -42px;\n\t}\n}\n\n.tc-site-title,\n.tc-titlebar {\n\tfont-weight: 300;\n\tfont-size: 2.35em;\n\tline-height: 1.2em;\n\tcolor: <<colour tiddler-title-foreground>>;\n\tmargin: 0;\n}\n\n.tc-site-title {\n\tcolor: <<colour site-title-foreground>>;\n}\n\n.tc-tiddler-title-icon {\n\tvertical-align: middle;\n\tmargin-right: .1em;\n}\n\n.tc-system-title-prefix {\n\tcolor: <<colour muted-foreground>>;\n}\n\n.tc-titlebar h2 {\n\tfont-size: 1em;\n\tdisplay: inline;\n}\n\n.tc-titlebar img {\n\theight: 1em;\n}\n\n.tc-subtitle {\n\tfont-size: 0.9em;\n\tcolor: <<colour tiddler-subtitle-foreground>>;\n\tfont-weight: 300;\n}\n\n.tc-subtitle .tc-tiddlylink {\n\tmargin-right: .3em;\n}\n\n.tc-tiddler-missing .tc-title {\n font-style: italic;\n font-weight: normal;\n}\n\n.tc-tiddler-frame .tc-tiddler-controls {\n\tfloat: right;\n}\n\n.tc-tiddler-controls .tc-drop-down {\n\tfont-size: 0.6em;\n}\n\n.tc-tiddler-controls .tc-drop-down .tc-drop-down {\n\tfont-size: 1em;\n}\n\n.tc-tiddler-controls > span > button,\n.tc-tiddler-controls > span > span > button,\n.tc-tiddler-controls > span > span > span > button {\n\tvertical-align: baseline;\n\tmargin-left:5px;\n}\n\n.tc-tiddler-controls button svg, .tc-tiddler-controls button img,\n.tc-search button svg, .tc-search a svg {\n\tfill: <<colour tiddler-controls-foreground>>;\n}\n\n.tc-tiddler-controls button svg, .tc-tiddler-controls button img {\n\theight: 0.75em;\n}\n\n.tc-search button svg, .tc-search a svg {\n height: 1.2em;\n width: 1.2em;\n margin: 0 0.25em;\n}\n\n.tc-tiddler-controls button.tc-selected svg,\n.tc-page-controls button.tc-selected svg {\n\tfill: <<colour tiddler-controls-foreground-selected>>;\n}\n\n.tc-tiddler-controls button.tc-btn-invisible:hover svg,\n.tc-search button:hover svg, .tc-search a:hover svg {\n\tfill: <<colour tiddler-controls-foreground-hover>>;\n}\n\n@media print {\n\t.tc-tiddler-controls {\n\t\tdisplay: none;\n\t}\n}\n\n.tc-tiddler-help { /* Help prompts within tiddler template */\n\tcolor: <<colour muted-foreground>>;\n\tmargin-top: 14px;\n}\n\n.tc-tiddler-help a.tc-tiddlylink {\n\tcolor: <<colour very-muted-foreground>>;\n}\n\n.tc-tiddler-frame .tc-edit-texteditor {\n\twidth: 100%;\n\tmargin: 4px 0 4px 0;\n}\n\n.tc-tiddler-frame input.tc-edit-texteditor,\n.tc-tiddler-frame textarea.tc-edit-texteditor,\n.tc-tiddler-frame iframe.tc-edit-texteditor {\n\tpadding: 3px 3px 3px 3px;\n\tborder: 1px solid <<colour tiddler-editor-border>>;\n\tbackground-color: <<colour tiddler-editor-background>>;\n\tline-height: 1.3em;\n\t-webkit-appearance: none;\n\tfont-family: {{$:/themes/tiddlywiki/vanilla/settings/editorfontfamily}};\n}\n\n.tc-tiddler-frame .tc-binary-warning {\n\twidth: 100%;\n\theight: 5em;\n\ttext-align: center;\n\tpadding: 3em 3em 6em 3em;\n\tbackground: <<colour alert-background>>;\n\tborder: 1px solid <<colour alert-border>>;\n}\n\ncanvas.tc-edit-bitmapeditor {\n\tborder: 6px solid <<colour tiddler-editor-border-image>>;\n\tcursor: crosshair;\n\t-moz-user-select: none;\n\t-webkit-user-select: none;\n\t-ms-user-select: none;\n\tmargin-top: 6px;\n\tmargin-bottom: 6px;\n}\n\n.tc-edit-bitmapeditor-width {\n\tdisplay: block;\n}\n\n.tc-edit-bitmapeditor-height {\n\tdisplay: block;\n}\n\n.tc-tiddler-body {\n\tclear: both;\n}\n\n.tc-tiddler-frame .tc-tiddler-body {\n\tfont-size: {{$:/themes/tiddlywiki/vanilla/metrics/bodyfontsize}};\n\tline-height: {{$:/themes/tiddlywiki/vanilla/metrics/bodylineheight}};\n}\n\n.tc-titlebar, .tc-tiddler-edit-title {\n\toverflow: hidden; /* https://github.com/Jermolene/TiddlyWiki5/issues/282 */\n}\n\nhtml body.tc-body.tc-single-tiddler-window {\n\tmargin: 1em;\n\tbackground: <<colour tiddler-background>>;\n}\n\n.tc-single-tiddler-window img,\n.tc-single-tiddler-window svg,\n.tc-single-tiddler-window canvas,\n.tc-single-tiddler-window embed,\n.tc-single-tiddler-window iframe {\n\tmax-width: 100%;\n}\n\n/*\n** Editor\n*/\n\n.tc-editor-toolbar {\n\tmargin-top: 8px;\n}\n\n.tc-editor-toolbar button {\n\tvertical-align: middle;\n\tbackground-color: <<colour tiddler-controls-foreground>>;\n\tcolor: <<colour tiddler-controls-foreground-selected>>;\n\tfill: <<colour tiddler-controls-foreground-selected>>;\n\tborder-radius: 4px;\n\tpadding: 3px;\n\tmargin: 2px 0 2px 4px;\n}\n\n.tc-editor-toolbar button.tc-text-editor-toolbar-item-adjunct {\n\tmargin-left: 1px;\n\twidth: 1em;\n\tborder-radius: 8px;\n}\n\n.tc-editor-toolbar button.tc-text-editor-toolbar-item-start-group {\n\tmargin-left: 11px;\n}\n\n.tc-editor-toolbar button.tc-selected {\n\tbackground-color: <<colour primary>>;\n}\n\n.tc-editor-toolbar button svg {\n\twidth: 1.6em;\n\theight: 1.2em;\n}\n\n.tc-editor-toolbar button:hover {\n\tbackground-color: <<colour tiddler-controls-foreground-selected>>;\n\tfill: <<colour background>>;\n\tcolor: <<colour background>>;\n}\n\n.tc-editor-toolbar .tc-text-editor-toolbar-more {\n\twhite-space: normal;\n}\n\n.tc-editor-toolbar .tc-text-editor-toolbar-more button {\n\tdisplay: inline-block;\n\tpadding: 3px;\n\twidth: auto;\n}\n\n.tc-editor-toolbar .tc-search-results {\n\tpadding: 0;\n}\n\n/*\n** Adjustments for fluid-fixed mode\n*/\n\n@media (min-width: {{$:/themes/tiddlywiki/vanilla/metrics/sidebarbreakpoint}}) {\n\n<<if-fluid-fixed text:\"\"\"\n\n\t.tc-story-river {\n\t\tpadding-right: 0;\n\t\tposition: relative;\n\t\twidth: auto;\n\t\tleft: 0;\n\t\tmargin-left: {{$:/themes/tiddlywiki/vanilla/metrics/storyleft}};\n\t\tmargin-right: {{$:/themes/tiddlywiki/vanilla/metrics/sidebarwidth}};\n\t}\n\n\t.tc-tiddler-frame {\n\t\twidth: 100%;\n\t}\n\n\t.tc-sidebar-scrollable {\n\t\tleft: auto;\n\t\tbottom: 0;\n\t\tright: 0;\n\t\twidth: {{$:/themes/tiddlywiki/vanilla/metrics/sidebarwidth}};\n\t}\n\n\tbody.tc-body .tc-storyview-zoomin-tiddler {\n\t\twidth: 100%;\n\t\twidth: calc(100% - 42px);\n\t}\n\n\"\"\" hiddenSidebarText:\"\"\"\n\n\t.tc-story-river {\n\t\tpadding-right: 3em;\n\t\tmargin-right: 0;\n\t}\n\n\tbody.tc-body .tc-storyview-zoomin-tiddler {\n\t\twidth: 100%;\n\t\twidth: calc(100% - 84px);\n\t}\n\n\"\"\">>\n\n}\n\n/*\n** Toolbar buttons\n*/\n\n.tc-page-controls svg.tc-image-new-button {\n fill: <<colour toolbar-new-button>>;\n}\n\n.tc-page-controls svg.tc-image-options-button {\n fill: <<colour toolbar-options-button>>;\n}\n\n.tc-page-controls svg.tc-image-save-button {\n fill: <<colour toolbar-save-button>>;\n}\n\n.tc-tiddler-controls button svg.tc-image-info-button {\n fill: <<colour toolbar-info-button>>;\n}\n\n.tc-tiddler-controls button svg.tc-image-edit-button {\n fill: <<colour toolbar-edit-button>>;\n}\n\n.tc-tiddler-controls button svg.tc-image-close-button {\n fill: <<colour toolbar-close-button>>;\n}\n\n.tc-tiddler-controls button svg.tc-image-delete-button {\n fill: <<colour toolbar-delete-button>>;\n}\n\n.tc-tiddler-controls button svg.tc-image-cancel-button {\n fill: <<colour toolbar-cancel-button>>;\n}\n\n.tc-tiddler-controls button svg.tc-image-done-button {\n fill: <<colour toolbar-done-button>>;\n}\n\n/*\n** Tiddler edit mode\n*/\n\n.tc-tiddler-edit-frame em.tc-edit {\n\tcolor: <<colour muted-foreground>>;\n\tfont-style: normal;\n}\n\n.tc-edit-type-dropdown a.tc-tiddlylink-missing {\n\tfont-style: normal;\n}\n\n.tc-type-selector .tc-edit-typeeditor {\n\twidth: 20%;\n}\n\n.tc-edit-tags {\n\tborder: 1px solid <<colour tiddler-editor-border>>;\n\tpadding: 4px 8px 4px 8px;\n}\n\n.tc-edit-add-tag {\n\tdisplay: inline-block;\n}\n\n.tc-edit-add-tag .tc-add-tag-name input {\n\twidth: 50%;\n}\n\n.tc-edit-add-tag .tc-keyboard {\n\tdisplay:inline;\n}\n\n.tc-edit-tags .tc-tag-label {\n\tdisplay: inline-block;\n}\n\n.tc-edit-tags-list {\n\tmargin: 14px 0 14px 0;\n}\n\n.tc-remove-tag-button {\n\tpadding-left: 4px;\n}\n\n.tc-tiddler-preview {\n\toverflow: auto;\n}\n\n.tc-tiddler-preview-preview {\n\tfloat: right;\n\twidth: 49%;\n\tborder: 1px solid <<colour tiddler-editor-border>>;\n\tmargin: 4px 0 3px 3px;\n\tpadding: 3px 3px 3px 3px;\n}\n\n<<if-editor-height-fixed then:\"\"\"\n\n.tc-tiddler-preview-preview {\n\toverflow-y: scroll;\n\theight: {{$:/config/TextEditor/EditorHeight/Height}};\n}\n\n\"\"\">>\n\n.tc-tiddler-frame .tc-tiddler-preview .tc-edit-texteditor {\n\twidth: 49%;\n}\n\n.tc-tiddler-frame .tc-tiddler-preview canvas.tc-edit-bitmapeditor {\n\tmax-width: 49%;\n}\n\n.tc-edit-fields {\n\twidth: 100%;\n}\n\n\n.tc-edit-fields table, .tc-edit-fields tr, .tc-edit-fields td {\n\tborder: none;\n\tpadding: 4px;\n}\n\n.tc-edit-fields > tbody > .tc-edit-field:nth-child(odd) {\n\tbackground-color: <<colour tiddler-editor-fields-odd>>;\n}\n\n.tc-edit-fields > tbody > .tc-edit-field:nth-child(even) {\n\tbackground-color: <<colour tiddler-editor-fields-even>>;\n}\n\n.tc-edit-field-name {\n\ttext-align: right;\n}\n\n.tc-edit-field-value input {\n\twidth: 100%;\n}\n\n.tc-edit-field-remove {\n}\n\n.tc-edit-field-remove svg {\n\theight: 1em;\n\twidth: 1em;\n\tfill: <<colour muted-foreground>>;\n\tvertical-align: middle;\n}\n\n.tc-edit-field-add-name {\n\tdisplay: inline-block;\n\twidth: 15%;\n}\n\n.tc-edit-field-add-value {\n\tdisplay: inline-block;\n\twidth: 40%;\n}\n\n.tc-edit-field-add-button {\n\tdisplay: inline-block;\n\twidth: 10%;\n}\n\n/*\n** Storyview Classes\n*/\n\n.tc-viewswitcher .tc-image-button {\n\tmargin-right: .3em;\n}\n\n.tc-storyview-zoomin-tiddler {\n\tposition: absolute;\n\tdisplay: block;\n\twidth: 100%;\n}\n\n@media (min-width: {{$:/themes/tiddlywiki/vanilla/metrics/sidebarbreakpoint}}) {\n\n\t.tc-storyview-zoomin-tiddler {\n\t\twidth: calc(100% - 84px);\n\t}\n\n}\n\n/*\n** Dropdowns\n*/\n\n.tc-btn-dropdown {\n\ttext-align: left;\n}\n\n.tc-btn-dropdown svg, .tc-btn-dropdown img {\n\theight: 1em;\n\twidth: 1em;\n\tfill: <<colour muted-foreground>>;\n}\n\n.tc-drop-down-wrapper {\n\tposition: relative;\n}\n\n.tc-drop-down {\n\tmin-width: 380px;\n\tborder: 1px solid <<colour dropdown-border>>;\n\tbackground-color: <<colour dropdown-background>>;\n\tpadding: 7px 0 7px 0;\n\tmargin: 4px 0 0 0;\n\twhite-space: nowrap;\n\ttext-shadow: none;\n\tline-height: 1.4;\n}\n\n.tc-drop-down .tc-drop-down {\n\tmargin-left: 14px;\n}\n\n.tc-drop-down button svg, .tc-drop-down a svg {\n\tfill: <<colour foreground>>;\n}\n\n.tc-drop-down button.tc-btn-invisible:hover svg {\n\tfill: <<colour foreground>>;\n}\n\n.tc-drop-down .tc-drop-down-info {\n\tpadding-left: 14px;\n}\n\n.tc-drop-down p {\n\tpadding: 0 14px 0 14px;\n}\n\n.tc-drop-down svg {\n\twidth: 1em;\n\theight: 1em;\n}\n\n.tc-drop-down img {\n\twidth: 1em;\n}\n\n.tc-drop-down a, .tc-drop-down button {\n\tdisplay: block;\n\tpadding: 0 14px 0 14px;\n\twidth: 100%;\n\ttext-align: left;\n\tcolor: <<colour foreground>>;\n\tline-height: 1.4;\n}\n\n.tc-drop-down .tc-tab-set .tc-tab-buttons button {\n\tdisplay: inline-block;\n width: auto;\n margin-bottom: 0px;\n border-bottom-left-radius: 0;\n border-bottom-right-radius: 0;\n}\n\n.tc-drop-down .tc-prompt {\n\tpadding: 0 14px;\n}\n\n.tc-drop-down .tc-chooser {\n\tborder: none;\n}\n\n.tc-drop-down .tc-chooser .tc-swatches-horiz {\n\tfont-size: 0.4em;\n\tpadding-left: 1.2em;\n}\n\n.tc-drop-down .tc-file-input-wrapper {\n\twidth: 100%;\n}\n\n.tc-drop-down .tc-file-input-wrapper button {\n\tcolor: <<colour foreground>>;\n}\n\n.tc-drop-down a:hover, .tc-drop-down button:hover, .tc-drop-down .tc-file-input-wrapper:hover button {\n\tcolor: <<colour tiddler-link-background>>;\n\tbackground-color: <<colour tiddler-link-foreground>>;\n\ttext-decoration: none;\n}\n\n.tc-drop-down .tc-tab-buttons button {\n\tbackground-color: <<colour dropdown-tab-background>>;\n}\n\n.tc-drop-down .tc-tab-buttons button.tc-tab-selected {\n\tbackground-color: <<colour dropdown-tab-background-selected>>;\n\tborder-bottom: 1px solid <<colour dropdown-tab-background-selected>>;\n}\n\n.tc-drop-down-bullet {\n\tdisplay: inline-block;\n\twidth: 0.5em;\n}\n\n.tc-drop-down .tc-tab-contents a {\n\tpadding: 0 0.5em 0 0.5em;\n}\n\n.tc-block-dropdown-wrapper {\n\tposition: relative;\n}\n\n.tc-block-dropdown {\n\tposition: absolute;\n\tmin-width: 220px;\n\tborder: 1px solid <<colour dropdown-border>>;\n\tbackground-color: <<colour dropdown-background>>;\n\tpadding: 7px 0;\n\tmargin: 4px 0 0 0;\n\twhite-space: nowrap;\n\tz-index: 1000;\n\ttext-shadow: none;\n}\n\n.tc-block-dropdown.tc-search-drop-down {\n\tmargin-left: -12px;\n}\n\n.tc-block-dropdown a {\n\tdisplay: block;\n\tpadding: 4px 14px 4px 14px;\n}\n\n.tc-block-dropdown.tc-search-drop-down a {\n\tdisplay: block;\n\tpadding: 0px 10px 0px 10px;\n}\n\n.tc-drop-down .tc-dropdown-item-plain,\n.tc-block-dropdown .tc-dropdown-item-plain {\n\tpadding: 4px 14px 4px 7px;\n}\n\n.tc-drop-down .tc-dropdown-item,\n.tc-block-dropdown .tc-dropdown-item {\n\tpadding: 4px 14px 4px 7px;\n\tcolor: <<colour muted-foreground>>;\n}\n\n.tc-block-dropdown a:hover {\n\tcolor: <<colour tiddler-link-background>>;\n\tbackground-color: <<colour tiddler-link-foreground>>;\n\ttext-decoration: none;\n}\n\n.tc-search-results {\n\tpadding: 0 7px 0 7px;\n}\n\n.tc-image-chooser, .tc-colour-chooser {\n\twhite-space: normal;\n}\n\n.tc-image-chooser a,\n.tc-colour-chooser a {\n\tdisplay: inline-block;\n\tvertical-align: top;\n\ttext-align: center;\n\tposition: relative;\n}\n\n.tc-image-chooser a {\n\tborder: 1px solid <<colour muted-foreground>>;\n\tpadding: 2px;\n\tmargin: 2px;\n\twidth: 4em;\n\theight: 4em;\n}\n\n.tc-colour-chooser a {\n\tpadding: 3px;\n\twidth: 2em;\n\theight: 2em;\n\tvertical-align: middle;\n}\n\n.tc-image-chooser a:hover,\n.tc-colour-chooser a:hover {\n\tbackground: <<colour primary>>;\n\tpadding: 0px;\n\tborder: 3px solid <<colour primary>>;\n}\n\n.tc-image-chooser a svg,\n.tc-image-chooser a img {\n\tdisplay: inline-block;\n\twidth: auto;\n\theight: auto;\n\tmax-width: 3.5em;\n\tmax-height: 3.5em;\n\tposition: absolute;\n\ttop: 0;\n\tbottom: 0;\n\tleft: 0;\n\tright: 0;\n\tmargin: auto;\n}\n\n/*\n** Modals\n*/\n\n.tc-modal-wrapper {\n\tposition: fixed;\n\toverflow: auto;\n\toverflow-y: scroll;\n\ttop: 0;\n\tright: 0;\n\tbottom: 0;\n\tleft: 0;\n\tz-index: 900;\n}\n\n.tc-modal-backdrop {\n\tposition: fixed;\n\ttop: 0;\n\tright: 0;\n\tbottom: 0;\n\tleft: 0;\n\tz-index: 1000;\n\tbackground-color: <<colour modal-backdrop>>;\n}\n\n.tc-modal {\n\tz-index: 1100;\n\tbackground-color: <<colour modal-background>>;\n\tborder: 1px solid <<colour modal-border>>;\n}\n\n@media (max-width: 55em) {\n\t.tc-modal {\n\t\tposition: fixed;\n\t\ttop: 1em;\n\t\tleft: 1em;\n\t\tright: 1em;\n\t}\n\n\t.tc-modal-body {\n\t\toverflow-y: auto;\n\t\tmax-height: 400px;\n\t\tmax-height: 60vh;\n\t}\n}\n\n@media (min-width: 55em) {\n\t.tc-modal {\n\t\tposition: fixed;\n\t\ttop: 2em;\n\t\tleft: 25%;\n\t\twidth: 50%;\n\t}\n\n\t.tc-modal-body {\n\t\toverflow-y: auto;\n\t\tmax-height: 400px;\n\t\tmax-height: 60vh;\n\t}\n}\n\n.tc-modal-header {\n\tpadding: 9px 15px;\n\tborder-bottom: 1px solid <<colour modal-header-border>>;\n}\n\n.tc-modal-header h3 {\n\tmargin: 0;\n\tline-height: 30px;\n}\n\n.tc-modal-header img, .tc-modal-header svg {\n\twidth: 1em;\n\theight: 1em;\n}\n\n.tc-modal-body {\n\tpadding: 15px;\n}\n\n.tc-modal-footer {\n\tpadding: 14px 15px 15px;\n\tmargin-bottom: 0;\n\ttext-align: right;\n\tbackground-color: <<colour modal-footer-background>>;\n\tborder-top: 1px solid <<colour modal-footer-border>>;\n}\n\n/*\n** Notifications\n*/\n\n.tc-notification {\n\tposition: fixed;\n\ttop: 14px;\n\tright: 42px;\n\tz-index: 1300;\n\tmax-width: 280px;\n\tpadding: 0 14px 0 14px;\n\tbackground-color: <<colour notification-background>>;\n\tborder: 1px solid <<colour notification-border>>;\n}\n\n/*\n** Tabs\n*/\n\n.tc-tab-set.tc-vertical {\n\tdisplay: -webkit-flex;\n\tdisplay: flex;\n}\n\n.tc-tab-buttons {\n\tfont-size: 0.85em;\n\tpadding-top: 1em;\n\tmargin-bottom: -2px;\n}\n\n.tc-tab-buttons.tc-vertical {\n\tz-index: 100;\n\tdisplay: block;\n\tpadding-top: 14px;\n\tvertical-align: top;\n\ttext-align: right;\n\tmargin-bottom: inherit;\n\tmargin-right: -1px;\n\tmax-width: 33%;\n\t-webkit-flex: 0 0 auto;\n\tflex: 0 0 auto;\n}\n\n.tc-tab-buttons button.tc-tab-selected {\n\tcolor: <<colour tab-foreground-selected>>;\n\tbackground-color: <<colour tab-background-selected>>;\n\tborder-left: 1px solid <<colour tab-border-selected>>;\n\tborder-top: 1px solid <<colour tab-border-selected>>;\n\tborder-right: 1px solid <<colour tab-border-selected>>;\n}\n\n.tc-tab-buttons button {\n\tcolor: <<colour tab-foreground>>;\n\tpadding: 3px 5px 3px 5px;\n\tmargin-right: 0.3em;\n\tfont-weight: 300;\n\tborder: none;\n\tbackground: inherit;\n\tbackground-color: <<colour tab-background>>;\n\tborder-left: 1px solid <<colour tab-border>>;\n\tborder-top: 1px solid <<colour tab-border>>;\n\tborder-right: 1px solid <<colour tab-border>>;\n\tborder-top-left-radius: 2px;\n\tborder-top-right-radius: 2px;\n\tborder-bottom-left-radius: 0;\n\tborder-bottom-right-radius: 0;\n}\n\n.tc-tab-buttons.tc-vertical button {\n\tdisplay: block;\n\twidth: 100%;\n\tmargin-top: 3px;\n\tmargin-right: 0;\n\ttext-align: right;\n\tbackground-color: <<colour tab-background>>;\n\tborder-left: 1px solid <<colour tab-border>>;\n\tborder-bottom: 1px solid <<colour tab-border>>;\n\tborder-right: none;\n\tborder-top-left-radius: 2px;\n\tborder-bottom-left-radius: 2px;\n\tborder-top-right-radius: 0;\n\tborder-bottom-right-radius: 0;\n}\n\n.tc-tab-buttons.tc-vertical button.tc-tab-selected {\n\tbackground-color: <<colour tab-background-selected>>;\n\tborder-right: 1px solid <<colour tab-background-selected>>;\n}\n\n.tc-tab-divider {\n\tborder-top: 1px solid <<colour tab-divider>>;\n}\n\n.tc-tab-divider.tc-vertical {\n\tdisplay: none;\n}\n\n.tc-tab-content {\n\tmargin-top: 14px;\n}\n\n.tc-tab-content.tc-vertical {\n\tdisplay: inline-block;\n\tvertical-align: top;\n\tpadding-top: 0;\n\tpadding-left: 14px;\n\tborder-left: 1px solid <<colour tab-border>>;\n\t-webkit-flex: 1 0 70%;\n\tflex: 1 0 70%;\n\toverflow: auto;\n}\n\n.tc-sidebar-lists .tc-tab-buttons {\n\tmargin-bottom: -1px;\n}\n\n.tc-sidebar-lists .tc-tab-buttons button.tc-tab-selected {\n\tbackground-color: <<colour sidebar-tab-background-selected>>;\n\tcolor: <<colour sidebar-tab-foreground-selected>>;\n\tborder-left: 1px solid <<colour sidebar-tab-border-selected>>;\n\tborder-top: 1px solid <<colour sidebar-tab-border-selected>>;\n\tborder-right: 1px solid <<colour sidebar-tab-border-selected>>;\n}\n\n.tc-sidebar-lists .tc-tab-buttons button {\n\tbackground-color: <<colour sidebar-tab-background>>;\n\tcolor: <<colour sidebar-tab-foreground>>;\n\tborder-left: 1px solid <<colour sidebar-tab-border>>;\n\tborder-top: 1px solid <<colour sidebar-tab-border>>;\n\tborder-right: 1px solid <<colour sidebar-tab-border>>;\n}\n\n.tc-sidebar-lists .tc-tab-divider {\n\tborder-top: 1px solid <<colour sidebar-tab-divider>>;\n}\n\n.tc-more-sidebar > .tc-tab-set > .tc-tab-buttons > button {\n\tdisplay: block;\n\twidth: 100%;\n\tbackground-color: <<colour sidebar-tab-background>>;\n\tborder-top: none;\n\tborder-left: none;\n\tborder-bottom: none;\n\tborder-right: 1px solid #ccc;\n\tmargin-bottom: inherit;\n}\n\n.tc-more-sidebar > .tc-tab-set > .tc-tab-buttons > button.tc-tab-selected {\n\tbackground-color: <<colour sidebar-tab-background-selected>>;\n\tborder: none;\n}\n\n/*\n** Manager\n*/\n\n.tc-manager-wrapper {\n\t\n}\n\n.tc-manager-controls {\n\t\n}\n\n.tc-manager-control {\n\tmargin: 0.5em 0;\n}\n\n.tc-manager-list {\n\twidth: 100%;\n\tborder-top: 1px solid <<colour muted-foreground>>;\n\tborder-left: 1px solid <<colour muted-foreground>>;\n\tborder-right: 1px solid <<colour muted-foreground>>;\n}\n\n.tc-manager-list-item {\n\n}\n\n.tc-manager-list-item-heading {\n display: block;\n width: 100%;\n text-align: left;\t\n\tborder-bottom: 1px solid <<colour muted-foreground>>;\n\tpadding: 3px;\n}\n\n.tc-manager-list-item-heading-selected {\n\tfont-weight: bold;\n\tcolor: <<colour background>>;\n\tfill: <<colour background>>;\n\tbackground-color: <<colour foreground>>;\n}\n\n.tc-manager-list-item-heading:hover {\n\tbackground: <<colour primary>>;\n\tcolor: <<colour background>>;\n}\n\n.tc-manager-list-item-content {\n\tdisplay: flex;\n}\n\n.tc-manager-list-item-content-sidebar {\n flex: 1 0;\n background: <<colour tiddler-editor-background>>;\n border-right: 0.5em solid <<colour muted-foreground>>;\n border-bottom: 0.5em solid <<colour muted-foreground>>;\n white-space: nowrap;\n}\n\n.tc-manager-list-item-content-item-heading {\n\tdisplay: block;\n\twidth: 100%;\n\ttext-align: left;\n background: <<colour muted-foreground>>;\n\ttext-transform: uppercase;\n\tfont-size: 0.6em;\n\tfont-weight: bold;\n padding: 0.5em 0 0.5em 0;\n}\n\n.tc-manager-list-item-content-item-body {\n\tpadding: 0 0.5em 0 0.5em;\n}\n\n.tc-manager-list-item-content-item-body > pre {\n\tmargin: 0.5em 0 0.5em 0;\n\tborder: none;\n\tbackground: inherit;\n}\n\n.tc-manager-list-item-content-tiddler {\n flex: 3 1;\n border-left: 0.5em solid <<colour muted-foreground>>;\n border-right: 0.5em solid <<colour muted-foreground>>;\n border-bottom: 0.5em solid <<colour muted-foreground>>;\n}\n\n.tc-manager-list-item-content-item-body > table {\n\tborder: none;\n\tpadding: 0;\n\tmargin: 0;\n}\n\n.tc-manager-list-item-content-item-body > table td {\n\tborder: none;\n}\n\n.tc-manager-icon-editor > button {\n\twidth: 100%;\n}\n\n.tc-manager-icon-editor > button > svg,\n.tc-manager-icon-editor > button > button {\n\twidth: 100%;\n\theight: auto;\n}\n\n/*\n** Alerts\n*/\n\n.tc-alerts {\n\tposition: fixed;\n\ttop: 28px;\n\tleft: 0;\n\tright: 0;\n\tmax-width: 50%;\n\tz-index: 20000;\n}\n\n.tc-alert {\n\tposition: relative;\n\tmargin: 14px;\n\tpadding: 7px;\n\tborder: 1px solid <<colour alert-border>>;\n\tbackground-color: <<colour alert-background>>;\n}\n\n.tc-alert-toolbar {\n\tposition: absolute;\n\ttop: 7px;\n\tright: 7px;\n line-height: 0;\n}\n\n.tc-alert-toolbar svg {\n\tfill: <<colour alert-muted-foreground>>;\n}\n\n.tc-alert-subtitle {\n\tcolor: <<colour alert-muted-foreground>>;\n\tfont-weight: bold;\n font-size: 0.8em;\n margin-bottom: 0.5em;\n}\n\n.tc-alert-body > p {\n\tmargin: 0;\n}\n\n.tc-alert-highlight {\n\tcolor: <<colour alert-highlight>>;\n}\n\n@media (min-width: {{$:/themes/tiddlywiki/vanilla/metrics/sidebarbreakpoint}}) {\n\n\t.tc-static-alert {\n\t\tposition: relative;\n\t}\n\n\t.tc-static-alert-inner {\n\t\tposition: absolute;\n\t\tz-index: 100;\n\t}\n\n}\n\n.tc-static-alert-inner {\n\tpadding: 0 2px 2px 42px;\n\tcolor: <<colour static-alert-foreground>>;\n}\n\n/*\n** Floating drafts list\n*/\n\n.tc-drafts-list {\n\tz-index: 2000;\n\tposition: fixed;\n\tfont-size: 0.8em;\n\tleft: 0;\n\tbottom: 0;\n}\n\n.tc-drafts-list a {\n\tmargin: 0 0.5em;\n\tpadding: 4px 4px;\n\tborder-top-left-radius: 4px;\n\tborder-top-right-radius: 4px;\n\tborder: 1px solid <<colour background>>;\n\tborder-bottom-none;\n\tbackground: <<colour dirty-indicator>>;\n\tcolor: <<colour background>>;\n\tfill: <<colour background>>;\n}\n\n.tc-drafts-list a:hover {\n\ttext-decoration: none;\n\tbackground: <<colour foreground>>;\n\tcolor: <<colour background>>;\n\tfill: <<colour background>>;\n}\n\n.tc-drafts-list a svg {\n\twidth: 1em;\n\theight: 1em;\n\tvertical-align: text-bottom;\n}\n\n/*\n** Control panel\n*/\n\n.tc-control-panel td {\n\tpadding: 4px;\n}\n\n.tc-control-panel table, .tc-control-panel table input, .tc-control-panel table textarea {\n\twidth: 100%;\n}\n\n.tc-plugin-info {\n\tdisplay: flex;\n\tborder: 1px solid <<colour muted-foreground>>;\n\tfill: <<colour muted-foreground>>;\n\tbackground-color: <<colour background>>;\n\tmargin: 0.5em 0 0.5em 0;\n\tpadding: 4px;\n align-items: center;\n}\n\n.tc-plugin-info-sub-plugins .tc-plugin-info {\n margin: 0.5em;\n\tbackground: <<colour background>>;\n}\n\n.tc-plugin-info-sub-plugin-indicator {\n\tmargin: -16px 1em 0 2em;\n}\n\n.tc-plugin-info-sub-plugin-indicator button {\n\tcolor: <<colour background>>;\n\tbackground: <<colour foreground>>;\n\tborder-radius: 8px;\n padding: 2px 7px;\n font-size: 0.75em;\n}\n\n.tc-plugin-info-sub-plugins .tc-plugin-info-dropdown {\n\tmargin-left: 1em;\n\tmargin-right: 1em;\n}\n\n.tc-plugin-info-disabled {\n\tbackground: -webkit-repeating-linear-gradient(45deg, #ff0, #ff0 10px, #eee 10px, #eee 20px);\n\tbackground: repeating-linear-gradient(45deg, #ff0, #ff0 10px, #eee 10px, #eee 20px);\n}\n\n.tc-plugin-info-disabled:hover {\n\tbackground: -webkit-repeating-linear-gradient(45deg, #aa0, #aa0 10px, #888 10px, #888 20px);\n\tbackground: repeating-linear-gradient(45deg, #aa0, #aa0 10px, #888 10px, #888 20px);\n}\n\na.tc-tiddlylink.tc-plugin-info:hover {\n\ttext-decoration: none;\n\tbackground-color: <<colour primary>>;\n\tcolor: <<colour background>>;\n\tfill: <<colour foreground>>;\n}\n\na.tc-tiddlylink.tc-plugin-info:hover .tc-plugin-info > .tc-plugin-info-chunk > svg {\n\tfill: <<colour foreground>>;\n}\n\n.tc-plugin-info-chunk {\n margin: 2px;\n}\n\n.tc-plugin-info-chunk.tc-plugin-info-toggle {\n\tflex-grow: 0;\n\tflex-shrink: 0;\n\tline-height: 1;\n}\n\n.tc-plugin-info-chunk.tc-plugin-info-icon {\n\tflex-grow: 0;\n\tflex-shrink: 0;\n\tline-height: 1;\n}\n\n.tc-plugin-info-chunk.tc-plugin-info-description {\n\tflex-grow: 1;\n}\n\n.tc-plugin-info-chunk.tc-plugin-info-buttons {\n\tfont-size: 0.8em;\n\tline-height: 1.2;\n\tflex-grow: 0;\n\tflex-shrink: 0;\n text-align: right;\n}\n\n.tc-plugin-info-chunk.tc-plugin-info-description h1 {\n\tfont-size: 1em;\n\tline-height: 1.2;\n\tmargin: 2px 0 2px 0;\n}\n\n.tc-plugin-info-chunk.tc-plugin-info-description h2 {\n\tfont-size: 0.8em;\n\tline-height: 1.2;\n\tmargin: 2px 0 2px 0;\n}\n\n.tc-plugin-info-chunk.tc-plugin-info-description div {\n\tfont-size: 0.7em;\n\tline-height: 1.2;\n\tmargin: 2px 0 2px 0;\n}\n\n.tc-plugin-info-chunk.tc-plugin-info-toggle img, .tc-plugin-info-chunk.tc-plugin-info-toggle svg {\n\twidth: 1em;\n\theight: 1em;\n}\n\n.tc-plugin-info-chunk.tc-plugin-info-icon img, .tc-plugin-info-chunk.tc-plugin-info-icon svg {\n\twidth: 2em;\n\theight: 2em;\n}\n\n.tc-plugin-info-dropdown {\n\tborder: 1px solid <<colour muted-foreground>>;\n\tbackground: <<colour background>>;\n\tmargin-top: -8px;\n}\n\n.tc-plugin-info-dropdown-message {\n\tbackground: <<colour message-background>>;\n\tpadding: 0.5em 1em 0.5em 1em;\n\tfont-weight: bold;\n\tfont-size: 0.8em;\n}\n\n.tc-plugin-info-dropdown-body {\n\tpadding: 1em 1em 0 1em;\n\tbackground: <<colour background>>;\n}\n\n.tc-plugin-info-sub-plugins {\n\tpadding: 0.5em;\n margin: 0 1em 1em 1em;\n\tbackground: <<colour notification-background>>;\n}\n\n.tc-install-plugin {\n\tfont-weight: bold;\n\tbackground: green;\n\tcolor: white;\n\tfill: white;\n\tborder-radius: 4px;\n\tpadding: 3px;\n}\n\n.tc-install-plugin.tc-reinstall-downgrade {\n\tbackground: red;\n}\n\n.tc-install-plugin.tc-reinstall {\n\tbackground: blue;\n}\n\n.tc-install-plugin.tc-reinstall-upgrade {\n\tbackground: orange;\n}\n\n.tc-check-list {\n\tline-height: 2em;\n}\n\n.tc-check-list .tc-image-button {\n\theight: 1.5em;\n}\n\n/*\n** Message boxes\n*/\n\n.tc-message-box {\n\tborder: 1px solid <<colour message-border>>;\n\tbackground: <<colour message-background>>;\n\tpadding: 0px 21px 0px 21px;\n\tfont-size: 12px;\n\tline-height: 18px;\n\tcolor: <<colour message-foreground>>;\n}\n\n.tc-message-box svg {\n\twidth: 1em;\n\theight: 1em;\n vertical-align: text-bottom;\n}\n\n/*\n** Pictures\n*/\n\n.tc-bordered-image {\n\tborder: 1px solid <<colour muted-foreground>>;\n\tpadding: 5px;\n\tmargin: 5px;\n}\n\n/*\n** Floats\n*/\n\n.tc-float-right {\n\tfloat: right;\n}\n\n/*\n** Chooser\n*/\n\n.tc-chooser {\n\tborder-right: 1px solid <<colour table-header-background>>;\n\tborder-left: 1px solid <<colour table-header-background>>;\n}\n\n\n.tc-chooser-item {\n\tborder-bottom: 1px solid <<colour table-header-background>>;\n\tborder-top: 1px solid <<colour table-header-background>>;\n\tpadding: 2px 4px 2px 14px;\n}\n\n.tc-drop-down .tc-chooser-item {\n\tpadding: 2px;\n}\n\n.tc-chosen,\n.tc-chooser-item:hover {\n\tbackground-color: <<colour table-header-background>>;\n\tborder-color: <<colour table-footer-background>>;\n}\n\n.tc-chosen .tc-tiddlylink {\n\tcursor:default;\n}\n\n.tc-chooser-item .tc-tiddlylink {\n\tdisplay: block;\n\ttext-decoration: none;\n\tbackground-color: transparent;\n}\n\n.tc-chooser-item:hover .tc-tiddlylink:hover {\n\ttext-decoration: none;\n}\n\n.tc-drop-down .tc-chosen .tc-tiddlylink,\n.tc-drop-down .tc-chooser-item .tc-tiddlylink:hover {\n\tcolor: <<colour foreground>>;\n}\n\n.tc-chosen > .tc-tiddlylink:before {\n\tmargin-left: -10px;\n\tposition: relative;\n\tcontent: \"» \";\n}\n\n.tc-chooser-item svg,\n.tc-chooser-item img{\n\twidth: 1em;\n\theight: 1em;\n\tvertical-align: middle;\n}\n\n.tc-language-chooser .tc-image-button img {\n\twidth: 2em;\n\tvertical-align: -0.15em;\n}\n\n/*\n** Palette swatches\n*/\n\n.tc-swatches-horiz {\n}\n\n.tc-swatches-horiz .tc-swatch {\n\tdisplay: inline-block;\n}\n\n.tc-swatch {\n\twidth: 2em;\n\theight: 2em;\n\tmargin: 0.4em;\n\tborder: 1px solid #888;\n}\n\ninput.tc-palette-manager-colour-input {\n\twidth: 100%;\n\tpadding: 0;\n}\n\n/*\n** Table of contents\n*/\n\n.tc-sidebar-lists .tc-table-of-contents {\n\twhite-space: nowrap;\n}\n\n.tc-table-of-contents button {\n\tcolor: <<colour sidebar-foreground>>;\n}\n\n.tc-table-of-contents svg {\n\twidth: 0.7em;\n\theight: 0.7em;\n\tvertical-align: middle;\n\tfill: <<colour sidebar-foreground>>;\n}\n\n.tc-table-of-contents ol {\n\tlist-style-type: none;\n\tpadding-left: 0;\n}\n\n.tc-table-of-contents ol ol {\n\tpadding-left: 1em;\n}\n\n.tc-table-of-contents li {\n\tfont-size: 1.0em;\n\tfont-weight: bold;\n}\n\n.tc-table-of-contents li a {\n\tfont-weight: bold;\n}\n\n.tc-table-of-contents li li {\n\tfont-size: 0.95em;\n\tfont-weight: normal;\n\tline-height: 1.4;\n}\n\n.tc-table-of-contents li li a {\n\tfont-weight: normal;\n}\n\n.tc-table-of-contents li li li {\n\tfont-size: 0.95em;\n\tfont-weight: 200;\n\tline-height: 1.5;\n}\n\n.tc-table-of-contents li li li li {\n\tfont-size: 0.95em;\n\tfont-weight: 200;\n}\n\n.tc-tabbed-table-of-contents {\n\tdisplay: -webkit-flex;\n\tdisplay: flex;\n}\n\n.tc-tabbed-table-of-contents .tc-table-of-contents {\n\tz-index: 100;\n\tdisplay: inline-block;\n\tpadding-left: 1em;\n\tmax-width: 50%;\n\t-webkit-flex: 0 0 auto;\n\tflex: 0 0 auto;\n\tbackground: <<colour tab-background>>;\n\tborder-left: 1px solid <<colour tab-border>>;\n\tborder-top: 1px solid <<colour tab-border>>;\n\tborder-bottom: 1px solid <<colour tab-border>>;\n}\n\n.tc-tabbed-table-of-contents .tc-table-of-contents .toc-item > a,\n.tc-tabbed-table-of-contents .tc-table-of-contents .toc-item-selected > a {\n\tdisplay: block;\n\tpadding: 0.12em 1em 0.12em 0.25em;\n}\n\n.tc-tabbed-table-of-contents .tc-table-of-contents .toc-item > a {\n\tborder-top: 1px solid <<colour tab-background>>;\n\tborder-left: 1px solid <<colour tab-background>>;\n\tborder-bottom: 1px solid <<colour tab-background>>;\n}\n\n.tc-tabbed-table-of-contents .tc-table-of-contents .toc-item > a:hover {\n\ttext-decoration: none;\n\tborder-top: 1px solid <<colour tab-border>>;\n\tborder-left: 1px solid <<colour tab-border>>;\n\tborder-bottom: 1px solid <<colour tab-border>>;\n\tbackground: <<colour tab-border>>;\n}\n\n.tc-tabbed-table-of-contents .tc-table-of-contents .toc-item-selected > a {\n\tborder-top: 1px solid <<colour tab-border>>;\n\tborder-left: 1px solid <<colour tab-border>>;\n\tborder-bottom: 1px solid <<colour tab-border>>;\n\tbackground: <<colour background>>;\n\tmargin-right: -1px;\n}\n\n.tc-tabbed-table-of-contents .tc-table-of-contents .toc-item-selected > a:hover {\n\ttext-decoration: none;\n}\n\n.tc-tabbed-table-of-contents .tc-tabbed-table-of-contents-content {\n\tdisplay: inline-block;\n\tvertical-align: top;\n\tpadding-left: 1.5em;\n\tpadding-right: 1.5em;\n\tborder: 1px solid <<colour tab-border>>;\n\t-webkit-flex: 1 0 50%;\n\tflex: 1 0 50%;\n}\n\n/*\n** Dirty indicator\n*/\n\nbody.tc-dirty span.tc-dirty-indicator, body.tc-dirty span.tc-dirty-indicator svg {\n\tfill: <<colour dirty-indicator>>;\n\tcolor: <<colour dirty-indicator>>;\n}\n\n/*\n** File inputs\n*/\n\n.tc-file-input-wrapper {\n\tposition: relative;\n\toverflow: hidden;\n\tdisplay: inline-block;\n\tvertical-align: middle;\n}\n\n.tc-file-input-wrapper input[type=file] {\n\tposition: absolute;\n\ttop: 0;\n\tleft: 0;\n\tright: 0;\n\tbottom: 0;\n\tfont-size: 999px;\n\tmax-width: 100%;\n\tmax-height: 100%;\n\tfilter: alpha(opacity=0);\n\topacity: 0;\n\toutline: none;\n\tbackground: white;\n\tcursor: pointer;\n\tdisplay: inline-block;\n}\n\n/*\n** Thumbnail macros\n*/\n\n.tc-thumbnail-wrapper {\n\tposition: relative;\n\tdisplay: inline-block;\n\tmargin: 6px;\n\tvertical-align: top;\n}\n\n.tc-thumbnail-right-wrapper {\n\tfloat:right;\n\tmargin: 0.5em 0 0.5em 0.5em;\n}\n\n.tc-thumbnail-image {\n\ttext-align: center;\n\toverflow: hidden;\n\tborder-radius: 3px;\n}\n\n.tc-thumbnail-image svg,\n.tc-thumbnail-image img {\n\tfilter: alpha(opacity=1);\n\topacity: 1;\n\tmin-width: 100%;\n\tmin-height: 100%;\n\tmax-width: 100%;\n}\n\n.tc-thumbnail-wrapper:hover .tc-thumbnail-image svg,\n.tc-thumbnail-wrapper:hover .tc-thumbnail-image img {\n\tfilter: alpha(opacity=0.8);\n\topacity: 0.8;\n}\n\n.tc-thumbnail-background {\n\tposition: absolute;\n\tborder-radius: 3px;\n}\n\n.tc-thumbnail-icon svg,\n.tc-thumbnail-icon img {\n\twidth: 3em;\n\theight: 3em;\n\t<<filter \"drop-shadow(2px 2px 4px rgba(0,0,0,0.3))\">>\n}\n\n.tc-thumbnail-wrapper:hover .tc-thumbnail-icon svg,\n.tc-thumbnail-wrapper:hover .tc-thumbnail-icon img {\n\tfill: #fff;\n\t<<filter \"drop-shadow(3px 3px 4px rgba(0,0,0,0.6))\">>\n}\n\n.tc-thumbnail-icon {\n\tposition: absolute;\n\ttop: 0;\n\tleft: 0;\n\tright: 0;\n\tbottom: 0;\n\tdisplay: -webkit-flex;\n\t-webkit-align-items: center;\n\t-webkit-justify-content: center;\n\tdisplay: flex;\n\talign-items: center;\n\tjustify-content: center;\n}\n\n.tc-thumbnail-caption {\n\tposition: absolute;\n\tbackground-color: #777;\n\tcolor: #fff;\n\ttext-align: center;\n\tbottom: 0;\n\twidth: 100%;\n\tfilter: alpha(opacity=0.9);\n\topacity: 0.9;\n\tline-height: 1.4;\n\tborder-bottom-left-radius: 3px;\n\tborder-bottom-right-radius: 3px;\n}\n\n.tc-thumbnail-wrapper:hover .tc-thumbnail-caption {\n\tfilter: alpha(opacity=1);\n\topacity: 1;\n}\n\n/*\n** Diffs\n*/\n\n.tc-diff-equal {\n\tbackground-color: <<colour diff-equal-background>>;\n\tcolor: <<colour diff-equal-foreground>>;\n}\n\n.tc-diff-insert {\n\tbackground-color: <<colour diff-insert-background>>;\n\tcolor: <<colour diff-insert-foreground>>;\n}\n\n.tc-diff-delete {\n\tbackground-color: <<colour diff-delete-background>>;\n\tcolor: <<colour diff-delete-foreground>>;\n}\n\n.tc-diff-invisible {\n\tbackground-color: <<colour diff-invisible-background>>;\n\tcolor: <<colour diff-invisible-foreground>>;\n}\n\n.tc-diff-tiddlers th {\n\ttext-align: right;\n\tbackground: <<colour background>>;\n\tfont-weight: normal;\n\tfont-style: italic;\n}\n\n.tc-diff-tiddlers pre {\n margin: 0;\n padding: 0;\n border: none;\n background: none;\n}\n\n/*\n** Errors\n*/\n\n.tc-error {\n\tbackground: #f00;\n\tcolor: #fff;\n}\n\n/*\n** Tree macro\n*/\n\n.tc-tree div {\n \tpadding-left: 14px;\n}\n\n.tc-tree ol {\n \tlist-style-type: none;\n \tpadding-left: 0;\n \tmargin-top: 0;\n}\n\n.tc-tree ol ol {\n \tpadding-left: 1em; \n}\n\n.tc-tree button { \n \tcolor: #acacac;\n}\n\n.tc-tree svg {\n \tfill: #acacac;\n}\n\n.tc-tree span svg {\n \twidth: 1em;\n \theight: 1em;\n \tvertical-align: baseline;\n}\n\n.tc-tree li span {\n \tcolor: lightgray;\n}\n\nselect {\n color: <<colour select-tag-foreground>>;\n background: <<colour select-tag-background>>;\n}\n\n/*\n** Utility classes for SVG icons\n*/\n\n.tc-fill-background {\n\tfill: <<colour background>>;\n}"
},
"$:/themes/tiddlywiki/vanilla/metrics/bodyfontsize": {
"title": "$:/themes/tiddlywiki/vanilla/metrics/bodyfontsize",
"text": "15px"
},
"$:/themes/tiddlywiki/vanilla/metrics/bodylineheight": {
"title": "$:/themes/tiddlywiki/vanilla/metrics/bodylineheight",
"text": "22px"
},
"$:/themes/tiddlywiki/vanilla/metrics/fontsize": {
"title": "$:/themes/tiddlywiki/vanilla/metrics/fontsize",
"text": "14px"
},
"$:/themes/tiddlywiki/vanilla/metrics/lineheight": {
"title": "$:/themes/tiddlywiki/vanilla/metrics/lineheight",
"text": "20px"
},
"$:/themes/tiddlywiki/vanilla/metrics/storyleft": {
"title": "$:/themes/tiddlywiki/vanilla/metrics/storyleft",
"text": "0px"
},
"$:/themes/tiddlywiki/vanilla/metrics/storytop": {
"title": "$:/themes/tiddlywiki/vanilla/metrics/storytop",
"text": "0px"
},
"$:/themes/tiddlywiki/vanilla/metrics/storyright": {
"title": "$:/themes/tiddlywiki/vanilla/metrics/storyright",
"text": "770px"
},
"$:/themes/tiddlywiki/vanilla/metrics/storywidth": {
"title": "$:/themes/tiddlywiki/vanilla/metrics/storywidth",
"text": "770px"
},
"$:/themes/tiddlywiki/vanilla/metrics/tiddlerwidth": {
"title": "$:/themes/tiddlywiki/vanilla/metrics/tiddlerwidth",
"text": "686px"
},
"$:/themes/tiddlywiki/vanilla/metrics/sidebarbreakpoint": {
"title": "$:/themes/tiddlywiki/vanilla/metrics/sidebarbreakpoint",
"text": "960px"
},
"$:/themes/tiddlywiki/vanilla/metrics/sidebarwidth": {
"title": "$:/themes/tiddlywiki/vanilla/metrics/sidebarwidth",
"text": "350px"
},
"$:/themes/tiddlywiki/vanilla/options/stickytitles": {
"title": "$:/themes/tiddlywiki/vanilla/options/stickytitles",
"text": "no"
},
"$:/themes/tiddlywiki/vanilla/options/sidebarlayout": {
"title": "$:/themes/tiddlywiki/vanilla/options/sidebarlayout",
"text": "fixed-fluid"
},
"$:/themes/tiddlywiki/vanilla/options/codewrapping": {
"title": "$:/themes/tiddlywiki/vanilla/options/codewrapping",
"text": "pre-wrap"
},
"$:/themes/tiddlywiki/vanilla/reset": {
"title": "$:/themes/tiddlywiki/vanilla/reset",
"type": "text/plain",
"text": "/*! normalize.css v8.0.1 | MIT License | github.com/necolas/normalize.css */\n\n/* Document\n ========================================================================== */\n\n/**\n * 1. Correct the line height in all browsers.\n * 2. Prevent adjustments of font size after orientation changes in iOS.\n */\n\nhtml {\n line-height: 1.15; /* 1 */\n -webkit-text-size-adjust: 100%; /* 2 */\n}\n\n/* Sections\n ========================================================================== */\n\n/**\n * Remove the margin in all browsers.\n */\n\nbody {\n margin: 0;\n}\n\n/**\n * Render the `main` element consistently in IE.\n */\n\nmain {\n display: block;\n}\n\n/**\n * Correct the font size and margin on `h1` elements within `section` and\n * `article` contexts in Chrome, Firefox, and Safari.\n */\n\nh1 {\n font-size: 2em;\n margin: 0.67em 0;\n}\n\n/* Grouping content\n ========================================================================== */\n\n/**\n * 1. Add the correct box sizing in Firefox.\n * 2. Show the overflow in Edge and IE.\n */\n\nhr {\n box-sizing: content-box; /* 1 */\n height: 0; /* 1 */\n overflow: visible; /* 2 */\n}\n\n/**\n * 1. Correct the inheritance and scaling of font size in all browsers.\n * 2. Correct the odd `em` font sizing in all browsers.\n */\n\npre {\n font-family: monospace, monospace; /* 1 */\n font-size: 1em; /* 2 */\n}\n\n/* Text-level semantics\n ========================================================================== */\n\n/**\n * Remove the gray background on active links in IE 10.\n */\n\na {\n background-color: transparent;\n}\n\n/**\n * 1. Remove the bottom border in Chrome 57-\n * 2. Add the correct text decoration in Chrome, Edge, IE, Opera, and Safari.\n */\n\nabbr[title] {\n border-bottom: none; /* 1 */\n text-decoration: underline; /* 2 */\n text-decoration: underline dotted; /* 2 */\n}\n\n/**\n * Add the correct font weight in Chrome, Edge, and Safari.\n */\n\nb,\nstrong {\n font-weight: bolder;\n}\n\n/**\n * 1. Correct the inheritance and scaling of font size in all browsers.\n * 2. Correct the odd `em` font sizing in all browsers.\n */\n\ncode,\nkbd,\nsamp {\n font-family: monospace, monospace; /* 1 */\n font-size: 1em; /* 2 */\n}\n\n/**\n * Add the correct font size in all browsers.\n */\n\nsmall {\n font-size: 80%;\n}\n\n/**\n * Prevent `sub` and `sup` elements from affecting the line height in\n * all browsers.\n */\n\nsub,\nsup {\n font-size: 75%;\n line-height: 0;\n position: relative;\n vertical-align: baseline;\n}\n\nsub {\n bottom: -0.25em;\n}\n\nsup {\n top: -0.5em;\n}\n\n/* Embedded content\n ========================================================================== */\n\n/**\n * Remove the border on images inside links in IE 10.\n */\n\nimg {\n border-style: none;\n}\n\n/* Forms\n ========================================================================== */\n\n/**\n * 1. Change the font styles in all browsers.\n * 2. Remove the margin in Firefox and Safari.\n */\n\nbutton,\ninput,\noptgroup,\nselect,\ntextarea {\n font-family: inherit; /* 1 */\n font-size: 100%; /* 1 */\n line-height: 1.15; /* 1 */\n margin: 0; /* 2 */\n}\n\n/**\n * Show the overflow in IE.\n * 1. Show the overflow in Edge.\n */\n\nbutton,\ninput { /* 1 */\n overflow: visible;\n}\n\n/**\n * Remove the inheritance of text transform in Edge, Firefox, and IE.\n * 1. Remove the inheritance of text transform in Firefox.\n */\n\nbutton,\nselect { /* 1 */\n text-transform: none;\n}\n\n/**\n * Correct the inability to style clickable types in iOS and Safari.\n */\n\nbutton,\n[type=\"button\"],\n[type=\"reset\"],\n[type=\"submit\"] {\n -webkit-appearance: button;\n}\n\n/**\n * Remove the inner border and padding in Firefox.\n */\n\nbutton::-moz-focus-inner,\n[type=\"button\"]::-moz-focus-inner,\n[type=\"reset\"]::-moz-focus-inner,\n[type=\"submit\"]::-moz-focus-inner {\n border-style: none;\n padding: 0;\n}\n\n/**\n * Restore the focus styles unset by the previous rule.\n */\n\nbutton:-moz-focusring,\n[type=\"button\"]:-moz-focusring,\n[type=\"reset\"]:-moz-focusring,\n[type=\"submit\"]:-moz-focusring {\n outline: 1px dotted ButtonText;\n}\n\n/**\n * Correct the padding in Firefox.\n */\n\nfieldset {\n padding: 0.35em 0.75em 0.625em;\n}\n\n/**\n * 1. Correct the text wrapping in Edge and IE.\n * 2. Correct the color inheritance from `fieldset` elements in IE.\n * 3. Remove the padding so developers are not caught out when they zero out\n * `fieldset` elements in all browsers.\n */\n\nlegend {\n box-sizing: border-box; /* 1 */\n color: inherit; /* 2 */\n display: table; /* 1 */\n max-width: 100%; /* 1 */\n padding: 0; /* 3 */\n white-space: normal; /* 1 */\n}\n\n/**\n * Add the correct vertical alignment in Chrome, Firefox, and Opera.\n */\n\nprogress {\n vertical-align: baseline;\n}\n\n/**\n * Remove the default vertical scrollbar in IE 10+.\n */\n\ntextarea {\n overflow: auto;\n}\n\n/**\n * 1. Add the correct box sizing in IE 10.\n * 2. Remove the padding in IE 10.\n */\n\n[type=\"checkbox\"],\n[type=\"radio\"] {\n box-sizing: border-box; /* 1 */\n padding: 0; /* 2 */\n}\n\n/**\n * Correct the cursor style of increment and decrement buttons in Chrome.\n */\n\n[type=\"number\"]::-webkit-inner-spin-button,\n[type=\"number\"]::-webkit-outer-spin-button {\n height: auto;\n}\n\n/**\n * 1. Correct the odd appearance in Chrome and Safari.\n * 2. Correct the outline style in Safari.\n */\n\n[type=\"search\"] {\n -webkit-appearance: textfield; /* 1 */\n outline-offset: -2px; /* 2 */\n}\n\n/**\n * Remove the inner padding in Chrome and Safari on macOS.\n */\n\n[type=\"search\"]::-webkit-search-decoration {\n -webkit-appearance: none;\n}\n\n/**\n * 1. Correct the inability to style clickable types in iOS and Safari.\n * 2. Change font properties to `inherit` in Safari.\n */\n\n::-webkit-file-upload-button {\n -webkit-appearance: button; /* 1 */\n font: inherit; /* 2 */\n}\n\n/* Interactive\n ========================================================================== */\n\n/*\n * Add the correct display in Edge, IE 10+, and Firefox.\n */\n\ndetails {\n display: block;\n}\n\n/*\n * Add the correct display in all browsers.\n */\n\nsummary {\n display: list-item;\n}\n\n/* Misc\n ========================================================================== */\n\n/**\n * Add the correct display in IE 10+.\n */\n\ntemplate {\n display: none;\n}\n\n/**\n * Add the correct display in IE 10.\n */\n\n[hidden] {\n display: none;\n}\n"
},
"$:/themes/tiddlywiki/vanilla/settings/fontfamily": {
"title": "$:/themes/tiddlywiki/vanilla/settings/fontfamily",
"text": "-apple-system, BlinkMacSystemFont, \"Segoe UI\", Helvetica, Arial, sans-serif, \"Apple Color Emoji\", \"Segoe UI Emoji\", \"Segoe UI Symbol\""
},
"$:/themes/tiddlywiki/vanilla/settings/codefontfamily": {
"title": "$:/themes/tiddlywiki/vanilla/settings/codefontfamily",
"text": "\"SFMono-Regular\",Consolas,\"Liberation Mono\",Menlo,Courier,monospace"
},
"$:/themes/tiddlywiki/vanilla/settings/backgroundimageattachment": {
"title": "$:/themes/tiddlywiki/vanilla/settings/backgroundimageattachment",
"text": "fixed"
},
"$:/themes/tiddlywiki/vanilla/settings/backgroundimagesize": {
"title": "$:/themes/tiddlywiki/vanilla/settings/backgroundimagesize",
"text": "auto"
},
"$:/themes/tiddlywiki/vanilla/sticky": {
"title": "$:/themes/tiddlywiki/vanilla/sticky",
"text": "<$reveal state=\"$:/themes/tiddlywiki/vanilla/options/stickytitles\" type=\"match\" text=\"yes\">\n``\n.tc-tiddler-title {\n\tposition: -webkit-sticky;\n\tposition: -moz-sticky;\n\tposition: -o-sticky;\n\tposition: -ms-sticky;\n\tposition: sticky;\n\ttop: 0px;\n\tbackground: ``<<colour tiddler-background>>``;\n\tz-index: 500;\n}\n\n``\n<$list filter=\"[range[100]]\">\n`.tc-story-river .tc-tiddler-frame:nth-child(100n+`<$text text=<<currentTiddler>>/>`) {\nz-index: `<$text text={{{ [[200]subtract<currentTiddler>] }}}/>`;\n}\n`\n</$list>\n</$reveal>\n"
}
}
}
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
Anders Hagen Jarmund. [ext[Kontakt meg|mailto:ajarmund@gmail.com]]
\define tag2(tag)
<$set name=currentTag value="$tag$">
{{||$:/core/ui/TagTemplate2}}
</$set>
\end
\define countButton()
<$button class="tc-btn-invisible">
<$action-sendmessage $message="tm-close-tiddler" $param="Hjem" />
<$list filter='[all[tiddlers]has[exercise]stage{Hjem!!stage}tag<tags>year<year>!nsort[]]'>
<$action-navigate $to=<<currentTiddler>> />
</$list>
<$list filter="[all[tiddlers]has[exercise]stage{Hjem!!stage}tag<tags>year<year>count[]]"><<currentTiddler>></$list>
</$button>
\end
\define yearButton()
<$button class="tc-btn-invisible">
<$action-sendmessage $message="tm-close-tiddler" $param="Hjem" />
<$list filter='[all[tiddlers]has[exercise]stage{Hjem!!stage}year<year>!nsort[]]'>
<$action-navigate $to=<<currentTiddler>> />
</$list>
<b><<year>></b>
</$button>
\end
<style>
.alert {
padding: 20px;
background-color: #f44336;
color: white;
opacity: 0.83;
transition: opacity 0.6s;
margin-bottom: 15px;
}
</style>
<$list filter=[{Hjem!!stage}match[X]]>
<div class="alert">
<strong>Kjære ICD!</strong> <br />
Min tid som medisinstudent nærmer seg slutten og det er behov for at noen andre tar over vedlikeholdet av denne siden. Kanskje er det en oppgave som passer for akkurat deg? Det er nyttig med noe interesse for data og enkel kjennskap til f. eks. HTML, men det er ikke noe behov for erfaring med programmering el.l. <a href="mailto:ajarmund@gmail.com">Ta kontakt</a> om du er interessert!<br/>
- <i>Anders</i>
</div>
</$list>
<$list filter=[{Hjem!!stage}match[X]]>
<div class="alert">
<strong>Kjære IAB!</strong> <br />
Min tid som medisinstudent nærmer seg slutten og det er behov for at noen andre tar over vedlikeholdet av denne siden. Kanskje er det en oppgave som passer for akkurat deg? Det er nyttig med noe interesse for data og enkel kjennskap til f. eks. HTML, men det er ikke noe behov for erfaring med programmering el.l. <a href="mailto:ajarmund@gmail.com">Ta kontakt</a> om du er interessert!<br/>
- <i>Anders</i>
</div>
</$list>
<$list filter=[{Hjem!!stage}match[X]]>
<div class="alert">
<strong>Kjære IIAB!</strong> <br />
Min tid som medisinstudent nærmer seg slutten og det er behov for at noen andre tar over vedlikeholdet av denne siden. Kanskje er det en oppgave som passer for akkurat deg? Det er nyttig med noe interesse for data og enkel kjennskap til f. eks. HTML, men det er ikke noe behov for erfaring med programmering el.l. <a href="mailto:ajarmund@gmail.com">Ta kontakt</a> om du er interessert!<br/>
- <i>Anders</i>
</div>
</$list>
<$list filter=[{Hjem!!stage}match[X]]>
<div class="alert">
<strong>Kjære kull 18!</strong> <br />
Da var oversikten oppdatert for IIIC. Lykke til med lesing!<br/>
- <i>Anders</i>
</div>
</$list>
Trykk på et av tallene i tabellen (enten årstall eller et annet tall) for å åpne alle tilhørende oppgaver. Trykk på den gule "pillen" for å få oversikt over enkeltoppgavene. Databasen inneholder totalt <$text text={{{[has[exercise]count[]]}}}/> oppgaver.
Hvis du roter deg bort, vil hjem-knappen oppe til venstre ({{$:/core/ui/Buttons/home}}) ta deg hit igjen. Du kan også lagre denne databasen til din egen pc ved å trykke på {{$:/core/ui/Buttons/save-wiki}}. #-tegnet gir deg link til en bestemt oppgave, og {{$:/me/unfold}} lar deg vise alle svar (nyttig hvis du skal skrive ut), mens {{$:/me/fold}} skjuler dem igjen.
Merk at feil kan forekomme, ikke nøl med å ta kontakt med meg: <a href="mailto:ajarmund@gmail.com">ajarmund@gmail.com</a><br>
Siden blir nå oppdatert av IT-sjef i MF Placebo, send mail om du oppdager noe feil! <a href="mailto:itsjef@mfplacebo.no">itsjef@mfplacebo.no</a>
<hr/>
!! Sortert på fagfelt
<style>
tr:hover {background-color:#f5f5f5;}
</style>
<table style="width:100%">
<tr>
<th>Fagfelt</th>
<$list filter="[all[tiddlers]has[exercise]stage{Hjem!!stage}each[year]!nsort[]get[year]]" variable="year">
<th><<yearButton>></th>
</$list>
</tr>
<$list filter="[all[tiddlers]has[exercise]stage{Hjem!!stage}tags[]nsort[]]">
<$list filter="[all[current]tag[Fagfelt]]" variable="tags">
<tr>
<td><$macrocall $name="tag2" tag=<<tags>> /></td>
<$list filter="[all[tiddlers]has[exercise]stage{Hjem!!stage}each[year]!nsort[]get[year]]" variable="year">
<td style="text-align: center"><<countButton>></td>
</$list>
</tr>
</$list>
</$list>
</table>
<hr />
<small>Denne siden er laget og vedlikeholdt av [[Anders H. Jarmund|AHJ]]. Oppgavene er utarbeidet av forelesere ved NTNU. Disse er navngitt der de er oppgitt i oppgavesettene. Original-oppgavene kan finnes på NTNUs [ext[hjemmeside|https://innsida.ntnu.no/wiki/-/wiki/Norsk/Eksamensoppgaver+-+Medisin+-+MH]]. Det er gjort mindre endringer i typografi og skrivefeil kan være rettet opp. NTNU er ikke formelt knyttet til prosjektet, og jeg tar ikke ansvar for ev. feil eller mangler.
Siden ble laget etter idé fra Sverre H. Sørgjerd på [ext[CAME|https://www.ntnu.no/came]].
Siden er bygget på den åpne programvaren [ext[TiddlyWiki|https://tiddlywiki.com]].</small>
<div class="oppgave">
<div class="vignett">
!!Vignett
Enzymer fungerer som biologiske katalysatorer i cellen.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Enzymer: beskriv hva slags biokjemiske forbindelser de er, gjør rede for deres funksjon i biologiske systemer og for virkningsmekanismen for denne funksjonen.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Enzymer er stoffer som dannes i levende celler og som setter cellen i stand til å utføre og regulere det tusentall av kjemiske reaksjoner som er nødvendige for dens livsprosesser.
De fleste enzymer er proteiner, noen er RNA (også kalt ribozymer; f.eks. i RNA spleising eller i protein-translasjon).
Bare ved hjelp av sine enzymer kan cellene holde stoffskifteprosessene i gang og avpasse deres
hastigheter. Enzymer inngår i praktisk talt alle prosesser i en levende celle.
Enzymene er katalysatorer. En katalysator er i kjemisk forstand et stoff som deltar i en prosess og øker dens hastighet uten selv å bli forbrukt. Katalysatoren gjendannes eller frigjøres uforandret og blir ikke bundet i de produktene som den medvirker til å danne. På samme måte fungerer enzymene i cellen: De er biologiske katalysatorer som katalyserer (fremskynder) cellens stoffskifteprosesser.
Aktiveringsenergi er den formen for ekstra energi som kreves for å starte en reaksjon. Den kan oppfattes som en prosess hvor reaktantene får et ekstra puff (dvs. en energitilførsel og økning i fri energi hos reaktantene) for å komme over en energibarriere (dvs. en ustabil tilstand kalt en overgangstilstand "Transition state") slik at en "nedoverbakke-reaksjon" kan komme i gang med dannelse av produktene. For noen reaksjoner vil romtemperatur gi tilstrekkelig termisk energi til at reaktantene når overgangstilstanden på kort tid . I de fleste reaksjoner vil dette imidlertid først kunne skje etter oppvarming.
Enzymet virker ved å nedsette aktiveringsenergi-barrieren slik at reaksjonen kan foregå ved normal temperatur. Enzymet kan ikke endre ΔG for en reaksjon dvs. kan ikke gjøre en endergon reaksjon exergon.
Enzymer er spesifikke dvs. de virker kun på bestemte reaktanter eller substrater. Enzymet får ofte navn etter substratet ved tillegg av endelsen ”- ase” (f.eks. virker enzymet sukrase på disakkaridet sukrose). Men - mange enzymer har navn som ikke følger dette mønster (f.eks. trypsin som er et fordøyelsesenzym som nedbryter proteiner)
Enzymenes tredimensjonale struktur danner såkalte aktive sentra som interagerer særlig hensiktsmessig med overgangstilstanden av substratet/reaktantene. Substratmolekylene/reaktantene, som i forhold til enzymene er meget små molekyler, tiltrekkes av de aktive sentrene og fastholdes av fysiske eller kjemiske krefter mens de "overvinner" aktiveringsenergi-barrieren for den katalyserte biokjemiske reaksjonen.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Gi eksempler på tre hovedgrupper av enzymer og deres funksjon
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Nukleaser, syntaser, polymeraser, kinaser, fosfataser, ATPase
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva slags kjemiske og fysiske faktorer påvirker reaksjonshastigheten i den katalyserte prosessen?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Reaksjonshastigheten er påvirket av konsentrasjonen av substratet(-ene) og av enzymet som virker på det. I tillegg vil en rekke kjemiske og fysiske faktorer - som endrer enzymets 3D-form - påvirke aktiviteten:
* temperatur
* pH
* enzym-cofaktorer
* inhibitorer og aktivatorer
Enzym-hastigheten øker med temperaturen opp til et punkt (temperatur-optimum), for så å falle. Årsaken er at her er den induserte tilpassing (induced fit) optimal for enzymets funksjon. Ved høye temperaturer denaturerer enzymet. I kroppen vår er optimumstemperaturen 37.5*C.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Karsten, 69 år ble innlagt i sykehuset med økende plager i form av tung pust ved lettere anstrengelse og økende hevelse i beina, først omkring anklene og etter hvert opp til knærne. Karsten hadde fra før kjent hjertesvikt etter gjennomgått hjerteinfarkt 8 år tidligere.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Kan du nevne tre andre vanlige årsaker til utvikling av hjertesvikt?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Hypertensjon, kardiomyopatier, hjerterytmeforstyrrelser, thyreotoxikose, anemi, kronisk lungesykdom, alkohol, NSAIDS
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Karstens hjertesvikt med tung pust begrenset hans aktivitetsnivå. Like før han ble lagt inn i sykehuset klarte han ikke å gå en hel etasje i trapp uten å måtte stoppe opp for å hvile en liten stund før han kunne gå videre.
Hjertesvikt klassifiseres ofte i henhold til funksjonsklasser, som oftest ved hjelp av kriteriene beskrevet av New York Heart Association (NYHA).
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilken NYHA-klasse passer best Karstens funksjonsnivå slik det var like før han ble lagt inn i sykehuset?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
NYHA-klasse III helt korrekt og gir 2 poeng, NYHA-klasse II gir 1 poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Ved innkomst i sykehuset ble det foretatt en registrering av hjertets aktivitet med et elektrokardiogram (EKG).
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva er benevnelsen på de markerte elementene 1, 2 og 3 i elektrokardiogrammet som vist nedenfor?
<<imgLink "IAB-2015-2-A.PNG" 500>>
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
# T-bølge
# P-bølge
# R-takk, subsidiært QRS-kompleks
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke elementer i elektrokardiogrammet markerer depolariseringen av myokard henholdsvis i ventriklene og i atriene?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
QRS og P
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Standardavledningene i et 12-kanalers EKG blir registret fra elektroder plassert henholdsvis på høyre og venstre over- og underekstremitet
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Mellom hvilke elektroder registreres elektrisk aktivitet i standardavledning I?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Mellom venstre overekstremitet og høyre overekstremitet
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Siri og Rolf har 4 barn. Datteren Kari fikk en gutt, Ole, som ble født med en muskelsykdom. Ole er mentalt tilbakestående og han har myotoni (forsinket avstiving av muskler) og muskelsvakhet. Etter utredning hos pediater og genetiker, får han diagnosen dystrofia myotonika. På konsultasjon med utredende lege, kommer det frem at Kari også har myotoni og Siri har grå stær. Kari har en søster og to brødre.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Tegn familietre. Kan Oles diagnose skyldes arv, eller er det noe som er nyoppstått i fosterutviklingen?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Dystrofia myotonika (DM) er en autosomalt dominant arvelig tilstand som kan forverres fra generasjon til generasjon.
<<imgLink "IAB-2015-3-A.PNG" 400>>
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Dystrofia myotonika er en triplettekspansjonssykdom. Hva er dette og hva menes med at det er en tilstand med antisipering?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
DM skyldes mutasjoner som kan endres fra generasjon til generasjon. Antisipering betyr at sykdom i en familie opptrer ved stadig yngre alder og gir alvorligere sykdom for hver generasjon. Dette skyldes økende antall av en repeterende enhet - tripletter av nukleotider. DM type 1 er den vanligste formen av DM, og den skyldes en repetisjon av CTG i DMPK genet. Normalt er det mellom 5-37 repetisjoner, mens 50 til tusener av repetisjoner gir sykdom. Dess flere repetisjoner, dess alvorligere sykdom.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
En av Karis brødre ønsker å få barn. Hva er risikoen for at han også skal få et barn med dystrofia myotonika?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Risiko for at barnet til Karis bror skal få DM er 25%. Det er 50% risiko for at broren skal ha arvet DM fra mor Siri. Videre er det 50% sannsynlighet for at hans barn igjen skal arve genfeilen. Dette gir 0.5x0.5=0.25
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva betyr det at dystrofia myotonika er en tilstand med locus heterogenisitet?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Locus heterogenisitet betyr at mutasjoner i forskjellige gener kan føre til den samme fenotypiske sykdommen.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
En 30 år gammel dame kommer til deg som fastlege på grunn av vedvarende tendens til diaré og diffuse magesmerter, slapphet og 3 kg vekttap over de siste 6 månedene. Endoskopisk biopsi fra tolvfingertarmen viser uttalt ødeleggelse av tarmtottene (totteatrofi) og kronisk betennelse.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Forklar hvorfor en slik ødelagt slimhinne kan gi redusert absorpsjon av næringsstoffer (malabsorpsjon). Nevn to andre prinsipielle grunner relatert til magetarm-systemet som kan gi malabsorpsjon.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Redusert overflate av slimhinnen på grunn av totteatrofien, betennelsen gir ødeleggelse av enterocyttene og manglende «brush border» med alle fordøyelsesenzymene lokalisert der, manglende kontakt mellom innholdet i tarmlumen og enterocyttene på grunn av betennelsen hindrer også selve opptaket over enterocyttene. Manglende enteropeptidase(/kinase) fra enterocyttene vil også hemme aktiveringen av de pankreatiske proteasene
Andre prinsipielle grunner i tillegg til ødeleggelse/betennelse av tarmslimhinne:
* Reduksjon eller mangel på fordøyelsesenzym; medfødt mangel av enzym (eks laktasemangel), mangel av pankreasenzym på grunn av pankreassvikt (i tillegg til mangel av enzym pga ødelagt slimhinne som nevnt over)
* Reduksjon eller mangel på andre nødvendige faktorer som gallesalter (nedsatt galleproduksjon eller avløp, eller manglende enterohepatisk resirkulasjon) eller intrinsisk faktor fra parietalceller i magesekken (Vit B12 mangel)
* Endret miljø i tarmen; redusert pH i duodenum (eks pga manglende nøytralisering, økt syreproduksjon), bakterieovervekst i tynntarm
* For lite tarm ("short bowel syndrome" etter reseksjoner av tarm)
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Videre undersøkelser påviser malabsorpsjon og mangel av blant annet jern.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Beskriv mekanismene for fordøyelse og absorpsjon av proteiner i tarmen.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Ingen direkte lagring av protein i kroppen, har et visst dagsbehov. Inntaket er ca likt fordelt mellom proteiner i kosten og proteiner i utskilt mage/tarmsekret og avskalling av epitel. Nedbrytningen skjer ved proteaser som alle skilles ut som inaktive proenzym; starter i magesekken der pepsinogen skilles ut fra hovedceller ("chief cells") i corpus/fundusslimhinnen. Dette aktiveres i den sure pH i magesekken ved auto-proteolyse. Den største mengden proteaser skilles ut i tarmen fra eksokrine celler i pankreas. Disse aktiveres av et enzym som kalles enterokinase (eller enteropeptidase) som produseres i enterocyttene og skilles ut i lumen/sitter i mikrovilli. Dette enzymet spalter trypsinogen fra pankreas til aktivt trypsin, som igjen spalter de andre pankreatiske proenzymene, inkludert flere trypsinogen til flere trypsin som igjen spalter flere osv ("positiv feed-forward").
Pepsin og pankreasenzymene har alle proteinkjeder/polypeptider som substrat, med noe ulik spesifisitet på hvilke type bindinger de helst spalter (kalles endo- eller eksopeptidase avhengig av om de spalter inni eller på endende), og spalter de ned til peptider, oligopeptider, dipeptider og noe aminosyrer. I tillegg sitter det en mengde ulike enzym (peptidase, aminopeptidaser, dipeptidaser, dipeptidyl aminopeptidaser) i mikrovilli og i cytoplasma på innsiden av cellemembranen som spalter disse mindre produktene videre ned til aminosyrer, som i all hovedsak er det som transporteres ut i blodet fra den basolaterale siden av enterocyttene.
Det
finnes flere ulike system i både luminal og basolateral membran som transporterer produktene over membranene. Aminosyrer diffunderer også i stor grad ut av enterocyttene til blodet. Både i mengde og effektivitet er transporterne for di-, tri-og oligopeptider og de cytoplasmiske peptidasene som spalter videre ned til aminosyrer viktigst. (Så i motsetning til karbohydrater som må spaltes ned til minste enhet, monomer, før de kan absorberes til enterocyttene, tas proteiner opp som mellomprodukter og spaltes til minste enhet, aminosyrer, inni cellen før de går ut i blodet).
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vognett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Beskriv kort mekanismene for absorpsjon av jern i tarmen. Hvilket hormon regulerer i stor grad denne absorpsjonen?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Jern finnes som heme-jern (ca 10 %) og som treverdig jern (hydroksider) (ca 90%) i kosten. Treverdig jernhydroksid må ioniseres til Fe^^3+^^ og reduseres til Fe^^2+^^ før det kan tas opp. Finnes enzym (ferroreduktasen Dcytb) i brushborder av enterocyttene som katalyserer dette, men denne prosessen blir også godt hjulpet av magesyre og for eksempel askorbinsyre, eller også hemmet av for eksempel stoffer i te, kaffe, kornprodukter. Den spesifikke Fe^^2+^^ transporteren (metalliontransportør 1, DMT1) frakter jernet inn i enterocyttene der det kan lagres bundet til ferritin og som lavmolekylære ferroforbindelser i cellens "labile jern-pool" (og dermed tapes igjen når epitelcellene avskalles), eller transporteres til den basolaterale membranen hvor det transporteres ut via transporteren ferroportin, oksideres tilbake til Fe^^3+^^ via ferriooksidasen hefestin og raskt bindes til transferrin i blodet og transporteres til alle cellene i kroppen. Heme-jern spaltes fra globinet i magesekken og tas effektivt opp i enterocytter via en spesifikk hemetransporter. Heme spaltes i cytoplasma og frigjort jern inngår deretter i cellens labile jern-pool sammen med annet absorbert jern.
Jernabsorpsjonen er i prinsippet avhengig av kostens innhold av jern (og andre påvirkende faktorer) og kroppens behov for jern. Små jernlagre eller økt produksjon av røde blodlegemer fremmer absorpsjon ved å regulere proteinnivået av de ulike enzymene og transporterne involvert i prosessen, og dette styres av peptidhormonet hepcidin som produseres i leveren.
Normale eller store jernlagre gir høy transferrinmetning i blodet som stimulerer hepatocyttene til å produsere mer hepcidin. Dette binder seg ferroportin på enterocytter, makrofager og hepatocytter til et kompleks som internaliseres og degraderes slik at eksporten av jern til plasma går ned.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Jern er en essensiell komponent i mange biologiske prosesser, og transport av oksygen ved hjelp av binding til den jernholdige heme-gruppen i hemoglobin er en av de viktigste
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Beskriv kort hvordan heme brytes ned og skilles ut fra kroppen. Hvilke andre typer hemeproteiner finnes i kroppen?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Store mengder heme, først og fremst fra hemoglobin, brytes ned i kroppen daglig. Røde blodceller har kort levetid (ca 120 dager) og gamle og ødelagte tas opp av det retikuloendoteliale systemet (RES) som er makrofager diffust spredt i vev som milt, lymfeknuter, tonsiller, lever osv. Det skjer også noe hemolyse i blodbanen. I RES brytes hemoglobin ned til globiner som degraderes videre til aminosyrer og til fritt jern som inngår i cellens jern-poole, og til heme som brytes ned til pigmentstoffene biliverdin og videre til bilirubin av enzymene heme oxidase og biliverdin reduktase. Dette ukonjugerte bilirubinet er fettløselig og vanskelig for kroppen å bli kvitt via nyrene. Derfor fraktes det i plasma bundet til albumin til lever og tas opp av hepatocytter via ulike mekanismer med høy kapasitet. Der konjugeres bilirubin hovedsakelig til to glukuronat og blir konjugert bilirubin (bilirubin diglukoronat) som er mer vannløselig, slik at det kan skilles ut i gallen.Dette skjer via aktive pumpemekanismer. Nedover i tarmen dekonjugeres bilirubin og omgjøres til urobilinogener av bakterieenzyme, hvorav det meste (ca 90%) oksideres videre til brunfarget sterkobilin som gir farge til og forsvinner ut av kroppen med avføringen. Resten (ca 10%) reabsorberes i terminale ileum og kolon og inngår i enterohepatisk resirkulasjon, men en liten andel av dette (ca 1-4%) går ut i blodsirkulasjonen og til nyrene hvor det omdannes til gulaktig urobilin som gir farge til og skilles ut av kroppen i urin.
Heme finnes først og fremst i hemoglobin i erytrocytter, men også i myoglobin i skjelettmuskulatur og i enzymer som catalase, peroksidase og cytokromer i lever.
Ikke nødvendig at studentene har med absolutt alle detaljer for å få full score, viktigst er de mest sentrale detaljene og at studentene beskriver og forstår hovedprinsippene.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Denne oppgaven omhandler det endomembrane systemet hvor de største strukturene er endoplasmatisk reticulum og golgiapparatet.
Forklar oppbygning og funksjon av det endomembrane systemet.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke andre strukturer i tillegg til endoplasmatisk reticulum og golgiapparatet inngår?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
* Endoplasmatisk retikulum (glatt og ru; forklare forskjell) – proteinsyntese, membran(protein)syntese, lipid-syntese
* Golgiapparatet – protein-modifiseringer, lipidsyntese, transport fra ER/RER til andre deler av det endomembrane systemet
* Sekretoriske vesikler – transport ut av cella
* Endosomer – endocyterte vesikler (transport inn i cella), dynamisk samspill med andre vesikler, bl. a. lysosom-forstadier
* Lysosomer – nedbrytning av makromolekyler og bakterier
* Peroksysomer – stoffskifte, særlig lipidAlle strukturene er forbundet med hverandre gjennom membrantraffikk
* Membrantrafikken er muliggjort ved biologiske membraners egenskaper (flytende lipid-dobbeltlag, ikke kovalente bindinger
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Fra forrige vignett:
<<<
Denne oppgaven omhandler det endomembrane systemet hvor de største strukturene er endoplasmatisk reticulum og golgiapparatet.
Forklar oppbygning og funksjon av det endomembrane systemet.
<<<
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvordan står de ulike strukturene i forbindelse med hverandre?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
* Alle strukturene er forbundet med hverandre gjennom membrantraffikk
* Membrantrafikken er muliggjort ved biologiske membraners egenskaper (flytende lipid-dobbeltlag, ikke kovalente bindinger
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Ei 11 år gammel jente hadde et uhell mens hun syklet, slik at hun falt på utstrakt høyre arm. Da hun kom til skadepoliklinikken, hadde hun så vondt i armen at hun ikke klarte å bevege albuen. Hun var litt hoven lateralt på overarmen og ved undersøkelse var det innskrenket bevegelighet i albuen. Særlig var fleksjonsevnen redusert. Leddet virket stabilt, og det var ikke tegn til alvorlig sirkulasjonsforstyrrelse.
Det ble tatt røntgenbilder av albuen. Side- og skråbilde så slik ut:
<<imgLink "IAB-2015s-2-A.PNG" 500>>
Det ble gjort åpen reposisjon i narkose og det løse fragmentet ble fiksert med to skruer. Undersøkelse etter operasjonen viste god stabilitet og bevegelighet, og to dager senere ble pasienten utskrevet. Hun fikk hjelp av fysioterapeut til gradvis mobilisering, og ved kontroll et år etter skaden hadde hun tilnærmet full funksjon i albuen. Røntgenbildet så slik ut:
<<imgLink "IAB-2015s-2-B.PNG">>
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Beskriv hvilke knokler som inngår i albuleddet, og forklar hvordan disse artikulerer med hverandre. Angi hvor mange frihetsgrader det er i albuleddet og hvordan de ulike bevegelsene benevnes
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Albuleddet er et sammensatt ledd, hvori inngår //humerus//, //radius// og //ulna//. Det har en sammenhengende leddhule, men kan inndeles i tre ledd med ulike bevegelser: //articulationes// (a) //humeroradialis//, (b) //humeroulnaris et// (c) //radioulnaris proximalis//). De to første utgjør til sammen et hengselledd, med en frihetsgrad: fleksjon og ekstensjon, mens det siste er et dreieledd (pivotledd) med en frihetsgrad: supinasjon-pronasjon. Til sammen blir dette to frihetsgrader i albuleddet som helhet. (//Articulatio humeroradialis// betraktet alene har også to frihetsgrader: fleksjon-ekstensjon og rotasjon.)
# Leddskåla på //caput radii// artikulerer med //capitulum humeri// (den halvkuleformede, laterale delen av distale leddflate på //humerus//)
# Proksimale //ulna// (//incisura trochlearis ulnae//) artikulerer med den mediale delen av //humeri// leddflate (//trochlea humeri//)
# Siden av //caput radii// (//circumferentia articularis capitis//) artikulerer med laterale side av //ulna// (//incisura radialis ulnae//).
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Fra forrige vignett
<<<
Ei 11 år gammel jente hadde et uhell mens hun syklet, slik at hun falt på utstrakt høyre arm. Da hun kom til skadepoliklinikken, hadde hun så vondt i armen at hun ikke klarte å bevege albuen. Hun var litt hoven lateralt på overarmen og ved undersøkelse var det innskrenket bevegelighet i albuen. Særlig var fleksjonsevnen redusert. Leddet virket stabilt, og det var ikke tegn til alvorlig sirkulasjonsforstyrrelse.
Det ble tatt røntgenbilder av albuen. Side- og skråbilde så slik ut:
<<imgLink "IAB-2015s-2-A.PNG" 500>>
Det ble gjort åpen reposisjon i narkose og det løse fragmentet ble fiksert med to skruer. Undersøkelse etter operasjonen viste god stabilitet og bevegelighet, og to dager senere ble pasienten utskrevet. Hun fikk hjelp av fysioterapeut til gradvis mobilisering, og ved kontroll et år etter skaden hadde hun tilnærmet full funksjon i albuen. Røntgenbildet så slik ut:
<<imgLink "IAB-2015s-2-B.PNG">>
<<<
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilken knokkel er skadet hos den aktuelle pasienten, og hvor sitter skaden? Hvilken del av leddet er affisert? Hvilken av bevegelsene i albuleddet kan antas å være mest affisert av skaden?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Det foreligger et brudd av distale humerus, slik at capitulum humeri er slått løs og dislosert oppad foran humerus. Dette fragmentet kan komme i beknip ved fleksjon, som må forventes å være den bevegelsen som er mest affisert.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ingen egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Angi de viktigste musklene som bevirker de ulike bevegelsene i albuleddet, forklar i grove trekk hvordan de forløper og angi hvordan de er innervert.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Viktigste fleksorer er m. biceps brachii og m. brachialis springer ut fra hhv scapula og humerus, går omtrent midt foran leddet og fester hhv. på radius (tuberositas radii - men også margo posterior ulnae)og ulna (processus coronoideus). Innerveres av n. musculocutaneus.
M. brachioradialis (samt i mindre grad mm. extensores carpi radiales og m. pronator teres) har også fleksjonsvirkning. Den springer ut fra laterale kant av distale humerus, fester distalt på radius, innerveres av n. radialis.
M. triceps brachii er eneste ekstensor (idet m. anconeus har liten effekt), springer ut fra scapula og baksida av humerus, fester på olecranon (ulna), innerveres av n. radialis.
M. biceps brachii er den vikigste supinator ved bøyd albuledd. Viktig er også m. supinator, som går fra proksimale ulna, rundt på baksida av radius og fester på radius. Innervasjon n. medianus.
Pronatorer er mm. pronatores teres et quadratus, fra ulna til radius på forsida, innerveres av n. medianus.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Fra forrige vignett
<<<
Ei 11 år gammel jente hadde et uhell mens hun syklet, slik at hun falt på utstrakt høyre arm. Da hun kom til skadepoliklinikken, hadde hun så vondt i armen at hun ikke klarte å bevege albuen. Hun var litt hoven lateralt på overarmen og ved undersøkelse var det innskrenket bevegelighet i albuen. Særlig var fleksjonsevnen redusert. Leddet virket stabilt, og det var ikke tegn til alvorlig sirkulasjonsforstyrrelse.
Det ble tatt røntgenbilder av albuen. Side- og skråbilde så slik ut:
<<imgLink "IAB-2015s-2-A.PNG" 500>>
Det ble gjort åpen reposisjon i narkose og det løse fragmentet ble fiksert med to skruer. Undersøkelse etter operasjonen viste god stabilitet og bevegelighet, og to dager senere ble pasienten utskrevet. Hun fikk hjelp av fysioterapeut til gradvis mobilisering, og ved kontroll et år etter skaden hadde hun tilnærmet full funksjon i albuen. Røntgenbildet så slik ut:
<<imgLink "IAB-2015s-2-B.PNG">>
<<<
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
//Nervus ulnaris// går forbi albuleddet med nær relasjon til bein, på en slik måte at den kan bli skadet ved brudd i albuområdet. Er det sannsynlig at nerven er affisert i det aktuelle tilfellet? Begrunn svaret?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
//N. ulnaris// passerer bak mediale humerusepikondyl, og er neppe skadd, siden skaden sitter på lateralsida av leddet.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ingen egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Beskriv den generelle oppbyggingen av et synovialledd. Beskriv særlig hvordan
synovialmembran og brusk er oppbygd, og forklar hva slags funksjon disse strukturene
har for leddets funksjon
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
To knokler støter mot hverandre, slik at kontaktflatene er dekt av et lag hyalin brusk, leddbrusk, cartilago articularis. Brusk er et spesialisert bindevev, med celler som ligger enkeltvis eller i små grupper (to-fire celler) i lakuner i intracellulærsubstansen. Sistnevnte består av kollagen (tynne fibre av særlig type 2) (strekkbestandighet) og rikelig grunnsubstans som inneholder store mengder proteoglykaner (protein + gykosaminoglykaner), mukopolysakkarider (trykkbestandighet). Brusk mangler blodkar.
Leddet er omgitt av en synovialmembran som spenner seg mellom de to knoklene, ved overgangen mellom bein og brusk, slik at det dannes ei lukka leddhule (cavum articulare).
Synovialmembranen består av et løst, karrikt, fibrøst bindevev, som inn mot leddhula er kledd av et sammenhengende lag med ganske cytoplasmarike celler, som har en viss likhet med epitel. Disse er ansvarlige for produksjonen av den gjennomsiktige, strågule leddvæska (synovia) - et ultrafiltrat av plasma tilsatt proteoglykaner slik at den blir ganske seig, som ligger som en film mellom de to bruskflatene og nedsetter friksjonen, og som sørger for ernæring til brusken.
Utenfor synovialmembranen (og tilheftet denne) ligger den fibrøse leddkapselen, som holder de to knoklene sammen og sørger for mekanisk styrke til leddet. Mange ledd har i tillegg sterke fibrøse bånd som spenner seg mellom knoklene og som gir ytterligere styrke.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
En kvinne på 48 år kommer på kontoret med smerter i høyre skulder som har vart i 2 måneder. Smertene startet etter at hun klippet hekken rundt huset. Hun har problemer i hverdagen når hun skal hente noe i høye kjøkkenskap, henge opp klær samt at hun våkner om natten når hun snur seg på høyre side.
Skuldersmerter er et hyppig forekommende problem i befolkningen. I skulderen er det flere diagnostiske kategorier som kan knyttes til komplekse anatomiske forhold med flere ledd involvert.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke ledd inngår ved bevegelser i skulderen? (ta med både synovialledd og glideflater)
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
3 "ekte", dvs synovial ledd (AC leddet, gleno-humeral leddet og sternoclaviculær leddet) og 2 "falske" ledd (Scapulothoracal "leddet"; glideflaten mellom scapula og thorax og Subacromial "leddet" - glideflaten som utgjøres av subacromialbursa).
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
2.5 poeng til sammen: 0.5 pr riktig svar.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva heter musklene som er involvert i bevegelse og stabilisering av skulderleddet og nevn
samlebetegnelsen for disse?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Rotator-cuffen utgjøres av m. supraspinatus, m. infraspinatus, m.subscapularis, m. teres minor.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
2 poeng til sammen: 1.0 for "rotator-cuffen" + 1.0 for de fire musklene som inngår.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Du bestemmer deg for å undersøke henne, blant annet ved å se på aktiv bevegelighet. Du finner at hun har smerter ved aktiv abduksjon mellom 60 og 120 grader; dvs. såkalt "painfularc". I tillegg gjør du en del andre kliniske undersøkelser inklusive tre spesialtester: Hawkins test (som er positiv), Jobes test (som er negativ) og Compression-rotation test (som er negativ).
Fra tidligere vignett:
<<<
En kvinne på 48 år kommer på kontoret med smerter i høyre skulder som har vart i 2 måneder. Smertene startet etter at hun klippet hekken rundt huset. Hun har problemer i hverdagen når hun skal hente noe i høye kjøkkenskap, henge opp klær samt at hun våkner om natten når hun snur seg på høyre side.
Skuldersmerter er et hyppig forekommende problem i befolkningen. I skulderen er det flere diagnostiske kategorier som kan knyttes til komplekse anatomiske forhold med flere ledd involvert.
<<<
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
I tillegg til abduksjon, hvilke andre retninger for aktiv bevegelse bør du undersøke?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Aktiv fleksjon, abduksjon og innad- / utadrotasjon. (I tillegg kan adduksjon også undersøkes, men dette har klinisk mindre betydning hos en slik pasient).
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
2 poeng dersom alle 4 er riktig.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Fra tidligere vignetter:
<<<
Du bestemmer deg for å undersøke henne, blant annet ved å se på aktiv bevegelighet. Du finner at hun har smerter ved aktiv abduksjon mellom 60 og 120 grader; dvs. såkalt "painfularc". I tillegg gjør du en del andre kliniske undersøkelser inklusive tre spesialtester: Hawkins test (som er positiv), Jobes test (som er negativ) og Compression-rotation test (som er negativ).
En kvinne på 48 år kommer på kontoret med smerter i høyre skulder som har vart i 2 måneder. Smertene startet etter at hun klippet hekken rundt huset. Hun har problemer i hverdagen når hun skal hente noe i høye kjøkkenskap, henge opp klær samt at hun våkner om natten når hun snur seg på høyre side.
Skuldersmerter er et hyppig forekommende problem i befolkningen. I skulderen er det flere diagnostiske kategorier som kan knyttes til komplekse anatomiske forhold med flere ledd involvert.
<<<
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
I tillegg til aktiv bevegelse og spesialtestene som er nevnt, hvilke andre enkle kliniske
undersøkelser vil du gjøre hos Kari?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Undersøkelse av passiv bevegelse og isometriske kraft må være med (abduksjon, fleksjon, innad og utadrotasjon (Adduksjon kan også nevnes, men har klinisk mindre betydning). I tillegg hører det med å gjøre en orienterende nevrologisk undersøkelse inklusive nakkeundersøkelse (helst med spurlings prøve) for å utelukke nerverotsmerte som differensial diagnose. Inspeksjon og palpasjon kan også nevnes.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
2.0 poeng: For å få full score kreves at både passiv bevegelse og isometrisk kraft-testing er nevnt. Dersom undersøkelse av nakken er nevnt i tillegg, bør dette dra opp dersom kandidaten viser usikkerhet i svar på denne eller de andre oppgavene
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Fra tidligere vignetter:
<<<
Du bestemmer deg for å undersøke henne, blant annet ved å se på aktiv bevegelighet. Du finner at hun har smerter ved aktiv abduksjon mellom 60 og 120 grader; dvs. såkalt "painfularc". I tillegg gjør du en del andre kliniske undersøkelser inklusive tre spesialtester: Hawkins test (som er positiv), Jobes test (som er negativ) og Compression-rotation test (som er negativ).
En kvinne på 48 år kommer på kontoret med smerter i høyre skulder som har vart i 2 måneder. Smertene startet etter at hun klippet hekken rundt huset. Hun har problemer i hverdagen når hun skal hente noe i høye kjøkkenskap, henge opp klær samt at hun våkner om natten når hun snur seg på høyre side.
Skuldersmerter er et hyppig forekommende problem i befolkningen. I skulderen er det flere diagnostiske kategorier som kan knyttes til komplekse anatomiske forhold med flere ledd involvert.
<<<
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Med utgangspunkt i din kunnskap om normal anatomi, nevrologi og fysiologi:
# Hvilke strukturer tester man ved vanlig klinisk undersøkelse av skulder?
# Gi et kort resonnement for hvilke strukturer som kan være affisert hos denne pasienten.
# Angi hva tror du er den mest sannsynlige årsaken til Karis skulderplager.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
# Ved passiv bevegelse testes de passive strukturene som ledd, leddkapsel og leddbånd. Ved isometriske tester testes kontraktile strukturer som muskel og sene samt at nevrologiske forutsetninger for kraftutvikling i muskulatur er til stede. Ved aktive tester får man testet en kombinasjon av overstående og får innblikk i funksjon.
# "painful arc" er en test hvor pasienten gjør aktiv abduksjon og en tester således både passive og kontraktile strukturer samt nødvendig nevrogene forutsetning for aktiv abduksjon. Positiv "painful arc" innebærer smerter lateralt i skulderen i en bue med typisk området 60-120 grader. En kan finne positiv smertebue ved mange ulike tilstander i skulderen, men typisk er "impingement syndrom", dvs. smerter som utløses ved kompresjon av subacromiale strukturer som supraspinatus og subacromialbursa ut fra et biomekanisk rasjonale. Blant mer spissfindig er biomekaniske resonnementer inngår at svak eller skadet supraspinatus muskel kan føre til inneklemming og subacromial smerte fordi samlet kraft-vektor drar caput humeri mot taket i acromion. Positiv Hawkins test bygger på samme prinsipp hvor man i 90 grader fleksjon passivt innadroterer humerus slik at tuberculum majus komprimprimerer subacromiale strukturer og framprovoserer smerte. Testen er positiv dersom dette utløser smerte lateralt i skulderen og dette tyder også på "impingement syndrom" som årsak. Jobes (supraspinatus test) er en isometrisk test hvor armen holdes elevert til 90 grader i scapulas plan (ca 30 grader fleksjon) og tommelen peker mot gulvet (innarotasjon i glenohumeralleddet). Positiv test er svakhet som kan indikere ruptur av rotator-cuff muskulatur (spesielt supraspinatus). Siden Jobes test var negativ indikerer dette normal funksjon og integritet av rotatorcuffen (spesielt supraspinatus) inklusive normal nervefunksjon (C5 roten primært). Aktuelle strukturer som med mindre sannsynlighet er affisert er dermed: Nevrogene strukturer (slik som C5 radikulopati eller plexus nevritt). Artrose eller artritt i glenohumeral-ledd samt adhesiv kapsulitt/frozen shoulder som villle gitt nedsatt passiv bevegelse. AC ledds utløste smerter som ikke gir painful arc, men mer typisk smerte mot toppen av abduksjonsbevegelsen og lokalisering mer proximalt over AC leddet. Imidlertid kan de fleste tilstander i skulderen, inklusive labrum lesjoner (SLAP-lesjon), glenohumeral instabilitet og myalgi, gi sekundære impingementplager på grunn av endret muskelfunksjon under smertepåvirkning.
# Mest sannsynlig årsak er "impingement syndrom", i tillegg kan det godkjennes supraspinatus tendinopati/tendinose, supraspinatus(del)ruptur, subacromialbursitt og rotatorcuff syndrom.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Samlet 1.5 poeng: 0.5 poeng per punkt
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Diffusjonskapasiteten (diffusjonsevnen) for oksygen i lungene er en prosess som utgjør et av flere trinn som har betydning for gassvekslingen i kroppen.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Forklar med enkle ord hva diffusjon for oksygen i lungene innebærer. Når oksygen diffunderer i lungene, passerer gassen over en viktig anatomisk struktur. Hva heter den og hvordan er den bygd opp?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Lungenes diffusjonskapasitet for oksygen (O,,2,,) beskriver hvordan (hvor lett og uhindret) O,,2,, passerer fra lungenes alveoler og over i blodet.
På sin vei fra alveol-luften i lungene til blodbanen (lungekapillærene) passerer oksygenet den alveolokapillære membran = den respiratoriske membran. Den består av (fra alveolside til kapillærside) et lag surfaktant (som ikke er en anatomisk del av membranen), et epitellag (på alveolsiden-alveolepitel), denne hviler på epitellagets basalmembran, så et passerer oksygenet et tynt interstitielt-sjikt, så igjen en basalmembran (endotel-lagets basalmembran) og deretter et tynt lag kapillær-endotel. I den respiratoriske membran mangler ofte basalmembranen slik at epitel og endotel ligger mot hverandre. Membranen blir således svært tynn slik at avstanden som oksygen må diffundere ("diffusjonsveien") blir svært kort.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke anatomiske og fysiologiske forhold er avgjørende for lungenes gass-diffusjon? Hvorfor diffunderer karbondioksid mye lettere enn oksygen og hvilken klinisk konsekvens har det?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
* Størrelsen av gassvekslings-arealet (dvs. den alveolokapillære membran) mellom alveol og kapillær og dermed lungevolumet (det alveolære lungevolum)
* Veggtykkelsen fra alveol til erytrocytt (dvs. tykkelsen av den alveolokapillære membran)
* Drivtrykket for oksygen mellom alveol og blod, altså forskjellen i oksygentrykket i alveolen og i kapillærene, oksygentrykket er høyest i alveolene slik at oksygen diffunderer fra alveol til blod.
* Tilgjengelig mengde hemoglobin i blodet
Diffusjonskapasiteten er også avhengig av gassens oppløselighet i en væskefase. Karbondioksyd er 20 ganger mer løselig enn oksygen og diffunderer tilsvarende lettere i lungene. Ved isolert nedsatt diffusjonskapasitet i lungene får man ofte okygenereringssvikt, men (omtrent) aldri problemer med å skille ut karbondioksyd.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Ved lungesykdom er det i hovedsak to ulike patofysiologiske forhold som er av betydning ved nedsatt diffusjonskapasitet for oksygen i lungene. Hvilke?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Ved lungesydommer som gir nedsatt diffusjonskapasitet for oksygen vil der enten foreligge fortykket alveolo-kapillær membran (oksygenet "får lenger vei å gå") eller så foreligger der redusert diffusjonsflate ved at alveoler og alveolkapillærer er destruerte hvilket gir en redusert diffusjonsflate med også mindre kapillærnett til å motta oksygenet.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Gjør skjematisk kort rede for hvilke trinn oksygentransporten omfatter helt fra vi puster inn til oksygenet blir tatt opp i vevet
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
* Oksygenet transporteres ved ventilasjonen fra atmosfæreluft og fordeles i luftveiene ut til lungenes alveoler.
* Deretter transporteres det ved diffusjon over alveolmembranen og til blodet hvor det bindes til hemoglobin i erytrocytene for videre transport.
* Videre transport skjer ved hjelp av sirkulasjonen slik at det transporteres og fordeles ut i kroppen til cellenes mitokondrier i arbeidende vev.
* Etter at oksygenet er fraktet til arbeidende vev, transporteres det fra erytrocyten til vevscellenes mitochondrier.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Benjamin, 3 år, ble lagt inn i barneavdelingen med kramper, lungebetennelse og pustevanskeligheter. Han var godt kjent i avdelingen etter flere innleggelser og konsultasjoner pga. infeksjoner, dårlig motorisk utvikling med ataktisk (rykkvis og ustø) gange samt mental retardasjon. Man fikk allerede før han fylte ett år mistanke om at Benjamin hadde en medfødt stoffskifteforstyrrelse og det ble tatt en del blodprøver. Disse prøvene viste
* Lett acidose (pH 7.3, normalt 7.35-7.45)
* Høyt laktat (5 mmol/l, normalt 0.3-1.5 mmol/l)
* Lav standard bikarbonat (17 mmol/l, normalt 21-27 mmol/l)
* Lav pCO2 (4.0, normal 4.5-6.0 kPa)
* O2 -metning var normal (97%)
* Hemoglobin var normal (12 g/dl).
Det ble også tatt en hudbiopsi som man startet fibroblastkulturer fra. Disse fibroblastene ble benyttet til biokjemiske og genetiske analyser.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Biokjemiske analyser avslørte at Benjamin hadde en mutasjon i en av subenhetene i pyruvat dehydrogenase-komplekset (PDH). En fant at PDH-aktiviteten i cellene fra gutten bare var ca. 15 % av normal aktivitet. Hvorfor vil dette gi seg utslag i laktacidose slik som påvist for Benjamin?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Ved defekt i PDHC vil acetylgruppen i pyruvat bli omdannet til Acetyl-CoA med mye lavere effektivitet og sitronsyresyklus vil tilføres mindre substrat. Pyruvat vil derfor i stedet delvis bli omdannet til laktat selv under normale areobe forhold. Laktat vil derfor hope seg opp og føre til laktacidosen.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0.5 poeng for å nevne manglende omdanning av pyruvat til Acetyl-CoA og 0.5 poeng for at når pyruvat ikke kan omsettes i sitronsyresyklus fører dette i stedet til omdanning til lactat og laktacidose.
Totalt mulig 1 poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
PDHC er et stort enzymkompleks som består av mange kopier
av 3 protein-subenheter samt flere kofaktorer, dvs koenzymer
og prostetiske grupper som dannes fra vitaminer
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva er et koenzym?
Hva er en prostetisk gruppe?
Hva er et vitamin?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Koenzym: Et koenzym (kofaktor) et kjemisk stoff som ikke er et protein som er nødvendig for aktiviteten til et enzym.
Prostetisk gruppe, Kofaktor/koenzym som er kovalent bundet til et enzym
Vitamin er en organisk forbindelse som er et vitalt næringsstoff som en organisme trenger.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Hvert delspørsmål gir 1 poeng, dvs totalt 3 poeng mulig
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Sitronsyresyklus foregår i lumen i mitokondrier og fører til
dannelse av elektronbærerene NADH og FADH2 ved
oksidasjon
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva menes med oksidasjons- og reduksjons-reaksjoner?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Oksidasjon av et stoff innebærer fjerning av elektroner, enten elektroner alene eller i form av hydrogenatomer.
Reduksjon innebærer binding av elektroner, enten alene eller som H.
NAD^^+^^ (Nicotin Adenin Dinukleotid) er et oksiderende agens som binder elektroner (og H^^+^^) og dermed blir redusert. Dette former NADH som så kan bli oksidert ved å gi fra seg elektroner (og H^^+^^).
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Hvis kandidaten beskriver enten oksydasjon eller reduksjon gis 2 poeng (vet man det ene, så vet man det andre)
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Acetyl-CoA (acetyl-Coenzym A) er et thioester som produseres i nedbrytning av glukose.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvorfor er Acetyl-CoA av så stor betydning også i metabolisme av andre stoffer enn glukose?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Acetyl-CoA er et energirikt thioester som produseres også ved nedbryting av fettsyrer (og andre lipider) og aminosyrer.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
2 poeng hvis både fettsyrer/lipider og aminosyrer er med.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Ved elektrontransport og oksidativ fosforylering genererer cellene ATP.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvordan fører elektrontransport til generering av ATP?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Elektrontransporten utnyttes til å pumpe protoner (H^^+^^) ut av lumen (matrix) av mitokontriene. Dette fører til en konsentrasjonsforskjell (ca 10x) i H^^+^^ mellom matrix (lumen) og rommet mellom indre og ytre membran ("intermembrane space") i mitokondriene. H^^+^^ kan bare strømme tilbake til matrix (utligne konsentrasjonsforskjellen) ved å passere gjennom protonspesifikke kanaler (F,,o,,). Disse kanalene er koblet sammen med en ATP syntase (kompleks V) som utnytter energifrigjøringen ved at H^^+^^ strømmer tilbake til å syntetisere ATP fra ADP.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 p for å nevne at elektrontransporten fører til H^^+^^-gradient over matrix-membranen og 1 poeng for å nevne ATP-syntasen og hva denne gjør, til sammen 2 p.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Per på 13 år har blitt diagnostisert med en blodsykdom. Hans tre søstre er friske. Pers foreldre (Kari og Ola) og deres søsken er også friske. Mor har en søster og far har en bror.
Pers farmor, farfar og mormor er friske. Morfar, som nå er død, hadde den samme blodsykdommen som Per. Etter genetisk testing ved medisinsk genetisk laboratorium, blir det bekreftet at blodsykdommen er en arvelig tilstand.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Tegn et genetisk slektskart og angi de syke.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
<<imgLink "IAB-2016-2-A.PNG" >>
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Korrekt opptegnet slektskart: 2 poeng (Merk: det er flere korrekte måter å tegne kartet på; f.eks hvor mann – kvinne plasseres i forhold til hverandre i hver generasjon).
Feil bruk av symboler for kjønn – men ellers korrekt innplassering av syke personer: 1 poeng
Glemt angivelse av død person – men ellers riktig slektskart: 1 poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Fra forrige vignett:
<<<
Per på 13 år har blitt diagnostisert med en blodsykdom. Hans tre søstre er friske. Pers foreldre (Kari og Ola) og deres søsken er også friske. Mor har en søster og far har en bror.
Pers farmor, farfar og mormor er friske. Morfar, som nå er død, hadde den samme blodsykdommen som Per. Etter genetisk testing ved medisinsk genetisk laboratorium, blir det bekreftet at blodsykdommen er en arvelig tilstand.
<<<
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Beskriv og argumenter for ulike typer mulige arvemønstre for denne blodsykdommen.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Vi har oppgitt for lite informasjon til å kunne si at det bare er ett mulig arvemønster. Mulige arvemønstre er:
''Recessive X-bundet arv'': oftest menn (bare ett Xkromosom) som får sykdommen. Kvinnene er oftest bærere. Pers mor, Kari og hennes søster, er bærere, og de har arvet mutert X-kromosom fra sin syke far. Det er 50% risiko for at Kari gir dette videre til sine barn. Karis døtre har 50 risiko for å være bærere, og sønner har 50% risiko for å få sykdommen, hvis det er en sykdom med full penetrans
<<imgLink "IAB-2016-2-B.PNG">>
''Recessive autosomal arv'': Både kvinner og menn blir syke. I denne familien over 3 generasjoner, ser vi ingen syke kvinner, men dette kan være tilfeldig. De som er syke, må ha arvet ett mutert allel fra hver av sine foreldre. I dette tilfellet må både Kari og Ola være bærere, og Kari har arvet mutert X-kromosom fra sin syke far. Det er 25% risiko for Kari og Olas barn å arve mutert allel fra begge, slik at de blir syke. Det er 50% risiko for å arve ett mutert allel og være bærer.
<<imgLink "IAB-2016-2-C.PNG">>
''Dominant autosomal arv med redusert penetrans'': Både kvinner og menn blir syke. I denne familien over 3 generasjoner, ser vi ingen syke kvinner, men dette kan være tilfeldig. De som er syke, må ha arvet ett mutert allel fra en av sine foreldre. Med redusert penetrans kan sykdommen hoppe over en generasjon, slik det er med Kari. Hun er bærer av mutert variant arvet fra far, men har vært heldig og ikke fått sykdommen selv. Det er 50% risiko for arv av mutert allel for avkom, og risiko for å bli syk, avhenger av penetransen.
<<imgLink "IAB-2016-2-D.PNG">>
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Alle tre alternativer rett: 6 poeng
To riktige alternativer: 4 poeng
Ett riktig alternativ: 2 poeng
HER ER DET SIKKERT MULIG Å GI POENG FOR DELVIS RETTE SVAR INNENFOR HVER KATEGORI
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Forklar hva som menes med penetrans for genetiske sykdommer.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
''Penetrans'' betyr den andelen av individer som har en spesifikk genotype som også uttrykker den assosierte fenotypen. Det er en "enten-eller" tilstand ("All-or-none trait"). Ved fulle penetrans (100%), vil alle som har arvet en bestemt genvariant, bli syke. Eks: Neurofibromatose type er en autosomal dominant sykdom med full penetrans.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Rett svar: 1 poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Forklar hva som menes med ekspressivitet for genetiske sykdommer
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Ekspressivitet: Alvorlighetsgraden av fenotypen hos individer med en bestemt genotype. Ved variabel ekspressivitet, vil fenotypen uttrykkes i ulik grad blant individer med samme genotype (selv i samme slekt). Noen kan få veldig alvorlig sykdom, men andre kan bli veldig lett affisert. Årsak til den variable ekspressiviteten er ofte ukjent (miljøfaktorer, andre modifiserende gener).
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Rett svar: 1 poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
En mann i 50-årene ble innlagt på sykehus pga. brått innsettende magesmerter (akutt abdomen). Ved undersøkelse med rtg. (computer tomografi (CT)) ble det påvist en forsnevring av lumen i kolon på høyre side av buken. Dette ble også verifisert endoskopisk (koloskopi). Pasienten ble så operert med fjerning av høyre deler av kolon til og med colon transversum, såkalt høyresidig hemikolektomi. Selve operasjonen var teknisk vanskelig pga. betydelige adheranser (sammenvoksninger) mellom tarmslynger.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva er det som skiller tykktarm fra tynntarm ved utvendig, makroskopisk inspeksjon?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Kolon er makroskopisk karakterisert av:
# Er mer fiksert til bakre bukvegg mens tynntarmen er mer mobil
# Større diameter
# Haustra
# Tenier (taeniae coli)
# Appendices epiploicae
# Kolons vegg er sakkulert ("buklet"), tynntarmen er mer jamn
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
4 av 6 delsvar gir fullt hus, 1 p
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Oversett begrepet //hemikolektomi// til norsk og forklar hvordan uttrykket er konstruert
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
//Hemikolektomi// er den norske skrivemåten for //hemicolectomia// som betyr operativ fjerning av halve tykktarmen (gr. //hemi-//: halv, lat. //colon//: tykktarm, gr. //ektomein//: skjære ut) (Ref.: Norsk medisinsk ordbok. Det norske samlaget).
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Det gis poeng for om kandidaten beskriver at //hemi// betyr halv, at //kole//... omfatter kolon og at //-ectomi// betyr ta ut, fjerne
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Ved operasjoner for kolonkanser gjør man vanligvis enten en høyresidig eller venstresidig reseksjon (operativ fjerning), slik at "grensen" mellom disse to inngrepene går ved overgangen mellom den tversgående og den nedadgånde delen
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvordan kan denne kolonkirurgiske praksisen forklares ut fra blodforsyningen til kolon?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Denne kirurgiske praksisen har sitt utgangspunkt i kolons arterielle blodforsyning. Høyre del av kolon til distale del av //colon transversum// (embryologisk del av midttarm) forsynes av //art. mesenterica sup.// (SMA). Videre distalt til analkanalen (embryologisk baktarm) får blod fra //art. mesenterica sin.// (IMA). Dermed blir området omkring //flexura coli sin.// et "vannskille" når det gjelder arteriell blodforsyning, dvs. at blodgjennomstrømningen her kan bli dårlig. Av den grunn går skillet mellom en høyresidig og venstresidig kolonreseksjon i dette området for å unngå problemer med dårlig blodsirkulert tarm med de konsekvenser det har i form av infarktutvikling og tarmperforasjon.
Det viser seg at det vanligvis er anastomoser mellom SMA og IMA (mellom //art. colica med.// fra SMA og //art. colia sin.// fra IMA, gjerne med dannelse av en såkalt marginalarterie, //art. marginalis coli//) som i varierende grad kan kompensere for evt. dårlig blodforsyning, for eks. ved trombosering av enten SMA eller IMA. Til tross for dette er kolon i området utsatt for dårlig blodgjennomstrømning og derfor hyppig sete for såkalt iskemisk kolitt.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Det gis 0.5 p for at hhv. ''art. mesenterica sup. og inf.'' nevnes. For fullt hus må også ''deres forsyningsområde av kolon'' beskrives samt at det er ''anastomoser'' mellom SMA og IMA finnes området omkring distale colon transversum/flexura coli sin.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Tarmkanser kan spre seg, metastasere, i kroppen via blodkar og lymfekar. Under pasientens sykehusopphold ble det oppdaget knuter i leveren og i //fossa supraclavicularis sin.// som ga mistanke om metastaser.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke drenasje- eller spredningsveier kan forklare disse metastasesuspekte forandringene i henholdsvis lever og //fossa supraclavicularis sin.//?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Hematogen spredning skjer via //v. mesenterica sup. et inf.// til //vena portae// og videre til lever.
Lymfogen spredning til lymfeknuter i //fossa supraclavicularis sin.// skjer via lymfeknuter langsmed de større tarmarteriene til //trunci intestinales// som tømmes i //cisterna chyli//. Herfra går lymfen videre gjennom //ductus thoracicus// som munner ut i vinkelen mellom //vena subclavia sin.// og //vena jugularis interna sin.// Dermed kan det bli metastaser til supraklavikulære lymfeknuter på venstre side. (Ved maligne sykdommer i abdominalorganer kan man altså finne lymfeknutespredning her; slike metastatiske lymfeknuter har fått navnet Virchoffs glandler etter en kjent tysk patolog [Rudolf Virchoff, 1821-1902, blir betraktet som den moderne patologiens grunnlegger gjennom verket //Die Cellularpathologie in ihrer Begründung auf physiologische und pathologische Gewebelehre//]).
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Det gis 0.5 p for //vena portae// og 0.5 p for //ductus thoracicus//
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Operasjonspreparatet ble sendt til patologiavdelingen for makroskopisk og mikroskopisk undersøkelse. Her ble det bl. a. undersøkt hvor dypt i tarmveggen kanseren hadde vokst. Dette relateres til de ulike lag tarmveggen består av. En slik dybdevekst har med stadium av en malign tumor å gjøre og er en viktig prognostisk faktor.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Gi en kort beskrivelse av den histologiske oppbygningen av kolonveggen med angivelse av de ulike lag med deres viktigste celletyper og vevsstrukturer
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Tykktarmveggen består skjematisk av følgende lag:
# //tunica mucosa//, som igjen er inndelt i
## //lamina epithelialis//
## //lamina propria//
## //lamina muscularis mucosae//
# //submucosa//
# //tunica muscularis (muscularis proper)//
# //tunica serosa/adventitia//.
''Mucosa''. Slimhinnen er glatt, ingen villi, overflateepitelet er enlaget sylindrisk, fra denne tubulære kjertler, såkalte Lieberkünske krypter, med ulike celletyper som begerceller, nevroendokrine (enteroendokrine) celler og stamceller. Lamina propria består av løst bindevev (I histologiboka til Genese angis det retikulært bindevev). Av celler fins lymfocytter og spredte lymfefollikler, plasmaceller, makrofager og noen få andre typer inflammatoriske celler (eosinofile granulocytter m.m.). Videre er det blodkapillærer, lymfekapillærer forekommer for det meste nær ved lamina muscularis mucosae. Dette muskellaget består av glatt muskulatur, indre sirkulært og ytre longitudinelt lag.
''Submucosa'' (tela submucosa). Består av løst bindevev og fettvev, blodog lymfekar samt perifere nerver og plexus med ganglieceller som ligger like under lamina muscularis mucosae, plexus submucous (Meissneri).
''Tunica muscularis (muscularis proper)''. Består innerst av et tydelig sirkulært lag (stratum circulare) med bunter av glatt muskulatur, utenpå dette et mer ufullstendig langsgående glatt muskellag (stratum longitudinale) som danner tre tydelige bånd, taenia coli, mellom disse er det ytre muskellaget tynt eller kan mangle helt. Mellom det indre og ytre muskellaget er det også perifere nerver og et nerveplexus med ganglieceller, plexus myentericus (Auerbachi).
''Tunica serosa/adventitia''. Mot abdominalhulen ligger serosa med mesotel og et subserøst bindevevslag (tela subserosa) som også danner appendices epiploicae. Mot krøstilheftningen mangler mesotel og det er bare et bindevevslag, adventitia, mot det omentale fettvevet.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
For 4 p kreves:
* at alle lag nevnt i kursiv i første avsnitt over, er med.
* at følgende celler/vev i de ulike lag nevnes:
** Mucosa. Epitel: overflateepitel, krypter og begerceller; lamina propria: lymfocytter, plasmaceller, kar; lamina muscularis mucosae: glatt muskulatur.
**Submucosa. Bindevev, fettvev, kar, nervepleksus (selve navnet plexus submucosus (evt. Meissners nerveplexus)) trengs ikke oppgis).
**Tunica muscularis. Glatt muskulatur, ytre og indre lag, nervepleksus (selve navnet, plexus myentericus (Auerbachs nerveplexus) trengs ikke oppgis).
**Tunica serosa/adventitia. Det må fremgå at serosa har relasjon til abdominalhulen med peritoneum viscerale/mesotel, mens adventitia representerer et bindevevslag som ligger an mot omentalt fettvev.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Ved svulster i kolon må man også vurdere muligheten for at svulsten kan ha vokst gjennom tarmveggen og videre inn i organer som har nær relasjon til kolon
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke store intraabdominale organ har nær relasjon til colon transversum og flexura coli sin.?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Colon transversum: pancreas
Flexura coli sin.: milt
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Hvert delsvar gir 0.5 p.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
En 72 år gammel tidligere frisk kvinne opplevde like etter at hun hadde stått opp om morgenen raskt innsettende brystmerter av klemmende karakter. Smertene startet bak brystbeinet, etter hvert med utstråling opp mot kjeven og venstre skulder. Hun følte seg tiltakende uvel og etter hvert også tyngre i pusten.
Hennes ektefelle ringte i løpet av kort tid til telefonnummer ”113” (Medisinsk nødmeldetjeneste/AMK-sentral).
Etter noen korte, avklarende spørsmål ble det sendt ut ambulanse til pasienten på grunn av mistanke om akutt hjerteinfarkt.
Så snart ambulansen var fremme hos pasienten ble det gjort EKG-registrering med oversending av EKG-opptaket til nærmeste lokalsykehus. Vakthavende assistentlege ble tilkalt for tolking av EKG og konklusjonen var klar: EKG viste normofrekvent regelmessig sinusrytme, upåfallende QRS, men med tydelig og typiske ST-elevasjoner i avledningene V3 til V6 og i aVL. Konklusjon: Sannsynlig akutt ST-elevasjonsinfarkt (STEMI) under utvikling i fremre og laterale deler av venstre ventrikkels myokard.
På diagnosetidspunktet var det gått ca 45 minutter etter start av brystsmertene. Transporttid til nærmeste lokalsykehus er estimert til 45 minutter, mens transporttid til nærmeste sykehus med mulighet for angiografi av kransårer og eventuelt perkutan intervensjonsbehandling (PCI) er estimert til 120 minutter.
Med disse opplysningene om tid fra smertedebut og kunnskap om transporttider beslutter vakthavende assistentlege at det skal iverksettes intravenøs trombolytisk behandling så snart som mulig og før transport til lokalsykehus.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Det er tydelig av sykehistorien og dokumentert med EKG at pasienten sannsynlig er i ferd med å utvikle et transmuralt hjerteinfarkt. Hvorfor har ikke teamet rundt pasienten og vakthavende lege ønske om å vente med trombolytisk behandling til pasienten er fraktet til sykehus?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Størst effekt av tromoblytisk behandling oppnås når behandlingen kan gies og reperfusjon kan oppnås så tidlig som mulig etter at diagnosen er stilt. Tap av myocard tiltar med tid som medgår før reperfusjon oppnås
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Tidsforløpet i en situasjon med ischemi/opphørt blodforsyning i myocard er kritisk med tanke på skadebegrensning/grad av iscemisk skade/myocardnekrose.
Godt beskrevet på UpToDate: http://www.uptodate.com/contents/search?search=stemi+emergency&sp=0&searchType=PLAIN_TEXT&source=USER_INPUT&searchControl=TOP_PULLDOWN&searchOffset=&autoComplete=true
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Det ble gitt intravenøs trombolytisk behandling supplert av en moderat dose morfin og acetylsalisylsyre før start av transport til lokalsykehuset.
Pasienten merket nærmest umiddelbart lindring av brystsmertene og gradvis bedring av den opplevde tungpust.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva er mest sannsynlige årsak til at pasienten i tillegg til brystsmertene også opplevde økende grad av tungpust i forbindelse utviklingen av det akutte hjerteinfarktet?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Ved en tilstand med ischemi i myokard vil deler av muskelmasen tape kontraksjonskraft og kontraksjonsbevegelse. Hjertets kontraktile funksjon (kontraktilitet) reduseres. Dette medfører økende fylningstrykk i venstre hjertekammer, dette økte fylningstrykk medfører økte trykk også i lungevener/lungekar som i sin tur gir lungestuvning og i de alvorligste tilfellene lungeødem.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Ischemi gir redusert muskelfunksjon.
Redusert muskelfunksjon i venstre hjertekammer fører til økte fylningstrykk – ”Frank-Starlingmekanisme” – ”Starlings hjertelov”.
Økte fylningstrykk til venstre ventrikkel innebærer økte trykk også i lungekarsengen – stuvning og med det tungpust/dyspnoe.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Ved ankomst lokalsykehuset finner vakthavende turnuslege at de første EKG-forandringene synes å ha gått pent tilbake og det konkluderes med vellykket trombolytisk behandling.
Pasienten er ved ankomst smertefri og helt uten opplevelse av tungpust.
Ved den kliniske undersøkelsen finnes det ved auskultasjon over hjertet en systolisk bilyd
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilken supplerende undersøkelse er best egnet for raskt å avklare årsaken til pasientens systoliske bilyd?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Ultralydundersøkelse av hjertet med fremstilling av blodstrømshastigheter, Doppler ekkokardiografi
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Ekkokardiografi med fremstilling av blodstrømshastigheter, Doppler ekkokardiografi.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilken supplerende undersøkelse er best egnet for raskt å vurdere hjertets pumpefunksjon / kontraksjonsbevegelse?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Ultralydundersøkelse av hjertet med dynamisk fremstilling av hjertetrukturene/myokard; ekkokardiografi
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Ultralydundersøkelse av hjertet med dynamisk fremstilling av hjertetrukturene/myokard; ekkokardiografi
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilken supplerende prosedyre er best egnet for å avdekke og behandle forsnevringer i hjertets kransårer?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Venstresidig hjertekatetereisering med selektiv coronar angiografi, eventuelt supplert med intervensjonsbehandling (vanligst ballongblokking av stenose med eller uten implatasjon av stent i kransåren)
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Venstresidig hjertekateterisering med selektiv coronar angiografi og eventuell intervensjon
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
En 68 år gammel kvinne blir innlagt på St. Olavs Hospital på grunn av redusert allmenntilstand, betydelig vekttap (11 kg på 2 mnd) og positivt utslag på fekal okkult blod-test. Koloskopi avslører at hun har kolonkreft med metastase til lever. Under anamnese kommer det frem at hun har flere nære slektninger, blant annet en søster, som er døde av kolonkreft.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Figuren viser pasientens (III,3) slektstre hvor flere medlemmer har blitt rammet av kolonkreft. Dette kan tyde på at det er en arvelig kreftform inne i bildet. Hvilken type arv er det i så fall mest sannsynlig snakk om her (autosomal/kjønnsbundet, dominant/recessiv)?
<<imgLink "IAB-2016s-1-A.PNG">>
<$details class="answer" summary="Svar" state="!!showanswer">
I og med at både kvinner og menn er affisert av sykdommen, er det snakk om autosomal arv. I generasjon III og IV er 50% av avkommet affisert, noe som tyder på dominant nedarving.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0.5 poeng for autosomal og 0.5 poeng for dominant.
Totalt mulig 1 poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
DNA-sekvensering av isolerte blodceller fra pasienten viste mutasjon i av ett av allelene som koder for DNA polymerase ε (POLE). I tillegg viste DNA-sekvensering av en biopsi fra pasientens kolontumor svært mange enkeltbaseparmutasjoner.
Tegn en generell skisse av et humant proteinkodende gen, og sett navn på de ulike regionene. Skisser også pre-mRNA og modent mRNA som dannes ved transkripsjon av genet.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Skissen av genet bør minst illustrere promoter-region, eksoner og introner (fritt antall av hvert) Skissen av pre-mRNAet bør inneholde cap, 5’-utranslatert region (5’-UTR, også kalt leader), eksoner og introner (fritt antall), 3’-utranslatert region (3’-UTR, også kalt trailer), samt polyA-hale
Skissen av det modne mRNAet skal være som premRNAet, men uten introner.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Hver av delpunktene under gen- og pre-mRNA gir 0.3 poeng, og riktig modent mRNA 0.3 poeng. Til sammen 10x0.3 poeng = 3 poeng mulig
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke 5 hovedtyper DNA polymeraser finner en i humane celletyper. Hvor i cellene finnes disse og hva er deres hovedfunksjoner?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
* Polymerase α (cellekjernen – deltar i syntese av RNA primere og initiering av Okazaki-fragment)
* Polymerase β (cellekjernen-deltar i DNA reparasjonsprosesser)
* Polymerase δ (cellekjernen – forlengelse av «lagging strand»)
* Polymerase ε (cellekjernen – forlengelse av «leading strand»)
* Polymerase γ (mitokondriene – kopiering av mitokondrielt DNA)
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Hver av polymerasene gir 0.2 poeng og hver av
funksjonene gir 0.2 poeng hver. Tilsammen 2 poeng mulig.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
DNA-sekvenseringen viste at mutasjonen befant seg i ekson 13 i POLE-genet. Dette eksonet koder for en del av eksonukleasedomenet i DNA polymerase ε og den aktuelle mutasjonen vil her føre til en aminosyresubstitusjon.
Forklar hvorfor en slik mutasjon i POLE-genet kan være årsak til det høye antallet mutasjoner observert i pasientens tumor.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Feilinnsetting av baser kan skje under DNA replikasjonen. Polymerase ε har et sekundært katalytisk sete med en 3’-5’-eksonukleasefunksjon (rettefunksjon = proofreading). Hvis feil base settes inn i polymerase-setet, kan enden av den nydannede tråden «flyttes» over i eksonuklease-setet, og den feilinnsatte basen (samt ofte noen ekstra baser) fjernes. Enden settes deretter tilbake i polymerase-setet og normal replikasjon gjenopptas.
Hvis mutasjoner i eksonukleasesetet gjør det defekt, vil ikke polymerasen effektivt fjerne feilinnsatte baser, og antallet enkeltbasemutasjoner vil øke i hele genomet.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1.5 poeng hvis elementene over er med
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Tegn en skisse av en replikasjonsgaffel i en human cellekjerne og sett navn på de ulike delene av gaffelen (inkludert retningsangivelse på DNA-trådene). Skisser og navngi de viktigste proteinene som deltar i replikasjonsprosessen.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
<<imgLink "IAB-2016s-1-B.PNG" 400>>
Forenklet versjon av replikasjonsgaffel
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
* Riktig angivelse av leading/lagging strand: 0.5 poeng
* Riktig retningsangivelse. 0.5 poeng
* Riktig plassering og navngiving av Okazakifragment 0.3 poeng
* Riktig plassering og navngiving av polymeraser (Polymerase α initierer Okazakifragment, Polymerase ε ved leading strand og polymerase δ ved lagging strand: 0.8 poeng.
* Riktig plassering av Helikase: 0.2 poeng
* Riktig plassering av single-strand binding proteins (RPA): 0.2 poeng
Totalt mulig 2.5 poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Ulike arbeidsoppgaver krever ulik kraft.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvordan reguleres kraftutviklingen på ryggmargsnivå?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
* Aktivering: Aksjonspotensialenes fyringsfrekvens
* Rekruttering: Antall motoriske enheter der de største og sterkest rekrutteres til slutt (vanskeligst å rekruttere)
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
* Aksjonspotensialenes fyringsfrekvens 1p
* Antall motoriske enheter som rekrutteres 1p
* Og aktivering av de største/sterkeste og tyngst aktiverbare motoriske enhetene (de siste som rekrutteres) 1p
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke typiske forskjeller er det mellom store og små motoriske enheter?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
* Store: Stor kraft, lite utholdende
* Små: Presis motorisk kontroll og utholdende
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
* Store: Stor kraft, lite utholdende 0.5px2
* Små: Presis motorisk kontroll og utholdende 0.5px2
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva avgjør kraftutvikling på muskelnivå?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
* Muskelfiberposisjon (optimalt er middels strukket)
* Muskelfibersammensetning
* Muskeldiameter
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
* Muskelfiberposisjon (optimalt er middels strukket) 0.5p
* Muskelfibersammensetning 0.5p
* Muskeldiameter 0.5p
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Beskriv ulike typer muskelfibertyper
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Langsomme oksidative, raske oksidative og raske glykolytiske muskelfibre
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
* Langsomme oksidative 0.5p
* Raske oksidative og raske 0.5p
* Glykolytiske muskelfibre 0.5p
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva er en sarkomer?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Minste kontraktile enhet i en muskel bestående av myosin i midten som kan trekke aktinet i hver ende mot hverandre
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
* Minste kontraktile enhet 1p
* Myosin 0.5p
* Aktin 0.5p
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Du har en 20 år gammel pasient som i løpet av det siste året har hatt økende voluminøs, gråglinsende og illeluktende avføring og 10 kg vekttap. Undersøkelse viser at han har malabsorpsjon av fett (steatore).
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Nevn to prinsipielle årsaker (ikke diagnoser) relatert til magetarmsystemet som kan gi malabsorpsjon av fett.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
* Mangel på pankreasenzym som lipase og ko-lipase (for eksempel pankreassvikt)
* Mangel på gallesalter (for eksempel leversviktmanglende produksjon, gallegangobstruksjon, manglende / dårlig reabsorpsjon, bakteriell overvekst med nedbrytning av gallesalter)
* Endret miljø i duodenum (for eksempel sur ph-økt produksjon av magesyre i forhold til bikarbonat fra pankreassekret og galle som buffer, bakteriell overvekst)
* Ødelagt slimhinne (for eksempel betennelse, tottetatrofi)
* Motilitetsforstyrrelser i ventrikkel og tarm
* Hindret lymfetransport
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 poeng for hver riktig. Det er prinsippene med mangel på de nødvendige faktorene for opptak; enzymer, gallesalter, riktig pH/miljø og intakt slimhinne som er viktig, ikke om de skriver nøyaktig riktig detaljer om grunn/årsak.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Beskriv kort hvordan triglyserider fordøyes og absorberes fra tarmlumen og over i blodet.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Triglyserider (TG) utgjør hovedmengden av fettstoff i maten (i tillegg til fosfolipider og steroler som kolesterol).
Gallesalter produseres i hepatocytter i lever og skilles ut i duodenum sammen med pankreasenzym som lipase og ko-lipase (i tillegg til andre enzym og bikarbonat). På grunn av den amfifatiske egenskapen vil gallesalter danne miceller når de er i vandige løsninger (sånn som gallen er og sånn som man har i tarmen), der kjernen en hydrofob ("fettløselig") og utsiden er hydrofil ("vannløselig").
Gallesaltene gjør fettet "løselig" i vann ved at TG i tarmen vil diffundere inn i kjernen av slike miceller istedenfor å samle seg i store fettdråper. Dette øker overflaten som fordøyelsesenzymene lipase og ko-lipase er avhengig av å jobbe på for å bryte ned TG til fettsyrer og monoglycerid.
Micellene kan så diffundere gjennom det urørte laget av væske langs tarmslimhinnen ("unstirred water layer"), inn mellom mikrovilliene og i kontakt med enterocyttenes cellemembran, slik at nedbrytningstoffene kan diffundere inn i cellene (evt tas opp via spesifikke mekansimer for noen typer). I glatt endoplasmatisk retikulum (sER) i enterocyttene blir nedbrytningsproduktene satt sammen igjen til opprinnelige fettstoff, pakket sammen med apolipoprotein B til chylomicroner, som går ut av enterocyttene i andre enden ved eksocytose og diffunderer til lymfesystemet som via ductus thoracicus tømmes ut venstre vena subclavia og ut i blodbanen (fettstoff går altså ikke direkte ut i blodet og gjennom leveren før det kommer ut i den systemiske sirkulasjonen).
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
For å få full score må studenten ha skjønt prinsippene og ha med de viktigste momentene:
* 0.5 poeng - micellefunksjon
* 0.5 poeng - pankreasenzym
* 0.5 poeng - nærhet til enterocytten og diffusjon inn
* 0.5 poeng - skilles ut i blodet via lymfen
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Absorpsjon av hvilke andre stoffer er nært knyttet til fett og kan bli redusert ved fett-malabsorpsjon?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Fett-løselige vitaminer (som A, D, E, K)
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
* 0.5 poeng - fett-løselige vitaminer
* 0.5 poeng - å nevne >= 2 spesifikke
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Leveren er et organ som står svært sentralt i å samordne kroppens håndtering av næringsstoffer som fettstoff, karbohydrater og proteiner som blir absorbert i tarmen.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva er prinsippene for hvordan leveren samordner metabolismen av næringsstoffene og hva er hovedfunksjonen med dette?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
De fleste metabolske spor for nedbrytning/omsetning av næringsstoff og syntese av anvendelige andre produkt, foregår og er nøye koordinert i levercellene. Leveren fungerer som et senter for alle disse metabolske sporene. Hensikten med denne felles håndtering og kontrollen med næringsstoffer og omsetningen av disse, er å hele tiden sørge for å opprettholde nogenlunde jevn og adekvat tilgang av næring og energi for cellene i resten av kroppen.
Leveren har evnen til å lagre og modulere tilgjengeligheten for næringsstoffer i blodet. Under og rett etter måltid hvor det er store mengde næringsstoffer i portalblodet, skal leveren derfor evne å ta opp store mengder av disse slik at det ikke kommer et "rush" og overskudd ut i blodsirkulasjonen. Leveren må så metabolisere de absorberte næringsstoffene, modulere for lagring i lever eller fettvev, eller gjøre de tilgjengelig for andre organ som energi. Og i perioder med lav tilgang (mellom måltid/faste) må leveren ha omsatt og lagret næringsstoffene på en slik måte at det kan posjoneres ut og holdes jevnt på det nivået kroppen trenger. Dette er nøye regulert av hormoner fra blant annet pankreas, binyrer og tyroidea, og via nervesignal.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
For å få full score må studenten ha skjønt prinsippene og ha med de viktigste momentene;
* 0.5 poeng - metabolske spor for alle næringsstoffer henger sammen og nøye koordinert i levercellene
* 0.5 poeng – kunne ta imot og omsette store mengder under/rett etter måltid
* 0.5 poeng – posjonere ut jevn og adekvat mengde næring til blodet i perioder med faste
* 0.5 poeng – alle disse prosessene nøye regulert av hormoner og nervesignal
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva er lipoproteiner og hvilken generell funksjon har de?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Lipoproteiner medierer transport av ulike fettstoff rundt i blodet (og lymfe), enten til leveren for omsetning eller fra leveren ut til resten av kroppen. Leveren er viktig i å regulere nivået av liporpoteiner i blodet. De består av apolipoproteiner av ulike typer produsert i leveren og/eller tarmepitelet og ulik sammensetning av i hovedsak triglyserider, fosfolipider, kolesterol og kolesterolestere.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
For å få full score må studenten ha skjønt prinsippene og ha med de viktigste momentene;
* 0.5 poeng - transport av fettstoff til/fra lever i blodet
* 0.5 poeng - består av apolipoprotein og ulike fettstoff
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Leveren har også mange andre funksjoner som er viktig for flere prosesser i kroppen.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Nevn to av leverens andre funksjoner som er relatert til nedbrytning og utskillelse av ulike stoffer.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
* Utskillelse av avfallsstoffer som ikke går via nyrer (eks bilirubin, kolesterol, xenobiotika)
* Metabolisme/detoksifisering av medikamenter og xenobiotika (fase I og fase II reaksjoner)
* Metabolisme/nedbrytning av ulike hormoner (som kjønnshormoner, ulike peptidhormoner)
* "Filtrering og rensning"/nedbrytning av gamle blodceller, diverse proteinkomplekser, bakterieprod. osv (del av RES-systemet) i blod
* Ureasyklus for håndtering av nitrogen fra nedbrytning av protein
* (Utskillelse av gallesyrer i galle)
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 poeng for hver riktig funksjon. Det er prinsippene som er viktigst
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
En kvinne på 48 år kommer på kontoret med smerter i muskulaturen både rundt nakke, skuldre og hofter som har vart i 7 måneder. Hun plages også med uttalt tretthet, hodepine og søvnvansker.
Du har utelukket alvorlig sykdom i ledd, nakke og hofter og tror hun har fibromyalgi. Fibromyalgi er en av flere tilstander som også har fått betegnelsen MUPS (Medically unexplained physical symptoms)/subjektive helseplager
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva kjennetegner MUPS (Medically unexplained physical symptoms)/subjektive helseplager?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
* Langvarige tilstander med betydelige symptomer.
* Subjektive symptomer uten objektive funn, diagnosen baserer seg på kriterier baser på symptomer
* Ukjent årsak
* Mer enn vanlige helseplager
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Full poengsscore ved minst 2 av punktene over
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Fra forrige vignett:
<<<
En kvinne på 48 år kommer på kontoret med smerter i muskulaturen både rundt nakke, skuldre og hofter som har vart i 7 måneder. Hun plages også med uttalt tretthet, hodepine og søvnvansker.
Du har utelukket alvorlig sykdom i ledd, nakke og hofter og tror hun har fibromyalgi. Fibromyalgi er en av flere tilstander som også har fått betegnelsen MUPS (Medically unexplained physical symptoms)/subjektive helseplager.
<<<
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Slike plager forstås ofte ut fra en såkalt biopsykososial modell. Hva betyr det?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
At smerten kan ha startet av biomedisinske årsaker, men at psykologiske og sosiale faktorer forsterker plagene.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Hvis kandidaten angir at det er sammenheng mellom bio-psyko og sosiale faktorer
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Du bestemmer deg for å undersøke hoftene hennes, blant annet ved å se på aktiv bevegelighet. Hun har smerter ved aktiv abduksjon i hofta
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
I tillegg til abduksjon, hvilke andre retninger for aktiv bevegelse bør du undersøke?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Aktiv fleksjon, ekstensjon, adduksjon og innad- / utadrotasjon.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1,0 poeng dersom alle tre er riktig. 0,5 poeng dersom færre enn tre riktige svar
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Fra forrige vignett:
<<<
Du bestemmer deg for å undersøke hoftene hennes, blant annet ved å se på aktiv bevegelighet. Hun har smerter ved aktiv abduksjon i hofta
<<<
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
I tillegg til aktiv bevegelse, hvilke andre leddundersøkelser vil du gjøre?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Passiv bevegelse og isometrisk testing (evt spesialtester, men det kreves ikke i svaret)
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1.5 poeng hvis bade passive og isometriske tester nevnes. 0.5 hvis bare en av disse nevnes
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Fra forrige vignett:
<<<
Du bestemmer deg for å undersøke hoftene hennes, blant annet ved å se på aktiv bevegelighet. Hun har smerter ved aktiv abduksjon i hofta
<<<
Forrige punkt:
<<<
I tillegg til aktiv bevegelse, hvilke andre leddundersøkelser vil du gjøre?
<<<
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke strukturer tester du ved de forskjellige testene du kom fram til i pkt 4?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
''Passiv bevegelse'': Ved passive tester testes de passive strukturene som ledd, leddkapsel og leddbånd.
''Isometrisk test'': Ved isometriske tester testes kontraktile strukturer som muskel og sene. En vil også få testet kraft i muskulatur og kan således avdekke rupturer eller pareser.
Ved ''aktive tester'' får man testet en kombinasjon av overstående og får innblikk i funksjon
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
* 0.5 poeng hvis kandidaten vet at ledd, leddkapsel og leddbånd testes ved passive tester.
* 0.5 poeng hvis kandidaten vet at kontraktile strukturer testes ved isometriske tester.
* 0.5 p hvis kandidaten ved at aktive tester gir smerter ved tilstander i alle disse strukturer
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Smertene hennes har vart i 7 måneder, og hun har dermed langvarige (kroniske) smerter.
# Hva er de viktigste forskjellene på akutte og langvarige smerter?
# Hva vil du fokusere på i behandlingen?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
# Hva er de viktigste forskjellene på akutte og langvarige smerter?
#* Akutt smerte:
#** Ofte kjent årsak
#** Kortvarig
#** Presis beskrivelse
#* Langvarig smerte:
#** Oftest ukjent årsak
#** Vedvarer over 3 mnd
#** Smertene sprer seg ofte i et område
# Hva vil du fokusere på i behandlingen?
#* Akutt – behandle årsak, ofte selvbegrensende
#* Langvarig – eliminere vedlikeholdende faktorer, smertekontroll, økt funksjon, aktivisering
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
For å få full score må kandidaten vite at:
* langvarige smerter ofte har sammensatt årsak og at andre faktorer enn opprinnleig årsak kan bidra til at smertene vedvarer
* Forskjellen på akutt og langvarig kun dreier seg om varighet (ca 12 uker, men def varierer en del (8 uker til 6 mnd)
* At selv om årsaken ofte er kompleks ved langvarige smerter så kan en hjelpe pasientene ved å bryte onde sirkler og øke funksjon.
* Det trekker opp om aktivitet nevnes som viktig ved langvarige smerter
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Du spiser et stykke biff. I kjøttets myoglobin er det bundet jernatomer.
Du skal følge disse jernatomene på veien fra magesekken din til de bygges inn i hemoglobinmolekyler i beinmargen.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Forklar kort hvordan forhold i magesekk og øvre tynntarm kan påvirke jernabsorpsjonen
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Jern kan absorberes bundet til heme. Det meste absorberes som Fe++ (toverdig jern). Jern i kosten må omdannes til toverdig. HCL (magesyre) øker omdannelse til Fe++. Chelaterende og jernbindende stoffer i maten kan binde jern og nedsette jernmengden tilgjengelig for absorpsjon. Luminale membran i tarmepitelet inneholder en ferrireduktase som omdanner jern til Fe++
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Nedsatt jernopptak ved anaciditet (0.5p), jernbindende (chelaterende) føde/tarminnhold (0.5p), tarmsykdom som nedsetter epitelial funksjon eller areal, ex cøliaki (1p)
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Beskriv kort hvordan jernatomet tas opp i tarmepitelet
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Jernatomet tas vesentlig opp i tarmepitecellen gjennom Divalent metalltransportør 1 (DMT1), et transmembranprotein som transporterer Fe++ over luminale membran
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Kjenne til at det finnes en transportør for divalent jern (1p)
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Gjør rede for hvordan jerntransport inn i tarmepitelet kan reguleres
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Antallet DMT1 kanaler i luminale membran bestemmer jernopptaket. Syntesen av DMT1-molekyler i epitelcellen er regulert av intracellulær jernkonsentrasjon gjennom jernregulerende proteiner (IRP) som senser jernkonsentrasjonen og påvirker proteinsyntesen i epitelcellen ved binding til m-RNA
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Vite at jerninnholdet i epitelcellen regulerer opptaket (1p), beskrive at epitelcellens jerninnhold regulerer syntese av et spesifikt transportmolekyl (0.5p)
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Beskriv hvordan jerntransport fra tarmepitelet til blod foregår, og hvordan transporten kan reguleres
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Tarmepitelet eksporterer jern til blod gjennom kanalproteinet ferroportin i basale membran (1 poeng).
Mengden ferroportinkanaler reguleres av hormonet hepcidin
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Vite at jerntransport epitelcelle-blod skjer gjennom et kanalprotein (1p), at kanalproteinet reguleres av hormonet hepcidin (0.5p)
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Beskriv hvordan jerntransporten fra tarmepitelet til beinmargen foregår og kan reguleres
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Fe++ omdannes til Fe+++ av basalt lokalisert coeruloplasmin. Fe+++ bindes til transferrin i plasma for transport til beinmargen. Transportkapasiteten øker ved jernmangel ved at transferrinkonsentrasjonen og dermed antall bindingsseter for jern (TIBC) øker. Regulering av transferrinkonsentrasjonen skjer via IRP
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Omdanning til Fe+++ (0.5p), transferrin for transport (0.5p), kompensatorisk økning av transportkapasitet (transferrin) ved jernmangel (0.5p), jern regulerer transferrinsyntesen
(0.5p)
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Beskriv hvordan jern tas opp i beinmargens celler, og hvordan opptaket er regulert
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Transferrin med bundet Fe+++ bindes til transferrrinreseptorer (TfR) på beinmargscellenes membran og endocyteres. Opptaket reguleres ved antall uttrykte transferrinreseptorer på cellen. Syntese av TfR i cellen er regulert av intracellulær jernkonsentrasjon via IRP binding til m-RNA for TfR
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
TfR på beinmargcellene (1p), regulert ved antallet TfR (0.5p), syntese av TfR reguleres av jernregulert proteinsyntese (0.5p)
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Bruken av legemidlet salbutamol (Ventoline) hos idrettsutøvere uten lungesykdom er omdiskutert, særlig bruken av høye doser. Ved terapeutisk konsentrasjon stimulerer stoffet primært beta-2-adrenerge reseptorer. Ved høye doser stimuleres også beta-1-adrenerge reseptorer. Disse egenskapene har betydning for å forstå effekter og mulige bivirkninger av medikamentet.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Beskriv kort effekten av salbutamol i bronkialmuskulaturen og signalveien fra reseptor til den cellulære effekten. Hvilken virkning har stoffet på luftstrøms-motstanden i luftveiene, og hvilke molekyler er involvert i denne biokjemiske signalveien i bronkialmuskelcellene?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Salbutamol reduserer luftstrømsmotstanden ved å relaksere glatt muskulatur i bronkialveggen (0.5 poeng). Når salbutamol aktiverer beta-2-reseptoren, spaltes det GTP-bindende proteinet G,,s,, og frigjør sub-enheten alfas som aktiverer enzymet adenylyl cyklase (AC) (0.5 poeng). AC katalyserer dannelsen av syklisk AMP (cAMP) og øker den intracellulære konsentrasjonen av cAMP. cAMP aktiverer enzymet protein kinase A (PKA) (0.5 poeng). PKA fosforylerer myosin light chain kinase (MLCK) og reduserer MLCK-aktiviteten. Redusert MLCK-aktivitet fører til mindre fosforylering av lette myosin kjeder (MLC), og derved reduseres kontraktiliteten i bronkialmuskulaturen (0.5 poeng).
Mekanismen er den samme som i karvegg, men er neppe gjennomgått eksplisitt ved undervisningen i lungefysiologi. Det er likevel mulig å slutte seg til svaret ut fra kunnskap om mekanismen for relaksasjon av glatt muskulatur i karveggen. Denne deloppgaven regnes derfor som resonnerende.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Relaksasjon av glatt muskulatur og redusert luftstrømsmotstand (0.5 poeng). Aktivering av adenylyl cyklase via G-protein (0.5 poeng). Aktivering av PKA og fosforylering av MLCK (0.5 poeng). Hemming av MLC og redusert kontraktilitet (0.5 poeng).
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Fra forrige vignett:
<<<
Bruken av legemidlet salbutamol (Ventoline) hos idrettsutøvere uten lungesykdom er omdiskutert, særlig bruken av høye doser. Ved terapeutisk konsentrasjon stimulerer stoffet primært beta-2-adrenerge reseptorer. Ved høye doser stimuleres også beta-1-adrenerge reseptorer. Disse egenskapene har betydning for å forstå effekter og mulige bivirkninger av medikamentet.
<<<
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Beskriv kort effekten av salbutamol i sinusknuten i hjertet og signalveien fra reseptor til den cellulære effekten. Hvilken virkning har stoffet på pulsen (slag per minutt)? Hva er effekten på pacemakerpotensialet, og hvilke molekyler er involvert i den biokjemiske signalveien?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Salbutamol øker pulsen ved å stimulere beta-adrenerge reseptorer i sinusknuten (0.5 poeng). Stigningshastigheten på pacemakerpotensialet øker, og dermed nås terskelen for depolarisering raskere, det vil si kortere tid mellom hvert hjerteslag (0.5 poeng). Det er to parallelle signalveier:
Salbutamol aktiverer beta-1- og beta-2-reseptorer som beskrevet i deloppgave 1, Gs spaltes og dermed frigjøres sub-enheten alfas. Dette trinnet er felles. Den ene signalveien går via AC, cAMP og PKA, som aktiverer kalsiumkanalen ICa,L i cellemembranen. Dermed øker stigningshastigheten på pacemakerpotensialet (0.5 poeng).
Den andre signalveien er at alfas aktiverer ionekanalen I,,f,, (I,,funny,,) ved en direkte effekt på ionekanalen (ikke via AC, cAMP og PKA). Dermed øker stigningshastigheten (0.5 poeng).
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Salbutamol øker pulsen via stimulering av beta-reseptorer i sinusknuten (0.5 poeng). Stigningshastigheten på pacemakerpotensialet øker (0.5 poeng). Aktivering av kalsiumkanalen via beta-reseptor, AC, G-protein og PKA (0.5 poeng). Direkte aktivering av ionekanalen If via beta-reseptor og G-protein/alfas, ikke via AC, cAMP, PKA (0.5 poeng).
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Fra forrige vignett:
<<<
Bruken av legemidlet salbutamol (Ventoline) hos idrettsutøvere uten lungesykdom er omdiskutert, særlig bruken av høye doser. Ved terapeutisk konsentrasjon stimulerer stoffet primært beta-2-adrenerge reseptorer. Ved høye doser stimuleres også beta-1-adrenerge reseptorer. Disse egenskapene har betydning for å forstå effekter og mulige bivirkninger av medikamentet.
<<<
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Beskriv kort effekten av salbutamol i hjertemuskelcellene utenom ledningssystemet, samt signalveien fra reseptor til den cellulære effekten. Hvilken virkning har stoffet på hjertemuskelcellenes kontraksjon og relaksasjon, og hvilke molekyler er involvert i disse biokjemiske signalveiene?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Salbutamol øker hjertemuskelcellenes kontraktilitet / inotropi (0.5 poeng) og relaksasjonshastighet / lusitropi (0.5 poeng) ved å stimulere beta-adrenerge reseptorer i cellemembranen. Første del av signalveien er som beskrevet i deloppgave 1. Når salbutamol aktiverer beta-reseptorene, spaltes det GTP-bindende proteinet G,,s,, og frigjør sub-enheten alfas som aktiverer enzymet adenylyl cyklase, øker den intracellulære konsentrasjonen av cAMP og aktiverer PKA.
Mekanismen for økt kontraktilitet / inotropi er at PKA aktiverer kalsiumkanalen ICa,L og gir en større innstrømning av kalsium (Ca) under aksjonspotensialet. Dette fører til større frisetting av Ca fra sarkoplasmatisk retikulum. Det gir større økning av den intracellulære Ca-konsentrasjonen, og dermed blir konsentrasjonen raskere og kraftigere (0.5 poeng).
Hovedmekanismen for økt relaksasjonshastighet / lusitropi er at PKA øker aktiviteten av transportenzymet kalsium-ATP-ase i sarko(endo)plasmatisk retikulum (SERCA) via regulatorproteinet fosfolamban. Dermed fjernes Ca raskere fra cytolsol, og relaksasjonshastigheten øker (0.5 poeng).
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Økt kontraktilitet / inotropi (0.5 poeng) og økt relaksasjonshastighet / lusitropi (0.5 poeng). Mekanisme for økt kontraktilititet: Gs / alfas, AC, PKA, økt Ca-innstrømming over cellemembranen, økt Ca-frigjøring fra sarkoplamatisk retikulum (0.5 poeng). Mekanismen for økt relaksasjonshastighet / lusitropi er at PKA fosforylerer fosfolamban og dermed øker aktiviteten av SERCA (0.5 poeng).
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Fra forrige vignett:
<<<
Bruken av legemidlet salbutamol (Ventoline) hos idrettsutøvere uten lungesykdom er omdiskutert, særlig bruken av høye doser. Ved terapeutisk konsentrasjon stimulerer stoffet primært beta-2-adrenerge reseptorer. Ved høye doser stimuleres også beta-1-adrenerge reseptorer. Disse egenskapene har betydning for å forstå effekter og mulige bivirkninger av medikamentet.
<<<
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Beskriv kort effekten av salbutamol på glatt muskulatur i koronarkar og signalveien fra reseptor til den cellulære effekten. Hvilken virkning har stoffet på karmotstanden, og hvilke molekyler er involvert i den biokjemiske signalveien?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Salbutamol reduserer strømningsmotstanden i koronarkar ved å relaksere glatt muskulatur i karveggen (0.5 poeng). Mekanismen (og poenggivningen) er ellers den samme som i [[deloppgave 1|IAB - 2017 - Oppgave 2]] om bronkialmuskulatur.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Salbutamol reduserer strømningsmotstanden i koronarkar ved å relaksere glatt muskulatur i karveggen (0.5 poeng). Aktivering av adenylyl cyklase via G-protein (0.5 poeng). Aktivering av PKA og fosforylering av MLCK (0.5 poeng). Hemming av MLC og redusert kontraktilitet (0.5 poeng).
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
I skjelettmuskelceller økes aktiviteten av transportenzymet natriumkalium-ATP-ase av salbutamol og andre stoffer som stimulerer beta2-adrenerge reseptorer.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Forklar kort hvilken effekt salbutamol har på ekstracellulær kaliumkonsentrasjon i muskelvevet og kaliumkonsentrasjonen i blodplasma, og angi mekanismen
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Salbutamol reduserer ekstracellulær kaliumkonsentrasjon i musklene (0.5 poeng) og reduserer kaliumkonsentrasjonen i blodplasma (0.5 poeng) ved at beta-adrenerg stimulering øker aktiviteten av transportenzymet natrium-kalium-ATP-ase (NKA) i skjelettmusklenes cellemembran. Mekanismen er at NKA øker transporten av kalium inn i skjelettmuskelcellene. Siden skjelettmuskulaturen utgår en stor del av kroppens væskevolum, kan dette gi et betydelig fall i kaliumkonsentrasjonen i ekstracelluærveæsken og dermed også i blodplasma (1 poeng), opptil 1 mM. Denne effekten kan også opptre ved kraftig aktivering av det sympatiske nervesystem, f.eks. i akuttfasen av hjerteinfarkt og hjertesvikt. Og hypokalemien som derved oppstår, øker risikoen for alvorlige forstyrrelser av hjerterytmen.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Redusert ekstracellulær kaliumkonsentrasjon i musklene (0.5 poeng) og reduserert kaliumkonsentrasjonen i blodplasma (0.5 poeng) / (hypokalemi). Økt kaliumtransport inn i skjelettmuskelcellene gir betydelig fall i kaliumkonsentrasjonen i ekstracelluærveæsken og dermed også i blodplasma (1 poeng)
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
I det norske helsevesenet er såkalt "aktiv dødshjelp" ikke tillatt, mens begrensning av livsforlengende behandling anses som både akseptabelt og endog ønskelig i enkelte situasjoner.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Kan du angi en eller flere grunner til at vi anser begrensning av livsforlengende behandling som vesensforskjellig fra aktiv dødshjelp?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
# Ved begrensning av livsforlengende behandling dør pasienten av sin grunnsykdom. Ved aktiv dødshjelp tar legen livet av pasienten ved å injisere medikamenter, eller ved å gjøre tilgjengelig medikamenter som pasienten selv kan ta sitt liv med.
# I det første tilfellet er legens intensjon med ikke å igangsette/avslutte aktiv behandling, å la sykdommen gå sin gang. I det andre tilfelle er legens intensjon å drepe eller bidra til selvdrap.
# Vi anser det som en grunnleggende rettighet for alle pasienter i Norge å kunne nekte (ytterligere) behandling (med mindre det finnes gode grunner for tvang). Vi anser det ikke som en grunnleggende rettighet å kunne kreve at et annet menneske (legen) tar vårt liv eller hjelper med å ta vårt liv
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Dette er tre varianter av riktig svar på oppgaven. Til sammen rommer de kjernen i det vi mener er en vesensforskjell mellom begrensning av livsforlengende behandling og eutanasi. 2 poeng gis til studentene som rimelig godt og presist klarer å beskrive denne kjernen. Redusert poengsum gis til studentene med mindre presise svar.
Til orientering: Begrepet "aktiv dødshjelp" rommer både "eutanasi" (legen tar livet av pasienten på pasientens forespørsel), og "legeassistert selvmord" (legen skriver ut medikamenter som vil ta livet av pasienten). Begge disse variantene av aktiv dødshjelp er tatt høyde for i svaret over.
Helt andre svar enn de som ligger i området 1-3 er vanskelig å se for seg kan gi poeng.
Studenter som f.eks. svarer at de ikke ser noen forskjell på de to situasjonene, får ikke poeng. Spørsmålet er ikke hva studentene selv mener, men hva det offisielle "vi" mener. Dette "vi"-et kommer til uttrykk gjennom norsk lovregulering, praksis, retningslinjer og veiledere
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Kan du gi noen eksempler på når begrensning av livsforlengende behandling kan være en aktuell problemstilling?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Begrensning av livsforlengende behandling er et aktuelt spørsmål når (1) pasienten ber om det og/eller (2) behandlingen forlenger en plagsom dødsprosess eller forlenger et liv med store plager.
Utdyping:
En "døende" pasient har en særskilt rett i loven til å motsette seg behandling. Det betyr at pasientens ønske om å avslutte/avstå fra aktiv behandling, er en akseptabel grunn i seg selv (pasientautonomi). I tillegg vil alle situasjoner hvor aktiv behandling forlenger en plagsom dødsprosess eller forlenger et liv med store plager, være situasjoner hvor begrensning av livsforlengende behandling kan være aktuelt å diskutere.
Dersom pasienten selv ikke er kompetent, kan det være aktuelt å diskutere med pårørende – ikke primært for å finne ut hva pårørende ønsker, men for å forsøke å avklare nærmere hva pasientens ønske kan sies å være.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
2 poeng gis når studenten trekker frem og kan forklare både dette med pasientens ønske (1 poeng) og dette med faren for å gjøre mer skade enn godt/forlenge en plagsom dødsprosess/overbehandle (1 poeng)
Det gir ikke poeng å trekke frem prioritering som begrunnelse. Diskusjonen om begrensning av livsforlengende behandling er ikke primært motivert utfra et prioriteringsønske, selv om ressursbesparelser er en mulig følge av begrensning av livsforlengende behandling.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvorfor er det rimelig å hevde at pasientautonomi står sterkt i livets sluttfase i norsk helsetjeneste, selv om aktiv dødshjelp er forbudt?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Fordi det er mye fokus på pasientens vilje i livets sluttfase i norsk helsetjeneste. Det er laget en egen veileder for begrensning av livsforlengende behandling hvor vilje og valg står helt sentralt.
Videre vektlegges det i norsk lovverk at all behandling i utgangspunktet skal være samtykkebasert. Som om ikke det er nok, er det skrevet inn i lovverket at døende pasienter har en særskilt rett til å nekte livsforlengende behandling. Det er stor tradisjon for å lytte til pårørende når pasienten er inkompetent. Dette er også i den hensikt å få avklart pasientens egentlige vilje eller ønske om behandlingsvalg.
Generelt er det et økende fokus på uheldige sider ved overbehandling i livets sluttfase i helsevesenet både nasjonalt og internasjonalt (internasjonalt gjennom f.eks. Too-much-medicine-campaign), og dermed også pasienters rett og mulighet til å si nei til livsforlengende behandling.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Det vi kan forvente av studentene her, er at de kan si litt om at adgangen til å nekte behandling i livets sluttfase er ganske omfattende og at det er et uttrykk for en vektlegging av pasientautonomi – altså en verdsetting av pasienters vilje og deres valg. Full pott for en god beskrivelse av dette (jfr svaret over – men her må sensor bruke skjønn)
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva legger man i helsetjenesten i begrepet "passiv dødshjelp", og hvorfor mener man at det er et uheldig begrep?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Fordi man mener at begrensning av livsforlengende behandling ikke har noe med aktiv dødshjelp å gjøre. "Passiv" dødshjelp synes å fremstå som bare en annen variant av dødshjelp enn "aktiv". Bruker man dette uttrykket, synes det altså som om vi har akseptert en type dødshjelp, og da burde vi kanskje også akseptere den andre.
Begrensning av livsforlengende behandling handler offisielt om pasienters rett til å nekte behandling. Selv om døden blir en konsekvens, så er ikke tanken fra helsetjenestens side at man hjelper folk med å dø. Man aksepterer deres behandlingsvalg.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Her må studentene først kunne si noe om hva som ligger i "passiv dødshjelp"-begrepet – at dette er det samme som vi i dag kaller begrensning av livsforlengende behandling. Videre må man kunne si noe om de uheldige sidene ved å benytte dette begrepet, som beskrevet ovenfor.
Har man begge disse elementene, gir det full pott.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Formuler ett pliktetisk og to konsekvensetiske argumenter mot å legalisere aktiv dødshjelp
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Eksempler på pliktetiske argumenter:
* Legers oppgave er å redde liv, og det er prinsipielt galt at leger må bli drapsmenn
* Menneskelivet er ukrenkelig (argumentet finnes i religiøs og sekulær utgave)
Eksempler på konsekvensetiske argumenter:
* Legalisering kan lede til et press på eldre om at de aktivt bør avslutte livet
* Legalisering kan lede til utglidning i kriterier (slippery slope.. slik vi har sett i Nederland)
* Legalisering kan lede til et «kaldere» samfunn
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Her er det vesentligste at studentene har fått med seg forskjellen på pliktetiske argumenter (når noe kan sies å være galt i seg selv uavhengig av hvilke konsekvenser det evt får) og konsekvensetiske argumenter (hvor det avgjørende er hvilke negative konsekvenser som kan oppstå). Over er det listet noen eksempler på slike argumenter fra hver leir. Det er mange flere som kan anses å være relevante og riktige.
1 poeng gis når studenten åpenbart har fanget opp forskjellen mellom argumentasjonstypene, og full pott gis når også argumentene man har valgt å trekke frem er relevante
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Svein Erik, 37 år, liker å holde seg i god form med løpetrening tre-fire ganger i uka. Han deltar jevnlig i både kortere og lengre bedriftsidrettsløp, opptil halvmaraton (21 km). Han er også nøye med kostholdet, særlig før lengre løp, etter at han en gang opplevde det som han beskriver som "å gå helt tom" under et halvmaratonløp, til tross for at han var i god form.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke næringsstoffer er det vi utvinner energi fra ved fysisk arbeid hos et ungt individ med et balansert kosthold?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Vi utvinner energi vesentlig fra fettsyrer og karbohydrat, i mye mindre grad fra aminosyrer så lenge kosten er tilstrekkelig og balansert. Ved langvarig faste vil imidlertid proteiner, bl.a. muskelproteiner (som det er mest av) brytes ned til aminosyrer og brukes til energi dannelse (ATP).
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Både fettsyrer, karbohydrat (eventuelt spesifisert som glykogen og/eller glukose) og aminosyrer bør være nevnt. 1p for fettsyrer, 1 poeng for karbohydrater og 1 poeng for aminosyrer. Totalt 3 poeng.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Svein Erik har grublet over årsaker til at han en gang følte at han ganske plutselig og uventet ble utmattet, "gikk helt tom", og måtte bryte løpet. Han mente at farten ikke var større enn det han fint skulle beherske.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Gi en kort beskrivelse av sannsynlige årsaker knyttet til
energidannelsen i metabolismen som kan forklare at han ble
utmattet i løpet nevnt ovenfor.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Ved lengre løp utvinnes en stor del av energien ved oksidasjon av fettsyrer ved den såkalte β-oksidasjonen. I tillegg trengs metabolitter fra karbohydrat, særlig oksaloacetat (og acetyl-CoA), for å holde trikarboksylsyresyklus (TCA-syklus, også kalt Krebssyklus) fullt operativ i bl.a. hjerte- og skjelettmuskulatur. Allerede etter kort tids anstrengelse (~ 1 min eller mindre) må man bryte ned glykogen i muskulatur og lever for å få tilgang på tilstrekkelige mengder glukose til dannelse av oksaloacetat.
Ved lengre løp kan glykogenlagrene gå tomme og føre til mangel på oksaloacetat, hypoglykemi og en følelse av utmattelse. Dette skjer særlig i tilfeller der glykogenlagrene ikke er bygget opp ved tilstrekkelig KH-inntak før en langvarig anstrengelse. Laktat som dannes (i små til moderate mengder) transporteres tilbake til lever og bygges opp til glukose ved glukoneogenese, men dette er ikke tilstrekkelig for å oppnå energibalanse.
(NB! Det finnes selvsagt flere alternative forklaringer, alt fra dårligere fysisk form enn antatt til kronisk hjertelungesykdom og akutte tilstander av ulike slag, for eksempel infeksjonssykdom).
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 poeng for å vite at energien utvinnes ved oksidasjon av fettsyrer ved lengre løp. 1 poeng for å vite at det er nødvendig å bryte ned glykogen etter kort tids anstrengelse. 1 poeng for å vite hva som er konsekvensene av at glykogen lagrene går tomme. 1 poeng for å vite at laktat transporteres tilbake til lever og bygges opp til glukose ved glukogenese. Totalt 4 poeng. Bra med fornuftige «alternative forklaringer», men det gir i seg selv ikke poeng slik spørsmålet er stilt.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Svein Erik har merket at både han selv og andre "puster og peser" i flere minutter etter spurter så korte som 100 m, mens han i liten grad gjør dette etter lange løp.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Gi en biokjemisk-fysiologisk forklaring på forskjellene i respirasjonsmønster etter korte løp ("spurter") i forhold til lengre løp.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Ved korte spurter trengs så stor tilgang på ATP som mulig. ATP lagrene i cellene er ikke tilstrekkelig selv for korte spurter på for eksempel 100 m. Det trengs maksimal tilgang både på energibærende molekyler (fettsyrer og glukose), samt O,,2,, til aerobt stoffskifte. Fettsyreoksidasjon og aerob omsetning av glukose er imidlertid ikke tilstrekkelig, derfor omsettes også store mengder glukose ved glykolyse til store mengder pyruvat som omsettes videre til store mengder laktat. Ved dannelsen av laktat omsettes NADH + H^^+^^ til NAD^^+^^ som er nødvendig for å drive glykolysen. Uten NAD^^+^^ bremses glykolysen. Glykolysen er lite økonomisk i ATP-dannelsen i forhold til TCA-syklus koblet til aerob ATPdannelse. Men glykolysen er mye raskere enn TCA syklus og den totale mengden ATP som dannes anaerobt ved glykolyse blir derfor stor. Laktat er en syre som senker pH i blodet. Det dannes mye laktat ved kortvarig intens fysisk anstrengelse. I tillegg dannes det mye CO,,2,, som lungene trenger tid på å lufte ut. CO,,2,, fører til pH fall ved omsetning av CO,,2,, og H,,2,,O til H,,2,,CO,,3,, som dissosierer til HCO,,3,,^^-^^ og H^^+^^.
Det er altså pH fall pga. laktat og CO,,2,, som fører til høy respirasjon ved kortvarig anstrengelse.
Ved langvarig, mer moderat anstrengelse er stoffskiftet overveiende aerobt. Det er da balanse mellom anstrengelsen og aerob ATPdannelse og lungene bidrar til tilstrekkelig CO,,2,, utskillelse i
forhold til dannelsen. pH fallet blir derfor lite og pusten tilnærmet normal.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Kandidaten bør ha hovedtrekkene i svaret rimelig forklart. Jeg forventer adskillig spredning i svarene som må vurderes i hvert tilfelle. (Svar bør kanskje utvides)
1 poeng for å vite at fettsyreoksidasjon og aerob omsetning av glukose ikke er tilstrekkelig ved korte spurter. 1 poeng for å vite at store mengder glukose omsettes ved glykolyse til store mengder pyruvat som omsettes videre til store mengder laktat. 0.5 poeng for å vite at ved dannelsen av laktat omsettes NADH + H^^+^^ til NAD^^+^^ som er nødvendig for å drive glykolysen. 0.5 poeng for å vite at ATP dannelse i glykolysen er lite økonomisk i forhold til TCA-syklus koblet til aerob ATP-dannelse. Men glykolysen er mye raskere enn TCA syklus og den totale mengden ATP som dannes anaerobt ved glykolyse blir derfor stor. Totalt 3 poeng.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
En ung gutt har pustevansker. Det tas røntgen thorax og det påvises pneumothorax (luft i pleurahulen) på venstre side. Pasienten er såpass påvirket at man velger å legge inn dren i pleurahulen lateralt på thoraxveggen som behandling
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke strukturer går drenet igjennom på vei inn i pleurahulen fra hud til pleurahulen? Strukturene benevnes i riktig rekkefølge fra hud mot lunge.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Fortløpende fra hud: subkutis-den dype fascie (fascia profunda, som også representerer musklenes epimysium)-m. intercostalis externus- m. intercostalis internus- m. intercostalis intimus-den endotorakale fascie-pleura
parietalis.
Nb! Avhengig av hvor man stikker vil andre muskler også kunne bli gjennomstukket, mest aktuelt for musculus serratus anterior, men dette ligger ikke inn under oppgaven
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Hud gir ikke poeng, oppgitt i tekst. 0.5 poeng for hver anatomisk struktur, bortsett fra den dype fascie og den endotorakale fascie som til sammen gir 0.5 poeng. Mangel av den ene av disse gir ikke trekk, men mangel av begge gir altså 0.5 poeng trekk.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Fra forrige vignett:
<<<
En ung gutt har pustevansker. Det tas røntgen thorax og det påvises pneumothorax (luft i pleurahulen) på venstre side. Pasienten er såpass påvirket at man velger å legge inn dren i pleurahulen lateralt på thoraxveggen som behandling
<<<
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Legen som legger drenet velger å stikke like i overkant av
ribbenet. Hvilke(n) anatomisk(e) struktur(er) i intercostalrommet
vil han unngå å skade ved å stikke like i overkant av ribbenet?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Den nevrovaskulære bunten som består av intercostalvenen,- arterien og -nerven. Disse forløper rett i underkant av overliggende ribben, dels i sulcus costae.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0.5 poeng per struktur (nerve, vene, arterie). Nevner man bare en av de tre gir dette 0.5 poeng.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke ben inngår i det som kalles thoraxveggen (brystkasseveggen) inkludert anteriore, posteriore og lateralte deler?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
12 thorakale ryggvirvler (vertebrae), 12 ribben (costae), sternum med manubrium, corpus og processus xiphoideus
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0.5 poeng hver for vertebrae, costae og sternum, men det trekkes ikke om antallet ikke oppgis. Ikke trekk for å nevne scapula eller clavicula, selv om disse ikke er med og danner thoraxveggen.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilken muskel er hovedmuskelen for respirasjon og hvilken nerve innerverer denne muskelen?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Diaphragma (mellomgulvet)
Nervus phrenicus
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 poeng for hver
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Forrige oppgave:
<<<
Hvilken muskel er hovedmuskelen for respirasjon og hvilken nerve innerverer denne muskelen?
<<<
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke(t) nerverotsnivå i ryggmargen kommer denne nerven fra og hvordan forløper den i thorax frem til denne hovedrespirasjonsmuskelen? (Hovedtrekkene i forløpet i thorax)
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Den kommer fra tredje til femte cervikale nerverot (C3-C5, hovedsakelig C4).
Forløp i thorax: Den forløper på fremsiden av m. scalenus anterior, bak v. subclavia, foran lungeroten mellom det fibrøse pericard og pleura paietale pars mediastinalis ned til diaphragma
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Utspring gir 1.5 poeng. Nevner man plexus cervicalis gir dette 1 poeng, men nivået er det mest ønskelige svar. Den mottar også en mindre andel fibre fra cervicale deler av plexus brachialis, men dette gir ikke poeng.
Forløp: Det viktigste her er å skjønne at den må gå ned i gjennom mediastinum, mellom mediastinums pleura parietalis og pericardium parietale for å komme seg ned til diaphragma. Har man skjønt dette prinsipp gis det 0.5 poeng. Mer detaljerte forløp er ikke nødvendig for denne besvarelsen. Det er også noe ulikt forløp av venstre og høyre nervus phrenicus, men dette er ikke nødvendig for full uttelling.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Maja er en 24 år gammel kvinne adoptert til Norge fra Korea som småbarn. Hun kommer til Gastrolab for kolonoskopi (undersøkelse av tykktarmen). Bakgrunnen for henvisningen er plager over de siste 10 år i form av mye tarmgass og knipaktige magesmerter. Disse plagene har økt på de siste 2-3 årene og hun har også fått temmelig løs avføring. I perioder kan avføringen være tyntflytende og tømmingen nærmest eksplosiv. Hun ser ikke blod eller slim i avføringen.
Pga hennes genetiske bakgrunn mistenker legen at Majas tilstand kan ha sammenheng med intoleranse for melk, og han rekvirerte en laktosebelastning-prøve. Ved denne undersøkelsen drikker pasienten en mengde laktose (50 g for en voksen person) og det tas blodprøver med måling av glukose på bestemte tidspunkter etter inntaket.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hos pasienten fant man ingen økning i glukose-nivå i blodet etter inntak av laktose,- kravet for normalitet er en stigning i blodglukose i løpet av de 2 timene etter laktoseinntak på minimum 1.8 mmol/l. Hva kan være årsaken til at Majas blodglukose ikke øker etter inntak av laktose?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Negativ laktosebelastningstest gir diagnosen laktoseintoleranse. Laktose kan ikke tas opp i cellene i tynntarmen, men må spaltes av intestinal laktase. Dette er et enzym som sitter i den luminale membranen av epitelcellene i tynntarmen og spalter laktose til galaktose og glukose hvoretter disse transporteres inn i cellen via spesifikke opptaksmekanismer.
0.5 poeng for å vite at laktose må spaltes (til glukose og galaktose) for opptak og 0.5 poeng for å nevne laktase
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Totalt mulig 1 poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Laktose er det dominerende melkesukkeret.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
# Hva er et monosakkarid og nevn et eksempel på et slikt molekyl?
# Hva er et disakkarid og nevn et eksempel på et disakkarid?
# Hva er et polysakkarid og gi et eksempel på et slikt molekyl?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
# Monosakkarid; den enkleste typen karbohydrat, består av ett sukkermolekyl, f.eks glukose eller galaktose
# Disakkarid; to monosakkarider kovalent bundet sammen, f.eks laktose
# Poly-sakkarid; polymerer av karbohydrater som består av en kjede av mono eller disakkarid enheter, f.eks glykogen, stivelse, cellulose
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Hvert delspørsmål gir 1 poeng, dvs totalt 3 poeng mulig
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Glukose fra blodet tas opp i celler slik at cellene danner ATP som kan drive mange cellulære prosesser. Elektroner fra glukose transporteres ved såkalte elektronbærere som reduseres og oksideres i prosessene som fører til dannelse av ATP
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Nevn den reduserte formen av to slike elektronbærere?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Riktige svar kan være 2 riktige blant:
NADH, FADH,,2,,, NADPH, Ubiquinol (QH,,2,,), ev. Cytochrom C
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0,5 poeng for hvert riktig svar, dvs totalt 1 p
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Acetyl-CoA (acetyl-Coenzym A) er et thioester som produseres i nedbrytning av glukose
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvorfor er Acetyl-CoA av så stor betydning også i metabolisme av andre stoffer enn glukose?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Acetyl-CoA er et energirikt thioester som er viktig også ved nedbryting av fettsyrer (og andre lipider) og aminosyrer
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
2 poeng hvis både fettsyrer/lipider og aminosyrer er med.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
ATP genereres ved elektrontransport og oksidativ fosforylering i cellene.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvordan fører elektrontransport til generering av ATP?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Elektrontransporten utnyttes til å pumpe protoner (H^^+^^) ut av lumen (matrix) av mitokontriene. Dette fører til en konsentrasjonsforskjell (ca 10x) i H^^+^^ mellom matrix (lumen) og rommet mellom indre og ytre membran ("intermembrane space") i mitokondriene. H^^+^^ kan bare strømme tilbake til matrix (utligne konsentrasjonsforskjellen) ved å passere gjennom protonspesifikke kanaler (F,,o,,). Disse kanalene er koblet sammen med en ATP syntase (kompleks V) som utnytter energifrigjøringen ved at H^^+^^ strømmer tilbake til å syntetisere ATP fra ADP.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1.5 p for å nevne at elektrontransporten fører til H^^+^^-gradient over matrix membranen og 1.5 poeng for å nevne ATP syntasen og hva denne gjør, til sammen 3 p.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Du har en pasient som i lengre tid har hatt betennelsessykdommen Crohns sykdom med affeksjon av hele tynntarmen. På grunn av dette har pasienten malabsorpsjon og har fått påvist beinskjørhet (osteoporose).
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Beskriv den generelle oppbyggingen av slimhinnen i tynntarmen og forklar hva hensikten er med nettopp en slik oppbygging
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Tynntarmslimhinnen har et stort antall sirkulære folder (plicae circulares) inn mot lumen av tarmen. På overflaten av foldene er det videre en mengde tarmtotter (villi intestinales) som er dekket av et enlaget sylinderepitel (enterocytter) som på den apikale (luminale) siden er tettepakket med mikrovilli ("brush border"). Opp i tarmtottene går det et nettverk av blod- og lymfekar. Det går også tubulære kjertler eller krypter fra basen av tarmtottene og ned til muskularis mucosa. Mellom disse kjertlene finner vi lamina propria med bindevev, bindevevsceller og immunceller.
<<imgLink "IAB-2017s-3-A.PNG">>
Hovedhensikten med en slik oppbygging er å øke overflaten mest mulig for kontakten mellom lumeninnholdet og slimhinnen slik at effektiviteten av både fordøyelses- og absorpsjonsprosesser øker
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
For å få full score må studenten ha skjønt prinsippet og ha med de viktigste momentene;
* Plica (0,25), villi (0,25), enlaget sylinderepitel (0,25), mikrovilli (0,25), nettverk blod-lymfeårer i villi (0,25), lamina propria (0,25) – 1,5p
* Øker overflaten (0,5) for mest mulig effektiv fordøyelse og absorpsjon (0,5) – 1p
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Forklar hvordan kalsium absorberes.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Kalsium absorberes via to parallelle prosesser; en aktiv transcellulær (gjennom enterocyttene) hovedsakelig i duodenum, og en passiv paracellulær (mellom enterocyttene) i alle deler av tynntarmen. Den aktive transporten involverer opptak via kalsiumkanalen i den luminale cellemembranen i enterocyttene, transport gjennom enterocytten ned den intracellulære elektrokjemiske gradienten bundet til kalsiumtransportproteinet calbindin, og ut av cellen via en kalsiumATPasepumpe
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
For å få full score må studenten ha skjønt prinsippet og ha med de viktigste momentene;
* Aktiv absorpsjon gjennom celler i øvre del – 0,5p
* Passiv absorpsjon mellom celler hele tynntarm – 0,5p
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilket vitamin er viktig for denne absorpsjonen [av kalsium] og hvorfor?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Vitamin D er viktig for den aktive kalsiumabsorpsjonen ved at vitamin D er nødvendig for å ha nok calbindin i enterocyttene. Den intracellulære konsentrasjonen av calbindin er det hastighetsbestemmende trinnet i kalsiumabsorpsjonen. Vitamin D øker genuttrykket av calbindin.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
* Vitamin D – 0.5p
* Regulerer mengden calbindin – 0.5p
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Pasienten var også plaget med halsbrann og sure oppstøt.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Forklar kort hvordan sekresjon av magesyre reguleres og hvilke viktigste signalsubstanser som er involvert.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Vagusnerven stimuleres av tanke, syn, lukt osv (=cephalisk fase) og stimulerer parietalceller direkte via acetylcholin (og også ECL celler via mediatorer som PACAP fra det enteriske nervesystemet, og også G-celler og D-celler enten direkte og/eller indirekte via enteriske nervesystem). G-celler i antrumdelen av magesekken er normalt under hemming av den sure pH i magesekken. "Måltid" stimulerer G-celler ved at maten nøytraliserer pH og ulike komponenter i maten, spesielt peptider, stimulerer cellene direkte. G-celler produserer hormonet gastrin som skilles ut i blodbanen og når corpusdelen av magesekken, der det stimulerer ECL celler til å skille ut histamin. Histamin virker hovedsakelig parakrint på parietalceller og stimulerer til syresekresjon. Økt mengde magesyre (H^^+^^ ioner, synkende pH) virker så inhiberende tilbake på prosessen (=negativ feedback), hovedsakelig ved å stimulere antrale D-celler til å skille ut somatostatin som inhiberer G-celler
<<imgLink "IAB-2017s-3-B.PNG" 400>>
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
For å få full score må studenten ha skjønt prinsippet og ha med de viktigste momentene;
* Acetylcholin fra vagus før/ved måltid – 0,5p
* Måltid nøytraliserer pH og stimulerer gastrin – 0,5p
* Gastrin fra G-celler i antrum stimulerer ECL/histamin – 0,5p
* Histamin fra ECLceller i corpus stimulerer parietalceller i corpus – 0,5p
* Prosessen stoppes ved negativ feedback av økt syre på gastrinutskillelsen – 0,5p
* Somatostatin (fra D-celler) inhiberer syresekresjon – 0,5p
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilket hormon skilles ut, og fra hvor, når det kommer innhold med lav pH til duodenum?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Hormonet er sekretin som produseres i enteroendokrine S-celler i tarmslimhinnen i duodenum og jejunum.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
* Hormonet er sekretin – 0.5p
* Fra s-celler/enteroendokrine celler i tynntarmslimhinnen – 0.5p
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Forrige spørsmål:
<<<
Hvilket hormon skilles ut, og fra hvor, når det kommer innhold med lav pH til duodenum?
<<<
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Forklar hvilken virkning dette hormonet har på fordøyelsen
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Sekretin skilles ut i blodet (portasirkulasjonen) når cellene registrerer lav pH i tarmlumen, og hormonet stimulerer sekresjon av bikarbonat og vann fra pankreasgangepitelet. Dette nøytraliserer det sure innholdet (pga magesyren) som kommer fra magesekken, og gir dermed riktig og nødvendig ph for at alle fordøyelsesenzymene fra pankreas kan virke.
Hormonet har dermed den effekten at det tilrettelegger og øker spalting (fordøyelse) av alle de tre viktigste næringsstoffene - både karbohydrater (amylase), fettstoff (lipase, ko-lipase, fosfolipase, esterase) og protein (proteaser som trypsin, chymotrypsin, karboksypeptidase, elastase)
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
For å få full score må studenten ha skjønt prinsippet og ha med de viktigste momentene;
* Stimulerer sekresjon av bikarbonat og vann fra pankreas(gangepitel) – 0,5p
* Dette nøytraliserer pH – 0,5p
* Viktig for virkning av pankreasenzym som bidrar til nedbrytning av alle de viktigste næringsstoff – 0,5p
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
En 70 år gammel mann med kjent kols (som er en obstruktiv lungesykdom) kommer til Mottakelsesavdelingen på St Olavs Hospital fordi der har inntrådt en forverring av tilstanden. Han har betydelig dyspne (tungpust) og må legges inn. Der tas bl a arteriell blodgasser som uten oksygentilførsel viser forhøyet PaCO2 7,1 kPa (øvre grense er 6,0 kPa) og noe nedsatt PaO2 8,1 kPa (nedre grense ikke under 10,0 kPa for en mann på denne alderen).
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva kalles denne typen respirasjonssvikt?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Dette er en type 2 respirasjonssvikt (ventilasjonssvikt)
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Å nevne type 2 respirasjonssvikt. (1 poeng)
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva er hovedstimulus for ventilasjonen og hvor er hovedsetet for denne reguleringen?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Hovedstimulus for økt ventilasjon er forhøyet PaCO2, setet for denne reguleringen er de sentrale kjemoreseptorene i medulla oblongata (den forlengete marg). PaCO2 passerer blod – hjernebarrieren og fører til senket pH (altså økt H^^+^^) i cerebrospinalvæsken. Økt H^^+^^ stimulerer sentrale reseptorer og gir økt ventilasjon.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Høy PaCO2 som hovedstimulus gir 1.5 poeng, at PaCO2 passerer til CNS og stimulerer (via økt H^^+^^) gir 1 poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvor sitter de perifere kjemoreseptorene? Hva responderer de primært på og hvordan?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
De sitter ved aortabuen og ved delingen av arteria carotis (carotisbifurkaturen)
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Nevne aortabuen 0.5 poeng, nevne carotis 0.5 poeng, at de responderer på hypoksemi med økt ventilasjon gir 1 poeng.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Fra tidligere vignett:
<<<
En 70 år gammel mann med kjent kols (som er en obstruktiv lungesykdom) kommer til Mottakelsesavdelingen på St Olavs Hospital fordi der har inntrådt en forverring av tilstanden. Han har betydelig dyspne (tungpust) og må legges inn. Der tas bl a arteriell blodgasser som uten oksygentilførsel viser forhøyet PaCO2 7,1 kPa (øvre grense er 6,0 kPa) og noe nedsatt PaO2 8,1 kPa (nedre grense ikke under 10,0 kPa for en mann på denne alderen).
<<<
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
# Hva er potensiell fare med å gi ukontrollert oksygentilførsel til en slik pasient?
# Og hva er mekanismen bak denne potensielle faren?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Man tenker seg at pasienten er tilvent høy PaCO2 slik at dette ikke lenger er det sentrale stimulus for ventilasjon. Da får lav PaO2 en sterkere rolle her enn til vanlig (pasienten "puster på lav PaO2"): Ved å gi ukontrollert oksygentilførsel kan man risikere og ta bort "driven" for ventilasjonen hos disse pasientene slik at de ventilerer (puster) enda dårligere med ytterligere økende PaCO2 som konsekvens.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
# Å nevne at faren er at man ved ukontrollert oksygentilførsel får ytterligere CO,,2,,-stigning og risikerer å gli inn i CO,,2,,-narkose gir 1 poeng
# Å nevne at ventilasjonen hos disse drives av lav PaO2 og at man ved å gi ukontrollert O,,2,, risikerer å ta bort lav oksygen som stimulus til ventilasjonen hvilket resulterer i ytterligere CO,,2,,-stigning gir 1.5 poeng.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva er det som spirometrisk karakteriserer en obstruktiv ventilasjonsinnskrenkning? Og hvilket typisk utseende har flow-volumkurven ved en obstruktiv ventilasjonsinnskrenkning?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Per definisjon nedsatt FEV1/FVC < 0.70. Flow – volumkurven har typisk "hengekøypreget" utseende (ev. "salryggpreget" utseende.)
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 poeng for FEV1/FVC < 0.70 og 1 poeng for å nevne at "hengekøypreg" av flow-volumkurven er det typiske utseende
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Ei 78 år gammel kvinne kom haltende inn på sykehusets akuttmottak et døgn etter at hun hadde falt og slått seg i venstre hofte. Seks måneder tidligere hadde hun hatt en bruddskade gjennom samme sides trochanter major, og var den gang blitt behandlet med innsetting av plate på femur og skrue gjennom bruddstedet. Operasjonen hadde gått greit og bruddet var grodd. Røntgenbilde viste nå bakoverforskyvning (luksasjon) av caput femoris (A). Ved undersøkelsen var det tydelig at venstre underekstremitet var forkortet og innoverrotert, og pasienten klaget over smerter i venstre hofte.
<<imgLink "IAB-2018-1-A.PNG">>
Pasienten ble klargjort for operativ behandling for å redusere forskyvningen av caput femoris. Blodprøvene tydet imidlertid på infeksjon, og under perasjonen fant kirurgen at det var betennelsesforandringer i hofteleddet. En del av caput femoris var erodert. Noe vevsmateriale ble sendt til undersøkelse, og det ble bekreftet at det forelå en betennelse, og det kom oppvekst av bakterier. Etter at alle plater og skruer var fjernet, ble pasienten lagt i beinstrekk og fikk antibiotikabehandling i seks uker. Deretter ble hun operert på nytt og fikk satt inn totalprotese i hofteleddet (B). Ved kontroll tre år etterpå kunne hun gå uten smerter og uten å halte, og det var ingen kliniske eller laboratoriemessige tegn til infeksjon.
<<imgLink "IAB-2018-1-B.PNG">>
//(Kasusbeskrivelse og røntgenbilde er fra Tzurbakis et al.: Deep wound
infection after a trochanteric fracture internal fixation presenting with
hip dislocation, Cases Journal, 2010;3:19)//
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva er forskjellen på symptomer og kliniske funn? Hvilke symptomer og kliniske funn ville du ha notert i denne pasientens journal ved innkomst?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
''Symptom:'' Det pasienten subjektivt oppfatter (smerter i ve hofte, problemer med å gå, etc.)
''Kliniske funn:'' Det legen observerer, måler og finner ved undersøkelse (forkortet og utadrotert underekstremitet, evt. inflammasjonsfunn lokalt, smerter ved palpasjon, etc.).
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Korrekt definisjon på symptomer og kliniske funn (1 poeng).
Korrekte eksempler på hver av dem (½ poeng).
</$details>
Neste: [[IAB - 2018 - Oppgave 1 - Del 2]]
Forrige: [[IAB - 2018 - Oppgave 1]]
!! Vignett
Brudd i lårhalsen er svært vanlig hos eldre personer. Hos noen pasienter ser vi at caput femoris går til grunne på grunn av manglende blodtilførsel etter slike brudd.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvordan forsynes caput femoris med blod? Hvilken egenskap ved bruddet er avgjørende for om det skal føre til ødeleggelse av caput femoris?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Dels gjennom arterie i lig. capitis femoris (ramus acetabularis fra a. obturatoria), dels ved arterier gjennom kapselen (a. circumflexa femoris lateralis og – medialis fra a. profunda femoris) som så følger arterier i beinvevet langs collum femoris til caput femoris. Ved brudd medialt for kapselens tilhefting på femur, vil caput bli avhengig av tilførsel gjennom lig capitis femoris, noe som kan være utilstrekkelig, slik at caput nekrotiserer.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
To ulike blodforsyninger:
- Fra lig. capitis femoris = ½ poeng.
Fra to cirkumflex-arterier langs femur gjennom kapselen = ½
poeng.
</$details>
Neste: [[IAB - 2018 - Oppgave 1 - Del 3]]
Forrige: [[IAB - 2018 - Oppgave 1 - Del 2]]
!! Vignett
Pasientens brudd gikk gjennom trochanter.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Beskrive hvordan de to trochanterene på femur er lokalisert, og angi de viktigste muskelgruppene som er festet på disse og disse muskegruppenes funksjon.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Trochanter major ligger lateralt på øvre ende av femurskaftet. Feste for den dype gluetal-/hofteleddsmuskulaturen, dvs. hofteleddets viktigste abduktorer, ekstensorer og utadrotatorer (mm. glutei minimus, medius og utoverrotatorer: m. piriformis,
mm obturatorii (m./mm. gemelli), mens m. quadratus femoris fester mellom trochanter major og minor (crista intertrochanterica). I tillegg er trochanter major utspring for m. vastus medialis.
Trochanter minor ligger medialt på øvre ende av femurskaftet, like under overgangen til collum. Dette er festet for m. iliopsoas, den viktigste fleksormuskelen i hofteleddet.
I tillegg til de ulike bevegelsene, er all denne muskulaturen også med å stabilisere hofteleddet.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Trochanter majors lokalisasjon (lateralt + øvre ende av femurskaftet) = ½ poeng.
Musklene som er festet på trochanter major er den dype gluteal-/hofteleddsmuskulaturen som abduserer, utadroterer og ekstenderer hoften = ½ poeng.
Trochanter minors lokalisasjon (medialt + øvre ende av femurskaftet) = ½ poeng.
M. iliopsoas som er festet på trochanter minor flekterer hoften = ½ poeng.
</$details>
Neste: [[IAB - 2018 - Oppgave 1 - Del 4]]
Forrige: [[IAB - 2018 - Oppgave 1 - Del 3]]
!! Vignett
Pasientens tidligere bruddskade hadde grodd.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Beskriv kort den stegvise reparasjonsprosessen fra beinbrudd til tilhelet beinvev.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
# Hematom, med erytrocytter, leukocytter og fibrinutfelling.
# Innvekst av blodkar/endotel, fibroblaster/osteoprogenitorceller fra periost og beinmarg (første uke) og omdanning av fibrøst bindevev til brusk-kallus.
# Omdanning av brusk-kallus til beinvev ved syntese av osteoid og utfelling av kalk (primært beinvev) (måneder).
# Remodellering av beinvevet til lamellært beinvev ved osteoklast- og osteoblast-aktivitet (flere år).
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
½ poeng for korrekt beskrivelse av hvert punkt.
</$details>
Neste: [[IAB - 2018 - Oppgave 1 - Del 5]]
Forrige: [[IAB - 2018 - Oppgave 1 - Del 4]]
!! Vignett
<<imgLink "IAB-2018-1-C.PNG">>
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
De hvite pilene på røntgenbildet peker på fire mørke linjer som markerer tre ulike ledd. Hva heter disse leddene og hvilke beinstrukturer inngår i disse leddene?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
# Artt. sacroiliacae: Os sacrum og ossa ilii.
# Art. coxae: Femur (caput) og acetabulum (ossa ilii, ischii, pubis)
# Symphysis pubis: Synchondrose mellom ossa pubis.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
½ poeng for korrekt navn og beskrivelse av hvert ledd
</$details>
Neste: [[IAB - 2018 - Oppgave 1 - Del 6]]
Forrige: [[IAB - 2018 - Oppgave 1 - Del 5]]
!! Vignett
I påvente av at infeksjonen skulle bli slått tilbake, ble pasienten lagt i beinstrekk, dvs. en metallpinne gjennom tuberositas tibiae festet til et vektsystem som trekker femur i distal retning. Dette gjøres for å motvirke sammentrekning av de musklene som ellers ville ha ført til ytterligere forkortelse av underekstremiteten.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke funksjonelle muskelgrupper strekker seg over hofteleddet og dermed kan forkorte underekstremiteten ved brudd? Hvilke nerver innerverer disse muskelgruppene?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
# Abduktorer/ekstensorer: Mm. glutei maximus, medius, minimus, m. tensor fasciae latae (nn. glutei).
# Adduktorer: Mm. adductores brevis, longus, magnus, m. pectineus, m. gracilis (n. obturatorius (for m. pectineus er det vanligvis n. femoralis))
# Fleksorer: M. iliopsoas. Innervasjon: Mm. psoas major et minor: Fremre greiner fra plexus lumbalis (L1-3); m. iliacus: n. femoralis – L2-4). I tillegg de som strekker seg fra hofte til tibia: M. sartorius, m. rectus femoris (n. femoralis).
# Hasemuskler (ekstensorer): Mm. biceps (caput longum), semitenidosus, semimembranosus (n. ischiadicus).
Flere av disse gruppene er også involvert i utad-/innadrotasjon uten at dette er spesifisert her.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
½ poeng for korrekt angivelse av de fire hovedmuskelgruppene som strekker seg over hofteleddet (ekstensor-, adduktor-, fleksor- og ekstensorgruppen med noen av de viktigste musklene i hver gruppe nevnt) og korrekt innervasjon for hver av gruppene.
</$details>
Oversikt IAB: [[IAB]]
<div class="oppgave">
<div class="vignett">
!!Vignett
En 25 år gammel kvinne bringes bevistløs til akuttmottaket av kjæresten. Hun driver med «bodybuilding» og «fitness» og har tatt to «slankepiller» for å oppnå et hurtig vekttap før en
konkurranse. Hun klaget over hodepine, feber, brystsmerter, kraftig svetting og slapphet. Funn ved ankomst i akuttmottaket er kroppstemperatur 40,8^^o^^C, puls 151, respirasjonsfrekvens 56 pr. min., og blodtrykk 40/10. Livet hennes var ikke mulig å redde og hun dør 15 min etter ankomst i akuttmottaket. Hennes kroppstemperatur fortsetter å øke til 46^^o^^C 15 min etter døden. I ettertid ble det klart at hun hadde fått «slankepillene» fra en venn. Og det viste seg at virkestoffet i disse pillene var 2,4-dinitrofenol.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
2,4-dinitrofenol er en proton-ionofor, dvs et stoff som binder og kan overføre protoner over cellemembraner. Dette fører til at protongradienten over den indre mitokondriemembranen reduseres. Hvorfor kan inntak av dette stoffet føre til temperaturtigning hos kvinnen?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
2,4 dinitrophenol vil ødelegge protongradienten over den indre mitokondriemembranen, og dermed redusere ATP (Adenosine Trifosfat) produksjonen ved oksidativ fosforylering. I stedet for å generere ATP går energien som normalt omdannes til ATP i Krebs-syklus og ved oksidativ fosforylering tapt som varmeproduksjon, dvs energien omdannes til varmeenergi.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0.5 poeng for å nevne at protongradienten over den indre membranen er nødvendig for å generere ATP ved oksidativ fosforylering.
0.5 poeng for å nevne at når energien ikke går til ATP-produksjon omdannes denne i stedet til varmeenergi.
Totalt mulig 1 poeng
</$details>
Neste: [[IAB - 2018 - Oppgave 2 - Del 2]]
<div class="oppgave">
<div class="vignett">
!!Vignett
Acetyl-CoA (acetyl-Coenzym A) er et thioester som produseres i nedbrytning av glukose
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
* Hva er et koenzym?
* Hva er en prostetisk gruppe?
* Hva er et vitamin?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Koenzym: Kjemisk stoff (ko-faktor) som ikke er et protein, men som er nødvendig for aktiviteten til et enzym.
Prostetisk gruppe: Kofaktor/koenzym som er kovalent bundet til et enzym.
Vitamin er en organisk forbindelse som er et vitalt næringsstoff som en organisme trenger.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Hvert delspørsmål gir 1 poeng, dvs totalt 3 poeng mulig.
</$details>
Forrige: [[IAB - 2018 - Oppgave 2 - Del 2]]
<div class="oppgave">
<div class="vignett">
!!Vignett
Energien i glukose omdannes til ATP ved oksidasjons- og reduksjons-reaksjoner i nedbrytning av glukose.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva menes med oksidasjons- og reduksjons-reaksjoner?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Oksidasjon av et stoff innebærer fjerning av elektroner, enten elektroner alene eller i form av hydrogenatomer.
Reduksjon innebærer binding av elektroner, enten alene eller som H.
NAD^^+^^ (Nicotin Adenin Dinukleotid) er et oksiderende agens som binder elektroner (og H^^+^^) og dermed blir redusert. Denne reaksjonen resulterer i NADH som så kan bli oksidert ved å gi fra seg elektroner (og H^^+^^).
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Hvis kandidaten enten vet hva oksidasjon eller reduksjon er gis 2 poeng.
</$details>
Neste: [[IAB - 2018 - Oppgave 2 - Del 4]]
<div class="oppgave">
<div class="vignett">
!!Vignett
Acetyl-CoA (Coenzym A) er av stor betydning ved fullstendig omdanning av energien i glukose til ATP.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvorfor er Acetyl-CoA av så stor betydning også i metabolisme av andre stoffer enn glukose?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Acetyl-CoA er en energirik thioester som produseres også ved nedbryting av fettsyrer (og andre lipider) og aminosyrer.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
2 poeng hvis både fettsyrer/lipider og aminosyrer er med.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Når celler har nok oksygen omdannes energien i glukose effektivt til ATP ved elektrontransport og oksidativ fosforylering.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvordan fører elektrontransport til generering av ATP?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Elektrontransporten utnyttes til å pumpe protoner (H^^+^^) ut av lumen (matrix) av mitokontriene. Dette fører til en konsentrasjonsforskjell (ca 10x) i H^^+^^ mellom matrix (lumen) og rommet mellom indre og ytre membran («intermembrane space») i mitokondriene. H^^+^^ kan bare strømme tilbake til matrix (utligne konsentrasjonsforskjellen) ved å passere gjennom proton-spesifikke kanaler (F,,o,,). Disse kanalene er koblet sammen med en ATP syntase (kompleks V) som utnytter energifrigjøringen ved at H^^+^^ strømmer tilbake for syntese av ATP fra ADP.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 p for å nevne at elektrontransporten fører til H^^+^^ gradient over matrix membranen og 1 poeng for å nevne ATP syntasen og hva denne gjør, tilsammen 2 p.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
En 51 år gammel kvinne har hatt anfall med gallekolikk i flere år og har påvist stein i galleblæra. Nå blir hun innlagt med vedvarende smerter, feber og klart avvikende svar på blodprøver rettet mot galleveier/lever.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Beskriv i korte trekk oppbygningen av galleveissystemet fra hepatocyttnivå til innløpet i duodenum.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Kanalikuli mellom hepatocyttene, mikroskopiske intrahepatiske galleganger, intrahepatiske galleganger, høyre/venstre hovedgren, ductus hepaticus communis, ductus choledochus, papilla Vateri mot duodenum. Ductus cysticus med galleblære som vedheng til ductus choledochus.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Kanalikuli (0,5 poeng), intrahepatisk samlesystem (0,5 poeng), ductus choledochus (0,5 poeng), ductus cysticus med galleblære (0,5 poeng)
</$details>
Neste: [[IAB - 2018 - Oppgave 3]]
<div class="oppgave">
<div class="vignett">
!!Vignett
Blant mange andre prøver finner du at bilirubin i serum er betydelig forhøyet.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Ut fra bakgrunnsopplysningene om pasienten, hva er den mest sannsynlige årsaken til dette blodprøvesvaret?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Stein har forlatt galleblæra, har kilt seg fast i ductus choledochus og blokkerer avløpet fra galletreet
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Riktig svar gir ett poeng
</$details>
Neste: [[IAB - 2018 - Oppgave 3 - Del 3]]
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ingen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
De fleste gallestein i Norge inneholder mye kolesterol. Forklar hvordan man tenker seg at kolesterolkrystaller og stein oppstår i galleblæra og hvorfor det sjelden skjer ellers i gallegangsystemet.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Kolesterol (lite vannnløselig) holdes i suspensjon i miceller hvor interfasen mot vann utgjøres av amfifatiske molekyler, stort sett gallesalter og noe fosfaditylcholin. Stein dannes ved et misforhold mellom kolesterolkonsentrasjon i gallen og mengde tilgjengelig gallesalt, kolesterol krystalliseres ut og begynner å danne stein.
Dette skjer i galleblæra fordi gallen er stillestående her over tid og gallen konsentreres opp 10-15x.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Micelleprinsippet (1 poeng), gallesalter som det primære amfifatiske elementet (1 poeng), stillestående og konsentrert galle som predisponerende (1 poeng)
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ingen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva er gallesaltenes rolle i fordøyelsen, og hva mener vi med enterohepatisk sirkulasjon av gallesalter?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Gallesalter sekreres fra hepatocytter til gallen og tømmes ut i tarmen ved måltid. Her deltar gallesaltene i emulsifering av fett, og danner etter spalting av komplekse fettmolekyler miceller med spaltingsproduktene inntil absorpsjon finner sted. Enterohepatisk sirkulasjon er at fri gallesalter tas opp av tynntarmslimhinnen
generelt (uspesifikt opptak), og gjennom et spesifikt opptaksystem i distale ileum og bringes tilbake til leveren gjennom v. portae for «gjenbruk».
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Emulsifering av fett og micelledannelse i tarm (1 poeng), gjenopptaksystemet og resirkulering til lever (1 poeng)
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ingen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilket gastrointestinalt reguleringspeptid (hormon) stimulerer tømming av galle og av pankreasenzymer til tarm?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Cholecystokinin (CCK)
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Riktig hormon
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ingen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva er den fysiologiske logikken i at galle og pankreasenzymer tømmes til tarm samtidig?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Spalting av fett (stort sett triglyserid) gjøres av pankreasenzymer, emulsifering av fettet bidrar til denne prosessen (større overflate, bl.a.).
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Forståelse av sammenhengen mellom gallesaltenes emulsiferende effekt (stor overflate) og enzymaktivitet gir ett poeng.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Tora, en 76 år gammel kvinne, legges inn på sykehuset på grunn av økende tung pust de siste tre døgnene. Fra tidligere har hun kjent, stabil hjertesvikt.
Hun har av sin allmennlege vært vurdert til å være i NYHA funksjonsklasse II. (NYHA = New York Heart Association)
Det siste døgnet har hun opplevd tung pust ved moderate anstrengelser, hun har måttet stoppe opp og hvile for å "ta igjen pusten" etter å gått en etasje i trapp opp fra kjøkkenet til badet.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilken NYHA funksjonsklasse vurderer du at pasienten er i nå?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
NYHA funksjonsklasse III
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
NYHA-klassifisering av hjertesvikt er en standardisert måte for å karakterisere hjertesviktpasientenes funksjonsnivå.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ingen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva er de vanligste kardiovaskulære årsakene til hjertesvikt?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Iskemisk hjertesykdom og hypertensjon
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Iskemisk hjertesykdom og hypertensjon gir 3 poeng.
Iskemisk hjertesykdom gir alene 2 poeng.
Andre årsaker som kan telle er kardiomyopatier, medfødte hjertefeil og arytmier.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Pasienten opplyser at hun de siste måneden har hatt episoder med følelse av hjertebank der hun har merket seg at pulsen har vært rask og uregelmessig. Ved palpasjon av pulsen i arteria radialis kan du bekrefte at hun har uregelmessig puls som varierer fra 110 til 140 pulsstøt per minutt.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva er den primære supplerende undersøkelsesmetoden for å dokumentere mistanke om atrieflimmer?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Elektrokardiogram = EKG
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Alle former for elektrokardiogram som er egnet til fremstille QRS-komplekser og å verifisere tilstedeværelse eller fravær av P-bølger og relasjonen til QRS-kompleksene.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Ved auskultasjon over lungenes bakflater hører du tydelige fremmedlyder over basalflatene bilateralt. Du mistenker at det foreligger lungestuvning.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva er den primære supplerende bildeundersøkelsen for å dokumentere mistanke om lungestuvning?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Røntgen thorax
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Røntgen thorax er standardmetode og gir 2 poeng.
CT / MRI /ultralyd er alternative metoder og kan alene eller sammen gi inntil 1 poeng.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Ved auskultasjon over hjertet hører du uregelmessig hjerterytme, det er tydelige hjertetoner og du hører en tydelig systolisk bilyd av blåsende karakter, best hørbar over 3. intercostalrom til høyre for sternum. Du mistenker at pasienten har aortastenose.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva er den primære supplerende undersøkelsesmetoden for å dokumentere mistanke om aortastenose?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Ekkokardiografi med Dopplermodalitet.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Ultralyd av hjertet:
* Avbildingsmodus gir opplysning om klaffemorfologi
* Dopplermodus med måling av blodstrømshastighet gir kvantitativ opplysning om alvorlighetsgrad
Øvrige metoder som kan bekrefte mistanke, men som ikke gir full uttelling:
* Hjertekatereinsering kan benyttes, men er ikke førstevalg
* Røntgen CT kan gi noe opplysning om klaffemorfologi
* Røntgen thorax kan vise kalknedslag i klaffer, men er ikke tilstrekkelig for diagnose
* MR-avbilding gir opplysning om klaffemorfologi, men er ikke egnet for kvantitering
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Kreftceller vokser uten å respektere ytre omgivelser eller indre betingelser som normalt skal gi celledød. Cellesyklus beskriver de ulike fasene cellen går gjennom under celledeling. Hva heter de fire fasene cellesyklus inndeles i? Bruk gjerne en skisse.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke fire faser inngår i cellesyklus?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Fire faser i cellesyklus: G1 -> S -> G2 -> M. Noen vil også inkludere G0 som en fase cellen går inn i fra G1, og som er en fase utenfor syklusen og hvor en celle kan oppholde seg på ubestemt tid. G står for «gap», S står for «syntese» og M står for Mitose. Opprinnelig var cellesyklus inndelt i to faser: Mitose (som var synlig i lysmikroskop pga kondensert kromatin) og Interfase, som var alt mellom hver mitose, altså G1+S+G2.
Figur 17-9 fra Alberts Molecular Biology of the Cell s 968:
<<imgLink "IAB-2018s-1-A.PNG" 500>>
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
G1 (0,5), S (0,5), G2 (0,5), M (0,5)
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke hovedsjekkpunkter må cellen passere gjennom cellesyklus, hvor er de lokalisert i forhold til de fire fasene fra spørsmål 1, og hvilke faktorer sjekkes ved hvert sjekkpunkt? Bruk gjerne en skisse.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
De tre hovedsjekkpunktene som det fokuseres på i lærebøker og forelesning er følgende:
# G1/S (eller "start")
# G2/M
# Metafase-til-anafase
Navn på sjekkpunktet angir hvor i cellesyklus de er lokalisert/hvilken faseovergang de kontrollerer. For metafase-tilanafase er dette en overgang ca midtveis i M-fasen. Følgende faktorer sjekkes:
* Ytre faktorer -> G1/S
* Indre faktor: DNA-skade -> G2/M
* Indre faktor: Spindelapparat-sjekk, er alle kromosomer korrekt posisjoner, slik at to søsterkromatider går til hver sin spindelpol -> metafase til anafase
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Sjekkpunkt:
* G1/S (0,5 poeng),
* G2/M (0,5 poeng),
* metafase-til-anafase (0,5 poeng)
Faktorer:
* Ytre faktorer -> G1/S (0,5 poeng)
* Indre faktor: DNA-skade -> G2/M (0,5 poeng)
* Indre faktor: Spindelapparat-sjekk (0,5 poeng)
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilket stoff i cellen ‘kondenserer’ i cellesyklus slik at det blir synlig?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Kromatin (kromatin = DNA + proteiner)
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
DNA eller kromatin (1 poeng)
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Dersom en tar en suspensjon av celler kan fraksjonen som er i celledeling måles ved å måle mengde DNA per celle, f.eks ved hjelp av flow cytometri. Mengden DNA per celle kan se ut som i figuren under:
<<imgLink "IAB-2018s-1-B.PNG">>
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke deler av figuren representerer celler som med sikkerhet er under celledeling? Hvilke(n) cellesyklusfase(r) er disse cellene i?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Cellene med mer enn normal mengde DNA er i celledeling, fordi de enten har fullstendig duplisert sett DNA (cellene omkring toppen til høyre) eller delvis duplisert sett DNA (cellene mellom venstre og høyre topp). Cellene i venstre topp kan i prinsippet også være i ferd med å dele seg, og kan ikke skilles fra celler i f.eks G0-fase i denne figuren. Cellene i høyre topp er enten i, G2-fase eller M-fase. Cellene i venstre topp er enten i G0 eller G1. Cellene mellom toppene er i S-fase.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Celler under celledeling: Høyre topp (1 poeng) og området mellom toppene (1 poeng).
G2 og M-fase for høyre topp: 1 poeng.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Cellesyklus koordineres av spesialiserte proteiner med nøye regulert aktivitet. En klasse proteiner kalt syklin-avhengige kinaser (Cdk) har en aktivitet som reguleres av sykliner.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvordan regulerer sykliner aktiviteten til Cdk?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Mengden syklin regulerer aktivitet til gitte Cdk-proteiner. Cdkproteinene er konstant uttrykt, mens syklinet er ‘syklisk. F.eks vil Cyclin D (også kalt G1-syklin) binde Cdk4 og Cdk6 og aktivere disse, som er med på å føre cellen over G1/S-sjekkpunktet.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Mengden syklin regulerer aktivitet til gitte Cdk-proteiner (1 poeng)
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Hemostase trengs ved vaskulær diskontinuitet, f.eks et knivkutt. Dette forutsetter at trombocytter adhererer til skadestedet.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Nevn 3 molekyler som er viktige for adhesjonen av plater
mot matrixproteiner.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
von Willebrand faktor (vWF)
gp Ib:V:IX
gp Ia:IIa
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
2 poeng for vWF, ett poeng for hver av de andre. Dersom studenten svarer "integrin", men ikke de riktige navnene på gpene får hun 1 poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
I trombocyttenes granula er det blant annet mye Ca^^++^^ og ADP.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva er funksjonen til fritt Ca^^++^^ og ADP i hemostasen?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Ca^^++^^ bedrer funksjon av koagulasjonsfaktorene
ADP befremmer aggregasjon av trombocytter
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 p for funksjonen av Ca^^++^^
1p for funksjonen av ADP
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Platepluggen holdes sammen (plate til plate) av et integrinmolekyl og fibrinogen. Hva heter dette integrinet?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
gpIIb:IIIa
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Rett svar gir 1 poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Plateadhesjon-aktivering-aggregasjon står i nær sammenheng med plasmakoagulasjonen på skadestedet.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Koagulasjonsfaktorene får svært mye bedre funksjon fordi platenes cellemembran endrer sine egenskaper drastisk. Hva skjer?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Cellemembranen hos ferdigaktiverte plater får negativ ladning pga at et fosfolipid, fosfatidylserin, vrenges på utsiden. Dette gir mye bedre funksjon av koagulasjonsfaktorene
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Rett svar gir 1 poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Tissue Factor (TF, vevsfaktor) produseres i fibroblaster og andre bindevevsceller som omgir blodkar. Når et blodkar kuttes kommer TF i kontakt med blod.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvordan befremmer TF hemostasen?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Den binder FVII og dette komplekset spalter FX.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Den binder FVII (1p) og komplekset spalter FX. (1p)
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
En 66 år gammel mann kommer på lungepoliklinikken fordi han har hatt økende tungpust ved anstrengelser siste 1-2 år. Han har vært fysisk aktiv og meget sprek og bl.a. gått Birkebeinerrennet flere ganger, men har nå store problemer med å holde følge med mindre aktive jevnaldrende f. eks. i motbakker. Han har aldri røkt. Undersøkelsene viser at han begynt å utvikle fibrose i lungene, og diffusjonsmåling viser at lungenes diffusjonskapasitet er nedsatt.
Diffusjonskapasiteten (diffusjonsevnen) for oksygen i lungene er en prosess som utgjør et av flere trinn som har betydning for gassvekslingen i kroppen.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Forklar med enkle ord hva diffusjon for oksygen i lungene innebærer.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Lungenes diffusjonskapasitet for oksygen (O,,2,,) beskriver hvordan (hvor lett og uhindret) O,,2,, passerer fra lungenes alveoler og over i blodet.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Overnevnte svar gir 1 poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Når oksygen diffunderer fra lungene og over i blodet, passerer gassen over en viktig anatomisk struktur. Hva heter den og hvordan er den bygd opp?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
På sin vei fra alveol-luften i lungene til blodbanen (lungekapillærene) passerer oksygenet den __alveolokapillære membran = den respiratoriske membran__. Den består av (fra alveolside til kapillærside) et lag __surfaktant__ (som ikke er en anatomisk del av membranen), et __epitellag__ (på alveolsidenalveolepitel), denne hviler på epitellagets __basalmembran__, så et passerer oksygenet et tynt __interstitie-sjikt__, så igjen en basalmembran (endotel-lagets basalmembran) og deretter et tynt lag __kapillær-endotel__. I den respiratoriske membran mangler ofte basalmembranen slik at epitel og endotel ligger mot hverandre. Membranen blir således svært tynn slik at avstanden som oksygen må diffundere ("diffusjonsveien") blir svært kort
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0,5 poeng for å vite navnet, 1 poeng for å redegjøre for oppbygning (fortsatt 1 poeng om man mangler et av lagene i oppbygningen).
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke anatomiske og fysiologiske forhold er bestemmende for lungenes gass-diffusjon (dvs for mengden oksygen som diffunderer)?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
# Størrelsen av gassvekslings-arealet (dvs. den alveolokapillære membran) mellom alveol og kapillær.
# Veggtykkelsen fra alveol til erytrocytt (dvs. tykkelsen av den alveolokapillære membran) som er den distansen oksygenet må passere under dffusjon
# Drivtrykket for oksygen mellom alveol og blod, altså forskjellen i oksygentrykket i alveolen og i kapillærene. (oksygentrykket er høyest i alveolene slik at oksygen diffunderer fra alveol til blod).
# Tilgjengelig mengde hemoglobin i blodet
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0.75 poeng for hver
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Karbondioksyd diffunderer (forskjellig) mye lettere enn oksygen. Hvilken klinisk konsekvens har det ved nedsatt diffusjonskapasitet?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Ved isolert nedsatt diffusjonskapasitet i lungene får man ofte okygenereringssvikt, men (omtrent) aldri problemer med å skille ut karbondioksyd.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 poeng for å vite at nedsatt diffusjon gir problemer med oksygenering, men at det fortsatt går greit å bli kvitt karbondioksyd som altså ikke hoper seg opp
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Ved lungesykdom er der i hovedsak to ulike patoanatomiske forhold som er av betydning ved nedsatt diffusjonskapasitet for oksygen i lungene. Hvilke?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Ved lungesydommer som gir nedsatt diffusjonskapasitet for oksygen vil der enten foreligge fortykket __alveolo-kapillær membran__ (eks fibrose, oksygenet "får lenger vei å gå") eller så foreligger der redusert diffusjonsflate ved at alveoler og alveolkapillærer er destruerte hvilket gir en __redusert diffusjonsflate__ med også mindre kapillærnett til å motta oksygenet (eks emfysem).
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0,5 p for å nevne fortykket membran og 0,5 poeng for å nevne
redusert diffusjonsflate.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Gjør skjematisk kort rede for hvilke trinn oksygentransporten omfatter helt fra vi puster inn til oksygenet blir tatt opp perifert i vevet/cellene
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
# Oksygenet transporteres ved ventilasjonen fra atmosfæreluft og fordeles i luftveiene ut til lungenes alveoler.
# Deretter transporteres det ved diffusjon over alveolmembranen og til blodet hvor det bindes til hemoglobin i erytrocytene for videre transport.
# Videre transport skjer ved hjelp av sirkulasjonen slik at oksygen bundet til hemoglobin transporteres og fordeles ut i kroppen til cellenes mitokondrier i arbeidende vev.
# Etter at oksygenet er fraktet til arbeidende vev, transporteres det fra erytrocyten til vevscellenes mitochondrier.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0.75 poeng for hvert trinn
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Patellarrefleksen utløses av et kort slag på senen til m. quadriceps femoris.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Forklar kort hvordan forbindelsen mellom afferent og efferent ledd er i denne refleksen, og hvor reflekssenteret sitter
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Reflekssenteret sitter lumbalt (L2-L3-L4) i ryggmargen. Dette er en monosynaptisk refleks, dvs. at det i denne refleksbuen bare er en synapse mellom afferent og efferent ledd (I tillegg til den direkte forbindelsen mellom afferente Ia-fibre fra muskelspolen og α-motornevroner, virker også Ia-fibre på α-motornevronene polysynaptisk via internevroner).
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Ryggmargen/medulla spinalis gir 0,5 poeng. Monosynaptisk og/eller at reflekssenteret har en synapse gir 0,5 poeng.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Reseptoren for patellarrefleksen er muskelspolene i m. quadriceps femoris. Dette er den muskelen på kroppen som har høyest antall muskelspoler. Tettheten av muskelspoler er imidlertid langt høyere i enkelte andre muskler.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Forklar kort hva funksjonen til muskelspolene er, og nevn et område på kroppen der vi finner muskler med særlig høy tetthet av dem?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Muskelspolene er lengdemålere, og måler både muskelens absolutte lengde og endringer av musklenes lengde.
Det er særlig høy tetthet av muskelspoler i muskler som utfører presise/ fingraderte bevegelser, det vil si små håndmuskler (hendene) og ytre øyemuskler (ved øyet), samt små muskler i nakken (i nakken)
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Lengdemåler (0,5 p).
Hånden/ hendene, ved øynene, i nakken (1 poeng for et sted). Fingermuskler, øyemuskler etc. godkjennes også.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Beskriv kort den sensoriske nerveforsyningen til en
muskelspole, og forklar hva som skjer med muskelspolen
og fyringsraten i dens sensoriske fibre når en strekkrefleks
utløses
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Kort forklaring: Muskelspolen innerveres av gruppe Ia (eller tykke myeliniserte fibre) og II-fibre (middels tykke myeliniserte fibre). Når en strekkrefleks utløses vil muskelspolen strekkes hurtig. Dette vil gi økt fyringsfrekvens av aksjonspotensialer i de sensoriske fibrene fra muskelspolen.
Mer detaljert forklaring (ikke nødvendig for å få maksimal poengsum): Muskelspolen består av intrafusale muskelfibre som er parallellkoblet med vanlige tverrstripete muskelfibre. Det er to hovedtyper intrafusale muskelfibre, «nuclear bag»-fiber og «nuclear chain»-fiber. Endeforgreninger fra tykke sensoriske fibre (gruppe Ia, den tykkeste typen myeliniserte fibre) slynger seg rundt begge typer intrafusale muskelspoler, mens «nuclear chain»-fiber også får nerveforsyning fra noe tynnere fibre (gruppe II, middels tykke myeliniserte fibre). Strekk av de intrafusale fibrene (som ved utløsning av refleksen) vil gi økt fyringsfrekvens av aksjonspotensialer i sensoriske fibre).
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Innervasjon av gruppe Ia (eller tykke myeliniserte fibre) (trenger ikke nevne II-fibre for å få poeng) (0,5 poeng).
Muskelspolen strekkes (0,5 poeng) og fyringsfrekvens av aksjonspotensialer i de sensoriske fibrene fra muskelspolen øker (eller lignende forklaring) (0,5 poeng)
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
De sensoriske fibre som utgjør det afferente leddet i refleksen har høy ledningshastighet fordi de er myeliniserte.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Forklar kort hvorfor myelinisering gir økt nerveledningshastighet?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Impulsledning i aksoner foregår ved at aksjonspotensialer regenereres/ fornyes (eller «flytter seg») langs aksonet. I myeliniserte aksoner foregår denne regenereringen kun ved ranvierske innsnøringer (Nodes of Ranvier), der aksonet mangler myelin. Dermed brer ikke aksjonspotensialene seg med en jevn hastighet langs aksonet, slik som i umyeliniserte aksoner, men går direkte til neste innsnøring.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Aksjonspotensialene beveger seg mellom Nodes of Ranvier/ranvierske innsnøringer (2 poeng) eller lignende forklaring som demonstrerer at studenten har forstått prinsippet. Kun 1 poeng dersom delvis riktig forklaring (f.eks. dersom Nodes of Ranvier/ranvierske innsnøringer ikke nevnes)
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilken egenskap ved nervefibrene bortsett fra myelinisering er særlig viktig for ledningshastigheten?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Fibertykkelsen (Ev. også temperatur som også påvirker ledningshastighet.)
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Fibertykkelse (eller temperatur) gir poeng (1 poeng)
Her spørres det egentlig etter fibertykkelse, men studenter som svarer temperatur får også 1 poeng da dette også har betydning for nerveledningshastighet
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
M. quadriceps femoris aktiveres ved utløsning av patellarrefleksen, mens ekstensormusklene på baksiden av låret hemmes.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Forklar hva som skjer når antagonistisk muskulatur hemmes ved en slik refleks, og hvorfor dette er en nyttig mekanisme?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
De sensoriske nervefibrene i refleksen sender kollateraler til internevroner i ryggmargen som hemmer motornevronene til antagonistisk muskulatur. Dette kalles resiprok inhibisjon, og gjør at muskulaturen som utfører en bevegelse ikke motarbeides av antagonistisk muskulatur.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Hemming av motornevroner for antagonistisk muskulatur i ryggmargen (1 poeng). Viktig for å unngå at antagonistisk muskulatur motvirker leddbevegelse eller lignende forklaring (1 poeng).
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Senereflekser brukes innen nevrologi og nevrofysiologi for å lokalisere skader i nervesystemet.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva skjer med patellarrefleksene ved ensidig skade på nervefibrene som innerverer m. quadriceps femoris?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Refleksen vil være svakere på den siden der nervefibrene er skadet. Dette kan man f.eks. se ved lumbalt skiveprolaps med affeksjon av L4-roten på den ene siden.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Svakere/ svekket refleks på affisert side (1 poeng).
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Oppgave om koagulasjon/ hemostase. Du renser en fisk du har kjøpt til middag fra byfiskeren i Ravnkloa. Dessverre er du uforsiktig og skjærer deg på fingeren. Det blør så vidt.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Beskriv et umiddelbart tiltak for å stoppe blødningen.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Kompresjon
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Bare rett svar
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Vaskulær diskontinuitet (karskade) stimulerer til dannelse av plateplugg. Hvordan adhererer platen til stroma (bindevev rundt åren)?
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Beskriv hvordan platene adhererer til stroma (bindevevet rundt åren) og nevn spesielt viktige molekyler i denne prosessen
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
''Integrin''familiens molekyler spiller rolle, der gpIaIIa binder kollagen direkte. gpI-gpV-gpIX komplekset forbinder ''von Willebrand''-faktor
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Enten integrin 1 p. Alternativt presis angivelse av gpIa-gpIIa 0.5p + gpIb-V-IX 0.5 p hver, dvs til sammen maks 1p.
von Willebrandfaktor 1p, altså til sammen 2 p maksimalt
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Vaskulær diskontinuitet (karskade) starter koagulasjonsfaktorsystemet.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke faktorer starter koagulasjonsfaktorsystemet og hva gjør de som første trinn i kaskadereaksjonen?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
FVIIa og TF (tissue faktor) (norsk: vevsfaktor) danner et kompleks som spalter FX til FXa.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Kompleks TF og FVIIa 1p (0.5 for hvert)
FX til FXa gir 1 poeng. Spalting av FIX til FIXa er også rett og gir 0.5p. Totalt max 2p
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Det dannes nå en plateplugg
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Forklar i korte trekk hvordan platepluggen dannes
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
# aggregasjon (gpIIb-IIIa-komplekset)
# aktivering (archidonsyre metabolitter (prostaglandiner) ADP trombin)
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Aggregasjon og aktivering gir 1 p hver
gpIIb-IIIa, ADP, trombin, prostaglandiner gir alle 0.5 p opp til max 1p til sammen
Totalt 3p her
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Platehemmere er vanlige legemidler.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvordan virker acetylsalicylsyre?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Hemmer prostaglandinsyntese via hemming av cykloxygenase (COX) -1 og -2)
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Rett svar gir 1p – Både hemming av COX og prostaglandinsyntese er greie svar
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Trombin er den store dirigenten i koagulasjonen.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Nevn 3 viktige funksjoner til trombin
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
# Fibrinogen spaltes til fibrin
# Aktiverer indre vei (intrinsic pathway) via FXI og FVIII
# Aktiverer plater
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
2 rette gir 1p
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Musklene på leggen ligger i muskelgrupper avgrenset av stramme bindevevshinner, de såkalte muskellosjene.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvor mange muskellosjer finnes i leggen? Hvordan er muskellosjene plassert?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Vi har 4 muskellosjer, hvorav 2 er fortil og 2 baktil på leggen. De fremre muskellosjene omfatter en medialt beliggende, egentlig fremre muskellosje, og en lateral muskellosje (peroneuslosjen/fibularis-losjen).
De bakre muskellosjene omfatter en dyp (profund) og en overfladisk (superficiell) bakre muskellosje.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 poeng for korrekt angitt antall, 0.5 poeng for hver losje med korrekt beliggenhet
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke muskler/muskelgrupper ligger i de ulike muskellosjene?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
* Fremre losje: Ekstensormusklene: m. Tibialis anterior, mm. Extensores hallucis et digitorum longi
* Laterale losje: Peroneergruppen (fibularisgruppen): mm. Peronei (fibulares) longus et brevis
* Overflatiske bakre losje: M. Triceps surae, som omfatter m.Gastrocnemius og m. Soleus
* Dype bakre losje: Fleksormusklene: m. Tibialis posterior, mm. Flexores hallucis et digitorum longi
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0.5 poeng for hver muskelgruppe korrekt angitt (for overflatisk,
bakre losje kreves navn på musklene)
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Ved kraftig trening kan musklene svulme opp slik at trykket øker inne i muskellosjen. Musklene blir smertefulle, og det gjør vondt å bruke dem, noe som kalles losjesyndrom. Dersom trykkøkningen er stor, kan det medføre at blodkar og nerver inne i muskellosjene blir klemt sammen, og funksjonen nedsettes.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Dersom en pasient med losjesyndrom har "dropfot", det vil si nedsatt evne til dorsalfleksjon i ankelen, hvilken nerve er sannsynligvis affisert? Beskriv denne nervens forløp (med de forskjellige grener) og angi hvilke muskelgrupper den forsyner.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
N. peroneus (fibularis)
N. peroneus communis går vertikalt gjennom fossa poplitea,
svinger lateralt mot collum fibulae som den passerer subcutant,
og ligger dermed utsatt til for skade. Nerven går så inn i peroneer
muskulaturen (fibularis) som den forsyner via en overflatisk
grein, mens den dype fortsetter inn i fremre losje og forsyner
ekstensor muskulaturen her.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
N. peroneus gir 0.5 poeng, ytterligere 0.5 dersom kandidaten angir at det er den profunde greina.
1 poeng for forløpet av n. Peroneus communis, med forløp av deling i to greiner.
0.5 poeng for funksjon og hvilken muskelgruppen til hver av greinene
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Fra forrige vignett:
<<<
Ved kraftig trening kan musklene svulme opp slik at trykket øker inne i muskellosjen. Musklene blir smertefulle, og det gjør vondt å bruke dem, noe som kalles losjesyndrom. Dersom trykkøkningen er stor, kan det medføre at blodkar og nerver inne i muskellosjene blir klemt sammen, og funksjonen nedsettes.
<<<
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Ved mistanke om nedsatt blodtilførsel til foten, forsøker man å kjenne etter pulsasjon i to arterier som fører blod forbi ankelen. Disse to arterier er fortsettelsen av to arterier på leggen. Hvilke to arterier på leggen er dette? Hvordan forløper de forbi kneet og videre på leggen? Hvordan er deres relasjon til ankelleddet? Hvilken av disse arteriene kan affiseres ved den typen losjesyndrom som er beskrevet i spørsmål 3?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
A. tibiales anterior et posterior kommer begge fra a. Poplitea i knehasen. Denne deler seg og a. Tibialis anterior passerer gjennom membrana interossea like distalt for art. Tibiofibularis proximalis, og blir i dypet liggende i fremre losje. A. Tibialis posterior blir liggende dypt i bakre losje, nær skillet mellom den dype og overflatiske delen.
A. tibialis posterior går i den dype, bakre losjen og går ned i foten bak (postero-inferiort for) malleolus medialis.
A. tibialis anterior går i fremre losje og kan bli affisert ved fremre losjesyndrom. Arterien passerer foran ankelleddet, der den går over i a. Doralis pedis, som ligger på fotryggen mellom senene til mm. Extensores hallucis longus et digitorum longus.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
* 0.5 poeng for a. Poplitea
* 0.5 poeng (maks 1. poeng) for hver av de to aa. Tibiales med navn og korrekt posisjon i leggen
* 0.5 poeng for hver arterie og korrekt beskrivelse av relasjon til ankel
* 0.5 poeng for affeksjon av a. Tibialis anterior ved fremre losjesyndrom
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Kolesterol er en viktig substans både for normal funksjon av kroppen og i relasjon til enkelte sykdomstyper.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva er de viktigste funksjonene for kolesterol i menneskekroppen?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Kolesterol bidrar til å danne biologiske membraner og er utgangspunkt for dannelse av en rekke hormoner. Kolesterol inngår også i lipoproteiner, som er nødvendige for transport av bl.a. triglyserid, apolipoproteiner og kolesterol i blodet. Kolesterol omdannes til gallesyrer/gallesalter som skilles ut med gallen og bidrar til opptak av triglyserid og fettløselige forbindelser fra tarmen
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
* 0.75p: biologiske membraner/cellemebraner
* 0.75p: hormoner/steroider
* 0.75p: lipoproteiner
* 0.75p: opptak av fett fra tarm
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Beskriv det enterohepatiske kretsløpet for kolesterol.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Kolesterol i leveren skilles ut som gallesyrer / gallesalter i gallen til tynntarmen. Ca 95% av gallesyrene tas opp i lenger distalt i tarmen og transporteres tilbake til leveren som kylomikroner, først via lymfesystemet og deretter via blodet.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
* 0.25p: skilles ut med gallen til tarmen
* 0.25p: skilles ut i gallen som gallesyrer/gallesalter
* 0.25p: tas opp i tarmen
* 0.25p: transporteres tilbake til lever
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Beskriv innhold, struktur og funksjon for LDL (low density lipoprotein)
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
LDL inneholder ca 50% kolesterol, ca 20% protein og noe fosfolipid og triglyserid.
LDL-partikkelen er en sfærisk struktur hvor fosfolipid og fritt kolesterol kler overflaten med hydrofile endre vendt mot vannfasen. Det meste av kolesterolet i LDL finnes som kolesterolestere, som er svært lite vannløselige. Kolesterolestere befinner seg sentralt i partikkelen, sammen med triglyserid som også er svært lipofilt.
I tillegg inneholder LDL ett molekyl av apolipoproteinet apoB100, som er viktig for partikkelens struktur og funksjon. Utgangspunktet for dannelse av LDL er VLDL dannet i leveren. Etter avgivelse av triglyserid fra VLDL til perifere vev dannes LDL, som inneholder relativt lite triglyserid, men mye kolesterol.
LDL transporterer kolesterol fra hovedsakelig lever til perifere vev. Ved binding av apoB til LDL-receptoren på celleoverflaten blir LDL endocytert inn i cellen og innholdet frigjort og dermed tilgjengelig for cellen. Cellene kan bruke kolesterolet for produksjon av bl.a. steroidhormoner og membraner.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
* 1p: en partikkel sammensatt av bl.a. kolesterol og protein
* 1p: inneholder mye kolesterol
* 0.5p: inneholder lite triglyserid
* 0.5p: inneholder apoB100 (ikke tilstrekkelig med apolipoprotein)
* 1p: transporterer kolesterol fra lever til perifere vev
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Enzymet HMG-CoA-reduktase bidrar til dannelse av kolesterol. Beskriv hvorfor dette enzymet er spesielt viktig.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Enzymet er hastighetsregulerende for kolesterolsyntesen. Det aktiveres av insulin og inhiberes av glukagon og kolesterol. Dette er viktig for normal regulering av kolesterolproduksjonen, som er mest aktiv når kroppen har god tilgang til karbohydrater og mindre aktiv ved lav tilgang til karbohydrater, samt ved stress/aktivering.
Enzymet er også angrepspunkt for medikamentgruppen statiner, som er mye brukt for å redusere kolesterolkonsentrasjonen i blodet hos pasienter med hyperkolesterolemi.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
* 0.25p: hastighetsbestemmende/regulerende for syntese av kolesterol
* 0.25p: aktiveres av insulin
* 0.25p: inhiberes av glukagon/kolesterol
* 0.25p: angrepspunkt for statiner/kolesterolsenkende medisiner
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Øvre referansegrense for totalkolesterol i serum for en mann på 60 år er 7.8 mmol/L. Forklar hvorfor en mann på 60 år med kolesterol på 7.5 mmol/L ofte får kolesterolsenkende medisin, selv om konsentrasjonen er i referanseområdet.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Referanseområdet angir hvilke konsentrasjoner man ofte finner hos friske personer. 97.5% av friske menn eldre enn 50 år vil ha en konsentrasjon av totalkolesterol i serum lavere enn 7.8 mmol/L.
Beslutningen om å behandle med kolesterolsenkende medikamenter er basert på risiko for kardiovaskulær sykdom. Denne risikoen øker med økende konsentrasjon av kolesterol. Ved en totalkolesterol på 7 mmol/L eller høyere er risikoen for å utvikle kardiovaskulær sykdom så høy at man ofte anbefaler behandling for å redusere konsentrasjonen.
Det er således ikke slik at referansegrenser alltid sammenfaller med hvilke verdier som er forenelig med sykdom eller så høy risiko for sykdom at man iverksetter tiltak.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0.5p: referansegrenser beskriver vanlige konsentrasjoner hos friske personer/en definert populasjon
0.5p: risikoen for kardiovaskulær sykdom er avhengig av kolesterolkonsentrasjonen
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
En mann på 30 år kommer i ambulanse til legevakten etter å ha falt av sykkelen i høy fart en ½ time tidligere. Han brukte ikke sykkelhjelm og har åpenbart slått seg i hodet. Han sier at han ikke husker noe fra selve ulykken. Først og fremst klager han imidlertid over sterke smerter i venstre ankel og venstre hofte, og han klarer ikke å stå på foten.
På mistanke om bruddskade blir det gjort røntgen-undersøkelse.
<<imgLink "IAB-2019-4-A.PNG" 600>>
<<imgLink "IAB-2019-4-B.PNG" 600>>
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Her er bildene av venstre ankel. Er det et brudd i ankelen? Kan du i så fall beskrive i hvilket ben og hvor i benet bruddet er?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Pasienten har et brudd i distale fibula.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Ser at pasienten har et brudd 0.5p, beskriver at bruddet sitter i fibula 0.5p. beskriver at bruddet er distalt i fibula 0.5p. Totalt maks 1.5p
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
På grunn av smertene i venstre hofte, blir det også tatt røntgenbilde av hoften.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Her er røntgen-bilde av venstre hofte, frontbilde.
<<imgLink "IAB-2019-4-C.PNG" 400>>
Sett navn på de anatomiske strukturene som er merket med bokstaver fra A til D.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
* A: Trochanter major
* B: Trochanter minor
* C: Collum femoris
* D: Femurdiafysen
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Hvert riktig navn gir 0.5 poeng.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Forklar hovedprinsippene for avbildning med standard røntgen-undersøkelse.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Røntgenstråler er ''elektromagnetisk stråling'' som dannes i et ''røntgenrør''. I røntgenrøret sendes elektroner med høy fart mot en anode av metall og det dannes fotoner med høy energi som sendes ut gjennom en åpning i røret og gjennom pasienten. ''Vev med høy tetthet'' (som f. eks. bein) ''absorberer/bremser/reflekterer mye stråler'', og ''vev med lav tetthet'' (som f. eks. luft) ''absorberer lite stråler'', altså mye stråler går gjennom luft. Stråler som går gjennom pasienten treffer en detektor (eller en film) som danner et 2-dimensjonalt bilde. Jo flere stråler som treffer detektoren (eller filmen) jo mørkere blir bildet.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Elektromagnetisk stråling/røntgenstråling 0.5p. Dannes i et røntgenrør 0.5p. Tettheten på vevet avgjør hvor mye stråling som går gjennom (eller absorberes av) vevet 0.5p. Strålene treffer en detektor/film som danner et bilde 0.5p (maks 2p)
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
På mistanke om hodeskade blir det gjort CT av hodet (uten intravenøs kontrast) for å avdekke om han også kan ha en hjerneblødning.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva er de viktigste forskjellene mellom standard røntgenundersøkelse og CT-undersøkelse, teknisk og praktiskdiagnostisk?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
CT (Computed tomography) bruker også røntgenstråler, men har et mye mer ''sensitivt deteksjonssystem'' enn ved vanlig (konvensjonell) røntgen. CT kan detektere svært små forskjeller i absorpsjon av røntgenstråler i ulike vev, og kan derfor fremstille ulike tettheter i vevene minst 10 ganger bedre enn vanlig røntgen. Både vanlig røntgen og CT fremstiller benvev godt, men CT fremstiller også ''de ulike bløtvevene'' i kroppen, samt væske og luft veldig godt, i motsetning til vanlig røntgen. Når CT-bildene tas, ligger pasienten inni en ring (gantry) med ett (eller to) ''røntgenrør og multiple detektorer som roterer rundt
pasienten'', samtidig som pasienten flyttes (liggende) gjennom ringen. Det tas da mange tynne snitt med bilder av kroppen, og disse bildene prosesseres av en datamaskin som bygger opp et ''volum'' av det avbildete området. Bildene kan rekonstrueres i alle plan og man kan lage ''3D-bilder''. CT tar mye bedre bilder en vanlig røntgen, men CT påfører også mye ''mer'' ioniserende (og potensielt skadelig) ''stråling'' enn vanlig røntgen
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Mer sensitivt deteksjonssystem som fremstiller ulike vev (bløtvev, benvev, væske, luft) godt 0.5p Røntgenrør og detektorer roterer rundt pasienten 0.5p Lager et volum eller et 3D bildeopptak 0.5p Mye mer stråling enn vanlig røntgen 0.5p
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Ettersom CT-bildene viser en liten hjerneblødning og dessuten forandringer i hjernevevet av usikker betydning, blir det også gjort MR-undersøkelse av hodet.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Forklar hovedprinsippene for avbildning med MR, og nevn fordeler og ulemper med MR sammenlignet med CT.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
MR-maskinen danner et sterkt magnetfelt som gjør at en liten andel av hydrogenatomene (protonene) i vann og fett (lipider) innretter seg parallelt med magnetfeltet. MR-maskinen sender så ut en eller flere radiofrekvenspulser som får protonene til å endre retning. Etter at pulsen slås av så innretter protonene seg tilbake i opprinnelig posisjon, og dette danner signaler som kan detekteres og lokaliseres ved hjelp av kobberspiraler lokalisert rundt pasienten. Maskinen kan da bygge opp bilder basert på protonmengde (både distribusjon og tetthet) og tiden det tar for protonene å innrette seg med magnetfeltet (går tilbake til utgangsposisjon). I motsetning til CT, så kan MR danne mange ulike bildesekvenser for å fremstille ulike typer vev og patologi.
Fordeler med MR er at bilder kan lages direkte i alle tenkelige plan, men ved CT så lages bildene i ett plan (mange snitt med bilder i ett plan) og må rekonstrueres i andre plan hvis dette er ønskelig. MR fremstiller bløtvev bedre enn CT. MR produserer heller ingen skadelig ioniserende stråling i motsetning til CT.
Ulemper med MR er at det tar lang tid og derfor lett for at bevegelse kan forstyrre bildene, slik som ved urolig pasient, pusting, pulseringer og tarmbevegelse. MR er mer ressurskrevende sammenlignet med CT. MR fremstiller ikke kalk. Magnetfeltet kan føre til uheldige bivirkninger ved å påvirke pacemakere, metalklips i hjernen, fremmedlegemer av metall i øyet. Metall i kroppen kan også forstyrre og ødelegge bildene
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Prinsipp: protoner innretter seg parallelt med magnetfeltet, radiofrekvenspuls som endrer retning på protoner og signal som fanges opp av coiler/spiraler 1 poeng. Ulike bildesekvenser 0,5 poeng
Fordeler: bløtvev bra, ingen skadelig stråling 0.5p
Ulemper: tar lang tid, følsomt for bevegelse, ressurskrevende, uheldige bivirkninger i forhold til metall i kroppen 0.5p
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Endotelfunksjonen i en middels stor arterie kan vurderes eksperimentelt ved å måle kraftutviklingen (tensjonen) når en bit av karveggen utsettes for økende doser med acetylkolin. Målingen gjøres under påvirkning av fenylefrin, som selektivt stimulerer alfa-1-adrenerge reseptorer
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Beskriv kort effekten av fenylefrin på de glatte muskelcellene i karveggen, samt signalveien fra reseptor til den cellulære effekten. Hvordan reagerer karveggsmuskulaturen, og hvilke molekyler er involvert i den biokjemiske signalveien?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Fenylefrin kontraherer de glatte muskelcellene i karveggen (0.5 poeng). Når fenylefrin bindes til alfa-1 reseptoren, aktiveres fosfolipase C (PLC) via det GTP-bindende proteinet Gaq, og derved katalyserer PLC spalting av fosfatidyl-inositol til inositol-tris fosfat (IP3) og diacyl-glycerol (0.5 poeng). IP3 aktiverer kalsiumfrigjøringskanalen i sarkoplasmatisk retikulum (SR) og øker derved intracellulær kalsiumkonsentrasjon. Kalsium binder seg til kalmodulin (CaM) og danner et kompleks som aktiverer enzymet myosin-lettkjede-kinase (MLCK) (0.5 poeng). MLCK fosforylerer lette myosinkjeder (MLC), og øker derved kryssbrokoblingen og kraftutviklingen i de glatte muskelfibrene (0.5 poeng).
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Fenylefrin kontraherer muskelcellene (0,5 poeng). Aktiverer PLC via G-protein og øker IP3 (0.5 poeng). IP3 aktiverer kalsiumfrigjøring fra SR, kalsium binder til CaM og aktiverer MLCK (0.5 poeng). MLCK fosforylerer MLC og øker kontraktiliteten (0.5 poeng)
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Fra forrige vignett:
<<<
Endotelfunksjonen i en middels stor arterie kan vurderes eksperimentelt ved å måle kraftutviklingen (tensjonen) når en bit av karveggen utsettes for økende doser med acetylkolin. Målingen gjøres under påvirkning av fenylefrin, som selektivt stimulerer alfa-1-adrenerge reseptorer
<<<
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva skjer med arteriolediameter, perifer karmotstand og blodtrykk i systemkretsløpet ved intravenøs infusjon av fenylefrin?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Ateriolediameter reduseres (0.5 poeng), perifer karmotstand øker og blodtrykket øker (0.5 poeng).
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Arteriolediameter reduseres (0.5 poeng), karmotstand øker og blodtrykket øker (0.5 poeng).
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Beskriv kort effekten av å stimulere muskarinreseptorene på glatte muskelceller i karveggen med acetylkolin, samt signalveien fra reseptor til den cellulære effekten. Hva skjer med tensjonen, og hvilke molekyler er involvert i signalveien?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Effekten av å stimulere muskarinreseptorene (subtype M2) på glatte muskelceller er økt tensjon (0.5 poeng). Når M2 aktiveres, hemmes enzymet adenylyl cyklase (AC) via det GTP-bindende proteinet Gai. Siden AC katalyserer dannelsen av syklisk adenosin monofosfat (cAMP), reduseres den intracellulære konsentrasjonen av cAMP. Dermed reduseres aktiviteten av enzymet protein kinase A (PKA), siden det ellers ville vært stimulert av cAMP (0.5 poeng). PKA fosforylerer vanligvis myosin light chain kinase (MLCK) og reduserer MLCK-aktiviteten, men når cAMP går ned, skjer det omvendte. Økt MLCK-aktivitet fører til mer fosforylering av lette myosin kjeder (MLC), og derved øker kontraksjonen i karveggen (0.5 poeng).
Denne mekanismen er gjennomgått ved undervisningen om kartonus, men er kanskje ikke nevnt så tydelig i lærebøkene. Det er likevel mulig å slutte seg til svaret ut fra kunnskap om mekanismen for relaksasjon av glatt muskulatur i karveggen via PKA. Denne deloppgaven regnes derfor som resonnerende
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
M2-stimulering øker tensjonen (0.5 poeng). Hemmer AC via Gai og reduserer cAMP og PKA aktiviteten (0.5 poeng). Derved øker MLCKaktiviteten (på grunn av redusert hemming fra PKA). Dette gir mer fosforylering av MLC og sterkere kontraksjon av glatt muskulatur (0.5 poeng).
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Beskriv kort effekten av acetylkolin på et normalt karveggspreparat med intakt endotel, samt signalveien fra reseptor til effekt på tensjonen. Hva er effekten på tensjonen, hvilke celletyper er involvert, og hvilke molekyler er involvert i de biokjemiske signalveien?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Effekten av å stimulere et normalt karveggspreparat med acetylkolin er redusert tensjon. Både endotelceller og glatte muskelceller er involvert i effekten (0.5 poeng). Stimulering av muskarinreseptorene i endotelceller (subtype M3) aktiverer fosfolipase C (PLC) via det GTPbindende proteinet Gaq, og derved katalyserer PLC spalting av fosfatidyl-inositol til inositol-tris fosfat (IP3) og diacyl-glycerol. IP3 aktiverer kalsiumfrigjøringskanalen i sarkoplasmatisk retikulum (SR) og øker derved intracellulær kalsiumkonsentrasjon (0.5 poeng), som i sin tur øker aktiviteten av nitrogenoksid (NO) syntase (NOS) og fører til økt produksjon av NO ved spalting av aminosyren L-arginin (0.5 poeng). NO diffunderer fra endotelcellen inn i glatte muskelceller og stimulerer NO-reseptorer på enzymet guanylyl syklase (GC). Derved økes syklisk guanosin monofosfat (cGMP), som stimulerer protein kinase G (PKG) (0.5 poeng). PKG forsforylerer MLCK, derved hemmes aktiviteten, det blir mindre fosforylering av MLC, og kryssbrokoblingen og kraftutvilingen i de glatte muskelcellene går ned (0.5 poeng).
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Acetylkolin reduserer tensjonen i karpreparatet. Endotelceller og glatte muskelceller er involvert (0.5 poeng). Stimulerer M3 reseptorer, aktiverer PLC via G-protein, øker IP3, stimulerer kalsiumfrigjøring fra SR og øker kalsium intracellulært (0.5 poeng). Kalsium stimulerer NOS og øker NO-produksjon (0.5 poeng). NO diffunderer inn i glatte muskelceller, stimulerer GC, øker cGMP og stimulerer PKG (0.5 poeng). PKG fosforylerer og hemmer MLCK, og reduserer dermed fosforyleringen av MLC og tensjonen i preparatet (0.5 poeng).
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Beskriv kort effekten av acetylkolin på tensjonen i et karpreparat hvor enzymet nitrogenoksid-syntase er blokkert. Hva er effekten på tensjonen, hvilke(n) celletype(r) er involvert, og hvilke molekyler er involvert i de(n) biokjemiske signalveien(e)?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Acetylkolin øker tensjonen i karpreparat hvor NOS er blokkert og skyldes stimulering av M2-reseptorene på glatte muskelceller (0.5 poeng). Stimulering av M2 hemmer AC via Gai og reduserer cAMP og PKA aktiviteten. Derved øker MLCK-aktiviteten (på grunn av redusert hemming fra PKA). Dette gir mer fosforylering av MLC og sterkere kontraksjon av glatt muskulatur (0.5 poeng). Denne mekanismen er gjennomgått ved undervisningen om kartonus, men er kanskje ikke nevnt så tydelig i lærebøkene. Det er likevel mulig å slutte seg til svaret ut fra kunnskap om mekanismen for relaksasjon av glatt muskulatur i karveggen via PKA. Denne deloppgaven regnes derfor som resonnerende. Dette er den samme biokjemiske signalveien som beskrevet i [[oppgave 3|IAB - 2019s - Oppgave 1 - Del 3]], derfor gis færre poeng for samme svar her.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Acetylkolin øker tensjonen ved stimulering av muskarinerge reseptorer på glatte muskelceller (0.5 poeng). Effekten er som beskrevet i [[oppgave 3|IAB - 2019s - Oppgave 1 - Del 3]] (0.5 poeng). Hvis signalveien er korrekt beskrevet i [[oppgave 3|IAB - 2019s - Oppgave 1 - Del 3]], er det nok å vise til at det er den samme i oppgave 5. Det vil si: Stimulering av M2 hemmer AC via Gai og reduserer cAMP og PKA aktiviteten. Derved øker MLCK-aktiviteten (på grunn av redusert hemming fra PKA). Dette gir mer fosforylering av MLC og sterkere kontraksjon av glatt muskulatur (0.5 poeng). Dersom signalveien er korrekt som beskrevet i oppgave 5, men ikke i [[oppgave 3|IAB - 2019s - Oppgave 1 - Del 3]], kan det gis 0.5 poeng ekstra.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Endotelfunksjonen i arteria brachialis kan vurderes klinisk ved å måle endringen i kardiameter etter en total avklemming av karet i fem minutter ved hjelp av en blodtrykksmansjett. Kardiameteren måles proksimalt for mansjetten umiddelbart før avklemming og ved maksimal endring 1-2 minutter etter at avklemmingen er over.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Beskriv kort endringen i kardiameter i en arterie med normal endotelfunksjon i måleoppsettet som er beskrevet over, og forklar mekanismen. Hva er det lokale stimulus for endring i kardiameter, hvordan påvirkes tensjonen i karveggen, hvilke(n) celletype(r) er involvert, og hvilke molekyler er involvert i de(n) biokjemiske signalveien(e)?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Ved normal endotelfunksjon øker kardiameteren proksimalt for avklemmingsstedet 1-2 minutter etter at avklemmingen er over (0.5 poeng). På grunn av reaktiv hyperemi i det avklemte området øker blodføringen i karet. Dermed øker blodtrømshastigheten og kraftoverføringen mellom blodet og mekaniske reseptorer i karveggen. Dette fører til økning av intracellulært kalsium, stimulering av NOS og økt produksjon og overføring av NO til glatte muskelceller. Signalveien i glatte muskelceller er som beskrevet i [[oppgave 4|IAB - 2019s - Oppgave 1 - Del 4]]: NO stimulerer GC, øker cGMP og stimulerer PKG. PKG fosforylerer og hemmer MLCK, og reduserer dermed fosforyleringen av MLC. Dermed relakseres de glatte muskelcellene og karet utvides (0.5 poeng).
Måleoppsettet for måling av endotelfunksjon er gjennomgått i undervisningen, men er kanskje ikke så klart beskrevet i alle lærebøker. Det er likevel mulig å slutte seg til svaret når man kjenner til at kar med normal endotelfunksjon utvider seg ved økt blodføring, samt kombinerer dette med kunnskap om reaktiv hyperemi etter avklemming av sirkulasjon. Oppgaven regnes derfor som resonnerende.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Karet utvides 1-2 minutter etter at avklemmingen av karet er avsluttet (0.5 poeng). Dette skyldes økt blodføring, økt blodstrømshastighet og stimulering av mekanoreseptorer i karveggen. Dette øker intracellulær kalsium og stimulerer NO produksjon via NOS. Det biokjemiske signalveien er som beskrevet i [[oppgave 4|IAB - 2019s - Oppgave 1 - Del 4]]: NO stimulerer GC, øker cGMP og stimulerer PKG. PKG fosforylerer og hemmer MLCK, og reduserer dermed fosforyleringen av MLC. Dermed relakseres de glatte muskelcellene og karet utvides (0.5 poeng).
Hvis signalveien er korrekt beskrevet i [[oppgave 4|IAB - 2019s - Oppgave 1 - Del 4]], er det nok å vise til at det er den samme i oppgave 6. Dersom signalveien er korrekt beskrevet i oppgave 6, men ikke i [[oppgave 4|IAB - 2019s - Oppgave 1 - Del 4]], kan det gis inntil 1.0 poeng ekstra i oppgave 6.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Sildenafil (Viagra) er en potent og selektiv hemmer av en type fosfodiesterase som særlig finnes i penisvev og som har cGMP (syklisk guanylyl monofosfat) som substrat (cGMP-spesifikk fosfodiesterase type 5, PDE5).
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Beskriv kort effekten av sildenafil på glatt muskulatur i karveggen og angi hvilke molekyler som er involvert i den biokjemiske signalveien.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Sildenafil relakserer glatt muskulatur i karveggen i svamplegemene (corpus cavernosum) i penis (0.5 poeng). Hemming av PDE5 reduserer nedbrytningen av cGMP, og dermed øker konsentrasjonen av cGMP i de glatte muskelcellene. Dette øker aktiviteten av PKG, som fosforylerer og hemmer MLCK, og dermed reduseres fosforyleringen av MLC. Dette relakserer de glatte muskelcellene og karet utvides (0.5 poeng). Den biokjemiske signalveien for relaksasjon er den samme som i oppgave [[4|IAB - 2019s - Oppgave 1 - Del 4]] og [[6|IAB - 2019s - Oppgave 1 - Del 6]].
Effekt av sildenafil er ikke gjennomgått i undervisningen, men ut fra allmenn kjennskap til effekten av Viagra, opplysningene i oppgaveteksten og kunnskap til mekanismene for regulering av kartonus, er det mulig å slutte seg til svaret. Oppgaven regnes derfor som resonnerende.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Sildenafil relakserer glatt muskulatur i karveggen (0.5 poeng).
Hemming av PDE5 reduserer nedbrytningen av cGMP, øker cGMP og stimulerer PKG, som fosforylerer og hemmer MLCK. Dermed reduseres fosforyleringen av MLC og de glatte muskelcellene relakseres (0.5 poeng). Den biokjemiske signalveien er den samme som beskrevet i oppgave [[4|IAB - 2019s - Oppgave 1 - Del 4]] og [[6|IAB - 2019s - Oppgave 1 - Del 6]], og det er nok å henvise til en av disse, dersom signalveien er korrekt beskrevet der.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
En 25 år gammel person oppholder seg over flere uker i Mexico
City som ligger 2250 meter over havet.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvordan endres lungenes diffusjonskapasitet i denne høyden? Vi tenker oss da at dette er i den tidlige perioden av oppholdet før hemoglobinverdien har rukket å endre seg. Og hva er årsaken til det?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Diffusjonskapasiteten vil reduseres. Årsaken er at man i denne høyden vil ha lavere partialtrykk av oksygen i den atmosfæriske luften og dermed i alveolen. Gradienten mellom oksygenets partialtrykk i alveolen og partialtrykket av oksygen i blodet reduseres, noe som gir lavere diffusjonskapasitet.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 poeng for å vite at diffusjonskapasiteten reduseres, 2 poeng for å forklare årsak/mekanisme.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Fra forrige vignett:
<<<
En 25 år gammel person oppholder seg over flere uker i Mexico City som ligger 2250 meter over havet.
<<<
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvordan vil trykket i lungekretsløpet forandres i slik høyde? Og hva er mekanismen bak dette?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Trykket i lungekretsløpet vi øke. Årsaken er at lungearterietrykket reguleres av partialtrykket av oksygen i alveolen (P,,A,,O,,2,,). Lav P,,A,,O,,2,, gir vasokonstriksjon og økt trykk i lungekretsløpet.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 poeng for å vite at lungearterietrykket øker, 2 poeng for å redegjøre for mekanismen.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Ventilasjons-perfusjonsforholdet beskriver sammenhengen mellom ventilasjonen og blodgjennomstrømningen i lungene og bør være best mulig samstemt ("matchet")
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Forklar hva som vil skje med ventilasjonsperfusjonsforholdet og hvorfor. Får vi økt dødromsventilasjon eller økt shunting?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Siden vi får en vasokonstriksjon i lungekretsløpet, vil perfusjonen gå ned mens ventilasjonen heller vil øke (hyperventilasjon i høyden). Dette gjør at forholdet mellom ventilasjon og perfusjon øker. Dette kalles økt dødromsventilasjon.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 poeng for å vite hvordan ventilasjons-perfusjonsforholdet endres, 1 poeng for å forklare hvordan/hvorfor og 1 poeng for å kjenne til at dette er det samme som økt dødromsventilasjon.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Vi tenker oss at etter lang tid i denne høyden (f eks 7 uker) har hemoglobinverdien steget fra på forhånd 14 g/liter fra før til 16 g/liter. Pga den store høyden vil imidlertid oksygenmetningen (saturasjonen – SaO2) ha falt fra 98% i lavlandet før avreise til Mexico City til 90% i høyden.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Vil denne situasjonen gi bedret eller forverret oksygentransport i blodet? Svaret må begrunnes.
Du har følgende opplysninger til å hjelpe deg med å svare på dette spørsmålet:
Oksygen transporteres i blodet hovedsaklig bundet til hemoglobin. Hemoglobinets bindingskapasitet er slik at 1 g Hb binder max 1.34 ml O,,2,, per 100 ml blod ved SaO2 (oksygenmetning) 100%. Der er dessuten i normalt arterieblod fysiologisk løst oksygen 0.3 ml O,,2,, per 100 ml blod som vi imidlertid lar være konstant ifm denne oppgaven og som vi dermed kan se bort fra.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
* Lavland: (1.34 x 14) x 0.98 = 18.4
* Høyde: (1.34 x 16) x 0.90 = 19.3
Mao best oksygentransport i høyden etter at man har fått økning i Hb
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 poeng for riktig svar dersom det er begrunnet (0 poeng for rett svar uten begrunnelse).
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
En 66 år gammel mann innlegges på sykehus etter lengre tid med lette smerter sentralt i magen, lys fettrik avføring og ufrivillig vekttap.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
<<imgLink "IAB-2019s-3-A.PNG" 600>>
Bildet til venstre viser et normalt CT-bilde av abdomen sett i retning opp mot hodet (transversalt snitt). Den hvite streken på bildet til høyre illustrerer transveralsnittets nivå. Hvilket organ peker pilene på?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Pankreas/bukspyttkjertelen
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Må ha riktig organ for å få uttelling
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Andre aktuelle undersøkelser kan være gastroskopi og koloskopi.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Forklar kort hovedprinsippene for bruk av fiberoptiske endoskopiundersøkelser.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Metode for å undersøke innsiden av kroppshulrom eller lignende innenfra med en bøyelig og fleksibel fiberoptisk slange med kamera og lys for visualisering av slimhinner, og egen arbeidskanal med mulighet for å ta biopsier og gjøre ulike prosedyrer.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
For å få full score må studenten ha skjønt prinsippene og ha med de viktigste momentene;
* Undersøkelse av fysiologiske hulrom og kanaler – 0.25 poeng
* Fleksibel og bøyelig slange – 0.25 poeng
* Kamera/lys for visualisering – 0.25 poeng
* Mulighet til å ta biopsier – 0.25 poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Pasienten hadde en svulst i pankreas som blokkerte både hovedgangen i pankreas og ductus choledochus.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvorfor kan denne svulsten gi pasienten fettrik avføring?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Fettrik avføring tyder på manglende fordøyelse og absorpsjon av fettstoff slik at det heller går ut i avføringen. Siden svulsten blokkerer både hovedkanalen for pankreas (det vil si den eksokrin utskillelsen) og ductuc choledochus, vil tilførsel av både fordøyelsesenzym, bikarbonat og galle til tynntarmen reduseres/falle bort. Opptaket av spesielt fett vil da påvirkes fordi både fordøyelsesenzym (lipase/co-lipase) og gallesalter mangler.
I tillegg vil ikke fordøyelsesenzym virke like godt om det utskilles for lite bikarbonat til å heve pH. Svulst i pankreas vil også kunne gi generelt svikt i den eksokrine funksjonen til organet, og med det også lavere produksjon av fordøyelsesenzym.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Redusert absorpsjon av fettstoff gir fettrik avføring. På grunn av
* Manglende utskillelse av pankreasenzym + bikarbonat – 0.5 poeng
* Manglende utskillelse av gallesalter i galle – 0.5 poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Beskriv det viktigste innholdet i pankreassaft, og mekanismene for hvordan de ulike enkeltkomponentene bidrar i fordøyelsesprosessen
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Pankreassaft skilles ut fra acinarceller og ductale celler og inneholder i hovedsak flere pankreasenzym, vann, natrium og bikarbonat
Fordøyelse av protein: Trypsin, chymotrypsin, karboksypeptidaser, elastase. Spalter proteiner og polypeptider til peptider og aminosyrer i tynntarmslumen. Fordøyelse av karbohydrat: α-Amylase. Spalter α, 1-4 bindinger i stivelse og glykogen til maltose, maltooligosakkarid og α-limit dekstrin.
Fordøyelse av fettstoff: lipase, co-lipase, kolesteroester hydrolase, fosfolipase. Spalter (henholdsvis) triglyserider på overflatene av miceller der co-lipasen binder seg og er nødvendig for funksjon av lipasen, fosfolipider og kolesterolestere og andre mer komplekse fettstoff.
Bikarbonat (vann): nøytraliserer det sure innholdet som tømmes i tynntarmen fra magesekken slik at pH stiger til rundt 7.4 som pankreasenzymene trenger for å fungere.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
* For å få full score må studenten ha skjønt prinsippene og ha med de viktigste momentene;
* Må ha med at pankreassaft inneholder fordøyelsesenzymer og bikarbonat (og vann) – 0.5 poeng
* Må ha med at pankreas bidrar med fordøyelsesenzym for alle de tre viktigste næringsstoffene protein, karbohydrat og fett – 0.5 poeng
* Må beskrive i korte trekk hvordan de viktigste enzymene trypsin/chymptypsin (proteaser), α-Amylase og lipase/co-lipase virker – 0.5 poeng
* Bikarbonat (spesielt fra duktale celler) viktig for å heve pH for at pankreaeenzymene kan virke – 0.5 poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Pasienten hadde gulsott (ikterus), og det ble målt forhøyede nivåer av spesielt konjugert bilirubin
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva er den mest sannsynlige årsaken til gulsott hos denne pasienten? Beskriv den normale utskillelsen av bilrubin, fra utgangsproduktet til det er helt ute av kroppen.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Svulsten blokkerer ductus choledochus og dermed avløp for galle ut fra galleblære/lever, slik at det hoper seg opp med konjugert bilirubin produsert i hepatocyttene (posthepatisk årsak).
Heme (hovedsakelig fra røde blodceller) brytes ned i det retikuloendoteliale system (RES) til (globiner -> aminosyrer og jern) pigmentstoffene biliverdin og bilirubin. Ukonjugert bilirubin fraktes i plasma bundet til albumin (fordi det er fettløselig, ingen filtrering i nyrene), tas opp av hepatocyttene via ulike mekansimer, hvor det konjugeres til glukuronat (fase II reaksjon).
Konjugert bilirubin skilles ut i gallen og videre ut i tarmen hvor bakterienzymer i terminale ileum og kolon omdanner 80-90% videre via sterkobilinogen til sterkobilin som skilles ut i avføringen. De resterende 10-20% reabsorberes i terminale ileum og kolon tilbake til portalblodet og enten tas opp av lever og resirkuleres til galle eller går til nyre, oksideres til urobilinogen og skilles ut i urin
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
For å få full score må studenten ha skjønt prinsippene og ha med de viktigste momentene;
* Gulsott pga blokkering av galle (konjugert bilirubin) fra lever – 0.5 poeng
* Fra heme (via biliverdin) til ukjonjugert bilirubin i RES, fraktes videre i blodet bundet til albumin – 0.5 poeng
* Tas opp av lever, konjugeres og skilles ut i galle – 0.5 poeng
* Det meste av konjugert bilirubin omdannes av bakterier i tarm til sterkobilin som går ut i avføringen – 0.5 poeng
* Noe går inn i enterohepatisk resirkulasjon, hvorav en liten del går til nyre og skilles ut i urin som urobilin – 0.5 poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Beskriv hvor og hvordan hormonene sekretin og cholesystokinin (CCK) blir skilt ut og hvilke virkninger de har.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Begge hormoner produseres i enteroendokrine celler i tarmslimhinnen i duodenum og jejunum og skilles ut i blodet (portasirkulasjonen); CCK fra I-celler og sekretin fra S-celler.
CCK skilles ut når cellene registrerer økt mengde fett og proteiner i tarmlumen, og hormonet stimulerer til kontraksjon av galleblæren og sekresjon av pankreasenzym, slik at galle og pancreasenzym tømmes ut i tarmlumen.
Sekretin skilles ut når cellene registrerer lav pH i tarmlumen, og hormonet stimulerer sekresjon av bikarbonat og vann fra pankreasgangepitelet.
Begge hormonene har dermed effekter som tilrettelegger og øker spalting (fordøyelse) av både karbohydrater, fettstoff og protein ved at det skilles ut gallesalter, enzymer for nedbrytning av alle tre næringsstoff og bikarbonat som nøytraliserer magesyren og gir riktig pH for at alle disse enzymene kan virke.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
For å få full score må studenten ha skjønt prinsippene og ha med de viktigste momentene;
* Enteroendokrine celler (I og S-celler) i tarmslimhinnen i øvre del av tynntarm – 0.5 poeng
* Registrerer endringer i tarmlumen og skiller ut hormoner til blodet - 0.5 poeng
* CCK stimuleres av fett og protein - 0.5 poeng
* Sekretin stimuleres av lav pH - 0.5 poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Blodprøver viste at pasienten hadde mangel på vitaminene A, D, E og K
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvorfor er opptaket av akkurat disse vitaminene mest påvirket hos denne pasienten?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Alle disse vitaminene er fettløselige og deres normale opptak er dermed via akkurat samme mekanisme som opptak av andre fettstoff. Ved svikt i eksokrin pankreasfunksjon og blokkering av galletilførsel til tarmen som hos denne pasienten, vil opptak av fettstoff og fettløselige vitaminer påvirkes. De andre vitaminer har egne opptaksmekanismer/passiv diffusjon som ikke direkte er avhengig av galle eller pankreasenzym. Lite unntak er vitamin B12 der det trengs proteaser (trypsin) fra pankreas for å frigjøre B12 fra R-faktor slik at intrinsisk faktor kan binde
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Fettløselige vitaminer, følger fettstoff-absorpsjon – 0.5 poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
En 62 år gammel stort sett frisk og sporty kvinne oppsøker fastlegen fordi hun synes at når hun ser seg selv i speilet oppdager hun stadig nye rynker i ansiktet. I tillegg synes hun at hun har merket noe stivhet og smerter i et kneledd. Kort sagt synes hun at hun begynner å bli gammel, og hun husker med gru sin mor som alltid klaget over "gikta" på sine eldre dager.
Av en venninne har hun hørt om et kosttilskudd som heter "Collagen Plus" som skal hjelpe både mot rynker i huden og leddsmerter. Preparatet er dyrt. Hun lurer derfor på hva fastlegen mener om dette produktet.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
I konsultasjonen tar fastlegen pasienten på alvor og googler "Collagen Plus" for å prøve å finne ut hva produktet inneholder. "Collagen Plus" inneholder ikke-denaturert kollagen type II fra kylling, lakseolje (uten noen nærmere presisering hva dette er), og noe C- og D-vitamin. Dette er pakket i en gelatinkapsel (som egentlig er denaturert kollagen fra storfe). Fastlegen forteller pasienten at dette virker som bortkastede penger og at hun ikke får økt kollageninnhold i ledd og hud av å spise dette. Hvorfor mener fastlegen dette?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Kollagen er en klasse proteiner som har mange viktige funksjoner i organismen, inkludert i ledd og hud. Når en inntar et protein gjennom kosten vil dette bli brutt ned til aminosyrer i fordøyelsen (hovedsakelig i magen). Disse aminosyrene kan så tas opp i kroppen, transporteres til celler der disse kan inngå i nysyntese av proteiner. Det nytter derfor ikke å spise kollagen framfor andre proteiner for å øke kollageninnhold i ledd og hud.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1p for å vite at kollagen er et protein. 1 poeng for å nevne at å spise kollagen framfor andre proteiner ikke hjelper på syntese av kollagen. Totalt mulig 2 poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Pasienten godtar ikke uten videre legens forklaring og ber om utfyllende forklaring til legens standpunkt. Legen husker da en figur hun så i første klasse på legestudiet (se under), og prøver med utgangspunkt i denne figuren å overbevise henne om sitt standpunkt. Pasienten er fortsatt skeptisk og peker på at figuren viser at kollagen inneholder helt spesielle aminosyrer, og hun lurer på om det ikke hjelper å spise disse aminosyrene.
<<imgLink "IAB-2019s-4-A.PNG" 500>>
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvorfor bør legen fortsatt holde fast på sitt råd?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Hydroksylysin (og hydroxyprolin) dannes gjennom posttranslasjonell modifikasjon av kollagen. 0.5 poeng for å nevne at i proteinsyntesen brukes ikke-modifiserte aminosyrer (som en like gjerne kan få fra et egg, en biff, en torskefilet eller annen proteinrik mat), og 0.5 poeng for å nevne at kollagenstrukturen skyldes post-translasjonelle modifikasjoner av aminosyrene.
Totalt 1p.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Hvert delspørsmål gir 0.5 poeng, dvs totalt 1 poeng mulig
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Pasienten er middels fornøyd med forklaringene, men bestemmer seg for å følge legens råd. Noen måneder seinere er hun uheldig og faller når hun vasker kjøkkengolvet. Hun får et brudd i håndleddet, men håndleddet gror fint etter bruddet og hun oppnår full funksjonalitet av leddet etter en stund. Etter at håndleddet er grodd, oppsøker hun fastlegen igjen. Denne gangen lurer hun på om hun kan ha blitt beinskjør i sin etter hvert modne alder. Hun har hørt at D-vitamin skal være viktig for å motvirke beinskjørhet, og hun husker også at dette vitaminet var en bestanddel av "Collagen Plus". Fastlegen tar en blodprøve og finner at pasienten har litt lave nivå av 25-hydroxy Vitamin D
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
# Hva er et vitamin?
# Hva er den biokjemisk viktigste forskjellen på Vit C og D?
# Hva er et mineral?
# Hva er de viktigste mineralene i beinvev?
# Hvorfor er Vit D viktig i beinhomeostase?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
# Vitamin er livsnødvendige (små) forbindelser som er viktige i stoffskiftereaksjoner.
# fett- og vann-løseligheten (D fettløselig, C vannløselig)
# Mineral er et naturlig forekommende uorganisk stoff (dannet i geologiske prosesser)
# Kalsium og fosfat (Kalsiumfosfat, hydroksyapatitt)
# Viktig for opptak av kalsium og fosfat i tarmen
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Ett poeng pr. riktig svar, til sammen 5 poeng.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
B-vitaminer er en annen gruppe vitaminer som er viktige i dannelse av ATP både gjennom karbohydrat- og lipidmetabolisme.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Nevn minst to stoffer som inngår i disse metabolske prosessene der et B-vitamin er en nødvendig byggestein.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Noen mulige svar:
* NAD^^+^^/NADH (Nikotin adenin dinukleotid), niacin, nikotinsyre (Vit B3)
* NADP^^+^^/NADPH, niacin (Vit B3)
* FAD/FADH,,2,, (Flavin adenin dinukleotid), riboflavin (Vit B2)
* CoA (Koenzym A), pantotensyre (B5)
* TTP (Tiamin pyrofosfat), (Vit B2)
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
2 poeng hvis minst to stoffer nevnes.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Aksjonspotensialer ledes langs aksonet til et alfa-motornevron.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke ionekanaler er viktige for henholdsvis depolarisering og repolarisering under et aksjonspotensial?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
* Spenningsstyrte Na-kanaler er viktig for depolariseringen
* Spenningsstyrte K-kanaler er viktig for repolariseringen
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
* 0.5 p. Spenningsstyrte Na-kanaler er viktig for depolariseringen
* 0.5 p. (Spenningsstyre) K-kanaler er viktig for repolariseringen
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Den eksitatoriske påvirkningen på dette alfa-motornevronet i ryggmargen øker kraftig.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva skjer da med aksjonspotensialene som ledes i alfamotornevronets aksoner?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Frekvensen av aksjonspotensialer øker (det enkelte aksjonspotensial er "alt eller intet" respons og kan i seg selv ikke bli sterkere eller svakere). Resultatet er økt kontraksjon av muskelfibrene som innerveres av aksonet.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1p Frekvensen av aksjonspotensialer øker
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Når aksjonspotensialet kommer fram til den nevromuskulære overgangen åpnes Ca^^2+^^-kanaler og Ca^^2+^^-ioner strømmer inn i cellen.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva gjør at det er netto ionestrøm av Ca^^2+^^ inn i cellen når disse ionekanalene åpner seg?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Både konsentrasjonsgradienten (høyere konsentrasjonen av Ca^^2+^^ på utsiden sammenlignet med innsiden av cellen) og det negative membranpotensialet vil gi strøm av positivt ladde Ca^^2+^^ inn i cellen.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
* 1p Konsentrasjonsgradient (høyere konsentrasjon av Ca^^2+^^ på utsiden sammenlignet med innsiden av cellen)
* 1p Negativt membranpotensial
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Ved Lambert-Eaton myastent syndrom angripes de presynaptiske Ca^^2+^^-kanalene.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvorfor vil tap av slike ionekanaler forstyrre nevromuskulær transmisjon?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Åpning av Ca^^2+^^-kanaler gir økt konsentrasjon av Ca^^2+^^-ioner presynaptisk, noe som gir frigjøring av acetylkolin (nevrotransmitter). Tap av slike ionekanaler vil medføre redusert frigjøring av acetylkolin, noe som gir mindre binding av acetylkolin til acetylkolinreseptorer på muskelendeplaten.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1.p Tap av ionekanaler gir mindre frigjøring av acetylkolin
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Myastenia Gravis er en autoimmun sykdom som angriper acetylkolinreseptorer i den nevromuskulære overgangen
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvor sitter disse reseptorene og hva skjer når acetylkolin binder seg til dem?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Reseptorene sitter postsynaptisk i cellemembranen til muskelfiberen
Nikotinreseptorene er ionotrope, dvs at de er ligandstyrte ionekanaler der binding av nevrotransmitter vil gi åpning av ionekanalene og strøm av positive ioner (kationer) inn i cellen. Det vil da dannes et endeplatepotensial (eksitatorisk postsynaptisk potensial).
I en normalt fungerende nevromuskulær overgang vil endeplatepotensialet være stort nok til at dette også dannes aksjonspotensialer i muskelfiberen.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
* 1p Postsynaptisk i den nervromuskulære overgangen (på muskelfiberen)
* 1p reseptoren er en ionekanal og denne åpnes ved binding av nevrotransmitter
* 1p Dannelse av endeplatepotensial (eller postsynaptisk potensial, aksjonspotensial og eksitatorisk postsynaptisk potensial ikke er det samme)
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvorfor vil tap av fungerende acetylkolinreseptorer gi forstyrrelse av nevromuskulære transmisjon?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Det vil være mindre acetylkolinreseptorer som acetylkolin kan binde seg til. Det åpnes da færre ionekanaler, de postsynaptiske potensialene blir lavere, og det dannes derfor færre aksjonspotensialer i muskelfiberen.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
* 1 p De postsynaptiske potensialene blir lavere
* 1 p Det dannes færre muskelaksjonspotensialer
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Et par, begge 40 år, har akkurat fått barn. Du kjenner straks igjen ansiktstrekkene og ser at det minner om Downs syndrom.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva skyldes Downs syndrom?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Trisomi 21 – dvs et ekstra kromosom 21 – eller en kromosmfeil som involverer translokasjon av kromomosom 21 til et annet akrosentrisk kromosom.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
* 1 poeng: Helt rett svar, dvs kromosom 21 "overskudd"
* Bare "trisomi" gir 0.5 poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Du ønsker å bestille en genetisk analyse for å bekrefte din kliniske mistanke.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilken analyse bestiller du?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Standard kromosomundersøkelse (lysmikroskopisk undersøkelse), PCR-basert trisomitest eller kopitallsundersøkelse
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 poeng for ett av de svarene. Alle tre er riktige (totalt oppnåelig 1 poeng).
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Kromosomfeilen som forårsaker Downs syndrom kan være resultat av to ulike genetiske mekanismer, hvorav den ene er sporadisk og den andre kan nedarves.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva er det genetiske grunnlaget for hver av de to ulike mekanismene?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Downs syndrom kan skyldes:
# Aneuploiditet som oppstår ved deling av kjønnsceller (dvs nondisjunction i meiosen enten hos mor eller far), forårsaker ca 95% av tilfellene
# En (Robertsonsk) translokasjon som er oppstått mellom kromosom 21 og et annet akrosentrisk kromosom (i meiosen enten hos mor eller far – eller i tidligere generasjon), forårsaker ca 5% av tilfellene
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
* 1 poeng for translokasjon som involverer kromosom 21
* 0.5 poeng for begrepet akrosentrisk
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Mor forteller at hun har et søskenbarn med Marfan syndrom. Dette er en genetisk bindevevssykdom som skyldes punktmutasjon i fibrillin-1-genet.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilken analyse ville du bestille for å undersøke punktmutasjoner?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Sangersekvensering eller gensekvensering eller panelsekvensering.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 poeng for en av dem. Alle tre er riktige.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Missense mutasjon er en vanlig årsak til Marfan syndrom.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva er en missense mutasjon?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Mutasjon som medfører utbytting av en aminosyre i det ferdige proteinproduktet.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Riktig svar – 1poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Figuren viser et familiekart hvor de affiserte familiemedlemmene har Marfan syndrom.
<<imgLink "IAB-2020-2-A.PNG">>
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilken arvegang er sannsynlig for Marfan syndrom? Begrunn svaret ditt
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Autosomal dominant arvegang er riktig (1 poeng)
Studentene kan resonnere seg frem til at det er autosomal arvegang, ut fra at:
* begge kjønn kan få sykdommen (0,5 poeng)
* sykdommen forekommer i alle generasjoner, med ca 50% affiserte i hver generasjon (0,5 poeng)
For å få full score og 2 poeng bør disse tre forhold være med
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Se «Svar» over
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Kvinner har to X-kromosomer, mens menn bare har ett, men dette betyr ikke at kvinner uttrykker dobbel dose av alle proteiner kodet for av gener på X-kromosomet.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva er det mekanistiske grunnlaget for dette?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Det mekanistiske grunnlaget er en epigenetisk mekanisme, sk. X-kromosominaktivering som innebærer at i celler med minst to X-kromosomer så vil de fleste gener på ett av X-kromosomene undergå X-kromosominaktivering, dvs ikke være uttrykt. Mekanismen involverer uttrykk av et RNA molekyl (XIST) som tvinner seg rundt X-kromosomet, danner heterokromatin og dermed forhindrer genuttrykk fra det X-kromosomet
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
* 1 poeng for X-kromosominaktivering på ett av normalt to Xkromosomer hos kvinner
* 0.5 poeng for heterokromatin, evt XIST RNA, evt epigenetikk
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Takotsubo syndrom er en tilstand der symptomer og klinisk presentasjon minner om akutt hjerteinfarkt. Kontraktiliteten er forandret i deler av myokard, og hjertet har en karakteristisk, krukkelignende form. Høy sympatikustonus og endogene katekolaminer antas å være viktige mekanismer. Tilstanden kan utløses av psykiske belastninger. Den skiller seg fra infarkt ved at koronarkarene er åpne, og ved at kontraktiliteten vanligvis normaliseres innen et halvt år.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
"Myocardial stunning" ("hjertestølhet") eller "hibernernating myocardium" ("hjertedvale") er betegnelser er som brukes ved reversibel reduksjon av kontraktiliteten i myokard i forbindelse med iskemi. Definer begrepene stunning og hibernering, og forklar kort forskjellen.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Stunning er en reversibel reduksjon av myokards kontraktilitet etter iskemi og reperfusjon, som vanligvis vedvarer i flere dager etter at vevsperfusjonen er gjenopprettet, og som ikke skyldes varig celleskade. Hibernering er en reversibel reduksjon av myokards kontraktilitet som skyldes pågående kronisk iskemi. Forskjellen er følgende. Stunning kommer etter en kortvarig, (nær) total okklusjon samt gjenoppretting av (nær) normal perfusjon - og går over spontant etter en viss tid. Hibernering vedvarer mens vevsperfusjonen er nedsatt og går tilbake når den er normalisert. Mekanismene for for varig nedsatt kontraktilitet ved stunning og hibernering er ikke sikkert avklart, men lavere nivå av høyenergifosfater, forstyrrelser i kalsiumtransport i sarkoplasmatisk retikulum, redusert kalsiumsensitivtet i myofibrillene og skifte fra aerob til anaerobt stoffskifte er sannsynlige årsaker.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
* Stunning: Nedsatt kontraktilitet ''etter iskemi og reperfusjon'' uten vesentlig celleskade, tross reetablert perfusjon, funksjonen normaliseres spontant (0.5 poeng).
* Hibernering: Nedsatt kontraktilitet ''under'' pågående iskemi uten vesentlig celleskade, funksjonen normaliseres etter reperfusjon (0.5 poeng).
</$details>
<div class="oppgave">
<div class="vignett">
!!Tidligere vignett
Takotsubo syndrom er en tilstand der symptomer og klinisk presentasjon minner om akutt hjerteinfarkt. Kontraktiliteten er forandret i deler av myokard, og hjertet har en karakteristisk, krukkelignende form. Høy sympatikustonus og endogene katekolaminer antas å være viktige mekanismer. Tilstanden kan utløses av psykiske belastninger. Den skiller seg fra infarkt ved at koronarkarene er åpne, og ved at kontraktiliteten vanligvis normaliseres innen et halvt år.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
En sannsynlig mekanisme ved Takotsubo er konstriksjon av mikrovaskulære kar i myokard. Beskriv kort hvordan hyperaktivitet i det autonome nervesystem kan gi karkonstriksjon i myokard. Forklar signalveien fra frigjøring av transmitter fra nerveterminaler til kontraksjon av glatte muskelceller i karveggen. Hvilke(n) transmitter(e) og hvilke(n) reseptor(er) i cellemembranen er involvert? Hva er de(n) intracellulære signalveien(e) fra reseptorstimulering til kontraksjon av myofilamentene?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Høy sympatikustonus kan gi stor frigjøring og svært høye konsentrasjoner av katekolaminer lokalt i myokard, hovedsakelig noradrenalin, men også noe adrenalin. Begge transmitterne binder seg til alfa-1-reseptorene i cellemembranen og kontraherer de glatte muskelcellene i karveggen (1 poeng). Ved binding til alfa-1 reseptoren, aktiveres fosfolipase C (PLC) via det GTP-bindende proteinet Gaq, og derved katalyseres PLC spalting av fosfatidylinositol til inositol-tris fosfat (IP3) og diacyl-glycerol (1 poeng). IP3 aktiverer kalsiumfrigjøringskanalen i sarkoplasmatisk retikulum (SR) og øker derved intracellulær kalsiumkonsentrasjon. Kalsium binder seg til kalmodulin (CaM) og danner et kompleks som aktiverer enzymet myosin-lettkjede-kinase (MLCK) (0.5 poeng). MLCK fosforylerer lette myosinkjeder (MLC), og øker derved kryssbrokoblingen og kraftutviklingen i de glatte muskelfibrene (0.5 poeng). Selv om beta-reseptorene også aktiveres (relakserende/dilaterende effekt), dominerer alfa-1 effekten ved høye katekolaminkonsentrasjoner. Det finnes eksempler på at høye konsentrasjoner av karkonstringerende medikamenter kan utløse Takotsubo.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Høye konsentrasjoner av noradrenalin og adrenalin kontraherer muskelcellene (''1 poeng''). Aktiverer PLC via G-protein og øker IP3 (''1 poeng''). IP3 aktiverer kalsiumfrigjøring fra SR, kalsium binder til CaM og aktiverer MLCK (''0.5 poeng''). MLCK fosforylerer MLC og øker kontraktiliteten (''0.5 poeng''). Tilleggsopplysningene om at alfa-1-stimulering og kontraherende/ konstringerende effekt dominerer over beta-2-stimulerende / relakserende effekt på karet ved svært høye konsentrasjoner av katekolaminer kan kompensere med inntil ''0.5 poeng'' dersom svaret S2 ellers er mangelfullt, men S2 gir ikke mer enn 3 poeng til sammen.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Forklar kort forskjellen på iskemi og hypoksemi.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Med iskemi menes full stans eller alvorlig nedsatt perfusjon til et organ eller deler av et organ. Med hypoksemi menes (alvorlig) nedsatt oksygeninnhold i blod. I begge tilfelle er oksygentilførselen helt eller delvis opphørt. Ved iskemi er sirkulasjonen helt eller delvis opphørt, mens ved hypoksemi er sirkulasjonen bevart, og perfusjonen kan være kompensatorisk økt
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Iskemi er nedsatt eller opphør perfusjon (0.5 poeng). Hypoksemi er nedsatt oksygeninnhold i blod (0.5 poeng)
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Beskriv kort de viktigste metabolske forandringene i myokard ved akutt iskemi. Forklar hvordan iskemi påvirker myofilamentenes sensitivitet for kalsium
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Ved akutt iskemi stanser sirkulasjonen, og på grunn av det høye stoffskiftet i myokard er oksygenet i vevet oppbrukt på meget kort tid (sekunder - minutter). Dette fører til at metabolismen endres fra aerobt til anaerobt stoffskifte med laktatproduksjon og acidose (''0.5 poeng''). Energilageret i form av ATP og kreatinfosfat brukes opp, ved nedbrytningen akkumuleres fosfat og adenosin, og etter hvert stanser energikrevende prosesser som muskelkontraksjon, ionetransport over cellemembran (Na,K-ATPase) og kalsiumtranport (Ca-ATPaser) (''0.5 poeng''). Etter hvert overbelastes hjertemuskelcellene med kalsium, og det oppstår irreversibel skade (''0.5 poeng''). Intracellulær acidose og hyperfosfatemi reduserer kalsium-sensitiviteten i myofilamentene og gir redusert kontraktilitet lenge før ATP og kreatinfosfat er oppbrukt (''0.5 poeng'').
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Omlegging til anaerobt stoffskifte med laktatproduksjon og acidose (''0.5 poeng''). Nedbrytning og fall i kreatinfosfat og ATP (''0.5 poeng''). Overbelastning av hjertemuskelcellene med kalsium, og irreversibel celleskade (''0.5 poeng''). Intracellulær acidose og hyperfosfatemi gir redusert kalsium-sensitivitet i myofilamentene og redusert kontraktilitet (''0.5 poeng'')
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva skjer med ionebalansen i myocardcellene ved akutt iskemi? Hvordan endres intracellulære og ekstracellulære konsentrasjoner av Na^^+^^, K^^+^^, Ca^^2+^^ og H^^+^^-ioner?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Iskemi øker den ekstracellulære konsentrasjonen av K^^+^^ (redusert Na,K-ATPase) og H^^+^^/acidose (laktat) (0.5 poeng); og øker den intracellulære konsentrasjonen av Na^^+^^ (redusert Na,K-ATPase), Ca^^2+^^ (reduserte Ca-ATPaser og Na,Ca-bytte) og H^^+^^/acidose (laktacidose) (0.5 poeng).
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Ekstracellulært økt K^^+^^ og H^^+^^/acidose (,,0.5 poeng,,), intracellulært økt Na^^+^^, Ca^^2+^^ og H^^+^^/acidose (,,0.5 poeng,,).
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvordan endres kontraktiliteten i myokardcellene ved akutt iskemi? Redegjør kort for mekanismen(e).
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Intracellulær acidose (og hyperfosfatemi) reduserer kalsiumsensitiviteten i myofilamentene og gir redusert kontraktilitet lenge før ATP og kreatinfosfat er oppbrukt. Det antas at H^^+^^ konkurrerer med Ca^^2+^^ ved bindingssetene på myofilamentene (''0.5 poeng''). Energilageret i form av ATP og kreatinfosfat brukes opp, og etter hvert stanser energikrevende prosesser som muskelkontraksjon, og kalsiumtranport (Ca-ATPaser) (''0.5 poeng'').
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Redusert kalsiumsensitivitet i myofilamentene (''0.5 poeng'') og redusert konsentrasjon av høyenergifosfatbindinger som ATP og kreatinfosfat (''0.5 poeng''). Merk at de utfyllende svarene på S4 og S6 overlapper fordi effekter og mekanismer er nevnt begge steder, mens det som gis poeng for er forskjellig. Hvis både effekt og mekanisme er beskrevet i ett av svarene, er det tilstrekkelig å henvise til det.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Ved reperfusjon av myokard etter relativt kortvarig iskemi sees ofte hjerterytmeforstyrrelser som skyldes økning av intracellulær Ca^^2+^^. Forklar kort mekanismen(e) for denne økningen.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Ved iskemi øker intracellulær Ca^^2+^^ i hjertemuskelcellene fordi funksjonen til de energikrevende kalsium-ATPasene er nedsatt (0.5 poeng). Ved reperfusjon vaskes H^^+^^ ut ekstracellulært, og det oppstår en gradient som driver H^^+^^ ut og Na^^+^^ inn ved hjelp av Na,H-bytteren. Økt intracellulær Na^^+^^ vil i sin tur øke intracellulær Ca^^2+^^ via Na,Cabytteren (0,5 poeng). Økt intracellulær Ca^^2+^^ øker forekomsten av forsinkede etter-depolariseringer (delayed after-depolarizations), som kan utløse ventrikulær takykardi. Under iskemi er hjertemuskelcellene depolarisert på grunn av ekstracellulær hyperkalemi, og dermed oppstår hverken aksjonspotensialer eller etter-depolariseringer.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Høy intracellulær Ca^^2+^^ under repolarisering skyldes både stigning på grunn av redusert funksjon av Kalsium-ATPasene under den forutgående iskemien, og stigning på grunn av utvasking av H^^+^^, økt intracellulær natrium via Na,H-bytte (''0.5 poeng'') og økt Na,Ca-bytte (''0.5 poeng'').
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
En av dine pasienter er en 46 år gammel mann som er levertransplantert på grunn av sykdommen primær skleroserende cholangitt (PSC). Dette er en kronisk betennelse i de små gallegangene i leveren slik at det oppstår arr/fibrose og etter hvert varig skade og svikt i normal leverfunksjon.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Nevn 4 hovedfunksjoner som leveren har
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Mulige funksjoner:
* Håndtering og kontroll med næringsstoffer, sørge for å opprettholde adekvat næringstilgang for cellene i resten av kroppen (''Fettstoffer; B-oksidasjon, lipogenese'', kolesterolmetabolisme, produksjon av ketonlegemer, lipoproteiner og apolipoproteiner. ''Karbohydrater''; glukoneogenese, glukogenese og glukogenolyse. ''Aminosyrer''; ureasyklus, danning av ikke-essensielle aminosyrer og omdanning mellom ulike typer aminosyrer)
* Produksjon av mange ulike plasmaproteiner (albumin, transferrin, ferritin, koagulasjonsfaktorer, komplementfaktorer, CRP osv, osv)
* Produksjon og utskillelse av gallesalter (fordøyelse og absorpsjon av fettstoffer)
* Utskillelse av ulike stoffer som ikke går via nyrer (eks bilirubin, kolesterol, xenobiotika)
* Detoksifisering/nedbrytning av medikamenter og xenobiotika (fase I og fase II reaksjoner)
* Metabolisme (kjønnshormoner, ulike peptidhormoner) og aktivering av ulike hormoner (vitamin-D, tyroksin)
* Drenering av veneblod fra en stor mengde GI-organer og «rensing» av blod (del av RES systemet, immunforsvar)
* Lagring (eks fettløselige vitaminer, vitamin B12, jern, kobber)
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0.5 poeng for hver riktig funksjon av de som er nevnt over (totalt maks 2 poeng). Trenger ikke ha samme «inndeling» av funksjoner som over, så lenge det følger et visst system. Ikke full skåre dersom kun ramser opp elementer innenfor samme kategori.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilken overordnet funksjon har portvenen (v.portae)?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Portvenen (portåren) drenerer veneblod fra magetarm-organer som magesekk, tynntarm, tykktarm, pankreas og milt. Dette blodet er oksygenfattig, men inneholder masse absorberte stoffer fra tarmen. På den måten går både næringsstoffer og uønskede absorberte stoffer (giftstoffer, mikrobeprodukter osv, osv) direkte til leveren for håndtering der før det går ut i hovedkretsløpet.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
* 0,5p - Drenere veneblod fra mange organ i gastrointestinaltraktus (spesielt tarm)
* 0,5p – absorberte næringsstoffer og «avfall»/uønsket materialefraktes rett til lever for håndtering før ut i hovedkretsløp
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Skisser kort hvordan blodet strømmer i en leverlobulus og forklar hvordan egenskapene til kapillærnettverket der understøtter leverens funksjoner.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Leverlobulusen har heksagonal form med en sentralvene i midten og grener av portvenen og arteria hepatica (leverarterien) i de seks hjørnene. Forgreiningene fra de to karene går sammen og fusjoneres til kapillærnettverket av sinusoider som ligger mellom bjelkene av leverceller i lobulusen. I midten av lobulusen er sentralvenen. Blodet strømmer inn via portvenene og leverarteriene, i sinusoidene blandes oksygenfattig blod fra venen med oksygenrikt blod fra arterien, og dreneres til sentralvenen og videre til vena hepatica (levervene) og ut av leveren.
Kapillærene i leveren kalles sinusoider og har større diameter enn vanlige kapillærer, har manglende eller ufullstendig basalmembran og er fenestrert med store porer (ikke-kontinuerlig endotel). Endotelcellene er spesialiserte med mange ulike scavenger-reseptorer og høy evne til endocytose. Innimellom endotelcellene sitter også stasjonære makrofager kalt Kupfferceller. Disse egenskapene bidrar til transport av molekyler mellom blod og leverceller, eksempelvis kan store molekyler lett passere fra blodet til leveren, det er effektiv klarering/«rensing» av blodbårent «avfall», og leveren gir et viktig bidrag til det medfødte immunforsvaret.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
* 0,5p – om vet at blodet strømmer fra grener av vena portae og leverarterien i hver av de seks hjørnene av lobulusen, som så blandes i kapillærnettverket (sinusoidene) og tømmes i sentralvenen i midten (og så ut av leveren)
* 1p – om vet at sinusoidene har a) større diameter, b) ufullstendig basalmembran, c) fenestrering,d) består av spesialiserte endotelceller (med bl.a. aktiv endocytose av substanser) og e) at stasjonære makrofager = Kupfferceller er i endotelveggen. 0,2p for hvert riktige punkt
* 1p – om vet at disse egenskapene gir effektiv transport og opptak av store molekyler fra blodet og til leveren, som del av en «rensing»/»filtrering» av blodet og del av immunforsvaret
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Forklar prinsippet for enterohepatisk sirkulasjon
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Enterohepatisk sirkulasjon (kretsløp/resirkulasjon/reabsorpsjon) er det systemet der visse stoffer (eks bilirubin, gallesalter, kobalaminer, diverse legemidler) blir skilt ut fra leveren via gallen til tarmen, for deretter å bli tatt opp igjen lengre ned i tarmen og ført via portveneblodet tilbake til leveren, som på nytt skiller stoffene ut i tarmen via gallen.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
* 0,75p - om vet at det innebærer utskillelse av stoffer i galle og videre ut i tarmen
* 0,75p - om også vet at innebærer reopptak fra tarmen tilbake til leveren.
Full skåre om beskriver riktig prinsipp med sirkelen lever-galletarm-tilbake til lever (-galle-tarm igjen)
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Pasienten din har også den kroniske inflammatoriske tarmsykdommen Crohn’s sykdom, med aktiv betennelse spesielt i tynntarmen, og har tidligere fjernet mye av ileum.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Forklar på hvilken måte tynntarmslimhinnen er involvert i fordøyelse (nedbrytningen) av karbohydrater og protein, og mekanismene for denne delen av nedbrytningen.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Tynntarmsslimhinnen har svært stor overflate tilrettelagt for fordøyelse og absorpsjon, med sirkulære folder, villi (tarmtotter) og mikrovilli («børstesøm»/«brush border») på tarmepitelcellene. I denne børstesømmen ligger flere ulike enzymsystem som er viktig for fordøyelse av disse to næringsstoffene:
''Karbohydrat'': Enzymsystem som spalter videre oligo- og disakkarider som sukrose, maltose/maltooligosakkarid og alfalimit dekstriner, som er forgreningsresten etter at alfa-amylase
(fra spyttkjertler og pankreas) har brutt ned stivelse og glykogen. Karbohydrater må brytes ned til sine minste enheter monosakkarider (glukose, fruktose, galaktose) for å kunne bli absorbert av transportsystemer i tarmepitelcellen.
''Protein'': Enzymsystem som spalter videre (etter pepsin i magesekken) peptider, oligo- og dipeptider og dipeptider til enda mindre enheter (oligo- og dipeptider, noen aminosyrer) som kan absorberes inn i tarmepitelet. Der finnes det et system av cytoplasma-peptidaser som spalter de siste delene helt ned til sine ulike aminosyrer som så transporteres ut i blodet. Et enzym i denne børstesømmen er enterokinase/enteropeptidase er ansvarlig for aktivering av trypsinogen til trypsin som igjen er viktig for aktiveringen av alle proenzym i sekretet fra eksokrine pankreas.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
* 0,5p – om vet at den store overflaten tiln tynntarmslimhinnen, med villi og mikrovilli (=børsesøm/brush border) på enterocyttene, er viktig
* 0,5p – om vet at det i denne børstesømmen finnes ulike enzymsystem som katalyserer spaltingen av disse to næringsstoffene
* 0,5p – om forklarer riktig hvordan disse enzymsystemene utgjør siste del av nedbrytningen og spalter de produktene som dannes etter at nedbrytningen er kommet igang. Bør vite at disse produktene er oligo- og disakkarider for karbohydrater og peptider, oligo- og dipeptider for proteiner.
* 0,5p - Bør vite at karbohydrater må brytes ned til sine minste enheter (monosakkarider) for å absorberes inn i cellene, mens det for proteiner er et siste nedbrytningstrinn i cytosol av enterocyttene som resulterer i de minste enhetene (aminosyrer)
* 0,5p – om nevner at et av enzymene i børstesømmen (enterokinase) er viktig for aktivering av trypsinogen som så videre aktiverer de andre pankreas-proteasene, som er helt nødvendig for nedbrytning av proteiner.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Pasienten var plaget med vandig diare.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilken malabsorpsjon er mest sannsynlig årsak til diareen?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Gallesyreindusert diare. Betennelse i, eller kirurgisk fjerning av, distale del av tynntarm kan nedsette enterohepatisk resirkulasjon av gallesyrer, som da kommer over i tykktarm og gir økt væskeog elektrolyttsekresjon fra tykktarmsepitelcellene.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Må klare å resonere at det har noe med manglende reabsorpsjon av gallesalter å gjøre (pga betennelse/fjerning av tynntarm).
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Plexus Brachialis
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke spinale nerver er det vanligvis som danner plexus brachialis?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Hovedsakelig (C4) C5 til Th 1
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
* Nevner cervical og thoracal 1 poeng
* Korrekt spinalhøyde 1 poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Scalenus-porten
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Mellom hvilke to muskler kommer plexus brachialis ut av nakken?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
m. scalenus anterior og m. scalenus medius
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Å nevne scalenus er 1 poeng og riktig muskel benevning 0.5 poeng for hver muskel
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Beskrive flettverket av plexus brachialis
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Beskriv flettverket frem til overekstremitets nervene
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Det starter med 3 trunci som er truncus superior, truncus medialis og truncus inferior.
Disse flettes sammen til 3 fasikler som nevnes som fasciculus lateralis, fasciculus posterior og fasciculus medialis
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Riktig antall trunci og antall fascikler 1 poeng, riktig navngivelse av trunci og fascikler 1 poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Overekstremitet nerver
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Navngi fem nerver i overekstremitetene som kommer fra plexus brachialis?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
N. axillaris, n. musculocutaneus, n. radialis, n.medianus og n. ulnaris.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Alle riktig (2 poeng), 3 av 5 riktig (1poeng)
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Bevegelse
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke nerver innerverer hhv. fleksjon i albue og ekstensjon i håndledd?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Fleksorer i albue er n.musculocutaneus og ekstensorer i håndledd n.radialis
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
N. musculocutaneus (1 poeng) n. radialis (1 poeng)
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
En jente på 15 år kommer til deg på legekontoret. Hun bor sammen med mor og tre yngre halvsøsken, har ingen kontakt med far. Du vet fra tidligere at mor til jenta har hatt rusproblemer og vært utsatt for vold fra flere av sine samboere. Jenta selv er oppløst i gråt og fortvilet. Hun har funnet ut at hun er gravid og har kranglet med mor. Hun er tidligere frisk, men har hatt et stort fravær fra skolen de siste 2-3 månedene samtidig med at hun brukt hasj og har drukket alkohol nesten hver helg det siste året.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Beskriv typiske psykososiale og kognitive utviklingstrekk i alderen 14-16 år? (Nevn minst fire punkter)
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Individnivå:
* Frigjøringsprosess
* Personrettet seksuell orientering
Familienivå:
* Maktkamp mellom ungdom og foreldre
Sosiale relasjoner:
* Skiftende vennerelasjoner
* Politisk engasjement
* Opptatt av rettferdighet/urettferdighet
Kognitivt:
* Økende abstrakt tenkning
* Kontrollsentre i hjernen mindre utviklet enn emosjonelle
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0.5 poeng for hvert riktig svar, inntil 2 poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ingen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke fysiske endringer skjer i puberteten? (nevn minst 2 punkter)
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
* Høydevekst
* Primære kjønnskarakteristika
** Modning av kjønnsorganer for reproduksjon
* Sekundære kjønnskarakteristika
** Brystutvikling
** Behåring
** Menstruasjon
** Stemmeskifte
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0.5 poeng for hvert riktig svar, inntil 1 poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Fire måneder senere kommer hun tilbake, gravid i svangerskapsuke 30. Hun er bekymret for om hun vil bli en god nok mor for barnet sitt
Fra tidligere vignett:
<<<
En jente på 15 år kommer til deg på legekontoret. Hun bor sammen med mor og tre yngre halvsøsken, har ingen kontakt med far. Du vet fra tidligere at mor til jenta har hatt rusproblemer og vært utsatt for vold fra flere av sine samboere. Jenta selv er oppløst i gråt og fortvilet. Hun har funnet ut at hun er gravid og har kranglet med mor. Hun er tidligere frisk, men har hatt et stort fravær fra skolen de siste 2-3 månedene samtidig med at hun brukt hasj og har drukket alkohol nesten hver helg det siste året.
<<<
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva vil du fortelle henne er god omsorg for barn de første levemånedene? (Nevn minst seks punkter innenfor 3 ulike områder)
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Emosjonelt:
* Varm og kjærlig omsorg for babyen
* Kroppskontakt
* Kommunisere med barnet, synge for/snakke med
* Regulere barnet når det har ubehag, f.eks vugge, bære, trøste
* Tolke barnets signaler – når det trenger trøst og når det trenger pause
Kognitivt:
* Kommunisere med barnet, synge for/snakke med
* Respondere på barnets signaler/tegn til kontakt
* Etter hvert leke med barnet og la barnet utforske omgivelser under nødvendig tilsyn
Mat:
* Sørge for at barnet får mat i forhold til sitt behov
Søvn:
* Sørge for at barnet får tilstrekkelig søvn og hvile i forhold til sin alder
Stell:
* Ivareta god hygiene gjennom bading, bleieskift o.l.
Helse:
* Følge opp anbefalinger fra helsestasjon
* Følge vaksinasjonsprogram
* Ta kontakt med helsestasjon eller fastlege dersom babyen har symptomer eller tegn på sykdom
Sikkerhet:
* Tilse at barnet har trygge omgivelser
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0,5 poeng for hvert riktig svar, minst tre ulike områder må være dekket. Inntil 3 poeng totalt
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ingen vignett)
Fra tidligere vignetter:
<<<
En jente på 15 år kommer til deg på legekontoret. Hun bor sammen med mor og tre yngre halvsøsken, har ingen kontakt med far. Du vet fra tidligere at mor til jenta har hatt rusproblemer og vært utsatt for vold fra flere av sine samboere. Jenta selv er oppløst i gråt og fortvilet. Hun har funnet ut at hun er gravid og har kranglet med mor. Hun er tidligere frisk, men har hatt et stort fravær fra skolen de siste 2-3 månedene samtidig med at hun brukt hasj og har drukket alkohol nesten hver helg det siste året.
<<<
<<<
Fire måneder senere kommer hun tilbake, gravid i svangerskapsuke 30. Hun er bekymret for om hun vil bli en god nok mor for barnet sitt
<<<
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke risikofaktorer for psykisk sykdom har jenta på 15 år? (nevn minst to faktorer)
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
* Bruk av alkohol/hasj
* Mor med rusmisbruk, mulig utsatt for omsorgssvikt
* Vitne til vold mot mor
* Skolefravær
* Sosialt utenforskap
* Belastning ved tenåringsgraviditet
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 poeng for hvert riktig svar, inntil to poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Etter to uker får du vite at jenta har født en liten gutt.
Fra tidligere vignetter:
<<<
En jente på 15 år kommer til deg på legekontoret. Hun bor sammen med mor og tre yngre halvsøsken, har ingen kontakt med far. Du vet fra tidligere at mor til jenta har hatt rusproblemer og vært utsatt for vold fra flere av sine samboere. Jenta selv er oppløst i gråt og fortvilet. Hun har funnet ut at hun er gravid og har kranglet med mor. Hun er tidligere frisk, men har hatt et stort fravær fra skolen de siste 2-3 månedene samtidig med at hun brukt hasj og har drukket alkohol nesten hver helg det siste året.
<<<
<<<
Fire måneder senere kommer hun tilbake, gravid i svangerskapsuke 30. Hun er bekymret for om hun vil bli en god nok mor for barnet sitt
<<<
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke risikofaktorer for psykisk sykdom har gutten? (Nevn minst to faktorer)
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
* Utsatt for rus i svangerskapet
* Utsatt for mors stress i svangerskapet
* Ung og umoden omsorgsperson
* Arvelig belastning for rus/ psykisk sykdom
* Prematuritet
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 poeng for hvert riktig svar, inntil 2 poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Hvite blodceller har ulike oppgaver i vårt infeksjonsforsvar. Mest tallrike av de hvite blodcellene er nøytrofile granulocytter
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
I forsvaret mot hvilke typer infeksjoner er de nøytrofile granulocyttene særlig viktige?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Forsvar mot bakterie- eller soppinfeksjoner.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Bakterie- og soppinfeksjoner. Studentene kan nevne ord som medfødt eller uspesifikt immunforsvar, men det svarer ikke dirkete på spørsmålet
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ingen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva kalles prosessen som i løpet av minutter får nøytrofile granulocytter fra blodbanen og til det stedet til trengs for mikrobedrap?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Prosessen kalles kjemotaksi og er benevnelsen for bevegelse av celler mot eller fra en kjemisk gradient.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Kjemotaksi må være nevnt
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ingen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Beskriv trinnvis denne prosessen som rekrutterer granulocyttene til vevet
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Først ruller granulocyttene langs endotel i karsengen. Det kalles marginalisering og kan skje grunnet selektiner på celleoverflaten. Neste trinn er adhesjon til karveggen ved integriner. Tredje trinn er transmigrasjon gjennom porer i endotelet . Det er binding av bakterie-molekyler via G-protein koblede reseptorer på celleoverflaten av nøytrofile granulocytter som direkte stimulerer motiliteten til cellen.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Begrepene marginalisering – adhesjon og diapedese/transmigrasjon må være nevnt. Studentene kan også nevne begrep som locomotion og cytoskjelettets betydning for cellenes bevegelse
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Nøytrofile granulocytter hører til gruppen av fagocyterende celler
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Beskriv trinnene i prosessen for mikrobedrap som kalles fagocytose
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Gjenkjennelse av patogener skjer ved såkalte pattern recognition receptors (PRR), komplementreseptor eller FC-reseptor på immunglobulin (opsonisering). Mikrobe/mikrobeprodukt tas opp i granulocytten ved endocytose: avsnøring av cellemembranen med dannelse av en intracellulær vakuole. Denne vakuolen/fagosomet smelter sammen med et lysosom inne i cellen og danner et fagolysosom. Selve mikrobedrapet skjer i fagolysosomet vha enzymer som lysozym og hydrolaser som bryter ned bakteriecelleveggen. I membranen til fagolysosomet dannes oksygenradikaler som er toksiske også for den nøytrofile granulocytten selv, og denne dør til slutt som følge av akkumulasjon av toksiske produkter fra mikrobedrapet.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Første del (gjenkjennelse av patogen) er ikke direkte etterspurt i oppgaven og må ikke være med for å gi poeng). Begrepene endocytose- fagolysosom (evt fagosom + lysosom) – toksiske oksygenradikaler, lysozym og laktoferrin – cytokinfrigjøring og celledød.
Noen vil kanskje også nevne «respiratory burst» som er hvordan fagocyterende celler kan øke oksygenforbruket og danne flere oksygenradikaler til mikrobedrapet.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Man mener i dag at nøytrofile granulocytter også spiller en rolle i ekstracellulært mikrobedrap
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Beskriv kort mekanismene for slikt ekstracelleulært mikrobedrap utøvd av nøytrofile granulocytter
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Det kalles Neutrophil Extracellular Traps (NET) og består av et nettverk av fibre med kjerneinnhold (histoner) og granula fra nøytrofile granulocytter som danner feller for mikrober. Mikrober som fanges i disse nettverkene vil gå i apoptose. Mekanismene er ikke fullstendig klarlagt, men granula og histoner fra granulocytter spiller en rolle
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
NET må være nevnt og kort forklart.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Steroidhormoner er en viktig gruppe av hormoner som medierer sin aktivitet gjennom binding til en rekke spesifikke reseptorer. På delspørsmål 1 og 4 kan du gjerne bruke eksempler i tillegg til å gi en mer generell beskrivelse.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
I hvilke vev/organer blir steroidhormonene produsert?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Steroidhormonene produseres i binyrebarken, testikler og ovarier. Hos gravide produseres også steroidhormoner i placenta.
* Eksempel 1: Testosteron produseres i testikler hos menn, mens det også produseres små mengder i ovariene, binyrebarken og i placenta hos gravide.
* Eksempel 2: Østrogene produseres hovedsakelig i eggstokkene og i placenta. Noe østrogen blir også produsert i testikler og i binyrebarken.
* Eksempel 3: Kortisol (glukokortikoid) produseres i binyrebarken.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Viktigst er at steroidhormonene produseres i binyrebarken, testikler og ovarier. Gir ett poeng. To poeng om man har med et eksempel i tillegg.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ingen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilket molekyl er utgangspunktet for produksjonen av steroidhormoner?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Alle steroidhormoner produseres med utgangspunkt i kolesterol.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Kolesterol
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ingen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva er karakteristisk for reseptorene som binder steroidhormoner (lokalisering og struktur)?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Selv om det også finnes reseptorer som binder steroidhormoner på cellemembranen er reseptorene i all hovedsak lokalisert i cytoplasma og i kjernen. Dette fordi steroidhormonene er fettløselige og kan passere cellemembranen. Reseptorene består av to hovedelementer, et ligandbindende domene som hormonet binder seg til, og et DNA-bindende domene som gjør at den stimulerte reseptoren binder til DNA
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
* Lokalisering: cytoplasma og kjernen.
* Struktur: DNA-bindende og hormon-bindende domene.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ingen vignett)
Fra tidligere vignett:
<<<
Steroidhormoner er en viktig gruppe av hormoner som medierer sin aktivitet gjennom binding til en rekke spesifikke reseptorer. På delspørsmål 1 og 4 kan du gjerne bruke eksempler i tillegg til å gi en mer generell beskrivelse.
<<<
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvordan er virkningsmekanismen for steroidhormoner?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Fordi steroidhormonene er fettløselige passerer de cellemembranen og binder reseptorer intracellulært. Steroidreseptorene er transkripsjonsfaktorer og vil når de stimuleres binde til DNA og regulere DNA-transkripsjonen (produksjonen av mRNA).
For eksempel er signal fra testosteron nødvendig for spermatogenesen og fertilitet hos menn. Det betyr at de genene som stimulerer disse prosessene blir aktivert vha. testosteron og dens reseptorer.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Dersom det ikke tidligere er sagt at steroidhormoner er fettløselige og kan passere cellemembranen, må det med her. Videre må studenten ha med at reseptorer for steroidhormoner er transkripsjonsfaktorer. For full uttelling bør studenten ha med et eksempel som f.eks. testosteron.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
En 52 år gammel kvinne kommer med ambulanse til skadepoliklinikken kl. 02.30. En time tidligere hadde hun sklidd på den islagt verandaen da hun skulle ut å se på stjernene. Hun holdt seg fast i gelenderet da hun falt. Hun fikk først en vridning i venstre arm og slo deretter armen i bakken. Hun har nå sterke smerter i venstre skulder og overarm. Ved ankomst til sykehuset blir det gjennomført bildediagnostikk.
<<imgLink "IAB-2021-A.PNG">>
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Se på bilde 1. Hvilken type radiologisk undersøkelse er gjennomført, og hvilke(t) skjelettavvik foreligger?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Det er gjennomført røntgen av venstre overarm og skulder. Det foreligger en fraktur (mer presist en tverrfraktur) i midtre del av humerus, samt en fraktur i proksimale humerus
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 poeng for å angi at det er gjennomført røntgen. 0.5 poeng for angivelse av hver aktuelle fraktur
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Det blir besluttet at pasienten skal opereres, og ortopeden ønsker mer omfattende og detaljerte bilder av pasientens skader som ledd i operasjonsplanleggingen. Det blir gjennomført en ny radiologisk undersøkelse. Se bilde 2 og bilde 3.
<<imgLink "IAB-2021-B.PNG">>
<<imgLink "IAB-2021-C.PNG">>
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva er hovedprinsippet bak bildedannelse ved hjelp av denne type bildeundersøkelse, og kan du beskrive to fordeler med og en potensielt skadelig effekt av undersøkelsen?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Ved computertomografi (CT) ligger pasienten inne i en maskin, omgitt av en roterende bue. På denne buen står det på den ene siden et røntgenrør, og på motsatt side er det montert en røntgenstråle-detektor. Når buen står i en posisjon, vil røntgenstråler sendes inn mot pasientens kropp. Noen av røntgenstrålene blir absorbert i pasienten. Dette skjer i større grad i de områdene av pasienten som er røntgentette (områder med mye og tettpakkede eller store atomer, som for eksempel kalkholdig skjelett). De fleste av de resterende røntgenstrålene passerer gjennom kroppen, og treffer detektoren som er plassert på den andre siden. Når røret står i en bestemt posisjon, vil det tredimensjonale volumet som kroppen representerer bli registrert som et 2-dimensjonelt bilde. Dette bildet kalles et tomogram.
Ved CT roterer buen med rør og detektor rundt pasienten, og gjør røntgenregistreringer/tar bildeopptak i mange ulike retninger. Basert på de mange ulike registreringene/bildeopptakene, kan man ved hjelp av datamaskiner (derav computerized) regne seg frem til tettheten til vevet inne i det tredimensjonale volumenet som kroppen representerer.
Fordeler med CT er at undersøkelsen kan gjennomføres raskt, og gir derfor informasjon om mye volum på kort tid. CT kan gi samtidig informasjon om både bløtvev, blodårer og skjelett. Videre er CT smertefri og ikke-invasiv, og gir bildefremstilling med høy oppløsning. I tillegg kan bildene rekonstrueres til alle ønskelige plan.
CT benytter seg av røntgenstråler, som har ioniserende egenskaper. Med dette menes at røntgenstrålene har evnen til å slå elektroner ut av sine skall/orbitaler, og skaper et ion. Molekyler som er ioniske har større reaksjonsevne med andre atomer/molekyler, og hvis det dannes ioner i DNA, kan dette medføre mutasjoner, som igjen kan være kreftfremkallende.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 poeng for å beskrive at CT benytter seg av et roterende apparat med røntgenrør og detektor. 0.5 poeng for å beskrive at det tas bilder i mange ulike retninger, og at dette kan benyttes til å regne ut og lage bilder av hva som befinner seg inne i kroppen (computerized tomography eller computertomografi). 0.5 poeng for å nevne en fordel med CT, 1 poeng for å nevne to fordeler. 1 poeng for å forklare at CT benytter røntgenstråler som er ioniserende stråling med potensiell skadelig effekt.
Maks 2.5 poeng. Dersom studenten velger feil modalitet gis det ingen poeng.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Pasienten blir operert. To dager senere får hun sterke smerter i øvre del av magen, og blir innlagt på sykehuset igjen. Legen i mottaket ønsker å utelukke at smertene skyldes en blødning fra en skade i lever. Det blir gjennomført både MR- og CT-avbildning, se bilde 4 og 5.
<<imgLink "IAB-2021-D.PNG">>
<<imgLink "IAB-2021-E.PNG">>
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilket bilde er tatt med henholdsvis CT og MR? Kan du tenke deg hvorfor det ene bildet er så mye mer uklart enn det andre?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Bilde 4 er et MR-bilde, og bilde 5 er et CT-bilde. På CT er skjelettstrukturer hvite, og fettvev (som for eksempel subkutant vev) er mørkt. På MR blir kortikalt beinvev (som inneholder mye kalk og få hydrogenatomer) stort sett sort på alle sekvenser, og fett blir lyst på både vanlige T1- og T2-sekvenser.
CT-undersøkelse gjennomføres raskt, opptaket over abdomen er gjort i løpet av få sekunder. MR-undersøkelse tar lang tid, mange sekvenser kan ta flere minutter. For å unngå artefakter fra bevegelser, som for eksempel pustebevegelser, kan det gjennomføres relativt raske sekvenser hvor pusten holdes. Alternativt kan det tas multiple delbildeopptak kun i samme del av respirasjonen, som settes sammen til et helt bilde. Årsaken til at MR-bildet er mer uklart enn CT-bildet, er derfor at bildeopptak med MR tar lang tid, hvilket øker sjansen for bevegelsesartefakter (i dette tilfellet forårsaket av pusting/bevegelse av diafragma).
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 poeng for korrekt angivelse av MR- og CT-bilder. 1 poeng for å angi at bildeopptak med MR tar mye lengre tid enn opptak ved CT, og at dette disponerer for bevegelsesartefakter
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Se på bilde 6.
<<imgLink "IAB-2021-F.PNG">>
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke anatomiske strukturer er det satt piler på? Benevningen strekker seg fra A-F.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
* A: Lever
* B: Milt
* C: Aorta (i avgangen av truncus cøliacus)
* D: Magesekk, ventrikkelen
* E: Nyre
* F: Vena cava inferior
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0.25 poeng for hvert riktige svar
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Forklar prinsippet bak avbildning med magnetisk resonans (på maks 300 ord).
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
MR-bilder skapes ved å manipulere kjernen til hydrogenatomer (=protoner). Et proton er positivt ladet, og har et egenspinn omkring egen akse. Elektrisitet i rotasjon gir magnetisme, og derfor kan et proton oppfattes som en liten stavmagnet. Vann og fett inneholder mye protoner, og menneskekroppen inneholder mye av begge disse substansene. Protoner i kroppen (og for så vidt for øvrig) har magnetisk vektor som er tilfeldig orientert. De mange protonene som befinner seg i et bestemt volum vil ha ulike magnetiske vektorer, slik at summen av vektorene (resultatvektoren) vil være 0.
Hvis en legger et volum i et eksternt magnetfelt (som en MRmaskin har), vil de enkelte protonene rette sitt magnetfelt inn parallelt eller antiparallelt med det eksterne magnetfeltet. Det vil være en liten overvekt av protoner som stiller seg inn parallelt, og resultatvektoren av disse vil derfor være rettet parallelt.
I tillegg til å ha et egenspinn, slingrer også den roterende aksen til protonene, med en såkalt presesjon. Denne presesjonen har for protoner en bestemt frekvens som korrelerer med feltstyrken til det eksterne magnetiske feltet. Ved 1.5 tesla er denne frekvensen 63.8 MHz.
Den magnetiske resultatvektoren av de parallelle protonene i et magnetfelt er fryktelig liten i forhold til det eksterne magnetfeltet, og derfor ikke målbart. Hvis en kunne bikket vektoren ut fra denne retningen, til en retning 90 grader på magnetfeltet, kunne man imidlertid ved hjelp av en coil registrert de roterende magnetiske protonene og fått signaler som en kunne lagd et bilde av. Det er her begrepet resonans i «magnetisk resonans» kommer inn. Hvis en sender inn en radiofrekvenspuls som har samme frekvens som presesjonsfrekvensen (63.8 MHz ved 1.5 tesla), vil en bikke den magnetiske vektoren til protonene fra parallell retning til etter hvert 90 grader på parallell retning. En måler da i dette planet, kjent som transversalplanet, roterende magnetisme, som er det samme som elektrisitet.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
* 0.5 poeng for å ha med at protoner brukes til bildedannelse, og at protonene er magnetiske. Begge deler må være med.
* 0.5 poeng for å ha med at protonene orienteres i samme retning som et eksternt magnetfelt.
* 0.5 poeng for å beskrive fenomenet presesjon og at denne kan påvirkes av en resonnerende radiofrekvenspuls. Begge deler må være med.
* 0.5 poeng for å beskrive at signalene til de roterende protonene kan måles i transversalplanet.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
En 45 år gammel mann som malte huset sitt falt 3 meter ned fra en stige.
Han er tungpustet og har brystsmerter. På røntgen ses forandringer forenlig med høyresidig trykkpneumotoraks, med forskyving av hjerte mot venstre side. Dette må avlastes ved å legge inn et toraksdren. Ved innleggelse av toraksdrenet skal man ta høyde for nerver, kar og årer mellom ribbein (den nevrovaskulære intercostale bunt).
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Kan du beskrive hvor den neurovaskulære intercostale bunt ligger i forhold til ribbein og rygg, samt hvordan nerver, arterier og vener ligger i forhold til hverandre.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Den nevrovaskulære bunt ligger under hver costa. Derfor skal et toraksdren føres inn over costa.
Øverst på den nevrovaskulære bunt ligger vena intercostalis, nedenfor der ligger arteria intercostalis og så nervus intercostalis.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
* 1 poeng for korrekt beliggenhet og i forhold til hverandre,
** 0.5 poeng for korrekt beliggenhet
** 0.5 poeng for beliggenhet i forhold til hverandre.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Når mann legge inn et toraksdren er det viktig å være sikker på at man er i torakshulen. Derfor sjekker man med en finger om man har gått gjennom det innerste lag på toraksveggen.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilket lag er innerst på toraksveggen og hvilket lag omgir lungene?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
* Pleura parietalis ligger innerst på toraksveggen
* Pleura visceralis omgir lungene
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1.0 poeng for hvert korrekt navn på lagene (pleura parietalis og visceralis). (Pars cervicalis av parietalis godkjennes også)
0.5 poeng for hver korrekt plassering av lagene
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Ved et pneumotoraks legges et toraksdren oppover og ved et hematotoraks nedover
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Toraksdrenet ved en pneumotoraks skal ligge øverst i lungehulen. Det er samme området hvor apex av lungen ligger. Hva heter dette område?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Cupula (pleuræ)
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Cupula
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Da det ble påvist høyresidig trykkpneumotoraks ble det sett forskyving av hjerte mot venstre på røntgen toraks.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva heter den delen av torakshulen som inneholder hjerte og de store kar? Kan du beskrive inndelingen av de forskjellige delene denne delen av torakshulen?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Den delen av torakshulen heter mediastinum. Mediastinum er delt inn i en mediastinum superius og inferius. Mediastinum inferius er delt inn i mediastinum anterius, mediastinum medium og mediastinum posterius.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
* Mediastinum 1 poeng
* Riktig benevning i superius og inferius 1 poeng
* Riktig inndeling av mediastinum inferius 1 poeng
* Terminologi hvor andre inklinasjoner er brukt godkjennes (f.eks. superior, inferior, fremre, øvre og bakre).
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Gjennom mediastinum går det to store nerver. En er den tiende hjernenerve mens den andre kommer fra rami anterior av nervus cervicales III-V.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva heter disse to nervene og beskriv beliggenhet i forhold til hverandre i høyde med lungehilus? Beskriv hvilke strukturer disse to nervene hovedsakelig innerverer?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Nervus vagus er den tiende hjernenerve, mens nervus phrenicus kommer fra nervus cervicales III-V.
Nervus vagus ligger baktil lungehilum mens nervus phrenicus ligger foran.
Nervus vagus innerver de fleste organer i kroppen vår (hjerte, lungene og indre organer.
Nervus phrenicus innerverer diaphragma
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
* Riktig navn på hver nerve (0.5 poeng hver)
* Riktig beliggenhet på hver nerve (0.5 poeng hver)
* Riktig innervasjon av struktur på hver nerve (0.5 poeng hver)
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Du renser en torsk du har fanget selv. Dessverre skjærer du deg på fingeren. Det blør litt
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Beskriv et umiddelbart tiltak for å stoppe blødningen.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Kompresjon
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1p. Bare rett svar
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Vaskulær diskontinuitet stimulerer til dannelse av plateplugg.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Trombocyttene benytter integrinkompleksene gp Ia-IIa og gp I-V-IX på celleoverflaten for å adherere til stroma (bindevevet rundt blodåren). Hvilke proteiner binder disse integrinkompleksene til?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
* Kollagen binder gpIa-IIa
* gpI-gpV-gpIX komplekset binder von Willebrand faktor (vWF)
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Kollagen 1p + vWF 1p hver, dvs til sammen maks 2p.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Vaskulær diskontinuitet starter koagulasjonsfaktorsystemet.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Tissue factor (TF, vevsfaktor) bidrar til å starte koagulasjonskaskaden. Hvor lages TF og hvilket molekyl danner kompleks med TF for å spalte FX til FXa?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
TF syntetiseres i stromale celler som omgir blodkarene (f.eks fibroblaster). FVII er partner til TF
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
* Stromale celler eller fibroblaster gir 1p
* FVIIa 1p. FVII er også akseptabelt
* Totalt max 2p
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Det dannes nå en plateplugg
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Forklar i korte trekk hvordan platepluggen dannes.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
# aggregasjon (via gpIIb-IIIa-komplekset)
# aktivering (archidonsyre metabolitter (prostaglandiner, tromboxan) ADP trombin)
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
* Aggregasjon og aktivering gir 1 p hver
* gpIIb-IIIa, ADP, trombin, prostaglandiner eller tromboxan gir alle 0.5 p
* Totalt 3 p
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Platehemmere er vanlige legemidler
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvordan virker acetylsalicylsyre?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Hemmer prostaglandinsyntese via hemming av cykloxygenase (COX) -1 og -2)
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Rett svar gir 1p – Både hemming av COX, produksjon av tromboxan eller prostaglandiner er godt nok svar
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Trombin er den store dirigenten i koagulasjonen.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilken koagulasjonsfaktor hemmes av koagulasjonshemmerkomplekset av protein C og S? Denne mekanismen reduserer dannelsen av trombin.
Hvilket enzym spalter fibrin til d-dimerer?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
# FVa (FV er akseptabelt også)
# Plasmin
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Hvert svar gir 0.5p Maks 1p
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Det finnes to hovedtyper celler, prokaryote og eukaryote
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Angi minst fire forskjeller mellom prokaryote og humane eukaryote celler.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
* De fleste humane eukaryote celler har cellekjerne
* Humane eukaryote celler er ofte større enn prokaryote celler
* Enkelte prokaryote celler har en cellevegg i tillegg til cellemembranen
* Humane eukaryote celler har organeller
* DNA er lineært i cellekjernen i humane eukaryote celler. I prokaryote celler er DNA sirkulært.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Må ha nevnt 4 forskjeller for å få 2 poeng. 0.5 poeng for hver rette. Maks 2 poeng på oppgaven.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Sykdommen Progeria skyldes en mutasjon i genet som koder for lamin A.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvordan vil dette kunne påvirke cellene?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Lamin A er en type intermediært filament, som sammen med lamin B1, B2 og C danner kjernelamina, som er et nettverk som ligger under kjernemembranen og støtter opp denne. Svekket kjernelamina gir en mer ustabil kjernembran, og økt risiko for feil under celledeling og økt celledød. Cellene hos pasienter med progeria vil typisk kunne ha deformert kjernemembran.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
At kjernemembranen vil kunne være deformert, eller andre resonnement som knytter lamin A til funksjon i kjernelamina.
Bør nevne ustabil kjernemembran og svekket kjernelamina for å få 2 poeng.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Immunceller vil kunne indusere apoptose i en målcelle (infisert celle, tumorcelle).
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Forklar kort hvordan dette skjer
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Immunceller utrykker ligander i TNF-familien (feks. Fas-ligand) som kan binde til og aktivere dødsreseptorer» på infiserte celler/tumorceller. Dødsreseptorer (feks. Fas) har alle et såkalt dødsdomene som ved aktivering vil føre til danning av et dødsinduserende signalkompleks (DISC). Dette fører til spalting og aktivering av initiator-caspaser (typisk caspase 8) som vil sette i gang en kaskadereaksjon og aktivering av effektor-caspase 3. Effektor caspaser vil spalte viktige cellulære proteiner som feks anti-apoptotiske proteiner, cytoskjelettet, inibitor av DNAse osv, som vil føre til celledød. Denne type apoptose kalles for også for den «eksterne vei» til apoptose
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
* Type apoptose: Dødsreseptor/ekstern signalvei til apoptose
* TNF-familie reseptorer/ligander
* DISC
* Aktivering av caspaser
* Initiator caspase, effektor caspase
* Spalting av viktige cellulære proteiner
Minst 2 av punktene over for 2 poeng, 1av punktene for 1 poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva vil en mangel på makrofager eller andre fagocyterende celler føre til i situasjonen beskrevet ovenfor?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Apoptotiske celler vil vanligvis gjenkjennes av fagocyterende celler som makrofager som vil fjerne de døde cellene. Mangel på makrofager/fagocytter og vil føre til et «hav» av døde celler i vev som ikke vil bli fjernet, noe som vil kunne føre til en betennelsesreaksjon.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Beskrive at det vil føre til opphoping av apoptotiske celler i vev (2 poeng).
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva skiller apoptotisk og nekrotisk celledød?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Ved nekrose sveller cellene, og plasmamembranen går i stykker. Cellens innhold lekker ut i omgivelsene og tiltrekker seg betennelsesceller. Ved apoptose vil cellen skrumpe, kjernen kondenseres, DNA fragmenteres og cellefragmenter vil pakkes i små «pakker» kalt apoptotiske legemer (apoptotic bodies). Cellemembranen er intakt gjennom hele prosessen. Celleinnholdet vil derfor ikke slippes ut i omkringliggende vev, og betennelsesceller vil ikke tiltrekkes. En annen årsak til at det ikke blir betennelse ved apoptose, er at apoptotiske celler gjenkjennes (via fosfatidylserin på celleoverflaten) og fagocyteres av makrofager. Dermed forsvinner den døde cellen fra vevet, og betennelse forhindres. Ved fagocytose av apoptotiske celler skilles det også ut anti-inflammatoriske cytokiner som feks TGFb og IL-10 som vil bidra til å hindre en immunreaksjon
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Må ha med:
* frigjøring av celleinnhold ved nekrose, ikke ved apoptose
* betennelse vs ikke betennelse
* fagocytose av apoptotiske celler
3 av punktene gir 2 poeng, 1-2 av punktene gir 1 poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
En 52 år gammel kvinne kommer med ambulanse til skadepoliklinikken kl. 02.30. En time tidligere hadde hun sklidd på den islagt verandaen da hun skulle ut å se på stjernene. Hun holdt seg fast i gelenderet da hun falt. Hun fikk først en vridning i venstre arm og slo deretter armen i bakken. Hun har nå sterke smerter i venstre skulder og overarm. Ved ankomst til sykehuset blir det gjennomført bildediagnostikk.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Se på bilde 1. Hvilken type radiologisk undersøkelse er gjennomført, og hvilke(t) skjelettavvik foreligger?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Det er gjennomført røntgen av venstre overarm og skulder. Det foreligger en fraktur (mer presist en tverrfraktur) i midtre del av humerus, samt en fraktur i proksimale humerus.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 poeng for å angi at det er gjennomført røntgen. 0.5 poeng for angivelse av hver aktuelle fraktur
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Det blir besluttet at pasienten skal opereres, og ortopeden ønsker mer omfattende og detaljerte bilder av pasientens skader som ledd i operasjonsplanleggingen. Det blir gjennomført en ny radiologisk undersøkelse. Se bilde 2 og bilde 3.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva er hovedprinsippet bak bildedannelse ved hjelp av denne type bildeundersøkelse, og kan du beskrive to fordeler med og en potensielt skadelig effekt av undersøkelsen?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Ved computertomografi (CT) ligger pasienten inne i en maskin, omgitt av en roterende bue. På denne buen står det på den ene siden et røntgenrør, og på motsatt side er det montert en røntgenstråle-detektor. Når buen står i en posisjon, vil røntgenstråler sendes inn mot pasientens kropp. Noen av røntgenstrålene blir absorbert i pasienten. Dette skjer i større grad i de områdene av pasienten som er røntgentette (områder med mye og tettpakkede eller store atomer, som for eksempel kalkholdig skjelett). De fleste av de resterende røntgenstrålene passerer gjennom kroppen, og treffer detektoren som er plassert på den andre siden. Når røret står i en bestemt posisjon, vil det tredimensjonale volumet som kroppen representerer bli registrert som et 2-dimensjonelt bilde. Dette bildet kalles et tomogram.
Ved CT roterer buen med rør og detektor rundt pasienten, og gjør røntgenregistreringer/tar bildeopptak i mange ulike retninger. Basert på de mange ulike registreringene/bildeopptakene, kan man ved hjelp av datamaskiner (derav computerized) regne seg frem til tettheten til vevet inne i det tredimensjonale volumenet som kroppen representerer.
Fordeler med CT er at undersøkelsen kan gjennomføres raskt, og gir derfor informasjon om mye volum på kort tid. CT kan gi samtidig informasjon om både bløtvev, blodårer og skjelett. Videre er CT smertefri og ikke-invasiv, og gir bildefremstilling med høy oppløsning. I tillegg kan bildene rekonstrueres til alle ønskelige plan.
CT benytter seg av røntgenstråler, som har ioniserende egenskaper. Med dette menes at røntgenstrålene har evnen til å slå elektroner ut av sine skall/orbitaler, og skaper et ion. Molekyler som er ioniske har større reaksjonsevne med andre atomer/molekyler, og hvis det dannes ioner i DNA, kan dette medføre mutasjoner, som igjen kan være kreftfremkallende.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 poeng for å beskrive at CT benytter seg av et roterende apparat med røntgenrør og detektor. 0.5 poeng for å beskrive at det tas bilder i mange ulike retninger, og at dette kan benyttes til å regne ut og lage bilder av hva som befinner seg inne i kroppen (computerized tomography eller computertomografi). 0.5 poeng for å nevne en fordel med CT, 1 poeng for å nevne to fordeler. 1 poeng for å forklare at CT benytter røntgenstråler som er ioniserende stråling med potensiell skadelig effekt.
Maks 2.5 poeng. Dersom studenten velger feil modalitet gis det ingen poeng.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Pasienten blir operert. To dager senere får hun sterke smerter i øvre del av magen, og blir innlagt på sykehuset igjen. Legen i mottaket ønsker å utelukke at smertene skyldes en blødning fra en skade i lever. Det blir gjennomført både MR- og CT-avbildning, se bilde 4 og 5.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilket bilde er tatt med henholdsvis CT og MR? Kan du tenke deg hvorfor det ene bildet er så mye mer uklart enn det andre?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Bilde 4 er et MR-bilde, og bilde 5 er et CT-bilde. På CT er skjelettstrukturer hvite, og fettvev (som for eksempel subkutant vev) er mørkt. På MR blir kortikalt beinvev (som inneholder mye kalk og få hydrogenatomer) stort sett sort på alle sekvenser, og fett blir lyst på både vanlige T1- og T2-sekvenser.
CT-undersøkelse gjennomføres raskt, opptaket over abdomen er gjort i løpet av få sekunder. MR-undersøkelse tar lang tid, mange sekvenser kan ta flere minutter. For å unngå artefakter fra bevegelser, som for eksempel pustebevegelser, kan det gjennomføres relativt raske sekvenser hvor pusten holdes. Alternativt kan det tas multiple delbildeopptak kun i samme del av respirasjonen, som settes sammen til et helt bilde. Årsaken til at MR-bildet er mer uklart enn CT-bildet, er derfor at bildeopptak med MR tar lang tid, hvilket øker sjansen for bevegelsesartefakter (i dette tilfellet forårsaket av pusting/bevegelse av diafragma).
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 poeng for korrekt angivelse av MR- og CT-bilder. 1 poeng for å angi at bildeopptak med MR tar mye lengre tid enn opptak ved CT, og at dette disponerer for bevegelsesartefakter.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ingen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Se på bilde 6. Hvilke anatomiske strukturer er det satt piler på? Benevningen strekker seg fra A-F.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
* A: Lever
* B: Milt
* C: Aorta (i avgangen av truncus cøliacus)
* D: Magesekk, ventrikkelen
* E: Nyre
* F: Vena cava inferior
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1/4 poeng for hvert riktige svar.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ingen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Forklar prinsippet bak avbildning med magnetisk resonans (på maks 300 ord).
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
MR-bilder skapes ved å manipulere kjernen til hydrogenatomer (=protoner). Et proton er positivt ladet, og har et egenspinn omkring egen akse. Elektrisitet i rotasjon gir magnetisme, og derfor kan et proton oppfattes som en liten stavmagnet. Vann og fett inneholder mye protoner, og menneskekroppen inneholder mye av begge disse substansene. Protoner i kroppen (og for så vidt for øvrig) har magnetisk vektor som er tilfeldig orientert. De mange protonene som befinner seg i et bestemt volum vil ha ulike magnetiske vektorer, slik at summen av vektorene (resultatvektoren) vil være 0.
Hvis en legger et volum i et eksternt magnetfelt (som en MRmaskin har), vil de enkelte protonene rette sitt magnetfelt inn parallelt eller antiparallelt med det eksterne magnetfeltet. Det vil være en liten overvekt av protoner som stiller seg inn parallelt, og resultatvektoren av disse vil derfor være rettet parallelt.
I tillegg til å ha et egenspinn, slingrer også den roterende aksen til protonene, med en såkalt presesjon. Denne presesjonen har for protoner en bestemt frekvens som korrelerer med feltstyrken til det eksterne magnetiske feltet. Ved 1,5 tesla er denne frekvensen 63,8 MHz.
Den magnetiske resultatvektoren av de parallelle protonene i et magnetfelt er fryktelig liten i forhold til det eksterne magnetfeltet, og derfor ikke målbart. Hvis en kunne bikket vektoren ut fra denne retningen, til en retning 90 grader på magnetfeltet, kunne man imidlertid ved hjelp av en coil registrert de roterende magnetiske protonene og fått signaler som en kunne lagd et bilde av. Det er her begrepet resonans i «magnetisk resonans» kommer inn. Hvis en sender inn en radiofrekvenspuls som har samme frekvens som presesjonsfrekvensen (63,8 MHz ved 1,5 tesla), vil en bikke den magnetiske vektoren til protonene fra parallell retning til etter hvert 90 grader på parallell retning. En måler da i dette planet, kjent som transversalplanet, roterende magnetisme, som er det samme som elektrisitet.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
* ½ poeng for å ha med at protoner brukes til bildedannelse, og at protonene er magnetiske. Begge deler må være med.
* ½ poeng for å ha med at protonene orienteres i samme retning som et eksternt magnetfelt.
* ½ poeng for å beskrive fenomenet presesjon og at denne kan påvirkes av en resonnerende radiofrekvenspuls. Begge deler må være med.
* ½ poeng for å beskrive at signalene til de roterende protonene kan måles i transversalplanet.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
En 45 år gammel mann som malte huset sitt falt 3 meter ned fra en stige.
Han er tungpustet og har brystsmerter. På røntgen ses forandringer forenlig med høyresidig trykkpneumotoraks, med forskyving av hjerte mot venstre side. Dette må avlastes ved å legge inn et toraksdren. Ved innleggelse av toraksdrenet skal man ta høyde for nerver, kar og årer mellom ribbein (den nevrovaskulære intercostale bunt).
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Kan du beskrive hvor den neurovaskulære intercostale bunt ligger i forhold til ribbein og rygg, samt hvordan nerver, arterier og vener ligger i forhold til hverandre.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Den nevrovaskulære bunt ligger under hver costa. Derfor skal et toraksdren føres inn over costa.
Øverst på den nevrovaskulære bunt ligger vena intercostalis, nedenfor der ligger arteria intercostalis og så nervus intercostalis.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
* 1 poeng for korrekt beliggenhet og i forhold til hverandre,
* 0.5 poeng for korrekt beliggenhet
* 0.5 poeng for beliggenhet i forhold til hverandre.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Når mann legge inn et toraksdren er det viktig å være sikker på at man er i torakshulen. Derfor sjekker man med en finger om man har gått gjennom det innerste lag på toraksveggen.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilket lag er innerst på toraksveggen og hvilket lag omgir lungene?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Pleura parietalis ligger innerst på toraksveggen Pleura visceralis omgir lungene
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1.0 poeng for hvert korrekt navn på lagene (pleura parietalis og visceralis). (Pars cervicalis av parietalis godkjennes også)
0.5 poeng for hver korrekt plassering av lagene
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Ved et pneumotoraks legges et toraksdren oppover og ved et hematotoraks nedover.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Toraksdrenet ved en pneumotoraks skal ligge øverst i lungehulen. Det er samme området hvor apex av lungen ligger. Hva heter dette område?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Cupula (pleuræ)
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Cupula
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Da det ble påvist høyresidig trykkpneumotoraks ble det sett forskyving av hjerte mot venstre på røntgen toraks
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva heter den delen av torakshulen som inneholder hjerte og de store kar? Kan du beskrive inndelingen av de forskjellige delene denne delen av torakshulen?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Den delen av torakshulen heter mediastinum. Mediastinum er delt inn i en mediastinum superius og inferius. Mediastinum inferius er delt inn i mediastinum anterius, mediastinum medium og mediastinum posterius.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Mediastinum 1 poeng
Riktig benevning i superius og inferius 1 poeng
Riktig inndeling av mediastinum inferius 1 poeng
Terminologi hvor andre inklinasjoner er brukt godkjennes (f.eks. superior, inferior, fremre, øvre og bakre).
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Gjennom mediastinum går det to store nerver. En er den tiende hjernenerve mens den andre kommer fra rami anterior av nervus cervicales III-V
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva heter disse to nervene og beskriv beliggenhet i forhold til hverandre i høyde med lungehilus? Beskriv hvilke strukturer disse to nervene hovedsakelig innerverer?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Nervus vagus er den tiende hjernenerve, mens nervus phrenicus kommer fra nervus cervicales III-V.
Nervus vagus ligger baktil lungehilum mens nervus phrenicus ligger foran.
Nervus vagus innerver de fleste organer i kroppen vår (hjerte, lungene og indre organer.
Nervus phrenicus innerverer diaphragma
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Riktig navn på hver nerve (0.5 poeng hver)
Riktig beliggenhet på hver nerve (0.5 poeng hver)
Riktig innervasjon av struktur på hver nerve (0.5 poeng hver)
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Du renser en torsk du har fanget selv. Dessverre skjærer du deg på fingeren. Det blør litt.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Beskriv et umiddelbart tiltak for å stoppe blødningen
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Kompresjon
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1p. Bare rett svar
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Vaskulær diskontinuitet stimulerer til dannelse av plateplugg.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Trombocyttene benytter integrinkompleksene gp Ia-IIa og gp I-V-IX på celleoverflaten for å adherere til stroma (bindevevet rundt blodåren). Hvilke proteiner binder disse integrinkompleksene til?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Kollagen binder gpIa-IIa
gpI-gpV-gpIX komplekset binder von Willebrand faktor (vWF)
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Kollagen 1p + vWF 1p hver, dvs til sammen maks 2p
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Vaskulær diskontinuitet starter koagulasjonsfaktorsystemet.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Tissue factor (TF, vevsfaktor) bidrar til å starte koagulasjonskaskaden. Hvor lages TF og hvilket molekyl danner kompleks med TF for å spalte FX til FXa?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
TF syntetiseres i stromale celler som omgir blodkarene (f.eks fibroblaster)
FVII er partner til TF
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Stromale celler eller fibroblaster gir 1p
FVIIa 1p. FVII er også akseptabelt
Totalt max 2p
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Det dannes nå en plateplugg
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Forklar i korte trekk hvordan platepluggen dannes
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
# aggregasjon (via gpIIb-IIIa-komplekset)
# aktivering (archidonsyre metabolitter (prostaglandiner, tromboxan) ADP trombin)
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Aggregasjon og aktivering gir 1 p hver
gpIIb-IIIa, ADP, trombin, prostaglandiner eller tromboxan gir alle 0.5 p
Totalt 3 p
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Platehemmere er vanlige legemidler
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvordan virker acetylsalicylsyre?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Hemmer prostaglandinsyntese via hemming av cykloxygenase (COX) -1 og -2
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Rett svar gir 1p – Både hemming av COX, produksjon av tromboxan eller prostaglandiner er godt nok svar
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Trombin er den store dirigenten i koagulasjonen
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilken koagulasjonsfaktor hemmes av koagulasjonshemmerkomplekset av protein C og S? Denne mekanismen reduserer dannelsen av trombin.
Hvilket enzym spalter fibrin til d-dimerer?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
# FVa (FV er akseptabelt også)
# Plasmin
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Hvert svar gir 0.5p Maks 1p
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Det finnes to hovedtyper celler, prokaryote og eukaryote
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Angi minst fire forskjeller mellom prokaryote og humane eukaryote celler
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
* De fleste humane eukaryote celler har cellekjerne
* Humane eukaryote celler er ofte større enn prokaryote celler
* Enkelte prokaryote celler har en cellevegg i tillegg til cellemembranen
* Humane eukaryote celler har organeller
* DNA er lineært i cellekjernen i humane eukaryote celler. I prokaryote celler er DNA sirkulært.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Må ha nevnt 4 forskjeller for å få 2 poeng. 0.5 poeng for hver rette. Maks 2 poeng på oppgaven
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ingen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Sykdommen Progeria skyldes en mutasjon i genet som koder for lamin A. Hvordan vil dette kunne påvirke cellene?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Lamin A er en type intermediært filament, som sammen med lamin B1, B2 og C danner kjernelamina, som er et nettverk som ligger under kjernemembranen og støtter opp denne. Svekket kjernelamina gir en mer ustabil kjernembran, og økt risiko for feil under celledeling og økt celledød. Cellene hos pasienter med progeria vil typisk kunne ha deformert kjernemembran.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
At kjernemembranen vil kunne være deformert, eller andre resonnement som knytter lamin A til funksjon i kjernelamina
Bør nevne ustabil kjernemembran og svekket kjernelamina for å få 2 poeng.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ingen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Immunceller vil kunne indusere apoptose i en målcelle (infisert celle, tumorcelle). Forklar kort hvordan dette skjer.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Immunceller utrykker ligander i TNF-familien (feks. Fas-ligand) som kan binde til og aktivere «dødsreseptorer» på infiserte celler/tumorceller. Dødsreseptorer (feks. Fas) har alle et såkalt døds-domene som ved aktivering vil føre til danning av et dødsinduserende signalkompleks (DISC). Dette fører til spalting og aktivering av initiator-caspaser (typisk caspase 8) som vil sette i gang en kaskadereaksjon og aktivering av effektor-caspase 3. Effektor caspaser vil spalte viktige cellulære proteiner som feks anti-apoptotiske proteiner, cytoskjelettet, inibitor av DNAse osv, som vil føre til celledød. Denne type apoptose kalles for også for den «eksterne vei» til apoptose
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
* Type apoptose: Dødsreseptor/ekstern signalvei til apoptose
* TNF-familie reseptorer/ligander
* DISC
* Aktivering av caspaser
* Initiator caspase, effektor caspase
* Spalting av viktige cellulære proteiner
Minst 2 av punktene over for 2 poeng, 1 av punktene for 1 poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ingen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva vil en mangel på makrofager eller andre fagocyterende celler føre til i situasjonen beskrevet ovenfor?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Apoptotiske celler vil vanligvis gjenkjennes av fagocyterende celler som makrofager som vil fjerne de døde cellene. Mangel på makrofager/fagocytter og vil føre til et «hav» av døde celler i vev som ikke vil bli fjernet, noe som vil kunne føre til en betennelsesreaksjon.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Beskrive at det vil føre til opphoping av apoptotiske celler i vev (2 poeng).
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ingen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva skiller apoptotisk og nekrotisk celledød?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Ved nekrose sveller cellene, og plasmamembranen går i stykker. Cellens innhold lekker ut i omgivelsene og tiltrekker seg betennelsesceller. Ved apoptose vil cellen skrumpe, kjernen kondenseres, DNA fragmenteres og cellefragmenter vil pakkes i små «pakker» kalt apoptotiske legemer (apoptotic bodies). Cellemembranen er intakt gjennom hele prosessen. Celleinnholdet vil derfor ikke slippes ut i omkringliggende vev, og betennelsesceller vil ikke tiltrekkes. En annen årsak til at det ikke blir betennelse ved apoptose, er at apoptotiske celler gjenkjennes (via fosfatidylserin på celleoverflaten) og fagocyteres av makrofager. Dermed forsvinner den døde cellen fra vevet, og betennelse forhindres. Ved fagocytose av apoptotiske celler skilles det også ut anti-inflammatoriske cytokiner som feks TGFb og IL-10 som vil bidra til å hindre en immunreaksjon
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Må ha med:
* frigjøring av celleinnhold ved nekrose, ikke ved apoptose
* betennelse vs ikke betennelse
* fagocytose av apoptotiske celler
3 av punktene gir 2 poeng, 1 -2 av punktene gir 1 poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Under ser du et bilde av overgangen mellom tynntarmen og tykktarmen.
<<imgLink "IAB-2022-1-A.PNG">>
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
1: Hvilken del av tykktarmen ser vi på bildet?
2: Kan du angi navnet på strukturene som de angitte bokstavene peker på?
* A:
* B:
* C:
* D:
* E:
(Hvert delsvar gir 0,25 poeng, maks. 1,5 poeng).
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
* 1: Cøkum (ileocøkalovergangen godtas også)
* 2A: Valva ileocoecalis (Bauhins klaff, ileocøkalklaffen)
* 2B: Ileum (terminale ileum)
* 2C: Appendixostiet, åpningen til appendix godtas også
* 2D: Appendix vermiformis (blindtarmsvedhenget, blindtarmen)
* 2E: Tenia coli (tenia libra)
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Hvert delsvar gir 0,25 poeng, maks. 1,5 poeng.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Ved blindtarmsvedhenget forenes de tre muskellagene som ligger som bånd utenpå tarmoverflaten
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Disse båndene er ett av de tre kjennetegnene til colon. Hva heter disse båndene, og hvilke to andre kjennetegn til colon finnes?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
* Tænia coli
* Haustra coli
* Appendices epiploicæ
På utsiden har den tre langsgående bånd (taenia coli) av glatt muskulatur, samt innsnøringer (haustra coli) av tversgående ringmuskulatur, noe som gir tykktarmen et bobleaktig utseende. Mellom 'boblene' og muskelbåndene er det større eller mindre ansamlinger av fett (appendices epiploicae).
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0,5 poeng for hvert riktig delsvar, totalt 1,5 poeng.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Colon er delt opp i flere avsnitt som hver har sitt eget anatomiske navn
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva er navnene til de forskjellige tykktarmsavsnittene?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
* Coecum (blindtarm)
* Colon ascendens (oppadstigende tykktarm)
* Colon transversum (tverrdelen av tykktarm)
* Colon descendens (oppadstigende tykktarm)
* Colon sigmoideum (S-formede delen, gresk S av Sigma)
* Rectum (endetarmen)
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0,5 poeng for å nevne inntil fire av disse. Maks 2 poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Noen av tykktarmsavsnittene ligger retroperitonealt (bak bukhinnen) og noen andre ligger intraperitoneal (omgitt av bukhinnen). De avsnittene som ligger intraperitonealt har et egen mesocolon (krøs).
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke avsnitt ligger intraperitonealt?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Det er i hovedsak colon transversum og colon sigmoideum som har et eget mesocolon / krøs og dermed ligger intraperitonealt. Appenidx vermiformis er også lokalisert intraperitonealt, noe som er lett å glemme.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0,75 poeng for hvert delsvar av transversum og sigmoideum. Ytterligere 0,5 poeng for å nevne appendix vermiformis. Maks. 2 poeng.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Peritoneum (bukhinnen) beskrives som en lukket pose som har mye til felles med pleura og pericard. Hva er navnet på de to forskjellige peritoneumlagene. Et lag dekker bukveggen og et lag som dekker bukorganene
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva er navnene til disse lagene? Hvilket dekker bukorganene?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
//Peritoneum parietalis// og //peritoneum visceralis//
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0,5 poeng for hvert lag av peritoneum. 0,5 poeng for å angi visceralis som dekker bukorganene. Til sammen 0,5 poeng for hvert riktige delsvar, maks 1,5 poeng.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Under leveren er det en sving i tykktarmen ved navn //Flexura coli dextra//
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilket tarmavsnitt ligger dorsalt for colon i dette området?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Duodenum
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Totalt 1 poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Blodforsyning til tykktarm forsynes av to abdominale hovedgrener fra aorta abdominalis. Embryologisk består nemlig tykktarmen av både midttarm og baktarm.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke hovedgrener er dette, og hvor går skillet mellom midttarm og baktarm?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Den embyologiske midttarm forsynes av arteria mesenterica superior (øvre krøsarterien) og baktarm forsynes av a.- mesenterica inferior (nedre krøsarterien). Skille mellom disse er frem til flexura coli sinistra
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0,25 poeng for hver arterie, maks 0,5 poeng.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Lipider er en viktig klasse av organiske stoffer i mennesket, i tillegg til hovedklassene proteiner og karbohydrater
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke hovedklasser kan lipider deles inn i?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
"Organiske stoffer som er løselige i upolare løsemidler"
* Fettsyrer CH3-(CH2)n-COOH - plasma
* Fettsyrer koblet til sukkermolekyler (glyserider) - fettvev
* Fettsyrer koblet til fosfatforbindelser (fosfolipider) - cellemembraner
* Steroler – aromatiske forbindelser (ringstrukturer) som kolesterol
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Fettsyrer (0,5), triglyserider (0,5), fosfolipider (0,5), steroler (0,5). Det er også ok å si kolesterol om steroler, selv om steroler er bredere og inkluderer testosteron/østradiol/progesteron/aldosteron/m.fl
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Fettstoffer er en viktig del av maten.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvordan tas fett opp fra maten?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Fettstoffer som triglyserider tas opp i tarmen. Gallesalter skilles ut fra galleblæra, og gallesaltene løser opp fett i mindre strukturer kalt miceller. Triglyseridene brytes ned til frie fettsyrer og monoglyserider, som tas opp av enterocytter i tarmveggen. I enterocyttene settes fettsyrer og monoglyserider sammen til triglyserider, og transporteres videre med blodbanen i lipoproteiner.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Gallesalter (0,5), miceller (0,5), triglyserider (0,5), lipoproteiner (0,5). Om studenten har skjønt poenget er det ok om navnet ikke er brukt, f.eks ‘micelle’ må ikke være eksplisitt nevnt.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
En medisinstudent har gjennom en langvarig eksamensperiode spist brownies flere ganger i uka, og nå når eksamen er unnagjort er det også dessverre klart at vedkommende må gjøre noen livsstilsendringer. Rett etter avlagt eksamen henter derfor studenten fram igjen læreboka om lipidmetabolisme
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva er ketogen, og hvordan kan slik diett bidra til fettvevsreduksjon?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Ketogen diett er diett med svært lavt inntak av karbohydrat. Kroppen sikrer raske energikilder i blodbanen for bl.a hjernen, som ikke kan forbrenne fettsyrer, ved å holde et visst blodsukkernivå. Glukose kan ikke produseres direkte fra fettsyrer. Dersom karbohydratinntak er lavt over tid, slik at glykogenlagrene tømmes, vil kroppen måtte starte fettforbrenning og produsere ketoner, og dette er en måte å tvinge fram kontinuerlig fettforbrenning. Det bemerkes at akkurat denne medisinstudenten valgte å satse på regelmessig aktivitet og mindre brownies, og det gikk fint
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Ketogenese som respons på lavt inntak karbohydrat (1 poeng), ketogenese gir direkte fettforbrenning (1 poeng).
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Du er på sommerferie og blir spurt av dine besteforeldre, som lurer på om de kan smake forskjell på godt og dårlig kolesterol
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva er godt og dårlig kolesterol, og hvorfor brukes disse navnene?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Godt og dårlig kolesterol er folkelige ord for å beskrive intrikat biokjemi. I blodbanenen transporteres kolesterol sammen med andre lipider i lipoproteiner. Lipoproteinene navngis etter tettheten, fra ‘veldig lav tetthets lipoproteiner’ til ‘høy tetthets lipoproteiner’, på engelsk brukes forkortelsene VLDL (very low density lipoprotein), LDL (low), IDL (intermediate), og HDL (high).
Kolsterol transporteres til perifert vev ved VLDL, IDL, LDL, og fra vev til lever ved HDL. Kolesterol som måles i blodet bundet i HDL-partikler kalles ‘godt kolesterol’, mot non-HDL-kolesterol som kan kalles ‘dårlig kolesterol’. Høy verdi av HDL-kolesterol beskytter mot hjerteinfarkt og hjerneslag.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
HDL og non-HDL-kolesterol (1 poeng), sammenheng med karsykdom og kolesterol (1 poeng)
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Ikke egen vinett
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva er det viktigste hastighetsbegrensende enzymet i kolesterolsyntese, og hvilke medisiner brukes for å hemme kolesterolsyntesen ved å virke på dette enzymet?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
HMG CoA reductase, eller 3-hydroxy-3-metylglutarly coenzym A reduktase. Statiner virker ved å hemme enzymet.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
HMG CoA reductase (1 poeng), statiner (1 poeng)
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Du har så lenge du kan huske «hatt noe med magen» og vært plaget med oppblåsthet og romling, smerter og løs vandig avføring. Du merker at det har sammenheng med hva du spiser, og melkeprodukter er en av de tingene som gjør det spesielt ille.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Beskriv hvordan laktose fordøyes og absorberes.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Alle karbohydrater må spaltes til monosakkarid for absorpsjon. Disakkaridet laktose spaltes til sine komponenter glukose og galaktose av enzymet laktase, som ligger i mikrovilli / brush border av tynntarmsepitelet. Både glukose og galaktose fraktes over den apikale enterocyttmembranen via et bærerprotein («glukose carrier») som også tar med seg et Na+ ion samme vei (glukose-Na+ symporter), dvs ned den elektrokjemiske gradienten til Na+. Det er en form for aktiv transport (sekundær aktiv transport) som bruker energien fra å frakte Na+ med sin gradient til å ta med seg glukose/galaktose. Både glukose og galaktose går ut av den basolaterale membranen av enterocyttene ved fasilitert transport ned sin osmotiske gradient gjennom et bærerprotein (GLUT2).
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Disakkaridet laktose spaltes av enzymet laktase i tynntarmsepiteles brush border til sine enheter glukose og galaktose – 0,75p
Monosakkaridene glukose og galaktose fraktes inn i enterocyttene via sekundær aktiv transport med Na+ og ut av enterocyttene ved fasilitert transport ned sin osmotiske gradient (GLUT2 kanal) – 0,75p
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Laktose som passerer til tykktarmen vil kunne gi diare.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Forklar hvorfor det skjer, basert på det du vet om hvordan vann i hovedsak blir absorbert i tarmen.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Vann er ikke aktivt absorbert over tarmveggen, men beveger seg i all hovedsak passivt mellom celler (paracellulær vei) sekundært til osmotiske krefter som skapes av transport av molekyler over tarmveggen dvs elektrolytter og næringsstoffer. Absorpsjon av andre stoffer gir altså konsentrasjonsgradienter (osmotiske gradienter), sånn at vann strømmer fra der det er lav konsentrasjon til der det er høy konsentrasjon av andre stoffer. Netto retning på vannstrømmen er avhengig av forskjellen på osmolaritet på det som er i lumen mot det som er interstitielt/i blodet. Normalt har det aller meste av næringsstoffer, inkludert laktose, blitt fordøyd og absorbert i øvre del av tynntarmen og konsentrasjonen videre distalt er lav. Dersom laktose likevel passerer nedover vil det gi høy konsentrasjon og ved osmotiske krefter trekke vann inn i tarmlumen.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Vann absorberes ikke aktivt i tarmen, men beveges passivt paracellulært sekundært til osmotiske krefter som oppstår når absorpsjon av næringsstoffer og elektrolytter gir lavere konsentrasjon av disse inni lumen enn utenfor – 0,75p
Laktose fordøyes og absorberes normalt i tynntarm, hvis det likevel passerer videre til tykktarm vil det gi mye høyere konsentrasjon av dette i lumen enn det normalt skal være, slik at vann trekkes ut i lumen og gir vandig avføring – 0,75p
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Ikke egen vignett
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva er det som gjør at motiliteten i tarmen øker ved denne tilstanden?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Økt volum og distensjon av lumen i tarmen vil stimulere til økt motilitet. Når laktose binder vann, vil volumet og fekalmassen øke og dermed også motiliteten øke. Dette er det samme prinsippet som benyttes av både volumøkende midler og osmotiske virkende midler mot forstoppelse, som består av naturlige polysakkarid fibre eller kunstige disakkarider.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Laktose «binder» vann/drar til seg vann slik at volum/massen i tarmen øker – 0,5p
Økt volum/masse i tarmen stimulerer til økt motilitet – 0,5p
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Ikke egen vignett
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Beskriv kort hva peristaltikk og segmentering i tarmen er, og hvilken funksjon de har.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
''Peristaltikk'' er organisert framdrift av innholdet i tarmen fra ett sted til et annet via kontraksjon. Det foregår ved bølger av muskulære kontraksjoner som beveger seg langs lengden av kanalen. Bak (proksimalt for) materialet som skal flyttes kontraherer det sirkulære muskellaget og det longitudinale laget relakserer, samtidig som tarmen foran (distalt for) det som skal flyttes klargjøres for å ta imot ved at det longitudinale muskellaget kontraherer og det sirkulære relakserer.
''Segmentering'' er sirkulære kontraksjoner vekslende med relaksasjoner i løpet av sekunder som dytter føden fram og tilbake og på den måten elter og blander den. Dette styres av programmer og reflekssløyfer i ENS, stor grad av antroduodenal koordinasjon ettersom åpning av pylorus og tømming av ventrikkelen. Begge bevegelsesmønstrene er typisk under/etter måltid
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Peristaltikk er en type motilitet der koordinerte kontraksjoner i de sirkulære og longitudinelle muskellagene som gir fremdrift av innholdet i tarmen og beveger det fra ett sted til et annet – 0,75p
Segmentering er en type motilitet der vekslende kontraksjoner og relaksasjoner i det sirkulære muskellaget gir bevegelser som blander/mikser/elter innholdet i tarmen – 0,75p
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Du går til lege og undersøkelse viser at du også har anemi som sannsynligvis skyldes malabsorpsjon.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Beskriv kort i hvilken form jern finnes i kosten og hva det er som påvirker og regulerer mengden som absorberes fra en normal tarm
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Effektiviteten i opptaket av jern i tarmen er i prinsippet avhengig av tre ting:
1. ''Kostens innhold av jern''. I kosten finnes jern hovedsakelig (ca 90%) som treverdig jern (hydroksider, Fe3+) bundet til ulike organiske molekyler, typisk i planter og melkeprodukter. I tillegg finnes det som heme-jern (ca 10 %), bundet til globiner typisk i kjøtt. Absorpsjon av jern er i utgangspunktet relativt lite effektiv og utgjør kun en liten andel (ca 10%) av det totale jerninnholdet i kosten. Heme-jern spaltes fra globinet i magesekken og tas effektivt opp i enterocytter via en spesifikk hemetransporter. Man vet minst om opptak av heme-jern, og selv om det opptaket er mest effektivt, utgjør ikkeheme-jern hovedtyngden.
2. ''Kostens sammensetning for øvrig og innhold av såkalte kostfaktorer''. Treverdig jernhydroksid (Fe3+) må reduseres til Fe2+ før det kan tas opp. Det finnes enzym (ferroreduktasen Dcytb) i brushborder av enterocyttene som katalyserer dette, men denne prosessen blir også godt hjulpet av magesyre. I tillegg påvirkes dette av kostfaktorer som enten stimulerer reduksjon til Fe2+ som for eksempel askorbinsyre (vitamin C) eller hemmer reduksjonen ved for eksempel å danne uløselige salter eller komplekser med jern, for eksempel fosfat og kalsium i melkeprodukter, garvesyre i te/kaffe, fytinsyre i korn, oksalat i grønnsaker.
3. ''Kroppens behov for jern/jernlagerstatus''. Kroppens jernstatus regulerer også opptaket: Høy transferrinmetning i blodet (mye jern bundet til transportproteinet i blod transferrin) øker produksjonen av peptidehormonet hepcidin i levercellene. Hepcidin hemmer jern-absorpsjonen ved å binde til og gi internalisering av transportproteinet som frakter jern ut av enterocyttene (ferroportin). Når jern ikke kommer seg ut av enterocyttene, vil det intracellulære nivået av jern øke. Dette gir signal om å redusere syntesen av transportproteinet som frakter jern inn i enterocyttene (DMT1 divalent metalliontransporter1) og absorpsjonen vil da gå ned. Økt akkumulering av jern intracellulært i enterocyttene vil også gjøre at kroppen kvitter seg med jern ved at epitelcellene regelmessig erstattes og avskalles ut i tarmlumen.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Jern i kosten finnes hovedsakelig som Fe3+ jern (ikke-hemejern) men også litt som heme-jern – 0,25p
Prinsippet tre ting som normalt påvirker jernabsorpsjonen:
* Mengden jern i kosten og hvilken form det jernet er i – 0,5p
* Andre kostfaktorer påvirker tilgjengelig jern i kosten ved å enten stimulere eller hemme omdanningen av ikke-hemejern fra Fe3+ til Fe2+ eller danne uløselige salter og komplekser – 0,5p
* Ved høy jernstatus i kroppen vil høy transferrinmetning gi økt produksjon av leverhormonet hepcidin som hemmer transport av jern ut av enterocyttene. Dette gir økt intracellulær konsentrasjon av jern i enterocyttene som så hemmer produksjonen av proteinet som transporterer jern inn i enterocyttene fra lumen, og dermed redusert absorpsjon – 0,75p
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Ikke egen vignett
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Beskriv hvordan vitamin B12 absorberes fra tarmen
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Vitamin B12 (kobalaminer) frigis fra de bestanddelene det er bundet til i maten i magesekken ved hjelp av pepsin og syre. Proteinet R-faktor (haptocorrin) produseres i spyttkjertler og skilles ut i spytt i munnhulen. R-faktor har høy affinitet for vitamin B12 og i magesekken bindes disse sammen til et kompleks som beskytter vitamin B12 fra å bli ødelagt av magesyren. Komplekset R-faktor-vitB12 går videre til duodenum hvor proteolytiske pankreasenzymer spalter R-faktor slik at vitamin B12 igjen frigis. I den nøytrale pH i duodenum bindes vitamin B12 så til ”intrinsic factor” som produseres i parietalcellene i magesekken. Komplekset intrinsic factor-vitB12 går videre nedover tarmen til terminale ileum, hvor komplekset bindes til en spesialisert overflatereseptor på enterocyttene (cubilin), blir internalisert via endocytose, intrinsic factor degradert og vitamin B12 transportert over den basolaterale membranen, frigitt til portalblodet hvor det transporteres bundet til transkobalamin.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Vitamin B12 spaltes fra maten av pepsin og syre i magesekken og bindes til R-faktor fra spytt – 0,5p
Komplekset vitB12-R faktor spaltes av proteolytiske enzym i duodenum og bindes til intrinsisk faktor fra parietalcellene/den syreproduserende cellen i magesekken – 0,5p
Komplekset vitB12-Intrinsisk faktor tas opp av spesifikke reseptorer hovedsakelig i terminale ileum – 0,5p
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Etter hvert får du stilt diagnosen cøliaki. Du starter behandling med glutenfri diett og blir etter det også helt kvitt problemene du opplevde etter inntak av melkeprodukter.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva er mest sannsynlig forklaringen på det?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Ved ubehandlet cøliaki vil det være en betennelse i tynntarmsslimhinnen og histologisk ses totteatrofi (svinn av tarmtotter/villi), hypertrofi av kjertler og økt infiltrasjon av immunceller i lamina propria og epitelet. Siden laktose brytes ned til glukose og galaktose av enzymet laktase i mikrovilli / brush border av tynntarmsepitelet, vil en slik betennelse i slimhinnen gi en forbigående reduksjon i laktasefunksjon og redusert evne til å bryte ned laktose (Sekundær laktoseintoleranse). Denne funksjonen vil komme tilbake igjen når behandling med glutenfri diett gjør at slimhinnen også går tilbake til normalen.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Cøliaki gir betennelse i tynntarmsslimhinnen og totteatrofi – 0,5p
Det vil redusere aktiviteten/ta helt bort enzymet laktase som ligger i epitelcellenes brush border og som er nødvendig for absorpsjon av laktose – 0,5p
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Benjamin er 74 år gammel og oppsøker allmennlegekontoret på grunn av opplevelse av økende hevelse i beina. I tillegg har han de siste månedene merket klemmende smerte foran i brystet og tung pust ved lette til moderate fysiske anstrengelser. Typisk når han går to etasjer i trapp i rolig tempo. De anstrengelsesutløste plagene gir seg raskt når han holder opp med aktiviteten
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
For å beskrive hjertesviktpasienters funksjonsnivå benyttes ofte NYHA-klassifisering. (Funksjonsnivå beskrives som NYHA-klasse 1 til 4. (NYHA = New York Heart Association)).
Hvilken NYHA-klasse er mest korrekt for Benjamins funksjonsnivå?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
NYHA-klasse 3
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Kun NYHA-klasse 3 gir poeng.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Benjamin angir at han av og til merker uro i brystet, uregelmessig hjertebank og ujevn puls. Også dette har økt både i hyppighet og varighet, faktisk har han denne opplevelsen nå under konsultasjonen.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilken supplerende undersøkelsesmetode er best egnet for å dokumentere din mistanke om at pasienten har atrieflimmer?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Elektrokardiogram, EKG.
Alle typer EKG der hjertefrekvens og tilstedeværelse eller fravær av P-bølger kan dokumenteres er velegnet. Vanligst brukt er standard 12-kanalers EKG, eventuelt kan langtidsregistrering av hjerterytmen være hensiktsmessig der atrieflimmer opptrer anfallsvis.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Undersøkelsesmetoder basert på elektrokardiogram/EKG gir poeng.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Ved den kliniske undersøkelsen finner du ved perkusjon over hjertet at området med dempning er større enn forventet og ictus cordis (spiss-støtet) observeres beliggende lateralt for medioclaviculærlinjen. Du mistenker at hjertet er forstørret.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilken supplerende undersøkelse er best egnet for å avbilde hjertet og vurdere hjertets pumpefunksjon?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Ekkokardiografi (ultralydundersøkelse av hjertet) er lettest tilgjengelig og oftest mest hensiktsmessig for å angi hjertets dimensjoner og pumpebevegelser. MRI og Røntgen CT kan også benyttes i helt spesielle tilfeller.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Ekkokardiografi gir 2 poeng.
MRI og/eller Røntgen CT gir 1 poeng.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Ved auskultasjon over hjertet hører du normale hjertetoner, det foreligger en systolisk bilyd grad 3 (3 av 6), best hørbar over apex og med utstråling mot venstre aksille. Du mistenker at Benjamin har lekkasje i mitralklaffen (bicuspidalklaffen).
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilken supplerende undersøkelse er best egnet for å underbygge din mistanke om klaffelekkasje?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Doppler ekkokardiografi (Doppler ultralydundersøkelse) er lettest tilgjengelig og oftest mest hensiktsmessig for å påvise og kvantitere (bedømme grad av) klaffelekkasjer.
MRI kan benyttes for diagnostikk og kvantitering av klaffelekkasjer i spesielle situasjoner
Venstresidig hjertekaterisering med kontrastinjeksjon i venstre ventrikkel (ventrikulografi) er lite brukt. Metoden var tidligere ( før introduksjon av Doppler utlralyd) den rådende metoden for påvisning og bedømming av alvorlighetsgrad av klaffelekkasjer.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Doppler ekkokardiografi/ ultralydundersøkelse gir 2 poeng
MRI og/eller venstre ventrikulografi gir 1 poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Ved auskultasjon over lungenes bakflater hører du fremmedlyder over lungenes basale deler. Du mistenker at Benjamin har hjertesvikt med lungestuvning (væskeoverskudd i lungevev og dels også i alveolene).
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilken supplerende undersøkelsesmetode er vanligst for å dokumentere mistanke om at pasienten har lungestuvning?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Røntgen thorax er den vanligste metoden.
Ultralyd av lunger kan i øvede hender benyttes.
Røntgen CT kan avdekke lungestuvning, da oftest som et bifunn ved andre indikasjoner for slik undersøkelse
MRI kan avdekke lungestuvning, men metoden benyttes ikke på slik indikasjon.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Røntgen thorax gir 2 poeng.
Øvrige modaliteter gir enkeltvis eller samlet 1 poeng.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
En 36 årig kvinne blir funnet ved siden av en stige og klager over dyspne (tung pust) og ømhet i høyre side av brystet, hun fraktes til sykehus i ambulanse. Som Lis1 tilser du pasienten i akuttmottaket. Hun har dyspne, men kan ikke helt redegjøre for om dette oppstod i forbindelse med fallet. Du mistenker en pneumothorax (luft mellom lunge og brystvegg) som årsak til dyspne og henviser til et stående røntgenbilde av thorax.
<<imgLink "IAB-2022s-1-A.PNG">>
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Vedlagte bilder viser et rtg thorax, front og side. Redegjør for hvordan røntgenstråler dannes, deretter redegjør kort for hvordan røntgenbildene dannes
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Dannelse av røntgenstråler: elektroner frigis fra en katode, akselererer og treffer anoden. Nedbremsingen av elektroner danner fotoner.
Dannelse av bilder: ulikt vev bremser / absorberer fotoner i ulik grad. Mengden fotoner som trenger gjennom objektet registreres av en detektor.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
* Elektroner frigis fra katode 1
* Nedbremsing danner fotoner 1
* Vev absorberer fotoner 1
* Fotoner registreres på en detektor 1
Totalt 4 poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Røntgenbilde viste ikke pneumothorax. Nå tror pasienten kanskje hun fikk dyspne allerede før hun falt av stigen. Du mistenker lungeemboli (blodpropp i lungearterier). Siden hun har et mulig svangerskap gjøres det først ultralyd av dype vener på underekstremitetene med tanke på dyp venetrombose (blodpropp i dype vener i underekstremitetene vil sannsynliggjøre mistanken)
<<imgLink "IAB-2022s-1-B.PNG">>
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Vedlagt er et ultralydbilde av arterie og vene på låret, inkl. fargedoppler. Redegjør for prinsippet bak ultralyd og doppler
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
UL-probe sender ut lydbølger. Lydbølgene vil dels penetrere og dels kastes tilbake (ekko). Lydbølgeekko fanges opp av proben. Ved doppler vil ekko fra lydbølger som kastes tilbake fra et objekt i bevegelse endre bølgelengde. Hastighet og retning på objektet avgjør hvor stor endringen i bølgelengde blir
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
* Utsendte lydbølger og ekko som fanges opp 2,0
* Doppler måler endret bølgelengde 2,0
Totalt 4 poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Siden det ikke ble påvist dyp venetrombose må lungeemboli avklares med en CT-undersøkelse av brystet inkl. lungeaterier.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Redegjør for prinsippet bak computertomografi.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Røntgenrør og detektor roterer rundt mens pasienten kjøres gjennom CT-maskinen. Røntgenstrålene som slipper igjennom pasienten registreres i detektoren. En datamaskin regner ut tettheten i det avbildede området og lager anatomiske snittbilder.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Alt med gir 2,5 poeng, kun delvis med gir 1,5 poeng
Totalt 2,5 poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Vedlagt er 2 bilder fra en CT-undersøkelse av thorax.
<<imgLink "IAB-2022s-1-C.PNG">>
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Nevn 1 ulempe og 1 fordel med røntgenkontrast. Er undersøkelsen kontrastforsterket?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
* Fordeler er bedre kontrast i bildet
* Ulempe er risiko for redusert nyrefunksjon.
* Undersøkelsen er med kontrast
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 poeng for ulempe + fordel + bilde med kontrast.
Totalt 3 poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Samme to CT-bilder
<<imgLink "IAB-2022s-1-C.PNG">>
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Pek og benevn 5 anatomiske strukturer.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Det er et utall anatomiske strukturer avbildet, studenten kan angi strukturer etter eget ønske. Sensor forventes å kunne vite om strukturene studenten avgir er korrekte.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0,5 poeng for hver anatomisk struktur Totalt 2,5 poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Under et mosjonsløp over 20 km får du etter halvveis løp relativt hurtig innsettende symptomer i form av utmattelse, svette, lett skjelving, svimmelhet og sterk sultfølelse. Du får lyst til å bryte løpet, men fortsetter i lavere tempo og etter noen minutter går det bedre
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva er den mest sannsynlige årsaken til de beskrevne symptomene?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Fysiologisk hypoglykemi
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Hypoglykemi gir 1 poeng.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Blodsukkernivået er nøye regulert og sikrer jevn tilførsel av energi til kroppens organer. Flere hormoner bidrar til å holde blodglukosenivået innenfor normalområdet.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke hormoner har en særlig viktig rolle i blodsukkerreguleringen i situasjonene som beskrives nedenfor, og hvilke kjertler og (eventuelt) celler produserer disse hormonene: A) etter et karbohydratrikt måltid; B) når blodsukkernivået synker før neste måltid; C) en periode med høyt stressnivå; D) under kortvarig ekstremt stress.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
A) Insulin fra betacellene i pankreas, B) glukagon fra alfacellene i pankreas, C) kortisol (=hydrokortison) fra binyrebarken (zona fasciculata), D) adrenalin og noradrenalin fra binyremargen.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
A) Insulin og betacellene i pankreas (½ poeng), B) glukagon og alfacellene i pankreas (½ poeng), C) kortisol (eventuelt hydrokortison) fra binyrebarken (zona fasciculata) (½ poeng) (zona fasciculata ble nevnt på forelesning, men sensor får vurdere om det skal ha betydning for poengtildeling), D) adrenalin og noradrenalin fra binyremargen (½ poeng).
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Kroppens organer er avhengige av en relativt jevn tilførsel av energi, mens tilbudet av energiholdige næringsstoffer fra tarmen kan være svært varierende gjennom døgnet.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke er de viktigste molekylene for lagring av kjemisk energi til bruk under normale fysiologiske forhold (se bort fra langvarig faste)? I hvilke organer finnes disse molekylene? Nevn fordeler og ulemper knyttet til hvert av dem?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Monosakkarider (særlig glukose) utgjør nærlageret av energi som hurtig kan omsettes til ATP gjennom glykolyse og oksidativ fosforylering. Alle kroppens celler har et visst nivå av glukose under normale betingelser. Ulempen er at forrådet av glukose i blodet og i cellene ikke er tilstrekkelig til å dekke energibehovet i perioder med økt forbruk eller lav tilførsel (Aminosyren glutamin kunne vært nevnt her som viktig brennstoff for Krebs syklus, men har ikke vært nevnt under forelesningene). Fjernlager av energi utgjøres av glykogen og triglyserider (fett). Glykogen finnes i lever- (25 %) og i muskelceller (75 %). Glykogen kan raskt brytes ned til glukose og videre til ATP når glukosenivået i blodet er lavt, men energiinnholdet per vektenhet (17 kJ/g) er lavere enn i triglyserider (37 kJ/g). Triglyserider lagres hovedsakelig i fettceller (adipocytter). Energiinnholdet er høyere enn i glykogen per vektenhet. Det er ulempe med triglyserider at fettsyrer ikke i vesentlig grad kan omdannes til glukose i glukoneogense. Når fett omsettes til energi, må nødvendig glukoseproduksjon hovedsakelig baseres på omdanning av såkalte glykogene aminosyrer eller andre glykogene molekyler som f.eks. laktat.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Glukose som umiddelbart kan omsettes til energi, men med kort varighet: 1 poeng. Glykogen i lever og muskulatur, raskt omsettelig, men mindre energiinnhold enn fett: 1 poeng. Triglyserider/fett i adipocytter (fettceller). Høyt energiinnhold, men kan ikke omdannes til glukose i noen særlig grad: 1 poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Fullstendig nedbryting av glukose og fettsyrer til ATP er avhengig av Krebssyklus og oksidativ fosforylering i cellene.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
I hvilken organelle i cellene foregår Krebssyklus og oksidativ fosforylering?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Mitokondrier 2p
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Mitokondrier 2p
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
For at Krebssyklus og oksidativ fosforylering skal gå er disse prosessene avhengig av at cellene har tilgang på co-faktorer som er nødvendige i disse biokjemiske prosessene. Flere av disse cofaktorene dannes fra vitaminer
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
* Tilgang på hvilket vitamin er nødvendig for at cellene skal danne den viktig co-faktoren NAD+ (Nikotin Adenin Dinukleotid) slik at disse prosessene kan gå?
* Hva kalles mangelsykdommen som opptrer ved mangel på NAD+?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
* Vit. B3 eller niacin 1 p
* Pellagra 1 p
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
* Vit. B3 eller niacin 1 p
* Pellagra 1 p
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
En 67 år gammel mann som har røkt mye i over 40 år er undersøkt ved en lungepoliklinikk pga økende tungpust over tid. Spirometri viser en uttalt obstruktiv ventilasjonsinnskrenkning og det blir fastslått at han har kols (kronisk obstruktiv lungesykdom).
Hos en slik pasient blir luftveiene/bronkiene forsnevrede og trange ved ekspirasjon og det blir tungt å puste ut. Dette fenomenet oppstår også hos friske ved forsert ekspirasjon under en spirometri, men hos pasienter med alvorlig kols vil det også kunne skje ved normal respirasjon/ekspirasjon.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva er mekanismen her og hva kalles dette fenomenet?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Høyere trykk intratorakalt enn intrabronkialt gjør at bronkiene presses sammen, kalles dynamisk luftveiskollaps
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 poeng for mekanisme og 0,5 poeng for å nevne dynamisk luftveiskollaps
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Tilleggsundersøkelser viser at RV (residualvolumet) er økt, noe som passer med hyperinflasjon/emfysem
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Vil dette påvirke volumet av vitalkapasiteten og evt. hvorfor?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Ja, økt residualvolum okkuperer volum i toraks og gir redusert VK (RV = TLC – VK)
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0,5 poeng for å angi hvordan vitalkapasiteten påvirkes og 1 poeng for å forklare hvorfor
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Denne pasienten har hypoksemi (lavt oksygeninnhold i arterieblod) med PaO2 7,1 kPa. Normalt for en frisk person på hans alder vil være PaO2 minst ca. 10 kPa
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Nevn (ikke nødvendig å forklare/utdype) hvilke mekanismer som kan gi hypoksemi hos en person? (generelt, ikke spesifikt for denne pasienten).
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Fire mekanismer:
# hypoventilasjon/lavt oksygeninnhold i inspirasjonsluften
# diffusjonsbarriere
# ventilasjons/perfusjonsmisforhold
# shunt
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
3 poeng for 3 riktige av 4; 2 poeng for 2 av 4; 1 poeng for en av fire.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Ikke egen vignett
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilken autoreguleringsmekanisme skjer i lungekarene på grunn av lavt oksygeninnhold i alveolene? (dvs. pga alveolokapillære enheter med lav PO2)?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Det gir kontraksjon av pulmonalkar for å dirigere blod fra alveolokapillære enheter med lav PO2 til enheter med høyere PO2 (blodet går dit det er mest oksygen å hente).
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 poeng for riktig svar
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Ikke egen vignett
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvordan vil langvarig hypoksemi påvirke trykket i lungekretsløpet?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Kontraksjonen av pulmonalkar gir høyt trykk i lungekretsløpet
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 poeng for riktig svar
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Ikke egen vignett
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilken konsekvens kan dette (dvs. langvarig hypoksemi) ha for hjertets funksjon og arbeid?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Dette gir økt motstand å arbeide mot for høyre hjertehalvdel, altså økt belastning og kan over tid resultere i høyresidig hjertesvikt (cor pulmonale)
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 poeng for riktig svar
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Denne pasienten har røkt betydelig og røyker forsatt. Tobakksrøyk inneholder CO (karbonmonoksid)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
På hvilken måte påvirker denne gassen oksygentransporten i blodet?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Gir redusert oksygentransport fordi CO bindes til Hb med større affinitet enn oksygen og hindrer/reduserer dermed binding av oksygen til Hb
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 poeng for riktig svar
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Alle blodets celler har sitt opphav fra den multipotente stamcellen. Av blodets celler er erytrocyttene antallsmessig mest dominerende. Etter et akutt blodtap (blødning) trer fysiologiske kompensasjonsmekanismer inn for å erstatte tapt erytrocyttmasse
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Forklar hvordan akutt blødning aksellererer erytropoiesen
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Nedsatt hemoglobinkonsentrasjon fører til nedsatt O2-tilbud i nyrene. Dette igjen stimulerer til økt produksjon av erytropoetin (EPO). EPO øker celledelingshastigheten og modningshastigheten i erytropoiesen og en raskere uttømming av reticulocytter fra benmargen.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Må nevne erytropoetin (1p), at denne produseres i nyrene (1p) og at stimuli for økt EPO er hypoksi eller nedsatt hgb-konsentrasjon (1p)
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Ikke egen vignett
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Cirka hvor lang tid tar utviklingen fra delende erytroid forstadium i benmargen til moden erytrocytt i blodet?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
3-7 dager. Mer presist: ca 3 dager der hvor EPO har sin virkning. Celledelingsevnen er høyest i de tidlige utviklingsstadiene (proerytoblast og basofil erytroblast) mens hemoglobinsyntesen er høyest i de senere utviklingsstadiene (orthokromatisk erytroblast)
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Det kan være litt ulikt hvordan studentene svarer her, men alt fra 3-7 dager bør gi poeng. Prosessen fra de helt umodne erytroide progenitorvellene (BFU-E) tar ca 1 uke, mens prosessen fra de hurtigst delende forstadiene (CFU-E) tar 3 dager. EPO virker imidlertid kun fra CFU-E og utover, og etter en akutt blødning er det nettopp fra dette trinnet i erytropoiesen porsessen er speedet opp. Det er ikke nødvendig å navngi de ulike utviklingstrinnene i erytropoiesen.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Etter en slik akutt blødning kan andelen reticulocytter i blod øke
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
På hvilke måter skiller reticulocytter seg fra modne erytrocytter?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Reticulocyttene har ribosomer. Det foregår fortsatt litt hemoglobinsyntese. De er større og har en mer blålilla farge, mens de ved vitalfarging får en nettverksmønster av blåfarge som er klumpet ribosomrester
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Må nevne at de har ribosomer, i motsetning til modne erytrocytter
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Ferdige erytrocytter vil så sirkulere i blodet i ca 120 dager
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvor og hvordan foregår nedbrytningen av røde blodceller?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Fagocytose av makrofager, først og fremst i milten (rød pulpa) og lever. Eldre erytrocytter er mindre fleksible og har problemer med å passere mellom slitsene inn til venesinusoidene. De blir «fanget» utenfor sinusoidene og fagocytert av makrofager. Yngre erytrocytter beskytter seg mot slik fagocytose fordi de har et «ikke spis meg»- signalmolekyl på celleoverflaten
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Makrofager (1p), milten (1p) (rød pulpa)
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Menn har gjennomsnittlig litt høyere hemoglobinkonsentrasjon enn kvinner
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva kan være årsaken til det?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Mannlig kjønnshormoner (androgener) stimulerer til EPO-produksjon
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Må nevne androgener for poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
En 62 år gammel mann har kjent hyperkolesterolemi og leversteatose (fettlever). Han har i lang tid vært plaget med diare og ubehag/smerte i øvre del av magen. Nå har han fått økende plager med mer konstante smerter som han selv synes er relatert til måltid.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Beskriv kort den viktigste hormonelle reguleringen av magesyresekresjon som skjer i antrum- og corpusslimhinnen i gastrisk fase.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
G-celler i antrumdelen av magesekken er normalt under hemming av den sure pH i magesekken. ”Måltid” stimulerer G-celler ved at maten nøytraliserer pH og ulike komponenter i maten, spesielt peptider, stimulerer cellene direkte. G-celler produserer hormonet gastrin som skilles ut i blodbanen (endokrint) og når corpusdelen av magesekken, der det stimulerer ECL celler til å skille ut histamin. Histamin virker hovedsakelig parakrint og via lange utløpere direkte på parietalceller og stimulerer til syresekresjon.
Økt mengde magesyre (H+ ioner, synkende pH) virker så inhiberende tilbake på prosessen (=negativ feedback). Det viktigste hemmende hormonet er somatostatin fra D-celler i både antrum og corpus som hemmer alle de tre andre celletypene i prosessen.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
* 0,5 poeng – Innhold i måltid+økt pH stimulerer gastrinutskillelse fra G-celler i antrum til blodet
* 0,5 poeng – Gastrin stimulerer ECL-celler i corpus til å skille ut histamin parakrint
* 0,5 poeng – histamin stimulerer parietalcellen i corpus til å skille ut magesyre
* 0,5 poeng – Somatostatin fra D-celler i både antrum og corpus hemmer alle tre celletypene
Totalt 4 poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Forklar på hvilken måte sekret fra munnhule og magesekk er involvert i fordøyelse og absorpsjon av ulike næringsstoffer.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
''Alfa-amylase'': skilles ut i spytt og er første trinn i nedbrytningen av karbohydrater ved at det katalyserer spaltingen av stivelse og glykogen til mindre oligo-og disakkarider
''Pepsinogen'': Skilles ut fra hovedceller i corpusslimhinnen, aktiveres av den sure pH i magesekken til enzymet pepsin som katalyserer nedbrytning av proteiner.
''HCL'': Skilles ut fra parietalceller i corpusslimhinnen og er involvert i fordøyelse av proteiner ved at syra aktiverer pepsinogen. Bidrar til opptak av ikke-heme jern ved å redusere Fe3+ til Fe2+. Lav pH bedrer løseligheten til kalsiumsalter og bidrar til kalsium absorpsjon. Denaturering av proteiner letter proteinnedbrytning og gjør at for eksempel mat-bundet vitamin B12 løsner (og kan binde seg til R-faktor fra spytt).
''Intrinsisk factor (IF)'': Skilles ut fra parietalceller I corpusslimhinnen, bindes til fritt vit B12 i et kompleks som er nødvendig for absorpsjon.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
* 0,5 poeng – a-amylase fra spalter karbohydratene stivelse/glykogen
* 0,5 poeng – Pepsinogen/pepsin spalter ulike proteiner
* 0,5 poeng – Magesyre aktiverer pepsinogen, gir gunstige forhold generelt for proteinnedbrytning og opptak av div vitamin / mineraler (gjerne nevn redusering av jern)
* 0,5 poeng – Intrinsisk faktor nødvendig for opptak av vitamin B12
Totalt 4 poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Pasienten viste seg å ha gallestein.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Forklar hvordan utskillelse av galle til tarmen reguleres, og hvilken rolle gallesalter har i å forhindre dannelse av gallesteiner spesielt i galleblæra.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Utskillelse av galle til tarmen reguleres ved at hormonet cholecystokinin (CCK) stimulerer til kontraksjon og tømming av galleblæren og relakserer sfinkter Oddi (og sekresjon av pankreasenzym). Hormonet produseres i enteroendokrine I-celler i tarmslimhinnen i duodenum og jejunum når disse registrerer økt mengde fett/priteiner i tarmlumen og skilles ut i blodet (portasirkulasjonen) for å nå målcellene.
En av hovedfunksjonene til galleblæren er å absorbere vann og konsentrere innholdet i gallen. De fleste gallesteiner inneholder mye kolesterol. Gallesalter er amfifatiske molekyler som danner miceller og sørger for at lite vannløselige molekyler som kolesterol holdes i løsning/suspensjon. Dersom konsentrasjonen av kolesterol er for høy i forhold til konsentrasjonen av gallesalter, vil kolesterol begynne å felle ut og danne krystaller og etter hvert større konkrement også sammen med ulike salter og bilirubin.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
* 0,5 poeng – Hormonet CCK stimulerer kontraksjon av galleblæra og åpning av sfinkter Oddi.
* 0,5 poeng – CCK kommer via blodet fra I-celler i tarmslimhinnen som reaksjon på økt mengde fett/protein øker i lumen
* 0,5 poeng – Gallesalter er amfifatiske og danner miceller som hjelper til med å holde spesielt kolesterol i løsning slik at konkrementer ikke felles ut
* 0,5 poeng – spesielt viktig i galleblæra der gallen konsentreres.
Totalt 4 poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Ikke egen vignett
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Gi en kort oversikt over transport av fettstoff fra enterocyttene i tarmen etter absorpsjon og videre til leveren.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Fettsoff fra maten (triglyserider, kolesterol) samles i chylomicroner i enterocyttene, går ut av enterocyttene ved eksocytose, diffunderer til lymfesystemet og tømmes til blodbanen via den store lymfegangen (ductus thoracicus). En god del av triglyseridene i chylomicroner blir hydrolysert til frie fettsyrer av lipoprotein lipase (LPL) som ligger på den kapillære endotelveggen i spesielt fettvev og muskelvev, og tas opp her.
Resten kalles chylomicron remnant (rest) og tas opp av levercellene der triglyserider og kolesterol kan lagres, brukes til energi og byggeklosser, skilles ut i galle, eller pakkes i VLDL og skilles ut i blodet for bruk av annet perifert vev.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
* 0,5 poeng – Fettstoff pakkes i chylomicroner i enterocyttene og kommer ut i blodsirkulasjonen via lymfesystemet
* 0,5 poeng – På veilen til lever spaltes mye av triglyseridene i chylomicroner av lipoprotein lipase i karveggen og til frie fettsyrer tas opp i spesielt fett- og muskelvev
* 0,5 poeng – chylomicron-rest tas så opp av hepatocytter.
Totalt 4 poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Etter flere år utvikler pasienten leversvikt. Han har tydelige ødemer i beina og måling viser at blodet bruker lengre tid på å koagulere (forhøyet INR).
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Forklar hvilke syntesefunksjoner i hepatocyttene som svikter når pasienten får disse symptomene.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
En av de viktige oppgavene til levercellene er å produsere ulike plasmaproteiner som sirkulerer i blodet, hvorav albumin og proteiner i koagulasjonssystemet er noen av disse.
Albumin er svært viktig for å opprettholde kolloid osmotisk trykk i plasma og når konsentrasjonen av albumin i blodet synker, vil mer væske sive/bli dratt ut i perifert vev og gi ødemer. Koagulasjonsproteiner er viktige for å sørge for koagulasjon og hemostase og ved redusert produksjon vil det kunne gjøre at blodet bruker lengre tid på å koagulere og økt blødningstendens.
Både måling av albumin og INR brukes som test for å bedømme leverens proteinsyntesefunksjon, der økt INR viser redusert produksjon av vitamin K-avhengige koagulasjonsfaktorer. Disse symptomene er tegn på at syntesefunksjonen i levercellene er redusert og er tegn på leversvikt.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
* 0,2 poeng – Svikt i syntese av (plasma)proteiner.
* 0,4 poeng – Redusert syntese av albumin gir ødemer fordi albumin er viktig for å opprettholde kolloid osmotisk trykk i plasma.
* 0,4 poeng – Redusert syntese av koagulasjonsfaktorer gir forlenget koagulasjon og dermed høyere INR-verdi.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Pasienten har også hyperbilirubinemi (ikterus).
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvor kommer bilirubin fra og på hvilken måte kan nedsatt funksjon i hepatocyttene (leversvikt) gi opphopning i kroppen?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Bilirubin er nedbrytningsproduktet til heme, som er en viktig prostetisk gruppe i hemeproteiner. Slike proteiner finnes i alle celler i kroppen, men de aller største kildene til heme er hemoglobin i røde blodceller, enzymer i hepatocyttene og myoblobin i muskulatur.
Bilirubin skilles ut via galle og går ut av kroppen i avføring/urin. Dette skjer ved at hepatocyttene tar opp ukonjugert bilirubin som er fettløselig og fraktes i blodet bundet til albumin, og som dermed er lite tilgjengelig for vanlig filtrasjon i nyrene. For å gjøre bilirubin mer vannløselig og lettere å skille ut i gallen, skjer det en omdanning/detoksifisering/fase II-reaksjon i hepatocyttene der to sukkermolekyler glukuronat konjugeres på bilirubin. Dette kalles konjugert bilirubin og blir skilt ut i gallen via en aktiv pumpemekanisme i cellemembranen. Konjugeringen og utpumping i gallen er viktige hastighetsbestemmende trinn i kroppens utskillelse av dette nedbrytningsproduktet. Ved funksjonssvikt vil cellene kunne ha nedsatt evne til konjugering og også å pumpe ut konjugert bilirubin, slik at konsentrasjonen øker i blodet og hoper seg opp i kroppen.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
* 0,5 poeng – Bilirubin nedbrytningsprodukt fra heme, kommer først og fremst fra nedbrytning av hemoglobin.
* 0,5 poeng – Ukonjugert bilirubin må fraktes til lever for å konjugeres slik at det kan pumpes ut i gallen og ut av kroppen.
* 0,5 poeng – Nedsatt funksjon i hepatocyttene vil gi dårligere evne til å konjugere bilirubin og skille ut ferdig-konjugert bilirubin og det vil «stases opp» og gi økt konsentrasjon i blodet.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Epidermolysis bullosa simplex er en sykdom som kan være forår saket av mutasjoner i gener som koder for komponenter av intermediære filamenter.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Beskriv den generelle oppbyggingen av intermediære filamenter.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Intermediære filamenter er bygget opp av fibrøse proteiner (langstrakte proteiner) med et sentralt stavdomene og ustrukturerte domener i hver ende. Ett filament er satt sammen av monomerer som assosierer til å danne en coiled-coil dimer- som igjen danner tetramerer som er forskjøvet i forhold til hverandre. Tetramere pakkes sammen ende mot ende- og åtte tetramerer blir til et tau-lignende filament. Filamentene har form som fleksible tau på ca 10 nm i diameter. De danner et ikke polarisert nettverk i cytoplasma.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Fibrøse proteiner som danner ikke polarisert nettverk i cytoplasma
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Hva heter det viktigste intermediære filamentet i epitelceller?
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Beskriv den generelle oppbyggingen av intermediære filamenter.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Keratin
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Keratin
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Symptomene på Epidermolysis bullosa simplex er blant annet sårdannelser i huden.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Forklar hvordan mutasjoner i intermediære filamenter kan gi slike symptomer.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Intermediære filamenter i hud er først og fremst keratin. Keratin danner et nettverk gjennom cellen, og bidrar også til å danne epitelcellelaget (huden) ved å binde de enkelte cellene til hverandre. Desmosomer er proteinstrukturer som forbinder keratinfilamenter i naboceller med hverandre. Dette gir epitelcellelaget mekanisk styrke/strekkstyrke, fordi nettverket sørger for å fordele den lokale belastningen påført huden ved feks. støt/slag. Mutasjon i keratin fører altså til et svekket epitelcellelag som tåler mindre mekanisk belastning, og pasienter med denne sykdommen får dermed svært skjør hud og har lett for å få sår.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Beskrivelse av at nettverk av intermediære filamenter gir epitelcellelag mekanisk styrke ved å fordele den mekaniske belastningen (1poeng). Beskrivelse av desmosomer i tillegg gir 2 poeng.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Ingen celler kan overleve uten kommunikasjon med andre celler.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Beskriv minst fire ulike måter for hvordan ei celle kan sende et signal til ei anna celle.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Celler kan kommunisere med hverandre på både kort og lang avstand. De fire viktigste kommunikasjonsmåtene er:
# Endokrin- signalering: Signalet (hormon) produsert av celler i endokrinekjertler føres med blodet til målceller som kan være langt unna avsendercella. Går sakte, lav konsentrasjon- reseptoren må kunne respondere på lave konsentrasjoner.
# Nervesignalering: Virker over lange avstander, men skilles ut i nærheten av målcella. Synapsen ligger langt unna cellekroppen. Når ei nervecelle blir aktivert så sendes elektriske impulser langs axonet, den elektriske impulsen omdannes til kjemisk signal ved frigøring av nevrotransmitter. Svært høy konsentrasjon av nevrotransmitter i den synaptiske kløften.
# Parakrin-signalering: signalmolekyler (feks. cytokiner, vekstfaktorer) skilles ut lokalt i ekstracellulærvæske og virker lokalt på celler i nærheten av avsendercellen.
# Kontakt-avhengig signalering: et celleoverflatebundet signalmolekyl på ei celle binder til reseptor på nabocelle. Viktg feks i organutvikling/fosterutvikling og ved aktivering av enkelte immunceller.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
4 av 4 gir 3 poeng, 3 av 4 gir 2 poeng, 2 av 4 gir 1 poeng, 1 av 4 gir 0.5 poeng.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
G-protein-koblede reseptorer utgjør den største gruppen membranreseptorer.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Beskriv generelt hvordan G-protein koblede reseptorer er bygd opp og kort hvordan signaloverføringen skjer
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
G-protein-koblede reseptorer består av en lang polypeptidkjede som går igjennom membranen sju ganger (seven-pass transmembrane protein). Når en ligand binder den ekstracellulære delen av reseptoren, skjer det en konformasjonsendring som fører til aktivering av et G-protein inne i cella. Det finnes ulike typer G-proteiner, men alle er bygd opp av tre deler: alpha, beta og gamma. Alpha og gamma- enhetene er bundet til membranen. Ikke-aktivert G-protein har GDP-bundet, ved aktivering (konformasjonsendring) byttes GDP med GTP. Aktivert G-protein kan deretter aktivere ulike nedstrøms signalveier (ionekanaler og enzymer (fosfolipase C og adenylsyklase)).
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Seven-pass transmembran protein (0.5p), intracellulære G- proteiner (0.5p), aktivering ved å bytte GDP mot GTP (0.5p), nedstrøms aktivering av ionekanaler og enzymer (0.5p).
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Økning i cytosolisk Ca^^2+^^ aktiverer mange biologiske prosesser
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvorfor er det vanligvis lav konsentrasjon av Ca^^2+^^ i cytosol?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Ca2+ blir aktivt pumpet ut av cytosol vha. pumper i plasmamebranen som pumper Ca2+ ut av cella og av pumper i ER-membranen som pumper Ca2+ inn i ER.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Beskrivelse av at Ca^^2+^^ aktivt pumpes ut av cytosol.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Til sirkulerende blodceller regner vi blant annet erytrocytter, trombocytter, lymfocytter, granulocytter og monocytter. Disse har alle et felles opphav.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke egenskaper har den multipotente hematopoetiske stamcellen?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Stamcellen er en liten celle som morfologisk ligner en moden lymfocytt. Ved deling i disse cellene dannes i gjennomsnitt 1 ny stamcelle (selvfornying) og 1 celle som går videre til produksjon av modne celler gjennom flere trinn med differensiering/ spesialisering
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Må ha med evne til selvfornying (0.5p) og modning/differensiering (0.5p)
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Fra fosterlivet til fødselen og gjennom årene fra barn til voksen er det ulike organer som har hovedansvar som bloddannende vev
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Forklar hvilke vev vi regner til hematopoietiske (bloddannende, inkludert lymfoide) organer og hvor dette foregår ved ulike stadier i utviklingen
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
De første multipotente stamcellene har sitt opphav i plommesekkens kar. Fra 5. fosteruke foregår hematopoiesen i lever (+ i noe mindre grad i milten) og fra ca 12. fosteruke overtar gradvis benmargen. I barnealder har vi hematopoietisk benmarg i alle rørknokler samt aksialskjelettet. Jo eldre vi blir sentreres hematopoietisk benmarg til aksialskjelettet bekken, columna og brystkassen.
Til hematopoietisk vev regnes foruten benmarg også milt , lymfeknuter, thymus og mukosa-assosiert lymfatisk vev (MALT). Benmargen er viktigst for utviklingen av de myeloide cellene (erytrocytter, trombocytter, granulocytter), mens lymfeknuter, milt, thymus og MALT er viktig for utviklingen av lymfocytter
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Embryologien (1,5p) + nevne alle vev vi regner til hematopoietisk og lymfoid vev (1.5p). Trekk -0.5p hvis man ikke har med lever, rørknokler, aksialskjelett. Trekk -0.5p hvis man ikke har tatt med milt, lymfeknuter, thymus, MALT.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Cellene som senere sirkulerer i blod skiller seg i egenskaper fra stamcellene i benmargen på flere måter
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Nevn på hvilken måte eksempelvis en nøytrofil granulocytt skiller seg fra en multipotent stamcelle
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Har mistet evnen til selvfornylese/ deling. Dør etter endt levetid. Er spesialisert (committed), uttrykker linjespesifikke proteiner, har funksjonell kompetanse
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Må nevne at de ikke har delingsvene (1p) og at de er funksjonsdyktige (1p) (fagocytose/bakteriedrap når det gjelder nøytrofile granulocytter)
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Ikke egen vignett
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke faktorer er det som avgjør om en multipotent stamcelle utvikler seg til en nøytrofil granulocytt?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Viktigste til stimulus til granulopoiesen er G-CSF (granulocytt- kolonistimulerende faktor) og i noen grad GM-CSF, SCF og IL-3. Hemmer av granulopoiesen er laktoferrin
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Må nevne G-CSF
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
På veien fra multipotent stamcelle til moden nøytrofil granulocytt går cellen også gjennom morfologiske endringer.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Beskriv de morfologiske endringene som skjer i cellen fra umoden til moden celle
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Stamcellen ser ut som en liten lymfocytt. Ved aktivering endrer den utseende til en blastcelle, med basofilt cytoplasma (høyt RNA-innhold). Med økende differensiering og proteinsyntese blir cytoplasma tiltagende eosinofilt. Granula med linjespesifikke proteiner (eks MPO) kommer til syne i granulocyttene. Kjernekromatinet pakkes tettere, og kjernen segmenteres i granulocyttene. Cellen minker i størrelse
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Størrelsesendring (1p), kondensering av kromatin og segmentering av kjernen (1p) og granula i cytoplasma (1p)
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Til tross for store fremskritt i behandlingen av koronarsykdom og akutt hjerteinfarkt de siste tiårene er fortsatt hjerteinfarkt den vanligste årsaken til hjertesvikt
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Kan du beskrive hvordan hjertet og hjertecellene endres morfologisk ved post infarkt hjertesvikt? Hvordan skiller dette seg fra endringer som følge av økt perifer motstand som f.eks. ved aorta stenose?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Etter infarkt endres normal sett hjertet ved eksentrisk hypertrofi av det ikke infarkterte viable myokard. Dette kjennetegnes ved dilatert ventrikkel som følge av volumoverbelastning. Dette innebærer at hjertecellene vokser i lengden og i liten grad i bredden (cellene vokser med sarkomerer i serie). Konsentrisk venstre ventrikkel hypertrofi er en unormal økning i venstre ventrikkel myokardmasse forårsaket av kronisk økt arbeidsbelastning på hjertet, oftest et resultat av trykkoverbelastning indusert av arteriolers vasokonstriksjon som forekommer ved kronisk hypertensjon eller aortastenose. Her vil man se at hjertecellene i hovedsak vokser i bredden og blir tykkere (flere sarkomerer i parallell).
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Infarkt: Eksentrisk hypertrofi, hjertecellene vokser i lengden med flere sarkomer i serie (1 poeng)
Økt perifer motstand (pressure overload): Konsentrisk hypertrofi med hjerteceller som har flere sarkomerer i parallell (1 poeng).
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Ved hjerteinfarkt så er det kritisk å gjenopprette tilførsel av okygenrikt blod så raskt som mulig. Ved reperfusjon så vil hjertecellene og mitokondriene igjen få tilgang til okygen.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva er konsekvensen av at okygentilførselen til hjertecellene og mitokondriene blir gjenopprettet? Beskriv de viktigste cellulære og mitokondrielle konsekvensene av at oksygentilførselen gjenopprettes.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Reoxygenering er helt nødvendig for at hjertecellene skal overleve. Likevel er dette en svært kritisk fase som i seg selv også fører til at hjertecellene får en betydelig ekstrabelastning i den akutte reperfusjonsfasen. Under reperfusjon reaktiveres elektrontransportkjeden, og genererer reaktive okygen species (ROS). Andre kilder til ROS inkluderer xantinoksidase (endotelceller) og NADPH oksidase (nøytrofiler). ROS medierer myokard reperfusjonsskade ved å indusere åpningen av mitokondriell permeabilitetsovergangspore (mitochondrial permeability transition pore - mPTP). ROS fungerer også som en nøytrofil kjemoattraktant og i tillegg vil ROS gjøre det sarkoplasmatisk retikulum (SR) dysfunksjonelt. Dette bidrar til forhøyet intracellulært kalsium. ROS overbelastning skader også cellemembranen ved lipidperoksidasjon, induserer enzymdenaturering og forårsaker direkte oksidativ skade på DNA.
Reperfusjon og reaktivering av Na+/H+-veksleren resulterer i utvasking av H+- ioner som er akkumulert gjennom anaerob metabolisme i den iskemiske perioden, noe som resulterer i rask gjenoppretting av fysiologisk pH. Denne raske hevingen av intracellulær pH frigjør den hemmende effekten på mPTP- åpning. Redusert H+ konsentrasjon intracellulært gjør i tillegg at H+ sin blokkerende effekt i forhold til myofilament kalsium binding opphører noe som bidrar til hyperkontraktur av hjertecellene. Gjenopprettingen av mitokondriemembranpotensialet driver kalsium inn i mitokondriene, som også kan indusere mPTP-åpning. Åpning av mPTP fører i tillegg til frislipp av cytokrom C fra mitokondrien noe som fører til apoptose.
Kilde: https://www.ncbi.nlm.nih.gov/pmc/articles/PMC3533275/
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
ROS induserer åpningen av mPTP og fører til overbelastning av kalsium som følge av SR dysfunksjon (0.75p). ROS fungerer også som en nøytrofil kjemoattraktant og i tillegg fører ROS til overbelastning og skader på cellemembranen ved lipidperoksidasjon, induserer enzymdenaturering og forårsaker direkte oksidativ skade på DNA (0.75p). Reperfusjon og reaktivering av Na+/H+-veksleren fører til rask gjenoppretting av fysiologisk pH, som videre frigjør den hemmende effekten på mPTP-åpning. Redusert H+ konsentrasjon intracellulært gjør i tillegg at H+ sin blokkerende effekt i forhold til myofilament Ca2+ binding opphører noe som bidrar til hyperkontraktur av hjertecellene. (0.75p). Gjenopprettingen av mitokondriemembranpotensialet driver kalsium inn i mitokondriene, som også kan indusere mPTP-åpning og apoptose (0.75p)
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Ikke egen vignett
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva er forskjellen mellom iskemi og hypoksi og hvilken av disse som normalt sett blir sett på som mest alvorlig?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Med iskemi menes som regel lokal forsnevring av en arterie, enten på grunn av fortykket arterievegg (aterosklerose) eller på grunn av en blodpropp som stanser deler av, eller hele blodstrømmen til et organ. Konsekvensen av iskemi kan være at kroppsdelen eller organet blir varig skadet. Iskemi vil også føre til mangel på næringsstoffer og immunceller som blodet frakter med seg i tillegg til at metabolitter og avfallsstoff fra det iskemiske området ikke blir fraktet bort. Den alvorligste typen skade er om hele eller deler av organet dør, slik som ved et infarkt.
Begrepet hypoksi, betyr at cellene i organet får for lite oksygen. Mens iskemi skyldes for lite tilførsel av blod, skyldes hypoksi for lite tilførsel av oksygen. Iskemi er mer alvorlig enn hypoksi. Dette skyldes at i tillegg til mangel på tilførsel av oksygenrikt blod så vil også andre stoffer som brukes til energiomsetning blir redusert eller bortfalle når blodstrømmen avtar. I tillegg vil ikke metabolitter og avfallsstoff fra det iskemiske området bli fraktet bort.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Iskemi blir sett på som mest alvorlig er definert som nedsatt eller opphør av perfusjon av okysygenrikt blod samt mangel på næringsstoffer og immunceller som blodet frakter med seg. I tillegg vil ikke metabolitter og avfallsstoff fra det iskemiske området bli fraktet bort (1 poeng). Hypoksi er at cellene i organet får for lite oksygen (1 poeng)
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Etter et akutt hjerteinfarkt så vil hjertecellene som ikke blir forsynt med okygenrikt blod gradvis begynne å dø
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Om man tar et tverrsnitt av hjerteveggen i infarktområdet, hvilken del av hjertemuskel vil først utvikle myokardnekrose etter okklusjon? Hvorfor?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Nekrose starter først i endokard der energikravet er størst
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Nekrose starter først i endokard der energikravet er størst
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Ikke egen vignett
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvor stor andel av hjertecellene i det iskemiske området av myokard kan man anta er mulig å redde etter 4 timer uten reperfusjon?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Omtrent 30% av hjertecellene kan potensielt være mulig å redde etter 4 timer. Kilde Braunwald, heart disease, 12th ed (2022)
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Omtrentlig svar på 30% gir 1,5 poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Proteinsyntesen starter på ribosomer i cytosol.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva bestemmer om proteinet blir i cytosol eller om det skal til en annen destinasjon?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Proteinene har signalpeptid eller signalsekvenser som fungerer som adresselapper. Chaperoner og transportproteiner gjenkjenner disse og frakter proteinene dit de skal.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Forklaring av signalpeptid og prinsippet for gjenkjenning. Kan gi bonus på 0,5 poeng om både signalpeptid og signalsekvenser beskrives (signalsekvensene ligger gjerne spredt over polypeptidkjeden og danner et signal først når proteinet foldes riktig)
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Mange proteiner fraktes via ER og Golgi før de når sin endelige destinasjon.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke viktige prosesser skjer i ER og Golgi?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
ER: kvalitetssjekk av feks riktig folding, samt N-glykosylering
Golgi: modifisering av N-glykosylering og O-glykosylering, sortering av proteiner til ulike destinasjoner
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 poeng for ER, 1 poeng for Golgi (forventer ikke at de skal huske alt, men minst to ulike funksjoner må nevnes av kvalitetskontroll, glykosylering og sortering for full score).
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Cystisk fibrose kan skyldes mutasjon i et protein som danner en klorkanal i plasmamembranen på epitelcellene. Mutasjonen gjør at proteinet ikke foldes riktig.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva skjer med proteinet, og hvordan kan dette forklare noen av problemene pasientene med cystisk fibrose har?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Siden proteinet sitter i plasmamembranen så blir det laget og foldet i ER, der også kvalitetskontrollen skjer. Om det ikke foldes riktig så blir det degradert. Resultatet er at pasientene får lite klorkanaler i membranen på epitelcellene, og dette gjør at vanntransporten også påvirkes slik at pasientene får tykt slim.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 poeng for beskrivelse av kvalitetskontroll i ER /degradering, 1 poeng for hvordan det påvirker proteinnivået i epitelcellemembranen, 1 poeng for forklaring av klor/vanntransport og tykt slim
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
For å studere proteinsyntesen i mer detalj så kan en bruke mikroskopi
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Beskriv hvilke mikroskopimetoder som kan brukes og hva som begrenser hva en kan se?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Det er ulike typer mikroskopi som kan brukes for å studere celler og intracellulære prosesser. Cellene er fargeløse og en må bruke en form for kontrast for å se både celler og strukturer inni cellene, men den største begrensningen er oppløsningen en kan oppnå. Lysmikroskopi begrenses av bølgelengden på lys og er omtrent 200 nm, selv om dette i dag "tweakes" litt med optiske teknikker som gjør at en kan nå ned mot 50 nm (super resolution). Dersom en merker proteiner, ribosomer, organeller med fluorescens så kan en likevel se på molekylære interaksjoner - men da med forbehold om begrensning i oppløsning. For å se mer detaljerte strukturer i cella, feks ribosomer, så må en bruke energi med lavere bølgelengde - som elektroner i elektronmikroskopi.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0,5 poeng for kontrast, 1 poeng for å forklare begrensningen i oppløsning pga bølgelengden, 0,5 poeng for fluorescens og 0,5 poeng for elektronmikroskopi og hvorfor det gir høyere oppløsning.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Ikke egen vignett
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva skjer med uløselige proteinaggregater i cytosol?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Autofagi. Proteiner blir degradert i proteasomer, men når du får større aggregater så blir de omsluttet av en dobbeltmembran til det dannes autofagosom som fusjonerer med lysosomer slik at innholdet degraderes.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Autofagi
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
En 48 år gammel mann har blitt stukket i brystet til venstre for brystbenet (parasternalt) mellom 5 og 6 costa.
Kniven har gått inn i hjertet.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilken av de fire hjertekamrene har kniven penetrert mest sannsynligvis først?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Høyre ventrikkel ligger fremst mot brystkassen og penetreres først ved et stikk skade.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 poeng for korrekt del av hjerte
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Blødninger fyller hjerteposen med blod, noe som kalles hjerte-tamponade.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva er navnet på hjertepose?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Pericardium og pericard godkjennes
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1,0 poeng for korrekt navn på hjertepose
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Hjerteposen består av to lag som omfavner hjertet
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hjerteposen er delt opp i to lag. Hva er navnet på disse to lag?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Lagdeling består strikt sett av lagene ''pericardium fibrosa'' og ''pericardium serosa''.
Dersom det angis ''pericardium parietalis'' og en p''ericardium visceralis'' (som ligger rundt hjerte) godkjennes det også.
Strikt sett er det pericardium serosa som danner den parietale og viscerale blad av pericardium. Så ligger det en fibrøst lag utenfor pericardium serosa som er pericardium fibrosa
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Enten
0,5 poeng for korrekt navn på lagene (pericardium fibrosa og pericardium serosa)
eller
Pericardium parietalis og en pericardium visceralis godkjennes også med 0,5 poeng.
Maks antall poeng er uansett 1 poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Hjerteposen inneholder også røttene (starten) til de store hovedkarene. På bildet er deler av pericardsekken fjernet og 4 store kar er angitt med et nummer.
<<imgLink "IAB-2023s-2-A.jpg">>
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva er navnet på de fire markerte karene? Angi riktig nummer til hvert kar.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
0,5 poeng for korrekt navn på hver storkar
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
# vena cava superior
# aorta ascendens (arcus aortae godkjennes)
# truncus pulmonalis (arteria pulmonalis godkjennes)
# vena pulmonalis dextra ( vena pulmonalis godkjennes)
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Pasienten må opereres og kirurgen tar hjerte i hånden sin for å se på bakveggen av hjertet. Kirurgen tar da sin hånd i et rom (2 pil sinus)
For å stenge av blodforsyning har kirurgen fingrene i et rom (1 pil sinus) mellom aorta/vena pulmonalis og vena cava / arteria pulmonalis
(bilde tatt fra Thieme)
<<imgLink "IAB-2023s-2-B.jpg">>
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva er navnet på disse to sinusene?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Første pil er sinus transversus pericardii og andre pil er sinus obliquus pericardii.
Både sinus transversus og sinus obliquus godkjennes.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1,0 poeng for korrekt navn på hver sinus
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Gjennom mediastinum går det to store kjente nerver. En er den tiende hjernenerve mens den andre kommer fra rami anterior av nervi cervicales III-V. Sistnevnte går langs hjerteposen og kan skades ved åpning av hjerteposen ved en tamponade.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva heter disse to nervene og beskriv beliggenhet i forhold til hverandre i høyde med lungehilum? Beskriv hvilke strukturer disse to nerver hovedsakelig innerverer?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Nervus vagus er den tiende hjernenerve, mens nervus phrenicus kommer fra nervi cervicales III-V.
Nervus vagus ligger baktil lungehilum mens nervus phrenicus ligger foran.
Nervus vagus innerver de fleste organer i kroppen vår (hjerte, lungene og indre organer.
Nervus phrenicus innerverer diaphragma
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
* Riktig navn på hver nerve (0.5 poeng hver)
* Riktig beliggenhet på hver nerve (0.5 poeng hver)
* Riktig innervasjon av struktur på hver nerve (0.5 poeng hver)
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
En 36 årig kvinne blir innbrakt til Akuttmottaket grunnet akutt innsettende dyspne (tungpust) og brystsmerter. Som Lis1 tilser du pasienten i akuttmottaket. Hun har dyspne og brystsmerter, EKG er uten anmerkning. Du mistenker en lungeemboli (blodpropp i lungearterier) som årsak til symptomene. For rask avklaring trenger du bilder dannet av røntgenstråler i kombinasjon med intravenøs kontrast.
<<imgLink "IAB-2023s-3-A.jpg">>
<<imgLink "IAB-2023s-3-B.jpg">>
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Vedlagte bilder viser et CT-bilde gjennom thorax og et konvensjonelt rtg thorax, frontbilde. Redegjør for hvorfor du velger kontrastforsterket CT undersøkelse fremfor rtg thorax under intravenøs kontrastinjeksjon til utredning av lungeemboli hos denne pasienten. Redegjør for prinsipielle forskjeller mellom CT og konvensjonell røntgen.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
* CT gir bedre bilder, volumopptak, høy oppløsning etc.
* Røntgenrør og detektor roterer rundt mens pasienten kjøres gjennom CT-maskinen. Røntgenstrålene som slipper igjennom pasienten registreres i detektoren.
* En datamaskin regner ut tettheten i det avbildede området og lager anatomiske snittbilder.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
* CT gir bedre bilder 0,5
* Ved CT dreier rtg.-rør og detektor rundt pasienten 0,5
* Bildedata prosesseres matematisk for å danne et tverrsnitts-bilde 0,5
Totalt 1,5 poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Før pasienten skal undersøkes med CT lungearterier viser svar på blodprøver at hun er gravid. Hun har også lett hevelse i venstre underekstremitet. For å unngå unødig eksponering for røntgenstråler henviser du i stedet til ultralyd av dype vener venstre underekstremitet (dersom det påvises blodpropp i benet skal det uansett iverksettes behandling med antikoagulasjon / blodfortynnende og indikasjon for CT bortfaller).
<<imgLink "IAB-2023s-3-C.jpg">>
<<imgLink "IAB-2023s-3-D.jpg">>
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilken egenskap ved ultralyd gjør denne bildemodaliteten svært velegnet hos barn, unge og gravide? Vedlagt er et ultralydbilde av arterie og vene på låret, inkl. fargedoppler. Redegjør for prinsippet bak ultralyd og doppler. Hvorfor foreligger det ikke dyp venetrombose / blodpropp?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Ultralyd er UTEN ioniserende stråler UL-probe sender ut lydbølger.
Lydbølgene vil dels penetrere og dels kastes tilbake (ekko). Lydbølgeekko fanges opp av proben.
Ved doppler vil ekko fra lydbølger som kastes tilbake fra et objekt i bevegelse endre bølgelengde. Hastighet og retning på objektet avgjør hvor stor endringen i bølgelengde blir
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
* UL er uten ioniserende stråler 0,5
* Utsendte lydbølger og ekko som fanges opp 1,0
* Doppler måler endret bølgelengde 1,0
* Venen er komprimerbar og med dopplersignal 0,5
Totalt 3 poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Siden det ikke ble påvist dyp venetrombose må lungeemboli avklares med en CT-undersøkelse av brystet inkl. lungeaterier. Vedlagt er 2 bilder fra CT undersøkelse av thorax.
<<imgLink "IAB-2023s-3-E.jpg">>
<<imgLink "IAB-2023s-3-F.jpg">>
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Redegjør for hvordan røntgenstråler dannes, deretter nevn 1 ulempe og 1 fordel med røntgenkontrast. Er undersøkelsen kontrastforsterket?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Dannelse av røntgenstråler: elektroner frigis fra en katode, akselererer og treffer anoden. Nedbremsingen av elektroner danner fotoner.
Fordeler er bedre kontrast i bildet
Ulempe er risiko for redusert nyrefunksjon.
Undersøkelsen er med kontrast.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
* Elektroner frigis fra katode 0,5
* Nedbremsing danner fotoner 0,5
* En ulempe 0,5
* En fordel 0,5
* Bilde med kontrast 1
Totalt 3 poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Samme 2 CT-bilder
<<imgLink "IAB-2023s-3-E.jpg">>
<<imgLink "IAB-2023s-3-F.jpg">>
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Pek og benevn 5 anatomiske strukturer.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Det er et utall anatomiske strukturer avbildet, studenten kan angi strukturer etter eget ønske. Sensor forventes å kunne vite om strukturene studenten avgir er korrekte
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0,5 poeng for hver anatomisk struktur
Totalt 2,5 poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
En 65 år gammel mann har time hos deg på grunn av økende tungpust ved anstrengelse det siste året og de siste månedene også tørrhoste. Du undersøker pasienten og hører fine knatrelyder over lungene. Som ledd i utredningen gjøres det først spirometri med følgende kurve og verdier (% av forventet)
* FEV1 = 53 % (lav)
* FVC = 55 % (lav)
* FEV1/FVC =0.80 (normal)
<<imgLink "IAB-2023s-4-A.jpg">>
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Forklar hva FVC og FEV1 er. Hvilken type ventilasjonsinnskrenkning foreligger?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
FVC står for forsert vitalkapasitet og er det volumet av luft man klarer ekspirere (pust ut) etter en full inspirasjon (dvs helt til TLC= total lungekapasitet).
FEV1 er det forserte ekspiratoriske volum etter 1 sekund; dvs det volum luft man klarer puste ut i løpet av 1 sekund etter en full inspirasjon (dvs helt til TLC= total lungekapasitet)
Kurven og verdiene viser reduksjon av FEV1 og FVC i samme størrelsesorden. Ratio FEV1%FVC er over 0.7 og dermed normal. Det foreligger derfor en restriktiv ventilasjonsinnskrenking.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
2 poeng for FEV1 og FVC; 1 poeng for FVC eller FEV!
1 poeng: Oppgir at det foreligger restriktiv ventilasjonsinnskrenkning
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Det ble også utført måling av lungenes gassdiffusjon. Denne var nedsatt.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Beskriv hvilken barriere oksygenet må passere på sin vei fra alveol-luft til blod og beskriv oppbyggingen av denne barrieren.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
På sin vei fra alveol-luften i lungene til blodbanen (lungekapillærene) passerer oksygenet ''den alveolokapillære membran = den respiratoriske membran''. Den består av (fra alveolside til kapillærside) et lag surfaktant (som ikke er en anatomisk del av membranen), et epitellag (på alveolsidenalveolepitel), denne hviler på epitellagets basalmembran, så et passerer oksygenet et tynt interstitie-sjikt, så igjen en basalmembran (endotel-lagets basalmembran) og deretter et tynt lag kapillær-endotel. I den respiratoriske membran mangler ofte basalmembranen slik at epitel og endotel ligger mot hverandre. (Membranen blir således svært tynn slik at avstanden som oksygen må diffundere (”diffusjonsveien”) blir svært kort.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0,5 poeng for å oppgi alveolokapillære membran (den respiratoriske membran), 1,5 poeng for å redegjøre for oppbygning (fortsatt 1,5 poeng om man mangler et av lagene i oppbygningen).
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Ikke egen vignett
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva kan redusere lungenes evne til gassdiffusjon? Nevn minst 3 årsaker.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
# Redusert areal av alveoloverflaten
# Økt avstand som oksygenet må diffundere, dvs fortykket avleolokapillær membarn
# Redusert kapillært blodvolum tilgjengelig for gassutveksling
# Lav Hemoglobin (Hb)
# Redusert trykkgradient. Jo lavere trykkgradient, jo lavere diffusjon.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 poeng for hver, maks 3 poeng selv om det nevnes flere.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Det ble tatt en arteriell blodgass (som viser nivå av oksygen og karbondioksid i arterieblod). Pasienten fikk da ikke oksygentilførsel. Arteriell blodgass viste at PaO2 (partialtrykk av oksygen i arterieblod) var lav og PaCO2 (partialtrykk av karbondioksid i blodet) var normalt
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva kaller vi en slik respirasjonssvikt?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Dette kalle type 1 respirasjonssvikt
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Ett poeng for å angi hypoksisk respirasjonssvikt eller type 1 respirasjonssvikt.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Ikke egen vinett
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke fire fysiologiske mekanismer kan ligge bak en slik type respirasjonssvikt?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Fire mekanismer kan forklare en slik blodgass:
# Lavt oksygeninnhold i inspirasjonsluften
# Diffusjonsbarriere
# Ventilasjons/perfusjons misforhold (VQ-mismatch)
# Shunt
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0.5 poeng for hvert riktig svar; 2 poeng hvis alle fire (evt 3 da shunt også kan regnes som et VQ misforhold)
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
En 23 år gammel mann blir fraktet til St. Olavs hospital med
ambulanse. Han har falt på ski i Vassfjellet og har vondt i
ankel/legg. Som lege i akuttmottaket får du i oppgave å
undersøke ham, og som ledd i dette bestiller du en undersøkelse
med røntgen skjelett.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvordan dannes røntgenstråler, og hvordan kan disse
benyttes til å skape et bilde av biologisk vev?
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Røntgenstråler dannes ved at elektroner inne i et røntgenrør
akselereres mot en anode av metall. I møte med metallatomene,
slår elektronene et annet elektron ut av sitt orbital, og dette
skaper et foton som har energi/bølgelengde som en
røntgenstråle.<br><br>
Disse fotonene rettes gjennom et biologisk vev, hvor de enten
treffer atomkjerner/elektroner i vevet og stanses opp/bøyes av –
eller de går gjennom hele vevet. Røntgenstrålene som passerer
gjennom det biologiske vevet registreres på en detektorplate.
Forskjellen på de områdene som registrerer røntgenstråler og de
områdene om som ikke registrerer røntgenstråler danner
kontrast, som igjen danner et bilde.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 poeng: For å beskrive at elektroner inne i et røntgenrør treffer
en anode og danner røntgenstråler.<br>
1 poeng: For å beskrive detektorplate, og at denne enten
detekterer eller ikke detekterer røntgenstråler, og at dette er
grunnlaget for et bilde.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Ingen egen vignett.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
På røntgen viser det seg at mannen har et komplisert brudd i
ankelen. Du beslutter å utrede videre med CT som kartlegging
forut for planlagt åpen operasjon. Hva står forkortelsen CT for,
og hva er prinsippet bak CT-avbildning?
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
CT = computer tomografi.
CT benytter røntgenstråler. CT-maskinen er bygd opp med en
bue/sirkel, hvor pasienten ligger inne i midten av sirkelen. På
sirkelen står det på den ene siden et røntgenrør, og mot motsatt
side en detektor. Dette røret roterer rundt pasienten mens det
passerer røntgenstråler gjennom pasienten fra røntgenrør til
detektor, slik at det registreres gjennomgang av røntgenstråler
fra mange vinkler. Ut fra dette beregnes tettheten i det vevet /
den kroppen som var inne i CT-maskinen. Derav «computer».
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 poeng: Computer tomografi.<br>
1 poeng: Røntgenstråler, sirkel med røntgenrør og detektor,
roterer, beregner hva som var inne i sirkelen.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Ingen egen vignett.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Ville du hatt betenkeligheter med å undersøke et tilsynelatende
ikke alvorlig skadd 3 år gammelt barn med CT? I så fall hvorfor?
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
CT er en røntgenundersøkelse. Dette medfører bruk av
ioniserende stråling, som har evnen til å slå løs elektroner fra
atomer i det biologiske vevet. Dette kan gi vevskade og skade på
arvemateriale / DNA – hvilket øker risikoen for kreft på sikt.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 poeng: Røntgenstråler og ioniserende stråling. <br>
1 poeng: Ionisererende stråling kan slå løs elektroner og skade
arvemateriale / DNA.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Ingen egen vignett.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva er som oftest raskest å gjennomføre, CT- eller MRundersøkelse?
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
CT-undersøkelse
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 poeng: CT
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Ingen egen vignett.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva er hovedprinsippet bak MR-undersøkelse?
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Protoner i hydrogenatomer i biologisk vev plasseres i et eksternt
magnetfelt i en MR-maskin. Hydrogenatomene har magnetisme,
og har en vektor, og innstiller seg parallelt med det eksterne
magnetfeltet. En radiofrekvenspuls som har samme frekvens
som presesjonen til protonene tvinger vektoren til protonene ned
fra den parallelle retningen til magnetfeltet og mot en retning
transversalt fra det eksterne magnetfeltet. Protonene roterer
deretter i transversalplanet, og kan registreres med en coil.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 poeng: Hydrogenatomer/protoner. Eksternt magnetfelt. <br>
1 poeng: Presesjon og radiofrekvenspuls. <br>
1 poeng: Endrer retning til transversalplan, og rotasjon i dette
planet kan registreres med en coil.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
En nøyaktig regulering av jernbalansen er nødvendig for å unngå både
jernmangel og jernoverskudd
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Nevn 3 organer/ celletyper i kroppen som er med i reguleringen av
jernmetabolismen (2 poeng)
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Enterocytt (i tynntarmen) <br>
Hepatocytt (i lever) <br>
Makrofag (i milt og lever)
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0,5 poeng hvis kun en celletype/ ett organ nevnes, 1 poeng hvis
to riktige svar og 2 poeng hvis tre riktige svar
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Supplerende vignett: <br>
Ved en jernmangel trer regulatoriske mekanismer inn som sørger for å
øke mengden tilgjengelig jern i sirkulasjonen.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva heter plasmaproteinet som transporter jern i sirkulasjonen og hva
vil skje med ette i situasjonen med jernmangel? (1 poeng)
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Transferrin. Produksjonen av transferrin fra lever øker ved
jernmangel. (Transferrinmetningen går ned (jern/ TIBC) men det
er ikke det som spørres om her)
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0,5 poeng for transferrin, 1 poeng hvis man også har fått med at
dette øker ved jernmangel
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Ingen egen vignett
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Ved en fullstendig mangel på dette proteinet, hva tror du skjer? (1
poeng)
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
En fullstendig mangel på transferrin er ikke forenlig med liv
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Kun riktig svar gir poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Supplerende vignett: <br>
Det meste av jernet vi tar opp er jern bundet til heme, men jern kan
også tas opp som jernsalt, og denne prosessen er nøye regulert. Figuren
under illustrerer en situasjon med jernmangel.
[img[1AB_2024_24.png]]
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Navngi de ulike proteinene på figuren som er essensielle for transport
av jernioner inn og ut av celler (1-6) og beskriv kort hva de gjør. (4
poeng)
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
1) Ferrireduktase eller duodenal cytokrom B: reduserer 3-verdig
jern til 2-verdig <br>
2) 2-verdig jern transporteres inn i enterocytten fra tarmlumen via
DMT-1 (divalent metalltransporter-1) <br>
3) Ferroportin: 2- verdig jern transporteres ut av cellen til blodet
(fra enterocytten og fra makrofagen/ hepatocytten <br>
4) hephaesin: oksiderer 2-verdig jern til 3- verdig jern <br>
5) transportproteinet for jern i plasma: transferrin. For at jernet skal
kunne tas opp av transferrin må det først oksideres til 3-verdig
jern <br>
6) ceruloplasmin i makrofager og hepatocytter. Oksiderer 2-verdig
jern til 3-verdig jern som kan tas opp av transferrin.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 poeng per riktig plassering + navn på følgende :
ferrireduktase/DCB, DMT-1, ferroportin (til sammen 3 poeng), 0.5
poeng for hhv hephaesin og ceruloplasmin (til sammen 1 poeng).
Transferrin (nr 5) gir ikke ekstra poeng fordi det er spurt om i en
tidligere oppgave.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Ingen egen vignett
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva er hepcidin, hvilken rolle har den for jernmetabolismen og hva
skjer i situasjonen med jernmangel som beskrevet over?
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Hepcidin er et hormonpeptid produsert i lever. Det binder seg til
ferroportin og som da internaliseres i cellen og jernopptaket via
enterocyttene går ned. Ved jernmangel vil genet som koder for
hepcidin nedreguleres, og jernopptaket via tarm økes og
tilgjengeligheten av jern til RBC økes. (Faktorer som påvirker er økt
EPO, økt erytropoiese, hypoksemi og østrogen)
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0.5 poeng for hormonpeptid, 0.5 poeng for produksjon i lever, 0.5
poeng for mekansime og 0.5 poeng for å beskrive at
hepcidinnivået vil gå ned ved jernmangel
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
En 63 år gammel mann oppsøker fastlegen på grunn av smerter
i brystet. Smertene beskrives som klemmende og blir verre når
han går opp bratte bakker eller flere etasjer. Han har aldri hatt
plager når han er i ro. Han forteller om en episode for cirka fire
uker siden da smertene ikke gikk over og varte cirka 1 time.
Deretter ble han gradvis bedre, og dagen etterpå kjente han lite
til symptomene. Du tar EKG og undersøker pasienten. EKG viser
sinusrytme og en Q-bølge i avledning II, III og aVF. Blodtrykket
er 179/98 mmHg og du hører ingen bilyd over hjertet. Han har
lette ødemer i underekstremitetene. Du mistenker at pasienten
kan ha iskemisk hjertesykdom og starter behandling og utredning
av dette
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Angi minimum 6 av de viktigste risikofaktorene for iskemisk
hjertesykdom og hjerte-kar sykdom generelt?
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Alder, kjønn, hereditet, hypertensjon, diabetes mellitus
(sukkersyke), hyperkolesterolemi, røyking, abdominal fedme,
fysisk inaktivitet, revmatisk sykdom, kronisk nyresvikt,
Sørasiatisk etnisitet.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
2 poeng dersom >= 6 risikofaktorer er nevnt. 1,5 poeng gis for 5
risikofaktorer. 1 poeng gis for 4 risikofaktorer. 0,5 poeng gis for 3
risikofaktorer. 0 poeng for < 3 risikofaktorer. <br>
Noen studenter vil kanskje nevne psykososialt stress, men dette
er ikke en av de viktigste faktorene og brukes kun skjønnsmessig
i risikokalkulatorer (f.eks NORRISK 2). <br>
Maks 2 poeng.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Supplerende vignett: <br>
Pasienter med økt risiko for iskemisk hjertesykdom kan ha
forstyrrelser i endotelfunksjonen.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva er endotel? <br>
Forklar videre hva som menes med endotelfunksjon og gi
eksempler på viktige fysiologiske mekanismer som endotelet
regulerer.
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Endotel er betegnelsen på cellelaget som kler innsiden av
blodårer og lymfekar. <br><br>
Endotelfunksjon er endotelcellene sin evne til å opprettholde
normal arteriefunksjon gjennom regulering av en rekke faktorer.
En av de viktigste er å regulere blodstrøm gjennom arteriene og
tilpasse diameteren til arteriene i respons til ulike stimuli
(regulere kartonus). Endotelfunksjonen inkluderer også
regulering av hvilke stoffer som går inn og ut av vevet
(permeabilitet for stoffer, barrierefunksjon). Endotelcellene er
også sentrale mht koagulasjon (hindrer normalt koagulering),
inflammasjon (gir ulike signaler til hvite blodceller) og
angiogenese (dannelse av nye blodårer).
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 poeng gis for riktig svar på første spørsmål. 0,5 poeng gis for
delvis riktig svar, her må man bruke skjønn. <br>
2 poeng gis samlet for siste del av spørsmålet. For å full score
bør begrepet endotelfunksjon være definert og minst 3
mekanismer nevnt, og regulering av kartonus må være en av
disse mekanismene (den er best kjent og er sentral i
undervisningen som er gitt). 1-1,5 poeng gis skjønnsmessig
dersom deler av svaret er riktig, f.eks dersom studenten bare
nevner dette med kartonus. 0,5 poeng gis dersom
enkeltelementer er riktig, men helheten tyder på manglende
forståelse. <br>
Maks 3 poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Ingen egen vignett
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke(n) kliniske diagnose(r) er mest sannsynlig basert på
opplysningene i innledningen til oppgaven?
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Angina pectoris (typiske brystsmerter ved belastning, men ikke i
hvile). Gjennomgått hjerteinfarkt (basert på episoden han hadde
for fire uker siden, samt funn i EKG). Hjertesvikt godkjennes
også (gjennomgått hjerteinfarkt, perifere ødemer).
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 poeng dersom 2/2 riktige. 0,5 poeng dersom 1/2 riktig. Akutt
hjerteinfarkt er ikke riktig og gir ikke poeng. Denne oppgaven er
nok litt vanskelig for studentene på dette nivået, men de får en
del hint i oppgaven og også i de senere spørsmålene som stilles.
I tillegg er det begrenset poengsum å hente på denne oppgaven. <br>
Maks 1 poeng.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Supplerende vignett: <br>
Du henviser pasienten til sykehuset for videre utredning. Ved
ultralyd av hjertet (ekkokardiografi) finner man redusert
kontraktilitet (muskelsammentrekning) i høyre ventrikkels frie
vegg og i venstre ventrikkels nedre vegg. Øvrige deler av hjertet
har normal kontraktilitet.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilken koronararterie er høyst sannsynlig affisert?
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Høyre koronararterie forsyner som regel høyre ventrikkel og
venstre ventrikkels nedre vegg og det er derfor høyst sannsynlig
høyre koronararterie (RCA) som er affisert. Dette samsvarer
også med EKG-forandringene som gjengitt i oppgavens vignett.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 poeng gis for høyre koronararterie (RCA). 1 poeng gis også for
arteria circumflexa, men kun dersom studentene forklarer at
pasienten har venstredominant anatomi (dette er nokså avansert
og forventes ikke som svar). <br>
Maks 1 poeng.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Ingen egen vignett
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke to undersøkelser (metoder) kan man bruke til å framstille
pasientens koronaranatomi?
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Koronar angiografi og CT angiografi.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Det gis 0,5 poeng for hvert riktig svar. <br>
Maks 1 poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Supplerende vignett: <br>
Kardiologen ved sykehuset var enig i din mistanke om at
pasienten hadde iskemisk hjertesykdom.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Forklar hva som menes med iskemi (ischemi). Gi minst to andre
eksempler på sykdomstilstander som har iskemi som årsak.
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Iskemi er manglende blodforsyning til vev eller organ. Det er ikke
nødvendig å svare mer utfyllende, men noen studenter vil
kanskje gå inn på kardial iskemi ved hvile og belastning (forskjell
på angina og hjerteinfarkt), evt også snakke om årsaker til iskemi
(som regel aterosklerose, evt embolier). <br>
Eksempler på andre tilstander som har iskemi som årsak er
transitorisk iskemisk attakk/anfall (TIA), hjerneinfarkt, perifer
karsykdom (som regel i underekstremiteter, claudicatio,
gangren), nyreinfarkt, tarmiskemi / iskemisk colitt.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 poeng for riktig mht iskemi. <br>
1 poeng for minst 2 tilstander, 0,5 poeng dersom kun 1 tilstand er
nevnt. <br>
Maks 2 poeng.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Anette er 13 år gammel og ønsker å bruke p-piller. Hun tar
kontakt med fastlegen.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva er den helserettslige myndighetsalderen i Norge og hva
er hovedhensikten med en slik aldersgrense?
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Generelt 16 år <br>
Hensikten er å etablere grensen for hvor lenge pasienter er å
anse som barn – hvor da foreldre samtykker på vegne av
helsehjelp til sine barn og helsepersonell har informasjonsplikt til
foreldre - og når pasienten blir «voksen»/myndig forstått som at
man selv samtykker til helsehjelp og helsepersonell ikke lenger
har informasjonsplikt til foreldre.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Første del er enkelt gjengivelse: 0,5 poeng <br>
Andre del, resonnerende; 1,5 poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Supplerende vignett: <br>
Anette mener fastlegen har taushetsplikt og at taushetsplikten
forhindrer fastlegen i å involvere foreldrene
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Drøft om taushetsplikten forhindrer fastlegen i å informere
foreldrene
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Nei i utgangspunktet er ikke taushetsplikten en hindring her,
ettersom Anette er et barn (mangler samtykkekompetanse), og
foreldre da samtykker til helsehjelp for sine barn (fordi de har
foreldreansvaret) og helsepersonell har informasjonsplikt til
foreldre. Spørsmålet er altså i utgangspunktet ikke et spørsmål
om taushetsplikt, men om Anettes manglende
samtykkekompetanse og foreldrenes rett til å
utøveforeldreansvar. <br>
Så er det nyanser og unntak her – loven sier at barn i alderen
12-16 år, i noen tilfeller kan tilskrives samtykkekompetanse.
Taushetsplikten blir da aktuell igjen. Og informasjonsplikten til
foreldrene kan under visse omstendigheter da settes til side.
Hvilke omstendigheter det er snakk om, kommer inn under neste
delspørsmål.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
2 poeng for en drøfting som trekker opp disse hovedlinjene som
omtales her. Altså en drøfting som gjerne nevner at
hovedregelen er at foreldre samtykker til behandling av sine barn
(under 16 år) – og at taushetsplikten som hovedregel da ikke er
til hinder. Men så det viktigste for denne situasjonen; at
unntaksregelen kan tilsi at barn mellom 12 og 16 år tilskrives
samtykkekompetanse og at taushetsplikten da, i helt bestemte
situasjoner, kan være et hinder for å informere foreldrene
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Supplerende vignett: <br>
Anette forteller legen at foreldrene ikke må involveres fordi de,
med sitt strenge livssyn, vil komme til å nekte at hun får p-piller
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Drøft om dette er relevant informasjon for fastlegen når han
eller hun skal ta en beslutning
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Ja dette er relevant informasjon. Loven sier nemlig at «Er
pasienten mellom 12 og 16 år, skal opplysninger ikke gis til
foreldrene eller andre med foreldreansvaret når pasienten av
grunner som bør respekteres, ikke ønsker dette». Det store
spørsmålet er da om Anette sine grunner er av en slik art at de
«bør respekteres». Det er ikke sikkert, men uansett er det sikkert
at det er relevant å ta med inn i vurderingen. Legen må vurdere
om Anette befinner seg i en slags unntakssituasjon
sammenliknet med andre unge tenåringsjenter som kanskje ikke
vil snakke med sine foreldre om disse tingene. Er livssynet så
strengt at åpen kommunikasjon med foreldrene er helt uaktuelt?
Og kan uønsket graviditet bli konsekvensen av ikke å gi Anette
p-piller?
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Opp til 2 poeng gis, avhengig av hvor godt man får frem og
drøfter poengene i svaret ovenfor
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Supplerende vignett: <br>
Anette vurderes som svært moden for alderen av fastlegen
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Drøft om denne vurderingen er relevant for fastlegen når
han eller hun skal ta en beslutning
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Ja også dette er svært relevant. For når loven åpner for unntak
fra hovedregelen om at man er samtykkekompetent først som
16-åring, så ligger det også i dette at det må gjøres en individuell
vurdering av pasienten i 12-16-års gruppen. En svært moden 13-
åring har helt andre forutsetninger for samtykkekompetanse enn
en normal 13-åring for ikke å snakke om en umoden 13-åring.
Tilskrivning av samtykkekompetanse forutsetter en spesielt
moden 13-åring
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Opp til 2 poeng gis, avhengig av hvor godt man får frem og
drøfter poengene ovenfor
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Supplerende vignett: <br>
Lovene våre forsøker ofte å ivareta flere etiske hensyn på en
gang. Det gjelder også i spørsmålet om Anette og p-pillene.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke ulike etiske hensyn er i spill her og som fastlegen og
loven skal forsøke å balansere?
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
I all helselovgivning og etikk rundt behandling av barn, står
hensynet til barnets beste sentralt. Dette hensynet er jo i spill
enten det taler for eller mot å gi p-piller. Men det er også et etisk
hensyn at foreldre må få lov å utøve foreldreansvar. Riktignok
skal utøvelse av foreldreansvar også basere seg på hva som er
til barnets beste. Men dette kan det jo finnes ulike legitime
meninger om. I spørsmålet om P-piller vil det jo kunne være
legitimt for foreldre til en 13-åring å ha meninger om barnets
eventuelle seksualliv. De kan også være viktige
omsorgspersoner for å forhindre og forebygge evt seksuell
utnytting. På den annen side kan hensynet til barnets beste
selvsagt stå i spenning til foreldres ønske om å
oppdra/kontrollere.
Utover disse hensynene kan man selvsagt også reflektere over
tillit som et tungtveiende etisk hensyn, og hva det betyr her. Og
det finnes sikkert andre gode perspektiver. Oppgaven er åpen for
flere svar og perspektiver, selv om kjernen i problemstillingen må
sies å ligge i første del.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Opp til 2 poeng gis, avhengig av hvor god drøfting man får til her
av vesentlige hensyn som er i spill.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
En 45 år gammel kvinne kommer til fastlegen sin med vedvarende
tretthet, vekttap og diaré de siste 6 månedene. Hun har også merket
at hun føler seg oppblåst etter måltider, spesielt etter inntak av
matvarer som inneholder mye fett. En blodprøve viser jernmangel og
lavt vitamin B12.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
a) Beskriv de makroskopiske strukturene i tynntarmen som bidrar til
absorpsjonen av ernæringsstoffer. <br><br>
b) Forklar hvordan de mikroskopiske strukturene i tynntarmen bidrar
til denne absorpsjonsprosessen.
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
a) De makroskopiske strukturene i tynntarmen som bidrar til
absorpsjonen av næringsstoffer inkluderer tarmens totale lengde, plica
circulares (sirkulære folder) og villi (tarmtotter). Disse strukturene øker
overflatearealet og optimaliserer absorpsjonen. Tarmens lengde gir
tilstrekkelig tid for næringsstoffene å bli absorbert, mens plica
circulares bretter slimhinnen og gir en litt større absorpsjonsflate. Villi
er fingerlignende utvekster som ytterligere øker overflatearealet og
inneholder blodkar og lymfekar for å transportere absorberte
næringsstoffer.<br>
b) Mikroskopiske strukturer som bidrar til absorpsjonen inkluderer
mikrovilli, som danner en børstesøm på overflaten av enterocyttene
(tarmepitelcellene). Mikrovilli øker overflatearealet dramatisk og
inneholder enzymer og transportproteiner som er viktige for
fordøyelse og absorpsjon av næringsstoffer. Tight junctions mellom
enterocyttene regulerer paracellulær transport og bidrar til selektiv
absorpsjon av molekyler. Sammen gir disse strukturene en effektiv og
omfattende absorpsjonsprosess i tynntarmen.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
For makroskopiske strukturer: minst to av lengde, plica circulares og
villi (1 poeng, 0,5 poeng dersom kun en); For mikroskopiske strukturer:
mikrovilli (0,5 peong) og en kort beskrivelse av enten enterocytter eller
tight junctions (0,5 poeng).
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Ikke egen vignett
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Beskriv prosessen for hvordan fettstoffet triglyserider absorberes i
tynntarmen, inkludert viktige enzymer og strukturer involvert.
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Triglyserider fordøyes litt først i magen av enzymet lipase fra spytt og
magesekkens hovedceller, men hovedsakelig videre i tynntarmen av
pankreaslipase. Lipase bryter ned triglyserider til monoglyserider og
frie fettsyrer. Gallen med gallesalter fra leveren emulsifiserer fettet og
bidrar til å danne miceller, noe som øker overflaten som
pankreaslipasen med co-lipasen kan virke på. Micellene transporteres
helt inn til tarmepitelcellene (enterocyttene), slik at
nedbrytningsproduktene kan diffunderer inn i cellene. Inne i
enterocyttene blir de re-esterifisert til triglyserider og pakkes inn i
chylomikroner, som deretter transporteres via lymfesystemet til
blodet.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Fordøyelse i magen av lipase og i tynntarmen av pankreaslipase (0,5
poeng), galle emulsifiserer (0,5 poeng) og dannelse av miceller med
hjelp av gallesalter (0,5 poeng) som transporteres til tarmepitelceller
(enterocytter) (0,5 poeng), der fettproduktene pakkes i chylomikroner
som så går via lymfe ut i blodet (0,5 poeng). Maks 2 poeng.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Supplerende vignett: <br>
Fastlegen mistenker cøliaki, noe som bekreftes ved en endoskopisk
undersøkelse som avslører avflatede tarmtotter (villi) i duodenum og
biopsier som viser både betennelse og avflatede tarmtotter .
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Forklar hvordan absorpsjonen av jern foregår i tynntarmen, og
hvordan denne prosessen kan påvirkes av de avflatede villi beskrevet
hos denne pasienten med cøliaki.
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Jern absorberes hovedsakelig i duodenum (tolvfingertarmen) i to
former: heme-jern (ca. 10 %) fra animalske produkter og treverdig jern
(90 %, hydroksider, Fe3+) fra plantebaserte matvarer. Hemejern tas
opp direkte via en spesifikk hemetransporter av enterocyttene etter å
ha blitt spaltet fra globinet i magesekken, mens treverdig jern må først
reduseres fra ferrijern (Fe3+) til toverdig ferrojern (Fe2+), blant annet
ved hjelp av enzymer i børstesømmen, før det tas opp ved hjelp av et
transportprotein for divalente metallioner. Ved cøliaki er slimhinnen i
duodenum ofte skadet med totteatrofi og reduksjon i viktige enzym og
transportprotein, noe som reduserer absorpsjonsevnen og kan føre til
jernmangelanemi, sånn som sett i pasientens blodprøvesvar.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Beskrivelsen av heme-jern og treverdig jern (1 poeng), konsekvenser
for absorpsjonsevnen av reduksjon i tynntarmoverflate og enzym og
transportprotein (1 poeng)
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Ingen egen vignett
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
a) Beskriv tynntarmens rolle i absorpsjonen av vitamin B12. Hvilken
spesifikk del av tynntarmen er primært involvert? (2 poeng) <br><br>
b) Hva er den fysiologiske rollen til vitamin B12? Nevn minst ett
funn/symptom som kan oppstå ved mangel (1 poeng)
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
a) Absorpsjon av vitamin B12 skjer primært i den distale delen av
tynntarmen, ileum. Vitamin B12 bundet til intrinsisk faktor (IF)
utskilt av gastriske parietalceller blir svært mye lettere absorbert
ved å bindes til spesifikke reseptorer på enterocyttene i ileum.<br><br>
b) Vitamin B12 er essensielt for DNA-syntese og nervefunksjon ved
vedlikehold av myelinskjeder. Mangel på vitamin B12 kan føre til
megaloblastisk anemi (pernisiøs anemi) med anemisymptomer
som blekhet, trøtthet/slapphet, svimmelhet, hodepine, økt puls,
samt nevrologiske symptomer som nummenhet og prikking i
hender og føtter, hukommelsesproblemer og balanseproblemer.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
(a) Distale delen av tynntarmen (ileum) (1 poeng), og beskrivelsen av
IF og spesifikke reseptorer på enterocytter der (1 poeng)<br>
(b) Essensielt for DNA-syntese og nervefunksjon (0,50 poeng) og å
nevne minst to riktig symptom/funn (0,50 poeng).
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Ingen egen vignett
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Pasienten i kasuset kan oppleve diaré etter inntak av fettholdig mat.
Beskriv de underliggende mekanismene som fører til dette symptomet
ved fettmalabsorpsjon.
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Når fett ikke absorberes effektivt i tynntarmen, forblir det i tarmlumen
og vil bidra til at vann trekkes inn i lumen, noe som fører til osmotisk
diaré. Uabsorbert fett kan også fermenteres av bakterier i tykktarmen,
noe som produserer gasser som bidrar til oppblåsthet.<br>
(Mekanismene bak fettmalabsorpsjon kan inkludere mangel på
gallesalter, som er nødvendige for emulsifisering av fett, eller
enzymmangel som hindrer effektiv nedbrytning og absorpsjon av
fettsyrer. Ved tilstander som cøliaki kan skadet tarmvev ytterligere
redusere absorpsjonsoverflaten og forverre symptomene.)
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
(Beskrivelsen av osmotisk diaré er tilstrekkelig for å få 1 poeng (full
skår). Ellers hvis osmotisk diaré ikke nevnes eller beskrives: 0,5 poeng
for gasser fra fermentering av fett av bakterier og / eller 0,5 poeng for
beskrivelser av underliggende årsaker bak fettmalabsorpsjon.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
En 24 år gammel mannlig fotballspiller kommer til klinikken etter
en vridningsskade i høyre kne under en kamp. Han rapporterer
om umiddelbare smerter og hevelse i kneet, og han er ikke i stand
til å bære vekt på det berørte benet. Ved fysisk undersøkelse er det
merkbar leddeffusjon og ømhet over det mediale aspektet av
kneet.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Identifiser og beskriv beinene som danner kneleddet og
hvordan de artikulerer sammen?
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Kneleddet består av tre bein: femur, tibia og patella. Femur og tibia
artikulerer sammen ved de mediale og laterale kondylene for å
danne tibiofemoralleddet, mens patella artikulerer med femur i
patellafemoral leddet. Disse leddene tillater fleksjon, ekstensjon,
og små grader av rotasjon og glidning, som er essensielle for
kneets funksjon og bevegelse.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Inkluder femur, tibia og patella, (1 poeng) og beskriv hvordan de
artikulerer sammen i kneleddet (1 poeng)
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Supplerende vignett: <br>
Tre dager senere kommer pasienten tilbake. Kneet kjennes ustabilt
ut og pasienten fortsatt kan ikke belaste kneet.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Kan du navngi de seks viktigste bindevevstrukturene som er
avgjørende for kneets stabilitet?
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
1. Meniscus medialis / mediale menisk <br>
2. Meniscus lateralis / laterale menisk <br>
3. Lig. collateral tibiale / mediale sideligament (MCL) <br>
4. Lig. collaterale ulnare/ laterale sideligament (LCL) <br>
5. Lig. cruciatum anterius / anterior cruciate ligament (ACL) /
fremre korsbånd <br>
6. Lig. cruciatum posterius / posterior cruciate ligament (PCL) /
bakre korsbånd
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0,5 poeng for korrekt navn på hver struktur (maks 3 poeng)
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Ingen egen vignett.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Du mistenker at pasienten har skadet lig. collaterale tibiale /
mediale sideligament (MCL) på bakgrunn av mediale ømhet og
hevelsen. Noen ganger er denne skaden ledsaget av det som
kalles «unhappy triad». Hvilke andre to strukturer er da
skadet? (1 poeng).
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
1. Meniscus medialis / mediale menisk <br>
2. Lig. cruciatum anterius / anterior cruciate ligament (ACL) /
fremre korsbånd
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0,5 poeng per riktig svar
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Ingen egen vignett.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Beskriv kort meniskenes funksjon i kneleddet? (1 poeng)
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Meniskene i kneleddet er to bruskstukturer som fungerer
hovedsakelig som støtdempere. I tillegg beskytter de leddbrusken,
bidrar til stabilitet og «passform» (leddkongruens).
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Støtdempere (1 poeng); stabilisering av leddet, leddkongruens og
eller beskyttelse av leddbruksen (maks. 1 poeng).
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Ingen egen vignett.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Gi navn på de to viktigste muskelgruppene som beveger
kneleddet? Hvilken bevegelse utfører hver gruppe og i hvilket
anatomiske plan foregår bevegelsene? (3 poeng)
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Store muskelgrupper rundt kneet inkluderer: <br>
• Quadriceps på lårets fremside, som er involvert i ekstensjon
av kneet <br>
• Hamstrings på lårets bakside, som er involvert i fleksjon av
kneet. <br>
Bevegelsene fleksjon og ekstensjon av kneet foregår i
sagittalplanet.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Inkluder quadriceps og ekstensjon (1 poeng), hamstring og fleksjon
(1 poeng), og sagittalplan (1 poeng).
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Oppgaven fordrer beskrivelse av respirasjonsfysiologiske
prinsipper og fenomener.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Beskriv sammenhengen mellom elastisk tilbakefjæringskraft
og ekspiratorisk luftstrøm på hhv høye og lave lungevolum?
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Luftstrømmen avtar gradvis i ekspiriet fordi barduneffekten på
luftveiene fra den elastisk tilbakefjæringskraften avtar på lavere
lungevolum.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Større barduneffekt på luftveiene på høyere vs lavere
lungevolum.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Ingen egen vignett
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Beskriv hvordan forholdet mellom 2 sentrale delfunksjoner i
lungen bestemmer sammensetningen av respiratoriske
gasser i alveolene. Hva menes med «shunt» og «dødrom»
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Forholdet mellom ventilajson og perfusjon bestemmer
sammensetningen av respiratoriske gasser i alveolene.
Ventilasjonen tilfører O2 og fjerner CO2. Perfusjonen fjerner O2
og tilfører CO2. <br>
Shunt: Perfusjon av ikke- eller underventilerte alveoler <br>
Dødrom: Ventilasjon av ikke- eller underperfunderte alveoler.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 poeng: Beskrivelse av V/Q forhold. <br>
1 poeng: Shunt og dødrom beskrivelse.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Ingen egen vignett
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvordan transporteres oksygen i blodet og hvilke faktorer
bestemmer oksygenkonsentrasjonen (CaO2) i arterielt blod?
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Oksygen transporteres hhv bundet til hemoglobin og løselig. <br>
Faktorer som bestemmer CaO2: Hb, SaO2 og PaO2
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 poeng: Bundet og løselig form. <br>
1 poeng: Alle tre faktorer.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Ingen egen vignett
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Under en fysisk belastningstest med gradvis økende
intensitet viser gjentatte arterielle blodgassmålinger at
oksygenmetningen (SaO2) faller mot maksimal belastning
selv om partialtrykket av oksygen (PaO2) er helt uendret
gjennom hele testen. Hva forklarer dette?
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Høyreforskyning av oksyhemoglobinets dissosiasjonskurve på
grunn av belastningsindusert lactacidose/lav pH og økt
kroppstemperatur.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Høyreforskyvning pga lav pH og økt temperatur under fysisk
aktivitet.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Ingen egen vignett
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Karbonmonoksid (CO) benyttes til å teste lunges
diffusjonsegenskaper. Hva menes med at CO er en
diffusjonsbegrenset gass?
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Binding mellom CO og hemoglobin i erytrocyttene forhindrer
stigende partialtrykk av CO i pulmonalt kapillært blod. Da oppstår
det ikke et mottrykk i kapillærene og transporten av CO over
alveolokapillær membran bestemmes da av membranens
diffusjonsegenskaper og ikke mengden tilgjengelig blod i
kapillærene (perfusjonen).
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Rett svar
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
På tross av at vi spiser bare noen få ganger i løpet av dagen og
dermed får ujevn tilførsel av næringsstoff gjennom døgnet, greier
kroppen å holde et nokså jevnt nivå av glukose i blodet.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva kalles de to viktigste hormonene som hindrer store
svingninger i nivået av blodglukose i situasjoner uten ekstra
høye krav til forbruk av energi?
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Insulin og glukagon
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Ett poeng for hvert av hormonene.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Ingen egen vignett
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Beskriv kort hvor disse hormonene produseres (organ og celletype)
og hvordan de forhindrer store svingninger i blodglukose?
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Begge hormonene produseres i bukspyttkjertelen (pankreas), insulin
av betacellene og glukagon av delta-cellene i de langerhanske øyene.
De skilles ut til blodet i respons til hhv. høy og lav blodglukose hos
friske mennesker. <br>
Insulin og glukagon forhindrer store svingninger i blodglukose ved at
insulin senker et høyt blodsukkernivå, mens glukagon øker nivået av
glukose når det er lavt. Insulin fremmer glukoseopptak i celler
(spesielt i muskel- og fettceller) ved å oppregulere nivået av
glukosetransporteren GLUT4. Import av glukose til cellene via GLUT4
skjer ved fasilitert diffusjon og importhastigheten øker ved at insulin senker intracellulært glukosenivå gjennom å stimulere glykolyse og, i
lever og muskelceller, glykogensyntese. Glukagon øker glukosenivået i
cellene gjennom å hemme glykolysen og ved å stimulere
glykogenolyse (lever- og muskelceller) og glukoneogenese
(leverceller). Når det intracellulære glukosenivået holdes oppe, vil
diffusjonen av glukose inn i cellene reduseres.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 poeng for riktig produksjonssted og 1 poeng for kort forklaring på
hvordan de bidrar til glukosehomeostase.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Supplerende vignett: <br> Energiinnholdet i glukose kan enten lagres eller omformes til ATP.
Under normale forhold, vil lagring av glukose sikre at celler har tilgang
på glukose for både kortvarig energiutnyttelse og langvarig
energilagring.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Beskriv kort hvordan energien i glukose kan lagres i henholdsvis en
lett mobiliserbar og en tyngre mobiliserbar form.
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Energien i glukose kan lagres ved at glukose omdannes til glykogen
eller til triglyserider. <br>
Glykogen er en polymer av glukosemolekyler som lagres i lever- og
muskelceller, og fungerer som korttidslager av energi. Glykogen kan
raskt brytes ned ved behov (glukogenolyse). <br>
Triglyserider lages ved lipogenese, hvor glukose først omdannes til
glyserol og fettsyrer, hovedsakelig i lever- og fettceller. Triglyseridene
lagres i fettceller (adipocytter) og fungerer som langvarig
energilagring.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Glykogen med beskrivelsen (1 poeng) og triglyserider med
beskrivelsen (1 poeng). For hvert molekyl – 0,5 for å oppgi navn og 0,5
for hvor det lagres.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Supplerende vignett: <br> Glukose kan brytes ned og utnyttes til ATP-produksjon i glykolyse og
eventuelt videre i krebssyklus (sitronsyresyklus) og oksidativ
fosforylering.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvor i cellene foregår henholdsvis a) glykolyse og b)
krebssyklus/oksidativ fosforylering? (2 poeng)
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Glykolyse skjer i cytosol og b) krebssyklus/oksidativ fosforylering i
mitokondrier.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 poeng for hvert riktig svar.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Supplerende vignett: <br> Sluttproduktet i glykolysen er α-ketosyren pyruvat. Denne
metabolitten kan betraktes som et viktig metabolsk «veikryss» ved at
den kan være utgangspunktet for flere ulike metabolske spor.
fosforylering.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Nevn minst tre molekyler som pyruvat kan omdannes til i humane
celler (se figur) og gi en kort beskrivelse av forhold som bestemmer
hvilket av disse mellomproduktene cellen prioriterer å lage (3
poeng).
[img[1AB-2024s-45.png]]
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
I celler med god tilgang på oksygen vil to av karbonatomene fra
pyruvat kunne gå inn i krebssyklus ved at det dannes sitronsyre
(citrat). Først reagerer pyruvat med koenzym-A. Da dannes
acetylkoenzym-A som igjen kan spaltes til koenzym-A og sitronsyre.
Deretter kan sitronsyren omdannes videre i krebssyklus. Pyruvat kan
også gå inn i krebssyklus eller bli utgangspunkt for glukoneogenese
ved at det reagerer med et bikarbonation til oxaloacetat. I celler med
lavt oksygennivå kan puruvat omdannes til melkesyre (laktat) ved
hjelp av enzymet laktatdehydrogenase (LD). I celler som inneholder
enzymet alanin-aminotransferase (ALAT) kan pyruvat omdannes til
aminosyren alanin i en såkalt transamineringsreaksjon der en
aminoguppe overføres fra glutamat til pyruvat.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
3 mulige poeng totalt. To poeng for kombinasjonen citrat, laktat og
alanin. Eventuelt kan ett av molekylene være byttet ut med
oxaloacetat. Etanol er ikke riktig svar siden det er snakk om humane
celler. Ett riktig produktmolekyl gir 1 poeng. <br><br>
1 poeng for tilfredsstillende beskrivelse av hva som bestemmer hvilket
metabolsk spor som velges
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Ola ble født med keisersnitt i uke 34 på grunn av sviktende morkakefunksjon. Mor drakk noe alkohol i svangerskapet, også etter at hun visste at hun var gravid. Gutten veide kun 1,5 kg ved fødselen (gjennomsnittsvekt ved denne gestasjonsalder: 2.3 kg) og hadde litt spesielle ansiktstrekk.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvordan kan alkoholbruk i svangerskapet skade fosteret?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Alkohol skader fosteret særlig ved sin __innvirkning på sentralnervesystemets utvikling__. Sentralnervesystemet __utvikler seg gjennom hele svangerskapet__ og er dermed særlig sårbart for skadelige effekter av alkohol. Alkohol hemmer dannelsen av nerveceller, fører til feilvandring (malmigrasjon) av nerveceller, skader støttevevet og påvirker normal myelinisering og synapsefunksjon. Dette kan føre til __strukturelle endringer i hjernen, mikrocefali__ og til __ulike grader av nevrologisk funksjonsnedsettelse__: Lærevansker, atferdsvansker, hukommelsesvansker, oppmerksomhetsvansker/ADHD, sosiale vansker, motoriske vansker etc. Grad av fosteraffeksjon er avhengig av: tidspunkt for eksposisjon i fosterlivet, hyppighet, og mengde alkohol (mange usikkerhetsfaktorer), genetisk disposisjon, sårbarhets/ beskyttelsesfaktorer. Alkoholinntak skjer ofte i kombinasjon med andre uheldige prenatale og postnatale eksponeringer/risikofaktorer (polydrugs, røyking, dårlig ernæring, vanskjøtsel).
I tillegg til å gi skader på sentralnervesystemet, påvirker alkohol __vekst, ansiktstrekk og kan gi medfødte misdannelser__ også i andre organsystemer.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0-2 poeng avhengig av hvor mye som nevnes av understreket tekst over
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ingen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva er karakteristisk for barn med medfødt alkoholskade (FAS) med tanke på vekst og ansiktstrekk?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Karakteristika for barn med medfødt alkoholsyndrom (FAS): __Nedsatt vekst__ – både av
vekt, lengde og hodeomkrets - __mikrocefali__. __Spesielle ansiktstrekk__: Liten øyespalte,
dårlig definert filtrum, lite lepperødt på overleppa.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 poeng hvis nevner både vekstkarakteristika og minst ett ansikts-karakteristika, 1/2 poeng dersom kun vekst __eller__ ansikt nevnes korrekt
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
På helsestasjonskontrollen ved 12 måneders alder gjør du som helsestasjonslege en utviklingsvurdering av Ola. Han kravler og har nettopp begynt å komme opp i 4–fots krabbing. Han sitter alene uten støtte. Han reiser seg ikke opp fra sittende til stående stilling. Han griper etter småting med et helhåndsgrep. Han har ingen sikre ord ennå.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Synes du utviklingen til Ola virker aldersadekvat? Begrunn svaret
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Ola er noe forsinket i sin utvikling da han mangler en del milepæler som en ville forvente ved 12 mnds alder (1 poeng). Hans utvikling passer best med et barn på ca. 8-10 mnd (1 poeng) – han sitter, kravler, men krabber ikke, og reiser seg ikke opp ennå. Han har ikke utviklet pinsettgrep. Han har heller ikke noen ord ennå.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Du observerer også at når Ola sitter på mors fang, så smiler han og strekker armene ut mot deg.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Beskriv markører for normal utvikling av barnets forhold til og samspill med primær omsorgsperson i de første 1½ leveår
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Første 3 mndr: Interessert i ansikter – __sosialt smil, liksomgråt – første sosiale gråt__
3 mndr: __tristhet ved atskillelse, emosjonsregulering karakterisert av at foreldre trøster.__
3-6 mndr: økt orientering mot primære omsorgspersoner, egenregulering av emosjoner begynner, foreldre tilpasser stimulering.
4-12mndr: __Fremmedfrykt__ oppstår gradvis (peak ~9 mndr). Foreldre er tilgjengelige og responderer på barnets behov.
Fra 10 mndr: __sosial referering__: barnet bruker andres emosjonelle uttrykk for å avgjøre hva de skal gjøre i usikre situasjoner. Omsorgsperson og barn kan ha felles oppmerksomhet mot noe utenfor dem selv og dele emosjoner.
Ca. 1 ½ år: omsorgsgiver er __trygg base__ for barnets utforskning av omgivelsene, og som barnet stadig vender tilbake til.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Før 1 ½ år: 2 poeng hvis nevner flere aspekter av understreket tekst, 1 poeng dersom kun nevner et par av punktene, 1/2 poeng dersom kun nevner ett av punktene.
Ca. 1 ½ år: 1 poeng hvis nevner understreket tekst.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Som 8-åring er han en aktiv gutt som er upopulær blant barna i klassen. Han dominerer i lek, vil være først i alt som skal foregå, og hører ikke etter når lærer ber ham ta hensyn til andre
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke trekk kjennetegner barn som viser god sosial samhandling? Begrunn svaret
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Et barn som har __innlærte holdninger og regler for atferd__, dvs. hva man gjør og ikke gjør overfor andre individer. God sosial samhandling krever også __forståelse av andres sinn__: ulike individer kan oppfatte samme situasjon ulikt, og en må kunne trekke slutninger om andres oppfatninger, tanker og følelser. Andre momenter som kan telle positivt i besvarelsen: Må kunne opprettholde turer i samspill, være villig til å dele, være positiv og lite aggressiv, kunne forhandle konflikter.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
2 poeng hvis nevner understreket tekst, 1 poeng dersom kun nevner ett av punktene (men utover de stikkord som er gitt i oppgaven).
</$details>
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!!Vignett
En 38 år gammel kvinne kontakter deg som hennes fastlege. Hun er samboer og har 2 friske barn på 10 og 6 år. Hennes mor fikk for 5 år siden påvist diabetes som kunne behandles med tabletter, 64 år gammel.
Pasienten har de siste 2-3 månedene ikke følt seg helt i form. Hun har vært litt slapp og tørst, har hatt økt søvnbehov, økt urinmengde med minst én nattlig vannlating, og hun har gått ned 3-4 kg i vekt tross ganske god matlyst. Hun har ikke vært i form til å trene.
Ved klinisk undersøkelse finner du at pasienten er i god allmenntilstand. Blodtrykket er 155/95, pulsen 84 og regelmessig. Høyde 168 cm, vekt 78 kg. Normale forhold ved undersøkelse av hjerte og lunger. Abdomen er bløt og uøm, litt adipøs med økt bukomfang. På grunn av tidsnød rekker du ikke å undersøke føttene.
Blodprøver ble tatt kl. 1100, 3 timer etter frokost: Hemoglobin 15,4 g/dL (referanseområde 11,7 – 15,3 g/dL), plasmaglukose 10,7 mmol/L (referanseområde for fastende prøve: 4,2 – 6,3 mmol/L), ~HbA,,1c,, (glykosylert hemoglobin) 8,6 % (referanseområde 4,3 – 5,6 %). Urinprøve undersøkt med strimmeltest: Glukose +++, ketoner negativ, blod negativ, protein negativ, leukocytter negativ.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilken kroppsmasseindeks (body mass index, BMI) har denne pasienten? Oppgi svaret med én desimal
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
BMI 27,6 (78 / (1,68 x 1,68))
</$details>
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!!Vignett
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<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva er mekanismen for at personer med høyt blodsukker (plasmaglukose) ofte plages med økt tørste?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Økt p-osmolalitet (pga. økt p-glukose) trigger osmoreseptorer og tørstesenteret i hypothalamus. Økt osmotisk diurese gir et mindre bidrag til tørsten.
</$details>
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!!Vignett
Du mistenker at pasienten har diabetes mellitus.
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<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Begrunn hvor sikker diabetesdiagnosen er. Forklar om det er behov for ytterligere tester for å kunne stille diagnosen diabetes mellitus?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Den er sikker. Hun har symptomer på diabetes, klart forhøyet ~HbA1c (≥ 6,5 % som er Helsedirektoratets anbefalte foretrukne diagnostiske kriterium for diabetes). Hun er ikke fastende, så man kan ikke si at p-glukose bekrefter diagnosen, men p-glukose ligger nær oppunder et nivå som også ville ha bekreftet diagnosen (≥ 11,1 mmol/L). Det er ikke behov for flere tester/prøver for å stille diabetesdiagnosen.
</$details>
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<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke argumenter kan i dette tilfellet tale for henholdsvis type-1 og type-2 diabetes mellitus? Nevn minst 2 prøver eller tester som kan tas for å klassifisere hennes (mulige) diabetes sikrere?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Følgende argumenter bør være med:
''For type 1 taler:'' Vekttap, alder (svakt argument), ikke veldig overvektig, kan godt ha autoimmun diabetes (LADA) selv om en del kliniske kjennetegn taler for type 2. Sykehistorien er nokså kortvarig.
''For type 2 taler:'' Moderat vekttap, alder, overvekt (selv om den er beskjeden), abdominal fedme, familiehistorie, flere måneders sykehistorie, forhøyet blodtrykk. Minst 2 prøver som kan tas: Insulin C-peptid, diabetesrelaterte autoantistoffer (antiGAD, anti-IA2, anti-ZnT8). Vesentlig mer avansert svar: Tester for å utelukke Cushings syndrom, akromegali eller andre årsaker til sekundær diabetes.
</$details>
<div class="oppgave">
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!!Vignett
Det viser seg neste dag at fastende plasmaglukose er 8,4 mmol/L (referanseområde 4,2 – 6,3 mmol/L)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva er mekanismen for forhøyet fastende plasmaglukose?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Økt hepatisk glukoseproduksjon (glykogenolyse og glukoneogenese) pga. for liten insulineffekt på leveren
</$details>
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</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Dersom du hadde tatt deg tid til å undersøke pasientens føtter nærmere på legekontoret, hvilke undersøkelsesmetoder vil vært aktuelle? Hvilke funn vil du spesielt sett etter?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Undersøkelse av sensibilitet ved hjelp av monofilament og stemmegaffel, eller mer avanserte undersøkelsesmetoder, og palpasjon av puls i fotarterier, evt. vurdering av arteriell sirkulasjon ved hjelp av mer avanserte metoder (BT-måling med utregning av ankel/arm-indeks). Tegn til nedsatt sensibilitet (berøringssans, vibrasjonssans, andre sansekvaliteter) og tegn til nedsatt arteriell sirkulasjon (nedsatt puls og/eller blodtrykk i ankelnivå eller lenger opp i underekstremiteten).
</$details>
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!!Vignett
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</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Beskriv mekanismen for at ~HbA,,1c,, stiger med økende gjennomsnittlig plasmaglukose.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Jo høyere gjennomsnittlig p-glukose over tid, jo høyere andel av hemoglobinmolekylene blir glykert eller glykosylert, dvs. inngår en varig forbindelse med glukose. Dette er en non-enzymatisk langsom, irreversibel prosess (Hemoglobin + glukose <-> Schiff base -> ~HbA,,1c,,), som gjør at ~HbA,,1c,, reflekterer gjennomsnittlig p-glukosenivå plasma over 6-8 uker.
</$details>
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<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke diagnostiske prøver/tester kan brukes som alternativ i de tilfeller der ~HbA1c ikke er tilgjengelig?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Fastende p-glukose og/eller peroral glukosebelastning (2-timers, 75 g glukose, blodprøve 0 og 120 minutter).
</$details>
<div class="oppgave">
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!!Vignett
Infeksjonssykdommer er fortsatt en viktig årsak til sykdom og død, særlig i lavinntektsland. For å kunne påvise og behandle slike sykdommer er det viktig å kjenne til mikrobene, hvordan de forårsaker sykdom, og hvordan de kan forebygges og behandles.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Beskriv prinsippet for Gram-farging, og forklar hvorfor bakterier får forskjellig farge ved denne teknikken
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Gram 1 (krystallfiolett) bindes til celleveggen, Gram 2 (jod) danner kompleks med krystallfiolett og binder denne til celleveggen, Gram 3 (etanol eller aceton) avfarger bakteriecellene, og Gram 4 (safranin) kontrastfarger alt som ikke er blått. Den tykke celleveggen (pga tykt peptidoglycanlag) hos Gram positive bakterier holder bedre på krystallfiolett enn den tynne celleveggen (med lite peptidoglycan) hos Gram negative bakterier.
</$details>
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<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Bakterier kan erverve genmateriale fra omverdenen. Beskriv tre ulike måter som dette kan skje på.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Transduksjon (via bakteriofag), konjugasjon (via pilus- plasmid) og transformasjon (opptak av nakent DNA)
</$details>
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<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Enkelte bakterier har spesielle egenskaper som gjør dem i stand til å forårsake sykdom hos mennesker. Nevn type og funksjon for de viktigste virulensegenskaper hos humanpatogene bakterier.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Kapsel (kamuflasje-hindre fagocytose), evne til adheranse (kolonisering), produksjon av toksiner (ekso/ endo-toksiner, påvirke funksjon, cytotoksisitet), evne til å invadere vev/celler (enzymer), evne til bevegelighet (flageller, pili), evne til å overleve intracellulært, resistens mot antibiotika, induksjon av inflammasjon.
</$details>
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<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Både mikroskopi, dyrkning og PCR er nyttige metoder for påvisning av årsak ved bakterieinfeksjoner. Beskriv fordeler og begrensinger ved hver av disse metodene.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Mikroskopi: rask og billig, men dårlig sensitivitet.
Dyrkning: vanligvis bedre sensitivitet enn mikroskopi, kan finne noe en ikke har tenkt på, viktig for å teste antibiotikafølsomhet og for genotyping, men tar lengre tid, og avhengig at mikroben fortsatt er i live.
PCR: rask, sensitiv og spesifikk, men finner kun det en leter etter. Kan detekter rester av døde mikrober.
</$details>
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</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvordan fastsettes brytningspunkt for om en bakterieart er følsom overfor ett bestemt antibiotikum?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Mikrobiologisk respons (bakteriens naturlige følsomhet, in vitro følsomhet og resistensmekanismer), farmakokinetikk (opptak, distribusjon etc), farmakodynamikk (dose-respons,maks effekt, varighet av effekt etc), toksisitet, og klinisk respons (kliniske studier, dyrestudier).
</$details>
<div class="oppgave">
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!!Vignett
En 77 år gammel mann fikk akutt innsettende høyresidige lammelser i arm og ben og ble innlagt nevrologisk avdeling. Han hadde ellers en kronisk obstruktiv lungesykdom og skulle visstnok ha hatt problemer med hjertet.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilket blodkar er rammet dersom dette er en cerebrovaskulær hendelse?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Arteria cerebri media på venstre side.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Mannen fikk økende hoste og feber og fikk antibiotika grunnet mistanke om lungebetennelse. Han ble funnet død i sengen seks dager etter innleggelsen. Legene ønsket å rekvirere (medisinsk) obduksjon.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva er den generelle grunnen til at man rekvirerer obduksjon?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Dette gjøres av medisinske grunner for å stadfeste eller kartlegge dødsårsaken.
</$details>
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<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva må legen alltid først si til pårørende før obduksjon eventuelt blir rekvirert?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
At man ønsker å rekvirere obduksjon og at obduksjonsmateriale (organer) kan bli brukt til undervisning og forskning. Videre at pårørende kan nekte at obduksjon blir utført, eller at organer blir brukt til forskning og undervisning.
</$details>
<div class="oppgave">
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!!Vignett
Obduksjon ble utført. Den utvendige undersøkelsen av hjernen var normal. Den ble fiksert i formalin for nærmere undersøkelse etter noen uker. Videre ble det påvist makroskopiske forandringer som ved akutt lungebetennelse i høyre lunge, et hvitt område i bakre vegg av venstre hjertekammer, tre hvite, faste, rundovale tumorer med største tverrmål 4 cm i lever, og i tykktarmens nedre del en vollformet ulcererende tumor med største tverrmål 5 cm.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Beskriv kort det viktigste du ser ved mikroskopi av lungevev med akutt betennelse.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Neutrofile granulocytter i alveolene (og ev. granulocytter i bronkiene/bronkiolene)
</$details>
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<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva slags vev er det hvite vevet i hjertet og hva er diagnosen? Hvilket blodkar er mest sannsynlig involvert?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Hvit er arrvev. Arrvev i hjertet representerer gammelt (tilhelet) infarkt. Arteria circumflexa eller høyre koronararterie, avhengig av individuell anatomi.
</$details>
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<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva er den sannsynlige diagnosen på forandringene i tykktarm og lever?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Adenokarsinom i tykktarmen med metastaser til lever.
</$details>
<div class="oppgave">
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!!Vignett
Etter noen uker blir storehjernen undersøkt ved at den blir skåret i 1 cm tynne skiver i frontalplanet. Sentralt i venstre storehjerne var det en grågul, bløt forandring som er 2 cm stor.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvor er denne forandringen lokalisert, og hva er diagnosen?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Capsula interna og diagnosen er ferskt infarkt.
</$details>
<div class="oppgave">
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!!Vignett
Jesper er en gutt på 3 år som blir innlagt for andre gang med lungebetennelse. Ved analyse av en blodprøve oppdages det at serumet til Jesper inneholder veldig mye IgM, mens nivået av IgG og IgA er lavt. En genetisk undersøkelse viser at Jesper har en mutasjon i genet for CD40 ligand (CD40L = CD154). Jesper blir diagnostisert med x-linked hyper-IgM syndrom (XHIGM).
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
CD40L er et protein som er høyt uttrykt på T-celler etter aktivering. Beskriv kort hvordan mutert CD40L protein på T-celleoverflaten kan føre til Jespers tilstand med mye IgM, men lave nivåer av IgG og IgA.
Hvorfor er det viktig at B-cellene har evne til å lage forskjellige typer antistoff?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Isotypeskifte fra IgM til andre isotyper antistoff er avhengig av B cellekontakt med T hjelperceller (CD4+ Tfh –follikulære T hjelperceller) via CD40/CD40L. Mutasjoner i CD40L kan føre til redusert T cellehjelp til isotypeskifte og dermed reduserte nivåer av andre typer antistoff enn IgM (1 poeng). ''Bakgrunn'' (ikke påkrevd for full poengsum): Isotypeskifte skjer i aktiverte B celler etter somatisk hypermusjon og krever interaksjon med T celler (Tfh) via CD40/CD40L, cytokiner bestemmer hvilken isotype av antistoff som lages.
Forskjellige isotyper antistoff kan mediere forskjellige effektorfunksjoner i forsvar mot patogener (1 poeng). ''Bakgrunn'' (ikke påkrevd for full poengsum): Forskjellige isotyper antistoff har samme spesifisitet, men utløser forskjellige effektorfunksjoner (se delspørsmål b), ikke nødvendig med noen eksempler eller mer utdypende forklaring her
</$details>
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!!Vignett
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!!Spørsmål {{!!question}} ({{!!points}} poeng)
Skisser strukturen av et antistoff-molekyl, og angi ovedbestanddelene og deres viktigste funksjoner på skissen. Hva er de viktigste effektormekanismene mediert av antistoffmolekyler?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Hovedbestanddelene og viktigste funksjoner (1 poeng, informasjon i parentes er ikke påkrevd for full poengsum):
* 2 tunge og 2 lette kjeder (holdes sammen av disulfidbroer)
* variabel og konstant del på både tung og lett kjede
* 2 identiske antigen-bindende seter (sammensatt av variable deler på tung og lett kjede)
* konstant del av tung kjede bestemmer effektorfunksjon.
Effektormekanismer (1 poeng hvis 3 av 4 blir nevnt):
* Nøytralisering
* Komplementaktivering
* Opsonisering
* Antibody-Dependent Cell-mediated Cytotoxicity (ADCC)
<<imgLink "ICD-2015s-1-A.PNG" 500>>
</$details>
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<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Beskriv mekanismen(e) som under B-cellemodningen sikrer at B-celler ikke blir autoreaktive og gjenkjenner kroppens egne strukturer
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Negativ seleksjon av B celler på slutten av modningsprosessen i beinmargen: Celler som har en sterk binding til egne celleoverflateantigener (sterk binding til multivalente antigener) dør i apoptose eller gjennomgår "receptor editing" (re-arrangement av ny lett kjede). Hvis den nye B cellereseptoren fortsatt er selv-reaktiv dør cellene i apoptose ("clonal deletion"). B celler som har en svak binding til egne monovalente løselige antigener blir anergiske (cellen blir ikke-responsiv).
For full poengsum bør nevnes negativseleksjon og gi en kort forklaring av begrepet (1 poeng) med mulig utfall hvis cellen oppdages som autoreaktiv (arrangement av ny reseptor, celledød, celler blir ikkeresponsiv, det er ikke krav å ha med fagtermene "receptor editing", "apoptose", "anergi", 1 poeng)
</$details>
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<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Beskriv forskjellene mellom en primær- og en hukommelses B-cellerespons.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Raskere og mer effektiv- respons med antistoff som har høyere affinitet: Økt antall spesifikke hukommelsesceller som kan reagere mot antigenet sammenlignet med antall naive B celler under en primærrespons.
Hukommelses-B celler har en lavere terskel for aktivering enn naive B celler (konstitutiv uttrykk av B7). Hukommelses-B celler har gått gjennom affinitetsmodning (somatisk hypermutasjon) og isotypeskifte -> produserer antistoff med høyere affinitet enn under en primærrespons, isotype-skifte fra IgM til for eksempel IgG.
</$details>
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<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva er hovedforskjellene i måten B-cellereseptorer og T-cellereseptorer gjenkjenner antigen?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
B cellereseptor gjenkjenner nativt antigen direkte (ikke presentert på MHC)
T cellereseptor gjenkjenner prosessert antigen presentert på MHC I eller II på overflaten av antigenpresenterende celler (korte lineare peptide som gjenkjennes i kontekst med MHC molekylet). For full poengsum bør nevnes at T celler identifiseres korte peptider presentert på MHC og at B celler identifiserer antigener direkte (informasjon som står i parentes er ikke påkrevd for full poengsum).
<<imgLink "ICD-2015s-1-B.PNG" 600>>
</$details>
<div class="oppgave">
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!!Vignett
En 51 år gammel mann ble innlagt for elektiv brokkoperasjon. Under operasjonen ble det funnet en stor tumor i abdomen, og derfor ble hele colon transversum og deler av magesekken fjernet.
Undersøkelse av patolog konkluderte med at det dreide seg om en «gastrointestinal stromal tumor» (GIST). Dette er en type ondartet tumor som er karakterisert ved aktiverende mutasjoner i genet for en tyrosin-kinase.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Mange tumortyper er forbundet med overaktivitet i ulike tyrosin-kinaser. Hva er tyrosinkinase? Forklar kort hvilken rolle slike enzymer spiller i celler og vev, og forklar ut fra dette hvordan de kan være involvert i tumorutvikling?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Tyrosin-kinaser er enzymer som katalyserer fosforylering av proteiner ved å kople fosfatgruppe på tyrosin. Slik fosforylering har ofte dramatisk effekt på proteinets funksjon, ofte i form av økt aktivitet, så tyrosin-kinaser spiller derigjennom stor rolle som regulatorer av mange cellulære funksjoner, særlig slike som har med vekst og differensiering å gjøre. Mange vekstfaktorer virker via tyrosin-kinaser og proteinfosforylering. Mange vekstfaktorer binder seg til en cellemembranbundet reseptor, som har et ekstracellulært, ligandbindende sete, en transmembran-del, som går gjennom cellemembranen, og en intracellulær, enzymatisk aktiv del som er en tyrosin-kinase.
Binding av ligand utløser en endring i reseptorproteinet som formidles gjennom membranen og fører til økt aktivitet i den intracellulære kinasen, med påfølgende fosforylering og endret aktivitet i de proteinene som er substrat for det aktuelle enzymet. Derved gis et intracellulært signal, som via ulike trinn, fører til cellevekst og -deling.
Endringer i tyrosin-kinaser, typisk mutasjoner, kan føre til økt aktivitet og ikke sjelden til konstitutivt uttrykt aktivitet i den intracellulære delen av en reseptor selv uten binding til ligand. Dermed kan et vekstsignal bli stående konstant «påslått» og de affiserte cellene går inn i ukontrollert celledeling, en av faktorene som bidrar til svulstutvikling.
</$details>
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!!Vignett
<<imgLink "ICD-2015s-2-A.PNG" 500>>
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<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Dette er et CT-bilde fra øvre del av abdomen hos den aktuelle pasienten, pilene viser metastaser. Hvilket organ er dette og hvorfor?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
CT-bildet viser et tverrsnitt av øvre del av abdomen, med ryggen nedad på bildet, og med høyre side til venstre på bildet (dette er konvensjon, og dessuten er bildet markert med en "R"). Den store skyggen med to ulike nyanser i grått som fyller ut pasientens høyre side, som strekker seg fortil og over på venstre side, må altså være leveren. De tre runde områdene merket med sort pil, fortil og til venstre for midtlinja, hos en pasient med stor, ondartet tumor i tarmkanalen (magesekk eller tykktarm), passer med sekundærsvulster (metastaser) i leveren. Det store, buklete området i høyre side, merket med pilhoder, har noenlunde samme grånyanse (med litt lokal variasjon), og det er rimelig å oppfatte også dette som et stort, sammenhengende område med samme type, metastatisk tumor. (Det samme gjelder også for det store området svarende til leverhilus, som er merket med hvite piler). Leveren er et hyppig fokus for metastaser.
</$details>
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!!Vignett
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<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Godartede og ondartede tumorer navngis i praktisk diagnostikk ut fra deres histologiske opprinnelse. Forklar hovedtrekkene i denne praksisen. Hvilken kategori faller GIST [gastrointestinal stromal
tumor] under?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Den typiske betegnelsen for godartede svulst er suffikset «-om» hengt på et substantiv som angir hvilken vevstype tumor er gått ut fra. Ondartede svulster benevnes med suffikset «-karsinom» dersom de er av epitelial opprinnelse, «-sarkom» dersom de har startet i bindevev eller muskulatur. Noen ganger er denne navnsettingen litt avvikende, dels fordi det kan være vanskelig å avgjøre helt sikkert om en gitt svulst er ondartet eller godartet, dels av historiske grunner: F.eks. er lymfom, og gliomer ondartete svulster utgått fra henholdsvis lymfatisk vev og fra gliaceller i sentralnervesystemet, mens pheokromocytom er en type svulst som det er notorisk vanskelig å angi prognosen for. GIST er en type stromal tumor, altså en tumor utgått fra bindevev. I og med at det dreier seg om en ondartet tumor, er det en slags sarkom
</$details>
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!!Vignett
Mange pasienter med GIST som behandles med tyrosin-kinase-inhibitorer får symptomer på hypotyreose. Tross behandling med tyroksin substitusjon ble det hos den aktuelle pasienten funnet følgende verdier i serum:
* Tyroksin (T4): ''18-54'' nmol/l (normalt 64 - 142 nmol/l)
* Trijodtyronin (T3): ''0.3 - 0.6'' nmol/l (normalt 1,1-2,6 nmol/l)
* Tyreotropin (TSH): ''70-181'' mU/l (normalt 0,5-5,0 mU/l)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Beskriv disse tre hormonene; hvordan de dannes, deres virkemåte og deres effekter i kroppen. Kommenter serumverdiene til pasienten.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Thyroideahormoner dannes ut fra aminosyren tyrosin, som inkorporeres i proteinet thyroglobulin og skilles ut fra thyroideacellene til follikkellumen, der de utgjør det meste av kolloidet. Cellene pumper også iodatomer ut i follikkellumen, der de oksyderes. Slik iod er svært reaktiv og interagerer med tyrosin på thyroglobulin, ved å binde seg til den aromatiske ringen, først ett iodatom, deretter eventuelt et til på samme tyrosin. Deretter koples to tyrosiner sammen. Et par av tyrosiner kan således ha bundet til seg tre eller fire iodatomer, og disse har potensiell hormonvirkning. Hormonmolekyler med tre iodatomer, kalles triiodthyronin (T3), mens dersom molekylet har fire iodatomer, kalles det thyroxin (T4).
Når hormonet frisettes, tar follikkelcellene opp kolloid ved endocytose, kolloidet spaltes proteolytisk og hormonet frisettes. En del T4 endres i periferien (særlig lever og nyre) ved avspalting av iod, og derved omdannes det til T3, som er det mest potente av de to. Thyroideahormonene er lipofile og passerer gjennom cellemembraner. De binder seg til en intracellulær reseptor, som transporterer til kjernen, der den påvirker modifiserer cellenes proteinsyntesemønster.
Thyroideahormonene øker basalmetabolismen og har katabol virkning på metabolismen av fett og karbohydrat, og de fører til økt hjerte- og respirasjonsfrekvens, samt økt varmeproduksjon. De påvirker proteinsyntesen, regulerer vekst av knokler og dermed av kroppsstørrelsen, samt modningen av sentralnervesystemet. De øker effekten av katekolaminer og påvirker vekst og modning av så å si alle organer og vev i kroppen.
Utskillelsen av thyroideahormoner stimuleres av TSH (thyroidea-stimulerende hormon, thyrotropin) fra hypofysen, styrt av TRH («TSH releasing factor»)fra hypothalamus. Dersom nivået av hormon blir lavt, vil hypofysen skille ut mer TSH. I det foreliggende tilfellet er verdiene av thyroideahormoner lavt og TSH-nivået er høyt. Det viser at affeksjonen av thyroidea-hormoner er primær, mens økningen i TSH er sekundær.
<<imgLink "ICD-2015s-2-B.PNG" 500>>
</$details>
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!!Vignett
Digitalisglykosider er en av de eldste «skolemedisinene» vi har. Bruken har avtatt, men ett slikt middel, digoksin, brukes fortsatt i begrenset grad i behandling av hjertesvikt og atrieflimmer. Nedenfor finner du opplistet noen av de farmakologiske egenskapene til preparatet:
|! |!Digoksin |
|Absorpsjon |Ca. 75% |
|Levermetabolisme|Minimal |
|Renal eliminasjon|80% |
|Proteinbindingsgrad |25% |
|Fettløselighet|Lav |
|Halveringstid |1.5-2 døgn |
|Effekt etter |1-2 timer |
|Terapiområde (nmol/liter) |0.6-1.3 |
Du er fastlege for Anna Karlsen, en dame på 83 år som i en årrekke har brukt digoksin. Anna har vært og besøkt sønnen sin, som arbeider og bor i Australia, i en hel måned. Hun hadde et fint opphold, men allerede etter en uke gikk hun tom for digoksin.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Basert på data fra tabellen over, hvor lenge etter seponering vil digoksin gjenfinnes i blodet til en pasient?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Ifølge gjeldende konvensjon er alle legemidler ut av kroppen etter 5 halveringstider. I tilfelle digoksin vil det si 7.5-10 dager.
</$details>
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!!Vignett
Du og Annas kardiolog kommer i fellesskap fram til at dere bør starte med digoksinterapien igjen. Kardiologen sier at du skal starte med «den vanlige, gamle dosen» (digoksin 62.5 µg morgen og kveld) og måle digoksinnivået i serum når Anna er i likevekt («steady state»).
|! |!Digoksin |
|Absorpsjon |Ca. 75% |
|Levermetabolisme|Minimal |
|Renal eliminasjon|80% |
|Proteinbindingsgrad |25% |
|Fettløselighet|Lav |
|Halveringstid |1.5-2 døgn |
|Effekt etter |1-2 timer |
|Terapiområde (nmol/liter) |0.6-1.3 |
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvor lang tid bør det gå fra oppstart til serumprøven tas? Begrunn svaret.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Serumprøven bør ikke tas før pasienten er i farmakokinetisk likevekt (steady-state). Dette oppnås etter 5 halveringstider. Prøven bør derfor ikke tas før 10 dager etter oppstart.
</$details>
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!!Vignett
Da Anna kommer for å få tatt blodprøve for måling av digoksin, forteller hun at hun de siste dagene har følt seg kvalm, appetittløs og at synet har endret seg. Anoreksi og gul/grønnsyn er tegn på digitalisoverdosering. Det viser seg at Anna har en konsentrasjon av digoksin i serum på 2,1 nmol/liter.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Det finnes i prinsippet to typer bivirkninger, type A og type B. Beskriv begge. Hvilken type bivirkning står vi overfor i dette tilfellet?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Type A bivirkninger er doseavhengige og derfor forutsigbare. De har ofte sammenheng med legemidlets virkemekanisme(r) og er vanligvis raskt reversible etter dosereduksjon eller seponering. Type B bivirkninger er ikke-doseavhengige og derfor ikke forutsigbare, ofte betinget av en idiosynkratisk reaksjon, og kan være farlige/livstruende. I Annas tilfelle dreier det seg om en type A bivirkning (overdosering).
</$details>
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!!Vignett
I fellesskap kommer du og kardiologen fram til at du bør redusere Annas digoksindosering slik at likevektskonsentrasjonen halveres.
|! |!Digoksin |
|Absorpsjon |Ca. 75% |
|Levermetabolisme|Minimal |
|Renal eliminasjon|80% |
|Proteinbindingsgrad |25% |
|Fettløselighet|Lav |
|Halveringstid |1.5-2 døgn |
|Effekt etter |1-2 timer |
|Terapiområde (nmol/liter) |0.6-1.3 |
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvor lenge må du seponere behandlingen før serumkonsentrasjonen halveres?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Serumkonsentrasjonen vil per definisjon være halvert etter 1 halveringstid, dvs. 1.5-2 dager. Av praktiske grunner vil man i dette tilfelle seponere i 2 dager før gjenoppstart i lavere dosering.
</$details>
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!!Vignett
Etter å ha seponert behandlingen i det aktuelle tidsrommet, starter du opp igjen med en redusert dose digoksin. Det finnes i prinsippet to måter du kan endre doseringen på slik at likevektsnivået av et legemiddel reduseres.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke to strategier har du til rådighet?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Enten dosereduksjon eller lengre doseringsintervall
</$details>
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!!Vignett
Anna fikk tegn på overdosering etter å ha brukt digoksin i en dose hun tidligere – altså før Australiaturen - tålte godt.
|! |!Digoksin |
|Absorpsjon |Ca. 75% |
|Levermetabolisme|Minimal |
|Renal eliminasjon|80% |
|Proteinbindingsgrad |25% |
|Fettløselighet|Lav |
|Halveringstid |1.5-2 døgn |
|Effekt etter |1-2 timer |
|Terapiområde (nmol/liter) |0.6-1.3 |
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva er den mest nærliggende årsaken til at digoksinnivåene i Annas serum øker, med påfølgende bivirkninger, med en dose hun tidligere har tolerert godt?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Siden digoksin utskilles for det meste umetabolisert gjennom nyrene, er den mest sannsynlige årsaken at Annas nyrefunksjon ble dårligere.
</$details>
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!!Vignett
Inntil for få år siden hadde vi et digitalispreparat til, digitoksin, på det norske markedet. Digitoksin er forskjellig fra digoksin blant annet når det gjelder farmakokinetikk og terapiområde, som for digitoksins vedkommende er på 8-15 nmol/liter. Annas kardiolog er kritisk til at digitoksin ikke lenger er å få tak i, og begrunner dette med at «terapiområdet var mye videre, slik at midlet både var tryggere i bruk og lettere å dosere.»
|! |!Digoksin |
|Absorpsjon |Ca. 75% |
|Levermetabolisme|Minimal |
|Renal eliminasjon|80% |
|Proteinbindingsgrad |25% |
|Fettløselighet|Lav |
|Halveringstid |1.5-2 døgn |
|Effekt etter |1-2 timer |
|Terapiområde (nmol/liter) |0.6-1.3 |
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Har hjertespesialisten rett i dette? Begrunn svaret
</div>
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<$details class="answer" summary="Svar" state="!!showanswer">
Kardiologen tar feil. Et terapivindu er et relativt begrep, og terapibredden kan med fordel betraktes som et forholdstall mellom den lave grensen (grensen der midlet går fra å være uvirksomt til å fungere) og den høye grensen (hvor midlet går fra å være virksomt til å bli toksisk). For både digoksin og digitoksin er dette forholdet omtrent 2, noe som betyr at midlene i så måte er like.
</$details>
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!!Vignett
Nyrene har en sentral rolle i reguleringen av ekstracellulært volum og osmolalitet, hvor volumreguleringen stort sett har førsteprioritet. Ved fall i ekstracellulært volum, for eksempel etter betydelig oppkast, diare eller blødning, vil nyrene forsøke å opprettholde det effektivt sirkulerende volumet (ESV), som er volumet på arteriesiden i sirkulasjonen.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvordan og hvor i kroppen registreres et fall i ESV?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Via baroreseptorer (trykkreseptorer) i aortabuen og i carotidene, samt i afferente arterioler i nyrene.
</$details>
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<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilken effekt har et fall i ESV på det sympatiske nervesystem og på renin-angiotensinaldosteron-systemet (RAAS)?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Sympaticus stimuleres. Det vil igjen stimulere reninfrigjøring, og derved aktivere RAAS. (1p).
Renin vil også stimuleres direkte via trykkfall i afferente arterioler, som utvider seg. (1p)
</$details>
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<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvordan responderer hjertet, blodkarene og nyrene på fall i ESV?
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</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Hjertet; ved økt hjertefrekvens og økt kontraktilitet i forsøk på å gi større slagvolum. Dette gir igjen større minuttvolum. (1p). Blodkar; ved økt vasokonstriksjon på arteriell og venøs side (1p).
Nyrene; ved å øke saltreabsorpsjonen (Na+) i proksimale tubuli og i samlerør (og dermed øker også vannretensjon). (Angiotensin II og Noradrenalin øker Na+ reabsorpsjonen proksimale tubuli, og Aldosteron øker Na+ reabsorpsjonen i samlerør.) Angiotensin II vil dessuten føre til efferent vasokonstriksjon for å opprettholde den glomerulære filtrasjonen (GFR) (2p)
</$details>
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!!Spørsmål {{!!question}} ({{!!points}} poeng)
Ved et betydelig fall i sirkulerende volum (over 10 %) vil dette også påvirke frigjøringen av antidiuretisk hormon (ADH). Hvordan skjer dette og hva er effekten? Hvorfor er det hensiktsmessig i en slik situasjon?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
På grunn av fallet i effektivt sirkulerende volum, vil det gå et nerve-signal til de ADHproduserende cellene i hypotalamus, noe som gir økt produksjonen av ADH som så bringes rundt i kroppen av blodet. Dette vil føre til at aquaporin 2 blir satt inn i den apicale cellemembranen i de prinsipale cellene i samlerørene. Dette gir økt reabsorpsjon av vann i samlerørene, noe som vil bidra til å opprettholde sirkulasjonen.
</$details>
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!!Vignett
En 71-årig kvinne har følt seg uvel i 1 1/2 døgn. Det startet brått med hodepine og deretter intens verking i musklene. Så fikk hun sår hals og tørrhoste. Hun begynte å fryse og følte seg varm. Temperaturen har nå
steget til 39^^o^^C. Hun har lest i lokalavisen at mange i bygda har influensa og antar at hun er blitt smittet. En celletype fra det medfødte forsvaret er viktigst for virusbekjempelsen de første dagene av infeksjonen
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<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Forklar mekanismen for hvordan disse cellene bekjemper infeksjonen de første dagene.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
NK-celler er det viktigste forsvaret i starten av en virusinfeksjon. Virus befinner seg i hovedsak intracellulært i epitelcellene på slimhinnene i luftveiene. NK-cellene binder seg til infiserte celler (se også spm. 3) ved hjelp av adhesjonsmolekyler som passer med adhesjonsmolekyler på målcellen. De skiller ut perforin/granzym i kontaktområdet mellom cellene. NK-cellen løsner deretter fra målcellen. De utskilte molekylene induserer apoptose av målcellen. Perforins viktigste funksjon er å lage porer i membranen slik at granzymene komme inn i målcellen. NK-cellene produserer også cytokiner som bidrar til aktivering av dendrittiske celler (interferon gamma), et nødvendig ledd i aktivering av det ervervede forsvaret.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Å nevne NK-celler gir 1/2 poeng. Fullt hus for mekanismen krever binding med adhesjonsmolekyler, utskillelse av perforin/granzymer, apoptose og cytokinproduksjon. Manglende cytokinproduksjon trekker 1/2 poeng.
Svar med hovedvekt på nøytrofile granulocytter og fagocytose gir ikke poeng fordi dette ikke er den viktigste mekanismen. Fagocytose spiller en viss rolle, men virus er bare ekstracellulære en kort stund, ikke i flere dager. Når virus er intracellulære, er de ikke tilgjengelige for granulocyttene.
Svar med hovedvekt på mekanismen antistoffmediert direkte cytotoksisitet (ADDC) av NK-celler eller andre celler gir ikke poeng. Denne mekanismen forutsetter at kvinnen har passende antistoff fra tidligere infeksjon med samme virustype. I så fall forventer man ikke at kvinnen får såpass sterke symptomer på ny infeksjon i så lang tid. Denne mekanismen har også betydning når infeksjonen er i ferd med å gå over og det er dannet antistoff som følge av den aktuelle infeksjonen, men det skjer mye senere i forløpet.
Svar om T-celler gir ikke poeng fordi de hører til det ervervede forsvaret.
</$details>
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!!Vignett
Senere i forløpet bidrar også celler fra det ervervede forsvaret til bekjempelse av influensaen
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Forklar hvordan disse cellene bidrar i forsvaret.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
T-celler begynner å spille en rolle for drap av infiserte celler tidligst etter 5 dager. Mekanismen går imidlertid over to trinn: Først aktiveres naive CD4 positive hjelperceller med antigenreseptor som gjenkjenner virusrelaterte peptider. Responsen vris i retning av Th1, blant annet på grunn av primingcytokinet interferon gamma fra aktiverte NK-celler (og interleukin 12 fra dendrittiske celler). De resulterende hjelpereffektorcellene kan deretter bidra i neste trinn, som er aktivering av CD8 positive T-celler med passende antigenreseptor. Det dannes cytotoksiske T-effektor-celler. De dreper infiserte celler ved en mekanisme som ligner den som er beskrevet for NK-celler
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Fullstendig svar må ha med både CD4^^+^^ og CD8^^+^^ celler fordi begge typer er nødvendige for å få slutteffekten på infiserte celler. Mekanismene med hjelp fra hjelperceller og deretter med drap ved kontakt må nevnes. Det er OK om det mangler detaljer vedrørende forskjeller i effektormolekyler eller adhesjonsmolekyler mellom NK- og T-celler.
Svar om nøytrofile eller monocytter gir ikke poeng - er ikke ervervet forsvar.
</$details>
<div class="oppgave">
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!!Vignett
De aktuelle cellene fra det medfødte og det ervervede forsvaret har ulike måter å oppdage influensainfeksjonen på.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Beskriv mekanismene de bruker med vekt på å nevne forskjellene.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
NK-celler: gjenkjenner endret selv som summen av mange signaler:
Nedregulert HLA klasse I på målcellen, som er en vanlig konsekvens ved virusinfeksjon i en celle. Cytokiner i vevet (bl.a. IL-12 og IL-15) som regulerer NK-cellenes aktiveringsgrad og påvirker uttrykket av reseptorer og adhesjonsmolekyler. Om NK-cellen er bundet til en målcelle via adhesjonsmolekyler (dvs. de oppfatter signaler fra adhesjonsmolekylene når disse er bundet til sine ligander). NK-cellene har også reseptorer for andre ligander på målcellen: HLA, collagen, sialinsyre, MIC-A og MIC-B, virale hemagglutininer m.fl.
T-cellene gjenkjenner "ikke selv" = virusrelaterte peptider, som de må få må få presentert på HLA av korrekt klasse. De CD4 positive cellene: for aktivering skjer presentasjonen av HLA Klasse II på dendrittiske celler. Når de ferdigutviklede CD4 positive effektorcellene skal hjelpe CD8 positive celler til aktivering, må virusrelaterte peptider fremvises på HLA klasse I. Da skjer også antigenpresentasjon av dendrittiske celler, som har både HLA klasse I og II. Derved kan den CD4 positive og den CD8 positive cellen samlokaliseres og den CD8 positive cellen kan få hjelp til differensiering til cytotoksiske effektorceller av den dendrittiske cellen og hjelpercellen i samarbeid. De cytotoksiske T effektorcellene gjenkjenner infiserte celler som skal drepes ved at disse fremviser virusrelaterte peptider på HLA klasse I.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1/2 poeng for å nevne at NK-celler gjenkjenner endret selv, men uten mer forklaring. Fullt poeng krever detaljert mekanisme, men ikke navn på reseptorene og alle ligander som er involvert.
1/2 poeng for å nevne at T-celler gjenkjenner virusrelaterte peptider på HLA. Fullt poeng krever korrekte HLA-klasser og dendrittiske celler.
Generelle svar om pattern recognition receptors (PRR) i det medfødte forsvaret og / eller spesifikke antigenreseptorer i det ervervede forsvaret gir ikke poeng - spørsmålet er knyttet til de aktuelle cellene ved influensainfeksjonen.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Kvinnen fikk influensavaksine for tre år siden.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Forklar hvorfor hun allikevel er blitt syk i år
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Vaksinen gir immunologisk hukommelse som særlig bygger på antistoff (fordi det er vanskelig å få sterke cytotoksiske vaksineresponser med drepte vaksiner). Antistoffene er i stor grad spesifikke for virusets hemagglutinin og neuraminidase, som skifter noe fra år til år og mye enkelte år. Derfor lages det ny vaksine årlig med antigener som er tilpasset årets influensavariant/-er. Effektene av drepte vaksiner varer heller ikke så lenge. Kvinnen har derfor for lav antistoffkonsentrasjon og antistoff med for lav affinitet til at hun er beskyttet 3 år etter vaksinasjonen.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
½ poeng for antistoffspesifisitet og virusantigener som skifter. ½ poeng for kortvarig effekt av drepte vaksiner.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Etter en uke føler kvinnen seg verre. Hun hoster opp mye grønt og gult slim og har vondt i høyre side av brystet når hun puster eller hoster. Hun får nesten ikke i seg mat eller drikke. Fastlegen stiller diagnosen pneumoni og legger henne inn på lokalsykehuset.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva er den mest sannsynlige årsaken til pneumonien? Begrunn svaret kort.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Kvinnen har typiske symptomer på en bakteriell superinfeksjon. Purulent ekspektorat er typisk for bakterieinfeksjoner. Det består for en stor del av døde nøytrofile granulocytter og døde vevsceller (debris).
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Selv om studentene ikke har hatt så mye sykdomslære skal de vite mekanismen for dannelse av puss og kunne resonnere seg frem til bakterieinfeksjon (evt. bakteriell superinfeksjon) ut fra det. Dessuten gir mange virusinfeksjoner redusert aktivitet av fagocytter (via mange forskjellige mekanismer som studentene ikke behøver å kjenne til) og derved økt risiko for sekundære bakterieinfeksjoner. Det er ikke nødvendig å vite hvilke bakterier som er vanligst ved bakteriell superinfeksjon etter influensa.
1/2 poeng for bakterieinfeksjon uten forklaring. Fullt poeng krever begrunnelsen med puss som nøkkelord for å skille fra ren gjetting. Ikke poeng for influensa, som også kan gi pneumoni, men med blankt ekspektorat.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Ved innkomsten måles forhøyet C-reaktivt protein (CRP).
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Forklar hvorfor konsentrasjonen av CRP er forhøyet.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Økt konsentrasjon av CRP skyldes proinflammatoriske cytokiner som skilles ut av forskjellige typer celler i det infiserte området, særlig IL-6. Cytokinene virker på hepatocytter som syntetiserer og secernerer CRP og andre molekyler som trengs til immunforsvaret ved infeksjonen. Dette er ledd i akutt fase-reaksjonen
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Poeng krever proinflammatoriske cytokiner og akutt fasereaksjon - beskrivelse er greit også uten begrepet akutt fase. Det er ikke nødvendig å angi celletypene som kan skille ut cytokiner. Det er ikke nok å nevne «akutt fase» uten forklaring
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ingen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Forklar hvordan immunforsvarets bekjempelse av pneumonien påvirkes av forhøyet CRP.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Ved bakterieinfeksjon er hovedforsvaret fagocytose. CRP kan bindes til bakterier og aktivere klassisk vei av komplementkaskaden. Aktiveringsprodukter av komplement som sitter på bakterieoverflaten opsoniserer dem slik at fagocytosen blir mer effektiv fordi fagocyttenes komplementresptorer stimuleres. Derved bidrar akutt fase-reaksjonen og CRP-produksjonen til mer effektiv bekjempelse av en bakteriell pneumoni.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 1/2 poeng for mekanismen for opsonisering og fagocytose. 1 poeng hvis ikke pathway for komplementaktivering er nevnt eller forklaring mangler på hva opsonisering er (bare begrepet er nevnt).
Mekanismesvar som bare går på at CRP øker antistoffrespons fordi komplement-aktiverende antigener reduserer B-cellers aktiveringsterskel gir 1/2 poeng (er korrekt, men ikke det mest sentrale. Derfor ikke nødvendig å ha med dette for fullgodt svar).
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Ved laboratoriearbeid, enten det er på sykehus eller innen undervisning og forskning, kan laboranter og andre bli utsatt for forskjellige arbeidsmiljøpåvirkninger. En av disse er eksponering for kjemikalier.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Nevn fire andre hovedgrupper av påvirkninger som vi kan finne i laboratorier og som kan ha betydning for helsa til de som arbeider der.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Fysikalske påvirkninger bør nevnes. Her kan støy og radioaktiv/ioniserende/UV stråling godkjennes som to separate svar, mens Fysikalske påvirkninger og enten støy eller radioaktiv/ioniserende/UV stråling ikke godkjennes som to svar siden fysikalske påvirkninger er det overordnete begrepet. Vibrasjonspåvirkning godkjennes ikke fordi det ikke er noe typisk for laboratorier.
Mikrobiologiske påvirkninger bør nevnes. Her kan også smitte og bakterier, virus og sopp godkjennes, men ikke som flere riktige siden vi sier hovedgrupper.
Psykososiale/organisatoriske påvirkninger bør nevnes. Her kan også stress, mobbing, og seksuell- eller annen trakassering godkjennes, men ikke som flere riktige siden vi sier hovedgrupper.
Ergonomiske forhold bør nevnes. Dette dreier seg om tilpasning mellom mennesket og arbeidet.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Kjemiske påvirkninger framgår av spørsmålet, og står i ingressen, så det gir ikke poeng.
Gi 0,5 poeng for hver riktig hovedgruppe
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
På en arbeidsplass i et laboratorium er støynivået 78 dBA.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke virkninger kan slik støy ha for den som arbeider der, og hvordan kan man best forebygge støyskader generelt?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
# 78 dBA er ikke regnet som hørselskadelig støy, men et slikt støynivå kan føre til konsentrasjonsvansker og økt tretthet i forbindelse med arbeidet.
# For forebygging av støyskader regner man alltid at det første tiltaket er å redusere støykilden enten ved å fjerne, modifisere eller bygge inn denne.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
# 1 poeng.
# 1 poeng. Personlig verneutstyr med hørselsvern kommer alltid i siste rekke og bør ikke gi poeng hvis bare dette nevnes.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Formalin (40-50% vandig løsning av formaldehyd) er en reaktiv løsning en kan eksponeres for i enkelte laboratorier. Formaldehyd er sterkt polart og elimineres raskt fra blodet (plasma t,,1/2,, i størrelsesorden 2 minutter).
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Vil en forvente at formaldehyd distribueres til fett, og vil en forvente at formaldehyd akkumuleres i kroppen fra den ene arbeidsdagen til den neste? Forklar
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
# Svaret er nei. På grunn av sin høye vannløselighet finner du nesten ikke formaldehyd i fett.
# Svaret er nei. I løpet av 5 x t,,1/2,,, dvs 10-15 minutter etter opphør av formalin eksponeringen, vil så godt som alt formaldehyd være eliminert fra kroppen (ca 97%). En vil derfor møte opp neste arbeidsdag uten formaldehyd i kroppen.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
# 1,0 poeng. Korrekt svar uten forklaring gir 0,5 poeng. Korrekt svar med gal forklaring gir 0 poeng.
# 1,0 poeng. Ikke tilstrekkelig å kun svare nei og referere til rask eliminasjon (gir kun 0,5 poeng). For å få full score må en i svaret konkret referere til faktoren 5 x t,,1/2,,. (eller 4 x t,,1/2,,)
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Formaldehyd (fra formalin) kan gi mange effekter i kroppen ved langtidseksponering for høye doser.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
På hvilke måter kan formaldehyd påvirke reproduksjon og fosterutvikling, og hvilke mekanismer kan være involvert?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
# Formaldehydeksponering kan hos kvinner påvirke reproduksjon gjennom uregelmessig menstruasjon, økt forekomst av endometriose og redusert fruktbarhet. For menn foreligger det ikke sikre studier på mennesker som påviser sammenheng mellom formaldehydeksponering og reproduksjonsskader. Generelt kan fosterskader uttrykkes ved spontanaborter, dødfødsler, for tidlige fødsler, redusert fødselsvekt og skader av forskjellige typer hos levende fødte barn.
# De viktigste mekanismene for fosterskader og reproduksjonsskader etter formaldehydeksponering hos både kvinner og menn er gentoksisitet av forskjellige typer (kromosomabberasjoner, mikronuklei, søsterkromatidutbytte, DNA-brudd, kryssbinding mellom DNA og proteiner) og oksidativt stress. I tillegg knyttes apoptose, redusert aktivitet av enzymer (LDH og SDH) som er involvert i modning av mannlige kjønnsceller, redusert testosteron, epigenetiske forandringer og stress via hormoner i aksen hypothalamus - hypofyse – binyrebark til formaldehydeksponering. Disse mekanistiske sammenhengene er framkommet ved studier på både dyr og mennesker.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
# 1 poeng. Både reproduksjon og fosterskader må omtales. Ufullstendig svar gir kun 0,5 poeng
# 1 poeng. Både gentoksisitet og oksidativt stress må være med for å gi 1 poeng. Det kan aksepteres at noen av tilleggsmomentene i andre del av svaret ikke er med uten at det trekkes poeng. Uten tilleggsmomenter gis kun 0,5 poeng.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ingen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Nevn i prioritert rekkefølge de fem hovedtiltakene som er vanlige for å beskytte arbeidstakere mot skadelig kjemisk påvirkning.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
# Eliminasjon (fjerning av den skadelige påvirkningen)
# Substitusjon (bytte ut et helsefarlig kjemikalium med et annet som representerer en lavere helserisiko ved eksponering)
# Innkapsling eller lukking av prosesser (herunder regner vi avtrekkskap på laboratorier)
# Ventilasjon/avtrekk (herunder regner vi allmennventilasjon og punktventilasjon)
# Personlig verneutstyr (maske, klær, briller m.m.). Et av disse kan godkjennes, men ikke flere.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Gi 0,3 poeng for hvert riktig tiltak og 0,5 poeng hvis også rekkefølgen er riktig.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Les det følgende sammendraget fra en vitenskapelig artikkel:
<<<
The purpose of this study was to determine the risk for divorce among cancer patients. We conducted a nationwide, population-based study of 46,303 persons aged 30-60 years in whom selected cancers were diagnosed in 1981-2000 and 221,028 randomly sampled, cancer-free persons. Information on socioeconomic status, demographics and comorbidity was obtained from Danish administrative registries. We analysed the risk for divorce, adjusted for several potential confounders, during follow-up. We found that cancer patients had the following relative risks for divorce compared to the general population: Relative risk (RR), 1.01 and 0.99 for women and men, respectively.
<<<
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Konklusjonen er slettet fra sammendraget. Trenger kreftpasienter frykte for ekteskapet sitt mer enn andre? Hvorfor, eller hvorfor ikke?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Nei, ingen grunn til større frykt enn hos andre. Den relative risikoen er tilnærmet lik 1, hvilket betyr at kreft og skilsmisse ikke er assosiert. Med andre ord: Kreftpasienter har samme risiko for skilsmisse som sammenlikningsgruppa.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 poeng gis for svaret ”nei”. Ytterligere 1 poeng gis for forklaringen over.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Relativ risiko (RR) var 1,01 blant menn og 0,99 blant kvinner.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Kan dette alene indikere at kjønn er en konfunder (confounder) for sammenhengen mellom kreft og skilsmisse?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Nei.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Svaret ”nei” er tilstrekkelig
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ingen vignett)
Relativ risiko (RR) var 1,01 blant menn og 0,99 blant kvinner.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Kan dette alene indikere at kjønn modifiserer sammenhengen mellom kreft og skilsmisse (effektmodifikasjon)? Hvorfor, eller hvorfor ikke?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Nei. RR i begge subgrupper er tilnærmet lik 1 (1 poeng). Hvis studenten skriver at 1,01 og 0,99 er veldig like slik at effektmodifikasjonen er veldig liten, blir det også godtatt som korrekt svar.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ingen vignett)
Relativ risiko (RR) var 1,01 blant menn og 0,99 blant kvinner.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Kan dette alene indikere at sammenhengen mellom kreft og skilsmisse medieres via kjønn? Hvorfor, eller hvorfor ikke?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Nei. De subgruppe-spesifikke relative risikoene, uten informasjon om relativ risiko for hele studiepopulasjonen, kan ikke hjelpe oss til å avgjøre om det foreligger mediering (1 poeng). Alternativt godtas det også som korrekt svar dersom studenten skriver at mediering er utelukket fordi kjønn ikke kan være en konsekvens av eksponeringen (kreft).
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Forfatterne skriver at de "analysed the risk for divorce, adjusted for //several potential confounders//."
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva er kriteriene for at en variabel skal være en konfunder (confounder) for sammenhengen mellom kreft og skilsmisse?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Variabelen må (1) være assosiert med både kreft (eksponeringen) og skilsmisse (sykdommen), (2) men den må ikke være påvirket av (være en følge av) kreft eller skilsmisse.
Begge kriteriene må være oppfylt.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Begge kriteriene må være nevnt for at det skal gis 2 poeng. Dersom bare 0 eller 1 kriterium nevnes, gis 0 poeng.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Et par oppsøker sin fastlege på grunn av ufrivillig barnløshet. Kvinnen er 41 år, og mannen er 35 år. Mannen har i mange år drevet med kroppsbygging, og han fremstår svært muskuløs. Du bestiller en sædundersøkelse ved Fertilitetsenheten på St Olavs hospital. Svaret viser at det er sædceller i prøven, men i betydelig redusert antall og med dårlig motilitet. Ved klinisk undersøkelse finner man to testikler i scrotum. Disse har normal konsistens ved palpasjon, men er knapt halvparten så store som forventet. Mannen innrømmer å ha brukt anabole steroider gjennom flere år, og dette vurderes som den mest sannsynlige årsaken til redusert spermiekvalitet.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke årsaksmekanismer (organer, celler og hormoner) ligger bak den reduserte spermiekvaliteten i dette tilfellet? Tegn og forklar.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Spermieproduksjonen skjer i testes og reguleres via negativ feedback til hypofyse (FSH og LH) og hypothalamus (~GnRH=gonadotropin releasing hormon). Ved eksogen tilførsel av testosteron (inntak av anabole steroider) vil hypofysen svare med å supprimere LH og testosteron, hvilket i neste omgang medvirker til redusert ny-syntese av testosteron fra Leydigcellene og redusert spermiogenese fra germinalcellene i testes. Sistnevnte er i varierende grad reversibelt om misbruket av anabole steroider opphører. (2 poeng)
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Dersom svaret inneholder: «Negativ feedback» – gis 0. 5 poeng, «FSH, LH og GnRH gis 0.25 poeng, «Leydigceller og germinalceller i testes» gis 0. 5 poeng, «suppresjon av testosteronsyntese i testes» gis 1 poeng.
Instruktiv tegning med riktige benevnelser og inntegnet ± kan erstatte tekst og gi full score.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ingen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Nevn to faktorer hos kvinnen som også gjør det vanskelig å bli gravid.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Hennes eggreserver vil være redusert både kvantitativt (færre primordialfollikler) (1poeng) og kvalitativt (dvs. relativt større andel av gjenværende eggceller vil ha genetisk feil) (1 poeng).
Begge deler forverres jo eldre kvinnen er
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Paret får tilbud om assistert befruktning. Eggproduksjonen hos kvinnen forsøkes stimulert med FSH (folikkelstimulerende hormon). På tross av at hun får maksimalt høye doser FSH lykkes man ikke med å få ut mer enn 3 oocytter. Disse forsøkes befruktet med mannens sædceller. På dag 2 etter befruktning tilbakeføres et 2-celle embryo til kvinnens livmor. To uker senere har hun en positiv graviditetstest.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva måles ved en graviditetstest og hvilke(t) prøvemateriale kan benyttes?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Graviditetstesten er positiv hCG i urin (0.5 poeng) eller kvantitativ hCG i serum. (0.5 poeng)
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Etter noen uker får kvinnen en vaginalblødning. Hun får time til ultralydundersøkelse ved NFSM (Nasjonalt senter for fostermedisin) ved St Olavs Hospital. Ultralydundersøkelsen utføres transvaginalt. Ved undersøkelsen kan man blant annet se at fosterhjertet slår med en frekvens på 105 slag per minutt
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvordan dannes det primitive hjerterøret og når i svangerskapet skjer det? Når begynner fosterhjertet å slå?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Hjertet begynner å slå etter fem fullgåtte uker basert på siste menstruasjon, ca. 22 eller 23 dager etter unnfangelsen. Med transvaginal ultralyd ser man et lite blafrende hjerteslag. Hjertet er svært primitivt og rør-formet, men funksjonelt. Hjerterøret er oppstått som følge av embryoets laterale folding med etterfølgende sammensmelting (apoptose) av de to endokardiale tuber/ rør.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0,5 poeng for hver av de to utviklingstrinnene; embryoets laterale folding og etterfølgende sammensmelting (apoptose) av de to endokardiale tuber/rør.
0,5 poeng for å vite når dannelsen av hjerterøret skjer
0,5 poeng for når hjertet begynner å slå
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
På grunn av kvinnens alder henvises hun til ytterligere undersøkelser i svangerskapsuke 11 for å vurdere sannsynligheten for kromosomfeil/utviklingsavvik hos fosteret. Det er vanskelig å få oversikt over hjertets anatomi, men legen lurer på om det kan foreligge en defekt i skilleveggen mellom hjertekamrene. Det synes å mangle tommel på begge hender, det ses kun en navlearterie, og fosteret har et nakkeødem som ses som en oppklaring ved nakken. På bakgrunn av funnene tilbys paret kromosomundersøkelse, noe de takker ja til.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Beskriv aktuelle prøvetakingsmetoder av fosteret, og hvilke farer som er forbundet med selve prøvetakingen.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Fostervannsprøve tas vanligvis først etter uke 15, da det ofte er for få celler i fostervannet før den tid.
CVS (Chorion villus sampling) er morkakeprøve som tas rundt uke 10-12, og det vil være den mest aktuelle prøvetakingsmetoden her. Begge prosedyrene assisteres av ultralyd. Både fostervannsprøve og CVS medfører en økt risiko for spontanabort med 0.5-1 %.
Det kan også tas prøve av navlestrengsblod.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ingen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Man ønsker å utføre en genetisk undersøkelse på prøvematerialet. Hvordan fungerer den mest aktuelle undersøkelsen, og hva kan den gi svar på?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Karyotyping er den mest aktuelle analysen å rekvirere på CVS prøven. G-bånd-karyotyping er mest vanlig. Det er en lysmikroskopisk undersøkelse av celler i delingsfase, det vil si at cellene må dyrkes. De kondenserte metafase-kromosomene trypsinbehandles og Giemsa-farges. Det er en ressurs- og tidkrevende analyse som tar 2-3 uker før svar foreligger.
Karyotyping egner seg godt til å se på numeriske kromosomavvik (trisomier og Turner), samt større delesjoner eller duplikasjoner av kromosombiter. Kromosomfeil under en viss størrelse oppdages ikke med karyotyping (dvs <5 – 15 Mb).
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Svaret på prøven viser at fosteret har trisomi 18.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva er den mest sannsynlige hjertefeilen hos dette fosteret?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
En ventrikkelseptumdefekt er den mest sannsynlige hjertefeilen hos dette fosteret.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Åse kommer til deg som allmennlege. Hun er 21 år, samboer, og arbeider som frisør. Hun forteller at hun nå siste ukene har hatt flere anfall. Først trodde hun det var noe alvorlig galt med hjerte, men tror nå det handler om angstanfall. Siste dagene har hun vegret seg for å gå på jobb da hun er redd hun skal få anfall på mens hun jobber med kundene.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Nevn symptomer på frykt og angst og angi hvilke funksjon disse symptomene har.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
* Hjertebank (øke arbeidskapasitet)
* Økt respirasjon (øke arbeidskapasitet)
* Økt spenning i muskulatur (økt arbeidskapasitet)
* Svette (resultat av økt muskelaktivitet)
* Rødme (fordele blod mer perifert for å øke muskelkapasitet)
* Skjelve (økt spenning i muskulatur)
* Tørr i munnen (nedprioritering av fordøyelse)
* Store pupiller (slippe inn mer lys, øke synsevnen).
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Mer enn fem symptomer=1p.
Mer enn fem forklaringer=1p. Forklaring som sier noe om at det handler om å gjøre kroppen klar til økt funksjon (fight/flight) kan også godtas
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ingen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke system i kroppen er ansvarlig for samordnet aktivering av disse symptomene?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Samordnet aktivering av disse symptomene styres av sympatikus(/parasympatikus) i det autonome nervesystemet.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Sympatikus(/parasympatikus)=1p. Kun autonome nervesystem er ikke nok.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ingen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke typiske reaksjonsmønstre ser vi i frykt- og angstsituasjoner?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
“Fight, flight, freeze and faint” (eller tilsvarende forklaringer på norsk)
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1-2 riktige svar=1p
3-4 riktige svar=1p
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ingen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Nevn de viktigste risikofaktorene for psykisk sykdom.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
* Traumer (tidlige og nylige, inkludert seksuelt/fysisk overgrep, ulykker, tap)
* Psykisk sykdom i nær familie (genetisk sårbarhet/arv)
* Somatisk sykdom (kreft, hjertesjukdom, nevrologiske lidelser, alvorlig sykdom)
* Rusmisbruk (alkohol, tablettmisbruk og narkotika)
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Navn på hovedgrupper eller eksempler på de enkelte hovedgrupper gir poeng.
1 hovedgruppe=1p
2 hovedgrupper=2p
3-4 hovedgrupper=3 p
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Arne (35) jobber som lærer i ungdomsskolen. Han er stort sett frisk, bruker ingen faste medisiner og har knapt vært til legen de siste 10 årene. Han har imidlertid blitt gradvis mer slapp og uvel de siste månedene. Han er kvalm, har dårlig matlyst og har også litt hudkløe.
Du mistenker at han har utviklet alvorlig nyresvikt, og du ønsker å få bekreftet dette.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Glomerulær filtrasjonsrate (GFR) brukes som et mål på nyrefunksjon. Hva baseres dette prinsippet på? Forklar hva GFR er rent fysiologisk med utgangspunkt i oppbygning av glomerulus, og forklar hvilke krefter som avgjør GFR.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
* Forklare kort om oppbygning av filtrasjonsmembranen (endotel med karbohydratlag, basalmembranen, podocytter med nefrin i spalten) (1p),
* virker som en semipermeabel membran, cut off-verdi omkring albuminets størrelse, det dannes pre-urin ved mekanisk filtrasjon og mengden som produseres per minutt = GFR (1p)
* GFR= (glomerulært kapillært hydrostatisk trykk – hydrostatisk trykk i Bowmans kapsel – glomerulært kapillært osmotisk trykk + Bowmans osmotisk trykk) x arealet av membranen (x konstant) (1p)
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ingen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Nyrene har flere funksjoner utover filtrasjon. Hvilke av disse funksjonene samvarierer med GFR?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Ja, GFR er tydelig assosiert til andre funksjoner slik som evne til å regulere salt/vann/blodtrykk, tubulære funksjoner, syre-base og hormonproduksjon.
(Bør vel klare 4 av disse 6 for å få ett poeng)
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ingen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvordan kan vi direkte måle GFR?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
* Måling av endogene (kreatinin, karbamid) eller eksogene (inulin, ~CrEDTA, iohexol, etc) substanser som filtreres fritt uten påfølgende reabsorpsjon eller sekresjon. Man kan måle hvor mye som utskilles i urin per tid, eller man kan måle hvor fort de eksogene stoffene forsvinner fra blodet. (1p)
* GFR=konsentrasjon i urin x urin volum per tid/konsentrasjon i plasma (1p)
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ingen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke ikke-invasive metoder finnes for å estimere nyrefunksjonen? Beskriv kort hvordan dette gjøres.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
* Estimering av GFR gjøres ved hjelp av serum-kreatinin og en eller annen form for justering for muskelmasse ved hjelp av alder, kjønn og etnisitet. Cockgroft Gault formel, MDRD formel, CKD-epi formel eller andre. (1,5 p)
* Man kan også måle nyrefunksjon non invasivt ved kreatinin clearance, dvs måle s-kreatinin og u-kreatinin og urinvolum, men kreatinin clearance overestimerer GFR (spesielt ved lave verdier) og har en betydelig måleusikkerhet pga at pasientene måler feil urin volum (0,5 p)
</$details>
⚠ Spørsmålet i denne oppgaven er feil, men det er vanskelig å korrigere da originalen er utilgjengelig
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ingen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke ikke-invasive metoder finnes for å estimere nyrefunksjonen? Beskriv kort hvordan dette gjøres.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
* Serum-kreatinin øker med økende muskelmasse.
* Kan øke etter kraftig trening, etter stor kjøttmåltid eller etter lavt væskeinntak.
* Kan øke etter medikamenter som hindrer tubulær sekresjon.
* Forholdet mellom s-kreatinin og GFR er ikke lineært, men eksponensielt.
(0,5 p for hvert av punktene)
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Du jobber som allmennlege på et legekontor og har besøk av en mannlig pasient på 50 år. Han har ukarakteristisk svimmelhet og ustøhet. Han har ingen øresus, men han sier at hørselen er litt dårligere på venstre øre, noe den har vært i flere år.
Du bestemmer deg for å gjøre en otoskopi. Ved undersøkelsen får du greit innsyn på trommehinnen. Du synes du ser et lite hull i trommehinnen tilsvarende lysrefleksen
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvordan inndeler du trommehinnen i kvadranter og hvor plasserer du lysrefleksen?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Fire kvadranter, deles i en linje langs hammerskaftet i fremre/bakre og med en linje 90 grader på denne gjennom umbo (enden på hammerskaftet) i øre og nedre kvadranter.
Lysrefleksen ligger i nedre fremre kvadrant.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 poeng for første del, definisjon av kvadrantene
1 poeng for riktig plassering.
</$details>
⚠ Spørsmålet i denne oppgaven er feil, men det er vanskelig å korrigere da originalen er utilgjengelig
<div class="oppgave">
<div class="vignett">
!!Vignett
Du vil undersøke om det foreligger et mekanisk tap av hørsel, og bestemmer deg for å bruke en stemmegaffel til dette.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvordan inndeler du trommehinnen i kvadranter og hvor plasserer du lysrefleksen?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Webers prøve går mot det syke øret, Rinnes prøve er negativ på det syke øret (sterkest mot benet, gjerne mot ørebensknuten).
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 poeng for hver av de 2, reduseres til ½ dersom navn mangler.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Det viser seg at det foreligger et moderat nevrogent høretap og at pasienten har jobbet i støyfylte omgivelser i flere år
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva er øvre grense for tillatt støy i løpet av en 8-timers arbeidsdag når det gjelder langvarig støy og impulsstøy? Nevn tre yrker som er særlig utsatt for støyskader.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
# Grense 85 dB i 8 timer, impulsstøy 130 dB
# Mekanisk industri, Verkstedindustri, Bygg/anlegg, Tungtransport, Sjøfart/fiske, Skogbruk
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 poeng for hvert av momentene i (1)
½ poeng for å ha 3 av de i (2), reduseres til ¼ ved 2
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Du bestemmer deg for å teste det perifere balansesystemet ved å dreie raskt på hodet til pasienten i sittende stilling og observere øyebevegelsene.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilken del av vestibulærapparatet er det du da tester og hvilken refleks? Hvilke andre bevegelser registreres i andre deler av vestibulærapparatet, og hvor registreres de?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
* Buegang og vestibulookulære refleks, rotasjon
* Makula: Lineær akselerasjon
* Sacculus: Stilling i rommet (vertikal akselerasjon)
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 poeng for hver del, halveres hvis ett av elementene mangler
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Refleksen er utslukket - det viser seg at pasienten har fått intravenøs antibiotika som er toksisk for vestibulærapparatet, og i en slik dose at funksjonen her sannsynligvis er utslokket.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Nevn to situasjoner hvor pasienten da kan bli ekstra ustø basert på de to gjenværende elementene i det posturale systemet (balansesystemet). Hvilke er de?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
# I mørke eller dårlig lys (når det visuelle input er redusert i tillegg til de vestibulære)
# Ved svømming eller lignende når de proprioceptive input (fra leddsansen) er redusert
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 poeng for situasjon og/eller navn på posturale input (visuelle og proprioreceptive)
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ingen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva er lillehjernens (cerebellums) tre funksjonelle hoveddeler i motorisk kontroll, og hvilke oppgaver har disse?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Cerebrocerebellum (planlegging), vestibulocerebellare (balanse), spinocerebellum (utførelse)
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
½ poeng for hver av de tre (en eller begge av navn eller funksjon er nok)
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
I hjernens basalarterier kan det oppstå trombosering og aneurismer som kan gi opphav til infarkter og blødninger.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Lag en enkel skisse av hjernens basalarterier.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
<<imgLink "ICD-2016s-4-A.PNG">>
(Fig. ref.: imgarcade.com).
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
For 3 p kreves følgende arterier nevnt:
* art. carotis interna
* art. cerebri ant./med./post.
* art. communicans ant./post.
* art. basilaris,
* art. vertebralis
* art. cerebelli sup./art. superior cerebelli
* art. cerebelli inferior superior/art. inferior anterior cerebelli
* art. cerebelli inferior posterior/art. inferior posterior cerebelli.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ingen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva er definisjonen på et infarkt?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Et infarkt omfatter et velavgrenset område med nekrotisk vev som følge av opphør/redusert blodtilførsel og redusert oksygenforsyning, eg. område med nekrose på iskemisk grunnlag.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Nekrose (vevsdød) pga redusert blodtilførsel = full score, 2 poeng
Bare nevne «Nekrose» = 1 poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
I tilhelingsprosessen ved et hjerneinfarkt vil det skje en fagocytose av dødt vev
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilken type celle i hjernen er involvert ved slik fagocytose?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Mikroglia (0,5 poeng)
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ingen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilken type celle i blodet rekrutteres fra blodbanen ved en slik prosess?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Monocytter (0,5 poeng)
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Ved sykdom og skade i hjernen kan ventrikkelsystemet affiseres og gi komplikasjoner som hydrocefalus.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilken type celle i blodet rekrutteres fra blodbanen ved en slik prosess?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
CSF dannes i plexus choroideus som finnes i samtlige ventrikler. Den strømmer fra sideventriklene gjennom begge interventrikulærhull (foramen interventriculare/Monro) til 3. ventrikkel, derfra gjennom aquaeductus cerebri (akvedukten) til 4. ventrikkel, derfra ut i subaraknoidalrommet i cisterner her, gjennom tre hull under cerebellum, to laterale hull, apartura lateralis/foramen Luschkae, og et midtre hull, apertura mediana/foramen Magendii, derfra sirkulasjon i subaraknoidalrommet, også omkring medulla spinalis, bl.a. til cisterna lumbalis, til slutt drenasje gjennom villi/granulationes arachnoidalis inn i hjernens venesinus, sinus sagittalis superior.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
''Første del:'' CSF dannes i ventriklene eller CSF dannes i plexus choroideus = 1 poeng
''Andre del:'' Fra sideventriklene til 3. ventrikkel så gjennom akvadukten til 4. ventrikkel så til subarachnoidalrommet og til slutt sinus sagitallis superior (venesystemet) = full score, 2 poeng
Om bare nevner «Fra sideventriklene til fjerdeventrikkel til subarachnoidal til venesystemet» = 1 poeng
Om bare nevner «Fra sideventriklene til subarachnoidalrommet til venesystemet» = 0,5 poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Cytologisk undersøkelse av cerebrospinalvæske kan være en viktig prosedyre ved utredninger av nevrologiske sykdommer.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva slags type betennelse og infeksiøse agens kan foreligge når det i CSF påvises 1) nøytrofile granulocytter; 2) lymfocytter?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
# Akutt betennelse, oftest som ledd i en bakteriell infeksjon. (1 poeng)
# Kronisk betennelse, kan forekomme ved infeksjoner med virus, sopp og atypiske mycobakterier (tbc). (1 poeng)
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Antibiotika er en av våre aller viktigste legemiddelgrupper. I denne oppgaven skal vi ta opp en del sentrale farmakologiske prinsipper og begreper og applisere disse på ulike typer antibiotika.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke faktorer er det som bestemmer hvor høy konsentrasjon man får av et legemiddel ved konsentrasjonslikevekt (”steady state”) i plasma?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Den dosen som gis per tidsenhet (dose/tau), legemidlets biotilgjengelighet (F), og legemidlets clearance (Cl). Matematisk er konsentrasjonen i steady state = [(dose/tau) x F] / Cl.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Hvis alle tre faktorene (eller 4 hvis man tar med tiden mellom dosene som en separat faktor) er med, gis det 2 poeng. Hvis to av de tre er med, gis 1,5 poeng, hvis en av de tre er med, gis 1 poeng (altså ingen poeng ekstra hvis man har tiden som egen faktor)
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Doksysyklin har en halveringstid på 20 timer
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvor lang tid vil det ta før det oppnås konsentrasjonslikevekt (”steady state”) i plasma for dette midlet, og hvordan kan man sikre at pasienten oppnår en terapeutisk effektiv konsentrasjon raskere enn dette?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
* 5 ganger halveringstiden, dvs. 100 timer eller ca. 4 døgn. (4 ganger halveringstiden, dvs. 80 timer) aksepteres også).
* Ved å gi en metningsdose (også kalt ladningsdose), altså å gi en høyere dose initialt enn det som er aktuell dose ved langtidsbehandling.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0,75 poeng for hvert riktig delsvar, til sammen 1,5 poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ingen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Forklar hva som menes med begrepet ”terapeutisk indeks” (”terapeutisk bredde”) og nevn antibiotikagrupper (en av hver) som har henholdsvis svært høy terapeutisk indeks (svært stor terapeutisk bredde) og svært lav terapeutisk indeks (svært liten terapeutisk bredde).
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Terapeutisk indeks uttrykker forskjellen mellom den dosen/konsentrasjonen som gir den ønskede effekten og den dosen/konsentrasjonen som gir uønskede effekter/bivirkninger/toksiske effekter (eller tilsvarende formuleringer). Formelt er terapeutisk indeks ratioen LD50/ED50. Begge typer svar godtas. Antibiotikagruppe med svært høy terapeutisk indeks: Penicillin. Antibiotikagruppe med svært lav terapeutisk indeks: Aminoglykosider
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 poeng for riktig definisjon.
0,5 poeng for et eksempel på en gruppe med høy og 0,5 poeng for et eksempel på en gruppe med lav. Hvis de nevner andre eksempler enn de to som er de aller mest typiske, må poengsettingen vurderes individuelt – da kan det eventuelt være aktuelt å gi 0,5 poeng i stedet for 1 på dette delspørsmålet.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ingen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
De to vanligste, prinsipielt forskjellige bivirkningstypene kalles type A og type B. Forklar hva som ligger i disse begrepene.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Type A (”augmented”): Bivirkninger som kan opptre hos alle, og som er forutsigbare ut fra legemidlets farmakologiske virkning og doserelaterte (“intoleranse”).
Type B (”bizarre”): Bivirkninger som kun opptrer hos et fåtall, og som verken kan forutses eller relateres til dose (“idiosynkrasi”).
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0,75 poeng for hver riktig, maksimalt 1 poeng. Hvis «halvveisriktig» på begge, gis til sammen 0,5 poeng.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ingen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Nevn én vanlig type A-bivirkning og én viktig type B-virkning for fenoksymetylpenicillin (penicillin V).
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Type A: diaré, kvalme, mageproblemer etc.
Type B: Alle former for allergiske reaksjoner godkjennes, som allergi, urticaria, anafylaksi, utslett etc.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0,5 poeng for korrekt eksempel under hver type, til sammen 1 poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Hvilke momenter er mest sentrale for å vurdere om et symptom eller en tilstand hos er pasient kan være en legemiddelbivirkning?
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Nevn én vanlig type A-bivirkning og én viktig type B-virkning for fenoksymetylpenicillin (penicillin V).
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
De viktigste momentene er
# at det skal være et rimelig tidsforløp mellom eksponering og reaksjon,
# at reaksjonen skal være beskrevet tidligere,
# at reaksjonen går tilbake når midlet seponeres (eller dosen reduseres),
# at reaksjonen kommer tilbake etter fornyet eksponering for legemidlet, og
# det skal ikke foreligge alternative forklaringer på reaksjonen.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0,5 poeng for hver, maksimalt 2 poeng hvis 4 eller 5 er riktige.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Du er legevaktslege og det kommer en 21-årig mann til deg med en tre-ukers sykehistorie med slapphet og hoste. Ut fra klinikk og labanalyser vurderer du at diagnosen
mycoplasma-pneumoni er den absolutt mest sannsynlige. Du ønsker å starte antibiotikabehandling med en gang, men siden det er helg og apoteket er stengt må du starte opp med et av de to midlene som du har tilgjengelig på legevakta: Fenoksymetylpenicillin og erytromycin.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilket av disse to bør du velge, og hvorfor?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Erytromycin. Siden Mycoplasma-bakterien ikke har cellevegg, vil ikke penicillin virke. Erytromycin virker på ribosomnivå/proteinsyntesen til bakterien, og har derfor effekt
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0,5 poeng for rett middel og 1,5 poeng for rett begrunnelse (0,75 poeng for hvorfor penicillin ikke virker, og 0,75 poeng for hvorfor erytromycin virker).
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Nervesystemet vårt består av flere typer celler og vev, deriblant nevroner og gliaceller.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Navngi de ulike delene av et nevron (A-D).
<<imgLink "ICD-2017-2-A.PNG">>
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
A=Dendritt
B=Soma
C=Aksonterminal
D=Her godtas to alternativer; både akson og myelin (som utgjøres av de schwannske cellene i det perifere nervesystemet og oligodendrocyttene i det sentrale nervesystemet)
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0,25 poeng pr riktig bokstav. Maks 1 poeng.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ingen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Nevn fire typer støtteceller/gliaceller i det sentrale nervesystemet og beskriv kort hvilke oppgaver de har.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
''Astrocytter:'' Har både strukturelle og fysiologiske funksjoner;
* utgjør barrierer mot blodkar (blod-hjernebarriere) og meninger (glia limitans)
* kontroll av nervecellenes miljø (transmittorsubstanser, elektrolytter) – sikre homeostase
* danner astrocyttnettverk (via «gap junctions»: elektriske impulser, Ca^^2+^^-ioner)
* danner gliose (arrvev) som respons på skader/tumor
''Oligodendrocytter'' lager myelinskjeder til flere nervefibre
''Mikroglia:''
* hjernens makrofager med evne til fagocytose
* utgjør i hovedsak hjernens immunforsvar
* fjerner patogener, døde nevroner, plakk
''Ependym:''
* kler ventrikler, akvedukten og sentralkanalen
* involvert i produksjon av cerebrospinalvæske (CSF)
* drifter sirkulasjon av CSF og absorbsjon
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0,25 poeng for å navngi hver av gliacellene (maks 1 poeng). Deretter 0,5 poeng for å angi en av de overnevnte funksjonene til hver av gliacellene (maks 2 poeng). Tilsammen maks 3 poeng.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Nervesystemet vårt kan deles inn i flere funksjonelle enheter. En av disse funksjonelle enhetene er ikke viljestyrt og kontrollerer blant annet fordøyelsen.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva kalles denne funksjonelle enheten i nervesystemet vårt og hvilke deler består den av? Nevn to eksempler på oppgaver denne delen av nervesystemet utfører.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Det autonome nervesystemet. Vi deler det autonome nervesystemet inn i det sympatiske, det parasympatiske og det enteriske nervesystemet. Det autonome nervesystemet styrer aktiviteten i glatt muskulatur, hjertemuskulatur og kjertler, det vil si så godt som alle våre indre organer unntatt skjelettmusklene og skjelettet. Eksempler på oppgaver:
* regulering av kroppstemperatur
* regulering av blodtrykk
* regulering av åndedrett
* sekresjon og absorpsjon fra tarmslimhinnen og
* regulering av den rytmiske sammentrekningen i tarmene og blodkarenes diameter
<<imgLink "ICD-2017-2-B.PNG">>
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0,25 poeng for å navngi det autonome nervesystemet og 0,25 poeng for de riktige delene sympatiske, parasympatiske og enteriske. 0,25 poeng for hvert eksempel på funksjoner (maks 0,5 poeng).
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Denne funksjonelle enheten av nervesystemet har også fibre i fire hjernenerver.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva heter disse hjernenervene?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Nervefibrene fra det autonome nervesystemet inngår også ifire av de tolv hjernenervene:
* nervus occulomotorius
* nervus facialis
* nervus glossopharyngeus
* nervus vagus.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0,25 poeng for hver riktig hjernenerve
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ingen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvordan undersøker man hjernenerve VII?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Hjernenerve VII: ''N. facialis''. Undersøkes ved
* å teste funksjonen i mimisk muskulatur. Man ser etter asymmetri. La pasienten rynke pannen, knipe igjen øynene, smile, blåse opp kinnene og stramme platysma.
* tester for smakssans i fremre 2/3 av tungen
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 poeng for hvert av punktene over
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ingen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva menes med begrepet somatotopi? Nevn to typiske områder i hjernebarken med somatotopisk ordning.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Somatotopi/ somatotopisk organisering er at ulike kroppsdeler/punkter på kroppen er representert i spesifikke deler av hjernebarken. Nevroner som står i forbindelse med samme område på kroppen løper sammen.
Både de motoriske og sensoriske barkområdene i hjernen har somatotopisk organisering.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 poeng for hvert av punktene over
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Les det følgende forkortede og lett modifiserte sammendraget (abstractet) fra en vitenskapelig artikkel:
<<<
''BAKGRUNN:'' Valget av medikamentavgivende stent i behandlingen av pasienter med diabetes mellitus og koronarsykdom som gjennomgår perkutan koronar intervensjon (PCI), har vært omdiskutert. Studier som har sammenliknet paclitaxel-avgivende stenter med stenter som avgir everolimus, har gitt motstridende resultater.
''METODE:'' Vi randomiserte 1830 pasienter med diabetes mellitus og koronarsykdom som gjennomgikk PCI til å få enten paclitaxelavgivende eller everolimus-avgivende stent. Det primære endepunktet var behandlingssvikt definert som kardial død eller hjerteinfarkt eller revaskulariseringskrevende iskemi i den behandlede arteriens forsyningsområde i løpet av 1 års oppfølging.
''RESULTATER:'' I løpet av 1 års oppfølging var risikoen for behandlingssvikt 5,6% i gruppa som fikk paclitaxel-avgivende og 2,9% i gruppa som fikk everolimus-avgivende stent. Risikodifferansen var 2,7 prosentpoeng (95% konfidensintervall 0,8-4,5), og relativ risiko var 1,9 (95% konfidensintervall 1,2-3,0).
<<<
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva er den viktigste fordelen med en randomisert kontrollert studie sammenliknet med andre studiedesign?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Randomiserte studier er generelt betydelig mindre konfundert enn andre studiedesign.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Det er akseptabelt om studenten skriver at randomiserte studier teoretisk sett ikke er konfunderte, eller skriver at randomiserte studier har mindre systematisk feil, eller skriver at den systemiske feilen som kan være til stede, er slik at den undermen ikke overestimerer de sanne effektene.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ingen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Nevn minst to av de viktigste ulempene med randomiserte kontrollerte studier sammenliknet med andre studiedesign.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
* En randomisert studie er ikke etisk akseptabelt for mange forskningsspørsmål
* Det er umulig å randomisere i mange situasjoner selv om det ville være etisk akseptabelt,
* Høye kostnader,
* Generelt kan bare de som samtykker bli inkludert,
* Det er alltid en eksperimentell situasjon,
* Compliance-problemer fra deltakerens side,
* Generelt bare kort oppfølgingstid
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
To av punktene over, 1 poeng for hver riktig
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ingen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
"Risikodifferansen var 2,7 prosentpoeng." Tolk dette med egne ord.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Risikoen for behandlingssvikt var 2,7 prosentpoeng høyere blant dem som fikk paclitaxel- sammenliknet med everolimusavgivende stent
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Det må fremkomme at risikoen var 2,7 prosentpoeng høyere med paclitaxel
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ingen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
"Relativ risiko var 1,9." Tolk dette med egne ord.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Pasienter som fikk paclitaxel-avgivende stent hadde 1,9 ganger høyere risiko for behandlingssvikt sammenliknet med dem som fikk everolimus-avgivende stent.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Det må fremkomme at med paclitaxel var risikoen 1,9 ganger høyere
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ingen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Konklusjonen var slettet fra abstractet. Hvilken behandling bør anbefales basert på disse resultatene, en paclitaxel-avgivende stent eller en everolimus-avgivende stent? Hvorfor?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Det var betydelig lavere risiko for behandlingssvikt ved bruk av everolimus-avgivende stent (1 poeng) og derfor bør bruk av everolimus-avgivende stent anbefales framfor bruk av paclitaxelavgivende stent basert på disse resultatene (1 poeng).
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
En kvinne i 50-årene søkte lege pga. hodepine og synsfeltutfall. I forbindelse med utredningen ble det påvist en tumor i hypofyseområdet. Hun ble operert, og det ble tatt et frysesnitt av tumorvevet.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva er et frysesnitt? Gi noen eksempler på bruken av frysesnitt. Angi også kort noen fordeler og ulemper/usikkerhetsmomenter ved denne metodikken.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Frysesnitt er en hurtigdiagnostikk som patologiavdelingene tilbyr og som anvendes i forbindelse med kirurgiske inngrep. Ferskt vev tas ut peroperativt og blir raskt fraktet til patologiavdelingen. Dette vevet blir lagt i et nedfrysningsmedium og frosset ned. Derpå blir det skåret 4-5µm tynne vevssnitt som blir farget med hematoksylin/eosin som så blir mikroskopert av en patolog. En diagnose blir så meddelt kirurgen telefonisk så raskt som mulig, vanligvis innen ca. 15 min. Frysesnitt gir således kirurgen svar under selve operasjonen (peroperativt), og kan således være retningsgivende for inngrepets art/omfang. Frysesnittsdiagnosen er å betrakte som en foreløpig diagnose.
Eksempler på anvendelsesområder: ved spørsmål om det foreligger en malign diagnose eller ikke, reseksjonskantenes forhold ved tumorkirurgi (tumorvev eller ikke her), om det er infeksjon eller ikke, påvisning av ulike typer vev (eks.: lymfeknuter, gl. parathyroidea m.fl.).
Fordeler: rask metode, kan bestemme omfanget av et kirurgisk inngrep, kan forhindre reoperasjon.
Ulemper: frysesnittet er av dårligere morfologi slik at mistolkninger kan skje, både med falske positive/negative svar.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
For at studenten skal få 1 p kreves at studenten har et visst begrep om metodikken og dens fordeler/ulemper og kan nevne ett bruksområde.
For en 2 p-besvarelse trengs følgende: peroperativ teknikk, hurtigdiagnostikk, ferskt materiale til patologisk avd., nevne minst to bruksområder.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Det endelige histologisvaret fra patologiavdelingen var at detforelå et hypofyseadenom.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva er et adenom?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Med adenom forstås en godartet (benign) epitelial neoplasme utgått fra et kjertel- eller sekretorisk epitel. Et adenom kan ha et kjertelpreg eller et glandulært mønster, men trenger ikke alltid vise dette.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
I svaret må det fremgå for å få poeng at dette er en benign epitelial tumor relatert til kjertelvev.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Mange hypofyseadenomer skiller ut ulike typer hormoner, og for å undersøke tumorvevet med henblikk på dette anvendes immunhistokjemi.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Gi en kort beskrivelse av prosedyren immunhistokjemi og minst to bruksområder.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Immunhistokjemi er en metode der tilstedeværelse av antigener i vevssnitt kan detekteres ved hjelp av antistoffer som er reaktive mot disse antigene. Denne immunologiske bindingen kan visualiseres mikroskopisk med ulike fargemetoder, enten enzymatisk eller ved et fluorokrom.
Eksempler på anvendelsesområder: sykdomsprosesser (antigen/antistoffkomplekser), påvisning av infeksiøse agens, kanser [type, invasjon (in situ vs karsinom), metastase, proliferativ aktivitet (Ki67/MIB-1 proliferativ indeks), reseptorstatus (østrogen- og progesteronreseptor, HER2, EGFR, muterte protein].
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
For å få minst 1 poeng må det fremgå at dette er en antigen/antistoff reaksjon, altså en immunologisk metode, samt et eksempel på bruk.
For en 2 p-besvarelse trengs: Metode for påvisning av antigener i vev ved bruk av antistoff, at det er en immunologisk metode, at både enzymatisk og fluorescens er deteksjonsmåter, videre minst to bruksområder.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Økt sekresjon av hypofyseadenomer kan medføre hyperplastiske forandringer i diverse indre organer
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva er hyperplasi? Gi to eksempler på fysiologisk og to eksempler på patologisk hyperplasi.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Hyperplasi er en økning av antall celler i et vev eller organ som følge av økt celledeling hvilket medfører vanligvis en økning i et organs størrelse og vekt. En slik prosess kan bare skje i celler og vev som har evne til celledeling (altså ikke skjelett eller hjertemuskulatur eller nervevev).
Eksempler på hyperplasi:
* Hyperplasi kan være både fysiologisk og patologisk. En fysiologisk hyperplasi kan være både hormonelt betinget: eks.: brystkjertler ved pubertet og graviditet, endometriet under menstruasjonssyklus) eller kompensatorisk: eks.: en hyperplasi som skjer når et organ beskadiges eller fjernes/tapes (lever, nyre), bindevev i forbindelse med sårtilheling (fibrose), benmargshyperplasi med økt dannelse av erytrocytter ved f. eks. opphold i høyden.
* Patologisk hyperplasi: ved f. eks. økt hormonell påvirkning eller vekstfaktorstimulering: hypofyseadenom med økt utskillelse av veksthormon [gigantisme (før lukking av epifyseskiver) og akromegali), ACTH (binyrebarkhyperplasi)], lav serum-kalsium gir hyperplasi av gl. parathyroidea, gynekomasti (østrogenstimulering), prostatahyperplasi, struma (ved jodmangel), lymfoid hyperplasi ved inflammasjon.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
For 1 p: stikkord for hva som må være med: økt celletall, celledeling, det må være nevnt minst ett eksempel på hyperplasi
For 2 p: økt celletall, celledeling, minst ett eksempel på hhv. fysiologisk og patologisk hyperplasi.
For 3 p: økt celletall, celledeling (økt mitoseaktivitet), og to eksempler på hhv. fysiologisk og patologisk hyperplasi.
</$details>
<div class="oppgave">
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!!Vignett
Kvinnen utviklet i 60-års alder en uttalt kronisk obstruktiv lungesykdom (KOLS). I forbindelse med et røntgenbilde av lungene ble det også funnet en tumor i høyre lunges overlapp. Denne ble operativt fjernet, og histopatologisk undersøkelse av tumorvevet viste et adenokarsinom. Noen dager etter inngrepet ble hun en morgen funnet død i sin seng. Obduksjon ble begjært for å påvise dødsårsaken, og det ble da funnet dyp venetrombose i høyre underekstremitet og en lungeemboli i truncus pulmonalis med utstrekning inn i begge pulmonalarterier.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Sett opp en dødsmelding for denne pasienten.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Ia: Sentral lungeemboli (sadelemboli)
Ib: Dyp venetrombose
Ic: Adenokarsinom høyre lunge, operert
II: Kronisk obstruktiv lungesykdom
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Det viktige her er forståelsen av hvilke tilstander som skal under I og II og rekkefølgen av sykdommene/tilstandene.
</$details>
<div class="oppgave">
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!!Vignett
Antibiotikaresistens har de senere årene blitt et stadig større problem internasjonalt, og vi frykter at vi snart kan stå overfor en situasjon der vi regelmessig ser pasienter med infeksjoner som er resistent mot alle kjente antibiotika. Dersom vi skal unngå å havne i denne situasjonen er det viktig at leger kjenner godt til dette temaet.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Nevn minst tre ulike virkningsmekanismer for hvordan antibiotika kan hemme vekst av eller drepe bakterier. For hver av disse, nevn et antibiotika som benytter denne mekanismen.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
* Celleveggsyntese (betalaktamer, glykopeptider)
* Nukleinsyresyntese (eks: kinoloner)
* Proteinsyntese (eks: aminoglykosider)
* Hemming av metabolisme (eks: trimetoprim/sulfa).
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Tre forskjellige mekanismer med eksempel på antibiotikum for hver av disse kreves for maks poeng, to mekanismer og antibiotika kreves for 1 p, en mekanisme og antibiotikum 0,5 p.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Bakterier som er naturlig følsomme kan utvikle resistens mot et gitt antibiotikum.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Beskriv hvordan slik resistens kan oppstå, og forklar hvordan en resistent bakterie etter hvert kan utvikles til å bli en dominerende del av bakteriefloraen i et miljø.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
En bakterie kan utvikle ervervet resistens gjennom mutasjoner i sitt arvemateriale eller gjennom opptak av fremmed arvemateriale som inneholder resistensgener. Horisontal overføring skjer via tre ulike prinsipper:
* opptak av nakent DNA (transformasjon)
* overføring gjennom direkte kontakt med en annen bakterie (konjugasjon)
* via en bakteriofag (transduksjon)
I en bakterieflora kan en av mange bakterier være resistente. Over tid vil denne bakterien i utgangspunktet ikke ha noen fordel sammenlignet andre bakterier. Dersom det tilsettes antibiotika til miljøet vil følsomme bakterier hemmes mens den resistente subpopulasjonen vil unne ta over ledig plass og dominere populasjonen (dette kalles seleksjon)
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Utvikling av resistens (1,5 p): 0,5 p for å nevne mutasjoner, 0,5 p for å nevne horisontal overføring, pluss 0,5 dersom minst to av tre typer horisontal resistens nevnes.
Beskrivelse av prinsippet for seleksjon av resistens (0,5 - 1 p), maks forutsetter en god beskrivelse av fenomenet
</$details>
<div class="oppgave">
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!!Vignett
Et mye omtalt tema innen antibiotikaresistens er ekstendert spektrum betalaktamase (ESBL) hos bakterier innen familien //Enterobacteriaceae//.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Beskriv prinsippet for hvordan ESBL gir resistens, hvilke hovedgrupper av ESBL som finnes og hvilke klasser av antibiotika de gir resistens mot.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Enzym som spalter betalaktamringen hos betalaktamantibiotika. Det finnes to (tre er også korrekt) hovedgrupper av ESBLer: de som hemmer penicilliner og betalaktamantibiotika t.o.m. 3 gen. cefalosporiner, men ikke karbapenemer, og de (ESBLcarba) som også hemmer karbapenemer.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0,5 p for å beskrive hvordan ESBL gir resistens, 0,5 p for å nevne penicilliner, cefalosporiner, og evt karbapenemer, og 0,5 p for å nevne skillet mellom vanlig ESBL og karbapenemaser.
</$details>
<div class="oppgave">
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!!Vignett
I beskrivelsen av bakteriers følsomhet overfor antibiotika benyttes begrepene «epidemiologisk cut-off» forkortet ECOFF og «klinisk brytningspunkt».
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Beskriv hva de to begrepene betyr (gjerne med en illustrasjon), og forklar hvilken nytte vi kan ha av å benytte begge begrepene.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Epidemiologisk cut-off: den MIC-verdi som skiller mellom bakterier innen en bakterieart som ikke har ervervet resistens (villtypebakterier) og bakterier innen samme art som har ervervet resistens.
Klinisk brytningspunkt: den MIC-verdi som benyttes til å skille mellom bakterieisolater som klassifiseres som følsomme vs resistente (dvs. resistens: tolererer en antibiotika-konsentrasjon som er høyere enn det som er oppnåelig i infeksjonsfokus og som derfor innebærer høy risiko for behandlingssvikt) overfor et bestemt antibiotikum.
Nytte av å benytte begge begrepene: Epidemiologisk cut-off er nyttig til epidemiologisk overvåkning, spesielt for å vurdere hvor stor andel av bakterier innen en bakterieart som er i ferd med å utvikle (ervervet) resistens. Kliniske brytningspunkter er bedre egnet når en skal vurdere om en kan forvente klinisk effekt av en bestemt antibiotikabehandling hos en konkret pasient med infeksjon.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0,5 p poeng for korrekt svar ECOFF, 1 p for korrekt svar klinisk brytningspunkt, og 1 p for god beskrivelse av nytten av begrepene. For maks poeng må beskrivelsen vise at studenten forstår at begrepet klinisk brytningspunkt sier noe om forventet klinisk effekt.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ingen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva kan vi gjøre for å hindre utvikling av antibiotikaresistens?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Overvåkning av antibiotikaforbruk og antibiotikaresistens, unngå overforbruk av antibiotika, øke kunnskapen om antibiotika og resistens hos helsepersonell og publikum generelt, fokus på smittevern, bedre diagnostikk, nye antibiotika.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0,5 p for hvert delsvar. Må inkludere delsvarene overvåkning, unngå overforbruk, smittevern for å få maks poeng.
</$details>
<div class="oppgave">
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!!Vignett
Vanlige nociceptive smertetilstander begynner med aktivering av en perifer nociceptor, og slutter med at vår erkjennelse av smerten leder til en smerteatferd.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke typer stimuli kan aktivere perifere nociceptorer? Skisser kort hvordan et enkelt, akutt smertesignal leder til smerteerkjennelse.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
* Varme
* Trykk
* Skjæring
* Kulde
* Ischemi
* Inflammasjon
Ved en enkel akutt smerte aktiveres en primær afferent nociseptor i det perifere nervesystemet, aksjonspotensialet ledes inn til bakhornet i ryggmargen der transmittorstoffer frigjøres fra den primære afferente i synapsespalten og overføres til den sekundære afferente nociseptoren. Ved aktivering av den sekundære afferente, vil smerteimpulsene bli ledet opp tractus spinothalamicus, flesteparten på motsatt side av ryggmargen sammenlignet med smertens lokalisasjon, til «smerte-matrix» = hjernestamme, periakveduktale grå substans (PAG), thalamus, ulike områder i cortex. I noen situasjoner vil nedadstigende hemmende baner til dorsalhornet modulere transmisjonen av nociceptive signaler.
<<imgLink "ICD-2017s-2-A.PNG">>
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Å nevne punktene over: 5 av 6 bør gi 1 poeng, 3 av 6 bør gi 0,5 poeng.
Deretter 2 poeng for å ha med - at det primære nevronet går inn til bakhornet i ryggmargen, - at et sekundært nevron aktiveres der, - at det krysser over til motsatt sides tractus spinothalamicus, og – at det går videre opp til ulike strukturer i CNS som er med i oppfattelsen av smerte (=smerte-matrix). 0,5 poeng reduksjon ved hvert manglende punkt
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Ved vevsskade fører celleskade/-død til inflammasjon.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
På hvilke måter påvirker de inflammatoriske substansene primære afferente nociceptorer?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
De inflammatoriske substansene (produkter fra hvite blodceller og bestanddeler fra ødelagte celler) kan føre til enten direkte aktivering av nociceptorer eller øke følsomheten til nociceptorer. De aktiverer også stille nociceptorer
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0.25 for direkte aktivering, 0.25 for å øke følsomheten, 0,5 poeng for å aktivere stille nociceptorer.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Begrepene hyperalgesi og allodyni beskriver to ulike former for økt følsomhet for smerte.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva er hyperalgesi og hva er allodyni?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Hyperalgesi innebærer at et stimulus som til vanlig gir smerte, gir sterkere smerte enn vanlig (økt smerte), mens allodyni innebærer at et stimuli som til vanlig ikke gir smerte, er smertefullt (noe som vanligvis ikke gir smerte, gir smerte).
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0,5 poeng for hver riktig
</$details>
<div class="oppgave">
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!!Vignett
Smerte og nocicepsjon er beslektede begreper, men er ikke synonymer. Å forstå forskjellen mellom smerte og nocicepsjon er avgjørende for å gi god smertebehandling.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva er forskjellen mellom smerte og nocicepsjon? Hvilke behandlingsmessige konsekvenser vil det ha dersom man tenker at smerte og nocicepsjon er det samme?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Smerte er en subjektiv opplevelse av vevsskade eller truende vevsskade, mens nocicepsjon er aktivering av perifere nociceptorer. Man kan oppleve smerte uten aktivering av nociceptorer, og man kan ha nocicepsjon uten å oppleve smerte.
Dersom man tenker at det er et proporsjonalt forhold mellom nocicepsjon og smerte, står man i fare for å basere smertebehandlingen for mye på medikamenter og intervensjonsprosedyrer. Når man forstår forskjellen, velger man en helhetlig og ofte tverrfaglig vurdering/behandling av smerten.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 poeng for forskjellen mellom smerte og nocicepsjon.
0,5 poeng for at det er fare for overbehandling med analgetika dersom man gjør feilen med å anta proporsjonalt forhold mellom nocicepsjon og smerte.
0,5 poeng for å formidle at smerte må vurderes helhetlig, og ofte trenger tverrfaglig behandling.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Den samme nociceptive input til hjernen vil ikke alltid gi opphav til samme smerteatferd.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke faktorer påvirker smerteatferden?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Smerteatferden bestemmes av fortolkning av smerten. Fortolkningen påvirkes av blant annet kunnskap, tidligere erfaringer og tendens til verstefallstenkning.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
# Å angi fortolkning
# Å angi faktorer som påvirker fortolkningen av smerte.
1 poeng for å angi «fortolkning», 2 poeng dersom man utdyper
om hvilke faktorer som bidrar til fortolkningen.
</$details>
<div class="oppgave">
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!!Vignett
En tidligere frisk kvinne på 36 år oppsøker fastlegekontoret. De siste 3-4 ukene har hun vært slapp og sliten. Hun har hatt økt tørste og hyppig vannlating, den siste uken med toalettbesøk 1-2 ganger hver natt. Hun har gått ned 4 kg i vekt og veier nå 72 kg (BMI 24,6 kg/m^^2^^)(normal 18,5-24,9 kg/m^^2^^). Ved undersøkelse er hun i relativt god allmenntilstand. BT 121/68, puls 79 regelmessig. Du måler et kapillært blodsukker på 28,2 mmol/l, og ~HbA1c er 11,6 % (4,3 – 5,6%).
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
For å avgjøre hvilken type diabetes slike pasienter har, hvilke opplysninger (anamnestiske og/eller kliniske observasjoner/funn) er viktigst å vurdere, og hvilke supplerende undersøkelser (til det som er nevnt) er aktuelle?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Pasientens alder, vekt/BMI, tidligere sykehistorie (autoimmune sykdommer?) og arv (diabetes type 2 i familien, autoimmunitet) er faktorer som bør vurderes.
Supplerende undersøkelser: p-glukose og insulin C-peptid for evaluering av egenproduksjon av insulin. Antistoff mtp autoimmun diabetes, viktigst anti-GAD og anti-IA2.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 poeng ved diskusjon av opplysninger som vurderes, bør inkludere minst 2 av faktorene alder/BMI/arv/tidligere sykdommer.
1 poeng for supplerende undersøkelser; minimum autoantistoff (0,5 poeng), og C-peptid (0,5 poeng).
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ingen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva er underliggende årsak/mekanisme bak de to hovedtypene diabetes?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Type 1 diabetes: nedsatt, etter hvert helt fraværende insulinproduksjon som følge av autoimmun ødeleggelse av betaceller i pankreas. Noen grad av arvelig predisposisjon, HLA-assosiasjon.
Type 2 diabetes: nedsatt insulinfølsomhet (insulinresistens) som følge av overvekt (spesielt visceralt (buk) fett), metabolsk syndrom, inaktivitet, genetisk predisposisjon (arvelighet), samt nedsatt insulinproduksjon – pga arvelig predisposisjon, uttretting av beta-celler som følge av vedvarende kompensasjon for manglende insulinfølsomhet, vedvarende høyt blodsukker og inflammasjon
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Type 1: 1 poeng for autoimmun destruksjon av betaceller i pankreas (som gir nedsatt/fraværende insulin).
Type 2: 0,5 poeng for insulinresistens og mulige årsaker (minst én) og 0,5 poeng for nedsatt insulinproduksjon og mulige årsaker
(minst én).
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ingen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke hormoner deltar i blodsukkerreguleringen, i hvilke organ lages de og hvordan virker de i regulering av blodsukkeret?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Blodglukosenivået holdes stabilt ved kombinert hormonell regulering av spesielt lever, muskelvev og fettvev ved balansering av glukoselagring, glukosedannelse og energiproduksjon.
''Insulin'' (lages i bukspyttkjertel, beta-celler) signaliserer for høyt blodsukkernivå. Stimulerer opptak av glukose og omdanning til glykogen (lever, muskler) og triglycerider (lever, fettvev).
''Glukagon'' (lages i bukspyttkjertel, alfa-celler) signaliserer for lavt blodsukkernivå. Mobiliserer glukose ved å stimulere glykogennedbrytning (glykogenolyse i lever og muskler), glukoneogenese (nysyntese av glukose i lever) og fett-oksidering (fettvev, lever) for å produsere glukose som kan frigjøres.
''Adrenalin'' (lages i binyremarg) frigjøres i blodet for å klargjøre muskler, lunger og hjerte raskt for høyere aktivitet. Økt tilgjengelighet av glukose
''Kortisol'' (lages i binyrebark) bidrar til kroppens håndtering av stress over tid. Økt tilgjengelighet av glukose.
''Veksthormon'' (GH, lages i hypofysens forlapp) virker ved å mobilisere fettsyrer fra fettvev og senke utnyttelsen av glukose.
''Glukagon'', ''adrenalin'', ''kortisol'' og ''veksthormon'' er motreguleringshormoner ved hypoglykemi.
I tillegg vil peptidhormoner fra tarm (inkretiner, i hovedsak ''GLP-1'' og ''GPI'') virke ved å senke blodsukkeret i forbindelse med måltid ved å stimulere insulinsekresjon og hemme glukagonsekresjon fra pankreas.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 poeng for insulin og glukagon og hvor de lages, 1 poeng for hvordan de regulerer blodsukkeret.
1 poeng for adrenalin og kortisol, hvor de lages og hvordan de påvirker blodsukkeret. (Beskrivelse av veksthormon og inkretiner kan brukes i oppjustering av poeng om noe annet mangler).
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ingen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Nevn prinsippene i behandlingen av type-1 diabetes.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Insulinbehandling. Insulin settes subkutant. Hovedprinsipp er basalinsulin (oftest langsomtvirkende insulin/insulinanalog, evt insulinpumpe), samt måltidsinsulin (hurtigvirkende insulinanalog).
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0,5 poeng for insulinbehandling
0,5 poeng for å nevne hovedprinsippet basalt insulin + måltidsinsulin
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ingen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Forklar kort mekanismen bak de to akutte komplikasjonene som kan oppstå ved type 1 diabetes. Nevn de viktigste umiddelbare tiltak.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
# Hypoglykemi oppstår når en har dosert mer insulin enn en hadde behov for. Dette medfører for lavt blodsukker. Tiltak: tilføre sukker (drikke/mat, evt intravenøst)
# Ketoacidose oppstår ved insulinmangel, hvor glukose ikke kommer inn i cellene. Insulinets hemming av hormonsensitiv lipase opphører. Fett spaltes som alternativ energikilde, og fettsyrer dannes og frigjøres til sirkulasjonen. Disse omdannes til acetyl CoA som omdannes til ketoner i leveren. Tiltak: tilføre insulin (og væske, da pasientene ofte er dehydrerte pga glukosuri med vanntap).
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 poeng for hver komplikasjon, hovedårsak og tiltak
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
En kvinne på 78 år begynner å føle at kroppen ikke fungerer like godt som før. Konkret plages hun av dårligere syn og hørsel. Hun synes disse funksjonene har endret seg mye siden hun var ung, og er i tvil om hvilke endringer man må regne med og hva som kan være tegn på underliggende sykdom.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Forklar hvilke anatomiske og fysiologiske forandringer som normalt oppstår hos eldre når det gjelder syn og hørsel, og hva personen selv opplever som følge av disse forandringene.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Syn: presbyopi = «gammelmannssyn»: Stivere / mindre elastisk linse. Merker økt nærpunktsavstand og nedsatt akkomodasjonsevne (ser ikke godt på nært hold), men ser fortsatt skarpt på lang avstand. Atrofi av tårekjertel, færre slimproduserende celler i conjunctiva: merker tørre øyne. Grålig cornea og linse: merker endret farvesyn.
Mange merker også nedsatt mørkeadaptasjon, redusert dybdesyn og snevrere synsfelt.
Hørsel: presbyacusis = «gammelmansshørsel»: Hårcelledegenerasjon, tap av nerveceller i hørselsbanene, økt stivnet i mellomøreknoklene, kjemiske forandringer i det indre øret. Merker dårligere hørsel og særlig problemer med å høre lyse toner, nedsatt evne til å skille lyder fra hverandre, blir mer plaget av bakgrunnsstøy.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 poeng for syn, 1 poeng for hørsel. ½ poeng ved ufullstendige svar
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Kvinnen slo seg mot et bordben og fikk et sår på leggen. Etter et par dager oppdager kvinnen gulgrønt puss i såret. Huden omkring er rød og vond. Kvinnen går til lege, og mikrobiologisk undersøkelse viser oppvekst av streptokokker
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Angi hvilke leukocytter som spiller den viktigste rollen for bekjempelse av sårinfeksjonen de første par dagene.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Bakterieinfeksjoner bekjempes særlig ved fagocytose. De første dagene er nøytrofile granulocytter viktigst.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Monocytter/makrofager gir ikke poeng fordi disse først blir viktige senere i infeksjonsforløpet.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ingen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Forklar detaljert de to viktigste mekanismene som disse leukocyttene bruker for å bekjempe infeksjonen.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Tre aktuelle mekanismer som kan nevnes her:
# Fagocytose: Granulocytten må ha direkte kontakt med bakterien som skal fagocyteres. Bakterien __bindes til ulike reseptorer__, bl.a. komplementreseptorer, antistoffreseptorer hvis kvinnen har antistoff fra tidligere infeksjon, og andre pattern recognition receptors (PRR) som CD11b/CD18. Faresignaler som kjemokinreseptorer, FMLP-reseptor og Toll-like reseptorer binder ligander som __aktiverer granulocytten__. Det gir __endringer i cytoskjelettet__ som dytter ut cellemembranen til bakterien ender i en dump. Deretter lukkes membranen over bakterien og det er dannet et __fagosom__.
# Intracellulært drap i fagolysosomer: Fagosomet smelter sammen med et lysosom og det dannes et __fagolysosom__. Ved aktiveringen av granulocytten samles de ulike komponentene av __NADPH-oksydasen__ og superoksyd frigjøres inn i fagolysosomet. Det dannes __ROS__ – reaktive oksygenforbindelser. Noen er kortlivede, som hydrogen peroksyd (H,,2,,O,,2,,). Videre omdannelse ved hjelp av enzymet __myeloperoksidase__ fører til produksjon av langlivede reaktive forbindelser som hypokloritt/hypoklorsyre og kloraminer. Det dannes også __reaktive nitrogenforbindelser__. __Degranulering inn i fagolysosomet__ tilfører proteinaser og andre bakteriedrepende substanser. Disse, ROS og reaktive nitrogenforbindelser dreper bakteriene.
# NETose: Dannelse av «neutrophil extracellular traps». Intracellulære membraner brytes ned og granula-komponenter som laktoferrin og myeloperoksidase vandrer til kjernen. Kromatin-biter og granulaproteiner skilles ut av cellen som et nett med stor overflate. Bakteriene kan fanges i nettet og immobiliseres, evt. også drepes
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
De to viktigste mekanismene er fagocytose og drap i fagolysosomer, mens NETose trolig særlig har betydning når fagocytosekapasiteten overskrides. For full poengsum må derfor fagocytose og intracellulært drap være beskrevet. For full poengsum kreves noen detaljer om mekanismene. Bare NETose gir inntil 1 poeng. NETose pluss en av de andre mekanismene gir inntil 3 poeng.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ingen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Forklar hvordan komplementsystemet kan aktiveres ved en streptokokkinfeksjon, og hvordan det kan bidra til bekjempelse av denne infeksjonen.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Streptokokker er Gram positive bakterier. Komplementaktivering kan skje via binding av CRP til bakteriekapselen og deretter aktivering av __klassisk komplementvei__, og via __lektin pathway__ med binding av mannose-bindende lektin (MBL) til karbohydratstrukturer i bakteriekapselen. __Alternativ pathway__ kan aktiveres av bakterieoverflaten fordi den ikke har humane komplementhemmere og vil dessuten alltid delta som forsterkning når C3b er dannet, uansett pathway som startet aktiveringen.
Pga. tykk kapsel vil dannelse av det terminal komplementkompleks ikke lett føre til lyse fordi TCC er for kort til å nå gjennom bakteriekapselen. Derfor er de viktigste effektene dannelse av __analafylatoksiner (C3a og C5a) som øker inflammasjonen og aktiverer fagocyttene__, samt at bakteriene dekkes med C3b og andre komplement-aktiveringsprodukter som fungerer som __opsoniner__ for fagocytose.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
For full poengsum må mekanismene for alle aktiveringsveiene være nevnt (1 poeng), samt økt inflammasjon, opsonisering og ikke lyse (1 ½ poeng). Spørsmålet er formulert som «forklar hvordan», så det forventes korte begrunnelser for svarene.
Streptokokker har imidlertid måter å unngå komplement: Mproteinet degraderer C3b på bakterieoverflaten og noen species kan produsere et enzym som degraderer C5a. Det er ikke forventet at studentene tar med dette poenget i svaret.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Kvinnen er urolig for om hun feiler noe mer alvorlig enn sårinfeksjonen, og legen tar ulike blodprøver. De aller fleste prøvene viser seg å være normale, men screeningtesten mot antinukleære antistoffer er svakt positiv.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Forklar hvilke hovedmekanismer som sørger for at de fleste autoreaktive B-celler ikke utvikler seg til plasmaceller
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
De to viktigste mekanismene er sentral og perifer toleranse.
Sentral toleranse for B-celler: Selv-reaktive B-celler fjernes under modningen i benmargen når B-cellereseptoren dannes, mens B-cellene er i kontakt med stromaceller. Dette kalles __negativ seleksjon__ fordi cellene som overlever mangler en egenskap = de mangler selv-reaktivitet. Selvreaktive celler gjennomgår enten __apoptose__ (multivalente selv-antigener som HLA) eller __anergi__ (løselige selv-antigener). Anerge celler dør deretter raskt. Hvis noen nevner muligheten for receptor editing for å unngå selvreaktivitet på dette stadiet, er det fint, men det kreves ikke.
Perifer toleranse for B-celler: Det viktigste er trolig __at det ikke finnes tilsvarende autoreaktive T-celler__ som kan gi autoreaktive B-celler hjelp ved aktivering. Derved vil B-cellene isteden bli anerge og deretter dø. Et annet forhold som kan være med her, men som ikke kreves er __høydosetoleranse__, dvs. at de fleste selvantigener finnes i høy konsentrasjon og at lymfocytter oftest ikke reagerer hvis antigendosen er svært høy. Det er heller ikke nødvendig å ha med at vanlige selvantigener presenteres når vevsceller gjennomgår apoptose. Dette starter vanligvis ingen immunreaksjon eller B-celleaktivering fordi det mangler faresignaler som kunne aktivere antigenpresenterende celler.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Både sentral og perifer toleranse må nevnes for fullt poeng - om ikke begrepene, så minst hovedinnholdet i dem. Spørsmålet lyder «forklar» så fullgodt svar må inneholde noe om mekanismer.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
En 57 år gammel mann kommer til akuttmottaket etter å ha hatt langvarig oppkast og diare. Blodtrykk er 96/54 mmHg og puls 110 regelmessig. Han har tørre slimhinner og gir uttrykk for tørste. Ekstremitetene er kalde perifert.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Pasienten er åpenbart hypovolem. Hvordan registrerer kroppen det reduserte sirkulerende volumet i en slik situasjon?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Via trykkreseptorer på den arterielle siden av sirkulasjonen, i aortabuen, i carotidene og i de afferente arteriolene i nyrene.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Trykkreseptorer på den arterielle siden av sirkulasjonen (høytrykksreseptorer) gir 1 poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Ved redusert effektivt sirkulerende volum aktiveres det sympatiske nervesystem som i sin tur stimulerer reninangiotensin-aldosteron systemet (RAAS).
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvordan påvirker disse to systemene tonus i afferente og efferente arterioler i nyrene, og hvordan påvirker dette glomerulær filtrasjonsrate (GFR) og filtrasjonsfraksjonen (FF)?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Sympatikus (adrenalin/noradrenalin) og Angiotensin II (ATII) gir begge vasokonstriksjon av efferente og afferente arterioler, men ATII gir sterkere efferent vasokonstriksjon.
Resultatet er fall i GFR.
På grunn av kraftigere efferent vasokonstriksjon av Angiotensin II, vil filtrasjonsfraksjonen (FF) øke slik at fallet i GFR blir mindre enn det ellers ville ha blitt.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
* efferent og afferent vasokonstriksjon gir 1 poeng
* fall i GFR gir 1 poeng
* økt FF gir 1 poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Reabsorpsjon av salt og vann til interstitiet og videre til de peritubulære kapillærer, er viktig for å øke det sirkulerende volumet.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Forklar hvilke faktorer intrakapillært i de peritubulære kapillærene som fremmer reabsorpsjon i en tilstand av hypovolemi?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
På grunn av vasokonstriksjonen i de afferente og efferente arteriolene, vil det hydrostatiske trykket i de peritubulære kapillærene bli redusert, slik at reabsorpsjonen fra interstitiet øker.
Siden filtrasjonsfraksjonen er økt, vil det kolloid-osmotiske (onkotiske) trykket i de peritubulære kapillærene øke, noe som også fremmer reabsorpsjon.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
* fall i intrakapillært hydrostatisk trykk gir 1 poeng
* økt intrakapillært kolloid-osmotisk (onkotisk) trykk gir 1 poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Serum-osmolalitet er normal (285 mmol/kg), men likevel er det økt frigjøring av antidiuretisk hormon (ADH).
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva er mekanismen bak den økte frigjøring av ADH i denne kliniske situasjonen?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Fall i blodtrykk eller blodvolum fører til aktivering av baroreflekser som via hjernenerver sender signaler til de hypotalamiske sentra som i sin tur øker syntesen og utskillelsen av ADH, selv om osmolaliteten er normal/lav.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Fall i blodtrykk/blodvolum registreres av baroreseptorer og signalene overføres til hypotalamiske sentra som skiller ut ADH. Gir 1 poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Nyrene forsøker i en slik klinisk situasjon å opprettholde sirkulasjonen så godt det lar seg gjøre. Urinvolumet er redusert, og inneholder lite Na^^+^^.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke mekanismer i nyrene fører til det reduserte urinvolumet og den lave Na^^+^^-konsentrasjonen i urinen?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Aktivering av det sympatiske nervesystem og RAAS-systemet fører til fall i glomerulær filtrasjons rate (GFR), og til økt reabsorpsjon av Na^^+^^ langs store deler av nefronet.
Frigjøring av ADH øker vann-reabsorpsjonen distalt i nefronet, og gir redusert urinvolum.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
* sympatikus og RAAS-systemet fører til økt reabsorpsjon av Na^^+^^ langs nefronet gir 1 poeng
* fall i GFR gir 1 poeng
* frigjøring av ADH gir 1 poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
I bukhulen finnes en tynn, fuktig hinne (peritoneum) som kler hele bukhulens overflate. Noen organer er helt omgitt av denne hinnen (intraperitoneale), mens andre ligger bak eller er bare
delvis omgitt av den (retroperitoneale). Ved embryogenesen vandrer noen organer og går fra å være intraperitoneale til å bli retroperitoneale.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvor blir binyrene og nyrene dannet __under__ organogenesen?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Nyrene og binyrene (og ureter) er helt retroperitoneale, også under organogenesen
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0,5 poeng for nyrer og 0,5 poeng for binyrer. Ureter gir ikke poeng da det ikke regnes som et organ.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Binyrer er et eksempel på organer som er lokalisert retroperitonealt.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Beskriv kort binyrenes makroskopiske oppbygning.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Binyrene, to hormonproduserende kjertler som ligger oppå hver sin nyre og er delvis omgitt av nyrekapselens fettvev.
Binyrene består av bark (cortex) og marg (medulla). De to lagene har forskjellig opprinnelse, og de produserer forskjellige hormoner med ulike oppgaver i organismen.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 poeng for å nevne cortex og 1 poeng for å nevne medulla. Maks 2 poeng.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Binyrene er et hormonproduserende organ, og som alle hormonproduserende organer har de god blodforsyning.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke eller hvilken arterie(r) sørger for blodforsyning til binyrene og hvor avgår den/de fra?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Binyrene suppleres av tre arterier:
* arteria suprarenalis superior, som avgår fra arteria phrenica inferior
* arteria suprarenalis media, som avgår fra aorta
* arteria suprarenalis inferior, som avgår fra arteria renalis
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0,5 poeng for å nevne arteria suprarenalis, 0,5 poeng for å vite at det er flere enn èn arterie til binyrene og 0,5 poeng for å nevne enten avgang fra aorta eller fra arteria renalis, maks 1,5 poeng.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Ingen vignett.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Beskriv den mikroskopiske oppbygningen av binyrene og nevn eksempler på hvilke hormoner de ulike cellene produserer.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Binyrebarken deles histologisk inn i tre cellelag, regnet utenfra:
* zona glomerulosa,
* zona fasciculata,
* zona reticularis.
Hormonene fra binyrebarken (cortex) kalles kortikosteroider. Vi inndeler binyrebarkhormonene i
* mineralokortikoider som regulerer natriumbalansen (aldosteron),
* glukokortikoider som virker på omsetningen av karbohydrater, salter, fett og proteiner i kroppen (kortisol),
* androgener (testosteron).
Binyremargen er i virkeligheten en funksjonell del av det autonome nervesystemet og regnes til de såkalte paragangliene. I det sympatiske nervesystemet overføres impulsene fra nerveendene til organene ved hjelp av noradrenalin. Både dette og det beslektede adrenalin dannes i binyremargens celler. Det viktigste hormonet som produseres i binyremargen er adrenalin.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0,5 poeng for hver av zonaene i binyrebarken, maks 1,5 poeng, og 0,5 poeng for hvert av de 3 hormonene som nevnes, maks 2 poeng. Både generell benevnelse (mineralokortikoider) og
spesiell benevnelse (aldosteron) kan godtas. Navngivelse av adrenalin eller noradrenalin gir 0,5 poeng, ingen ekstra poeng for å nevne begge. Til sammen maks 3,5 poeng.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Ingen vignett.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Binyrene dannes embryonalt fra to kimblad. Hvilke?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Binyrebarken dannes embryonalt av det midterste kimblad (mesoderm). Binyremargen dannes embryonalt fra det ytterste kimblad (ectoderm, nevrallisten).
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0,5 poeng for hvert kimblad med riktig del av binyret, maks 1 poeng.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Forstyrrelser i binyrebarkens funksjon kan gi opphav til sykdom. Akutt mangel på binyrebarkhormoner kan utløse en livstruende tilstand, en såkalt Addison krise. Denne tilstanden kan skyldes en primær svikt i binyrebarken, eller den kan oppstå hos pasienter som brått har stanset en langvarig behandling med kortison.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva er typiske symptomer ved en Addison krise?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Typiske symptomer ved Addison krise er __hypovolemi__ og __hypotensjon__. Pasientene har ofte __feber__ på grunn av underliggende infeksjon. De kan ha __sterke magesmerter__, __kvalme__ og __brekninger__. Andre symptomer er __motorisk uro__, __akutt forvirring__ og __krampeanfall__. Uten behandling vil pasienten gå i __koma__.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0,5 poeng for å nevne et av de understrekede symptomene, maks 1 poeng.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Du har fått jobb som fastlegevikar ved et legekontor. En 37 år gammel mann har time for helsesjekk. Han jobber som trailersjåfør, og arbeidsgiveren har tilbudt å betale helsesjekk for alle sine ansatte. Mannen er lett overvektig (BMI: 25), men rapporterer ingen spesielle plager. Du finner heller ingenting unormalt ved rutinemessig undersøkelse. Du rekvirerer likevel noen blodprøver.
Etter noen dager får du svar som viser forhøyede kolesterolverdier i blodet (totalkolesterol 9.4 mmol/L; referanseområde 30-49 år: 3,3 - 6,9 mmol/L). På bakgrunn av resultatet inviterer du pasienten til ditt kontor for en samtale. Du orienterer om funnet og spør samtidig om det er andre i familien som har høyt kolesterol. Han er noe usikker på dette, men vet i alle fall at moren ble satt på kolesterolsenkende medisin etter et hjerteinfarkt for tre år siden. Mannen har for øvrig to barn, på 6 og 9, som begge er tilsynelatende friske.
Du mistenker en mulig arvelig tilstand og ønsker å rekvirere en gentest. Pasienten gir sitt muntlige samtykke til dette. Gentesting er regulert i Bioteknologiloven, som skiller mellom ulike typer gentester
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilken type gentest vil det her være snakk om?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
En diagnostisk gentest. Pasienten har allerede symptomer (dvs. høyt kolesterol), og testen utføres for å bekrefte (eller avkrefte) en genetisk tilstand. Påvist mutasjon gir 100 % sikker diagnose.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Spørsmålet søker å avdekke om studentene har kunnskap om de ulike gentester som bioteknologiloven skiller mellom. Andre gentester omfatter prediktive-, pre-symptomatiske, eller bærerdiagnostiske tester. I de to førstnevnte utføres gentesten før symptomer på sykdommen er manifest. I det siste tilfellet vil ikke personen selv ha sykdommen, men vil kunne overføre den til sine barn.
Loven plasserer også genetiske undersøkelser for kjønnsbestemmelse i en egen gruppe (unntatt for identifikasjonsformål).
Bare riktig svar (diagnostisk gentest) gir uttelling (1 poeng).
Referanse [[Lovdata|https://lovdata.no/dokument/NL/lov/2003-12-05-100?q=bioteknologiloven]]
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ingen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Drøft hvilke lovmessige og praktiske forutsetninger som gjelder for at du skal kunne rekvirere en slik test?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Genetiske undersøkelser deles inn etter formålet med undersøkelsen. Det er et viktig lovmessig skille mellom det å genteste en syk person (med klinisk fenotype) i diagnostisk og/eller behandlingsmessig øyemed, i forhold til det å genteste en klinisk frisk (evt. presymptomatisk) person. //I henhold til Bioteknologiloven stilles det ikke krav til genetisk veiledning ved diagnostisk testing.//
Testing av friske innebærer derimot at det skal foreligge skriftlig samtykke, og det er krav om genetisk veiledning før, under og etter testingen.
Av praktiske forutsetninger gjelder at det eksisterer en gentest for denne tilstanden, og at slik testing er etablert som et helsetilbud i Norge.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Når en person er syk, er formålet med den genetiske testen først og fremst å stille en diagnose, forklare hvorfor sykdommen/tilstanden inntraff, eller for å tilpasse behandling.
At en person oppsøker helsevesenet på egne vegne er å regne som et stilltiende samtykke til undersøkelser, og har en klar forventning om at helsevesenet gjør sitt ytterste for å stille en diagnose og gi den beste behandling. //Da kreves det ikke skriftlig samtykke// (i dette tilfellet ble det gitt muntlig samtykke). //Loven krever heller ikke at det gis genetisk veiledning siden pasienten allerede får oppfølging av helsevesenet// (riktig svar på disse to punktene gir 1,5 poeng).
At det faktisk eksisterer en test er en forutsetning. For at den skal kunne rekvireres må den være etablert som et helsetilbud (riktig svar på dette punktet gir 0,5 poeng).
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Tilstanden du mistenker er familiær hyperkolesterolemi (FH). Inntil 25.000 personer i Norge har FH, men bare én fjerdedel er klar over sin diagnose.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva er den vanligste årsaken til FH, og hvilken arvegang utviser den?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
FH er en autosomal dominant arvelig tilstand med høyt nivå av LDL-kolesterol i blodet, som oftest forårsaket av mutasjoner i genet som koder for LDL-reseptor.
Autosomal betyr at kvinner og menn har samme risiko for å arve sykdommen (genet ikke på kjønnskromosomer). Dominant arvegang betyr at det er tilstrekkelig å arve én mutert genkopi (dvs. fra en av foreldrene) for fenotypisk manifestasjon (dvs. forhøyet kolesterol og sekundært økt risiko for hjertekarsykdom).
Med FH menes i de fleste tilfeller heterozygot FH, med ca. 50 % reduksjon i opptaket av LDL. Det er den heterozygote formen som forekommer hos inntil 25 000 nordmenn (prevalens 1:300 til 1:200). Homozygot form forekommer hos ca 1 av 500.000 til en million, og kan være en livstruende tilstand.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Angivelse av den vanligste årsaken til FH (mutasjon i genet for LDL-reseptor) (1 poeng). Autosomal dominant arvegang (1 poeng).
I noen tilfeller kan FH være forårsaket av mutasjon i APOB-genet eller i PCS9 genet, men disse tilfellene er betydelig mindre frekvent.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Etter tre uker får du svar på gentesten som bekrefter at pasienten har FH. Han blir funnet å være heterozygot for FH-mutasjonen. Arvelige tilstander kan ha betydning for slektninger av den berørte.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Forklar hvilke rammer norsk lov setter for oppfølging av pasientens familiemedlemmer.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Udiagnostisert og ubehandlet FH kan få store konsekvenser for både den enkelte pasient og dens familiemedlemmer. En stor andel av nydiagnostiserte blir funnet ved å screene slektninger til den som er affisert gjennom den genetiske veiledningen (kaskadescreening).
Opplysninger om helseforhold og slektskap er imidlertid beskyttet av personopplysningsloven, og oppsøkende genetisk virksomhet er per i dag ikke tillatt i Norge. //Helsevesenet kan derfor ikke ta direkte kontakt med pasientens slektninger.//
Det er pasienten selv som må informere slektningene, og så må slektningene selv ta kontakt med helsevesenet (f.eks. fastlege) for mulig gentesting. //Det er derfor viktig å minne pasienten om dette.//
Pasienter bør gis veiledning i hvordan de kan informere sine slektninger og hvordan slektningene kan ta kontakt med helsevesenet.
NB! I henhold til bioteknologilovens paragraf 5-8, annet ledd, så er det i utgangspunktet forbudt å spørre om genetiske undersøkelser eller om systematisk kartlegging av arvelig sykdom i en familie har vært utført. //Helsepersonell som trenger opplysningene i diagnostisk og behandlingsmessig øyemed er unntatt fra dette forbudet.// Referanse: [[Lovdata|https://lovdata.no/dokument/NL/lov/2003-12-05-100?q=bioteknologiloven]].
I enkelttilfeller der pasienten av praktiske årsaker ikke selv kan opplyse slektninger, kan helsepersonell søke Helsedirektoratet om godkjenning til genetisk oppsøkende virksomhet. Referanse: [[Helsedirektoratet|https://helsedirektoratet.no/Documents/Lovfortolkninger/Bioteknologiloven/15-9890-2%20Svar%20p%C3%A5%20s%C3%B8knad%20om%20godkjennelse%20til%20%C3%A5%20drive%20opps%C3%B8kende%20genetisk%20virksomhet%20vedr.%20famili%C3%A6r%20hyperkolesterolemi.pdf]].
Pasientens barn er 6 og 9 år gamle. Barn og ungdom under 16 år //kan bare gentestes for sykdomsrisiko hvis undersøkelsen kan påvise forhold som kan forhindre eller redusere helseskade hos barnet dersom det får rett behandling. Barnets foresatte har i tilfeller hvor genetisk testing anbefales krav på å få genetisk veiledning.//
Ved FH kan det være viktig å starte forebyggende behandling allerede i ung alder, og man bør derfor anbefale å genteste barna.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Anledning til oppsøkende genetisk virksomhet strengt lovregulert, og det er i utgangspunktet ikke anledning til å drive oppsøkende genetisk virksomhet (riktig svar gir 1 poeng).
Det er derfor viktig å informere pasienten om mulige konsekvenser for familiemedlemmer, at pasienten selv bør informere sine familiemedlemmer, anbefale at disse blir informert om resultatet av gentesten, og anbefale at disse oppsøker helsevesenet for genetisk veiledning og evt. gentesting (riktig svar gir 1 poeng)
Riktig svar i forhold til testing av barn (nedre grense 16 år), men at det i de tilfeller hvor det kan foreligge en alvorlig tilstand som det eksisterer effektiv behandling for (eller hvor behandlingen reduserer symptomutvikling og som gir betydelig helsegevinst) kan barn under 16 år gentestes. FH er en slik tilstand hvor det er viktig å få tidlig behandling for å motvirke seneffekter (riktig svar her gi 1 poeng)
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Du får senere vite at mannens kone ''ikke ''har FH. De har to barn sammen (6 og 9 år).
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva er sannsynligheten for at __ingen__ av barna har arvet FHmutasjonen? Hva er sannsynligheten for at __minst ett__ av barna har arvet FH-mutasjonen?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
FH er en autosomal dominant sykdom. Om far er heterozygot vil hvert av barna ha 50% risiko for å arve sykdomsallelet – og 50% sjanse for å arve det friske allelet. Sannsynligheten for at ingen av barna har arvet FH-mutasjonen (dvs. begge er friske) blir derfor 50% x 50% = 25%, (eller 0.5 x 0.5 = 0.25)¨.
Sannsynligheten at minst et av barna har arvet FH-mutasjonen blir 1 minus sannsynligheten at begge barna er friske; dvs. 1 – 0.25 = 0.75 (=75%).
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Riktig svar på hver av de to deloppgavene gir 1 poeng – til sammen 2 poeng.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Marit er førstegangs gravid. Hun har hatt et normalt svangerskap frem til uke 30, da hun får spontane rier. Hun oppsøker nærmeste fødeavdeling der hun blir innlagt med truende prematur fødsel.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Beskriv kort i hvilket stadium lungeutviklingen er ved 30 ukers svangerskap og hva som karakteriserer dette stadiet.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Lungeutviklingen er i den sakkulære fasen. Distale luftveier består av alveolære ducter som alveolene dannes fra. Surfaktantproduksjonen er i gang, men ikke moden (fra uke 23-24 til uker 34).
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Sakkulær fase gir 0.5 poeng.
Beskrivelse av alveolære ducter gir 0.5 poeng. Det holder for å få poeng å beskrive differensiering av respiratoriske bronkioler med begynnende alveoledannelse uten at begrepet alveolære ducter brukes.
Umoden surfaktantproduksjon gir 0.5 poeng (ikke nødvendig å angi ukene).
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Marit føder en gutt som veier 1600g, og han har symptomer på respirasjonsbesvær rett etter fødselen.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke kliniske symptomer og tegn brukes for å vurdere respirasjonsbesvær hos et nyfødt barn?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
# Respirasjonsfrekvens
# Inndragninger
# Grynting/pressing (ekspiratorisk presselyd)
# Nesevingespill
# Behov for ekstra oksygen/hypoksi.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Det kreves minst to av de fire første for å få poeng. 0.25 poeng per parameter unntatt for hypoksi som gir 0.5 poeng.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Gutten har symptomer på respiratorisk distress syndrom (RDS) og han legges på CPAP («continuous positive airway pressure»).
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Redegjør for den viktigste årsaken til RDS og hvordan den påvirker forholdet mellom trykk og volum i lungene.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Årsaken til RDS er surfaktantmangel. Surfaktant produseres i type II pneumocytter fra ca 24 uker i svangerskapet. Mangel på surfaktant fører til redusert «compliance» («stive» lunger). Det fører til at
trykkvolumkurven blir flat og det trengs høyere trykk for å oppnå adekvate lungevolum sammenlignet med lunger med høy compliance.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
* 0.5 poeng for å nevne surfaktantmangel som årsak til RDS.
* 0.5 poeng for at surfaktant produseres i type II pneumocytter.
* 0.5 poeng for at surfaktantmangel gir redusert compliance eller stive lunger
* 0.5 poeng for korrekt beskrivelse av effekten av redusert compliance på trykk-volumkurven
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Gutten utvikler etter hvert en hyperbilirubinemi (gulsott)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva er den viktigste faktoren som gjør at premature har høyere forekomst av gulsott enn barn født til termin?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Nedsatt enzymaktivitet i leveren som nedsetter konjugeringen til vannløselig bilirubin. Det godtas som riktig å bruke begrepet nedsatt konjugering, nedsatt glukuronidering.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Riktig svar gir 1 poeng. Ved bruk av begrepet nedsatt enzymaktivitet (uspesifisert hvilke enzymsystem), gis 0.5 poeng.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Premature barn har også risiko for lavt blodsukker etter fødsel.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva er den viktigste årsaken til denne risikoen?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Små glykogenlagre p.g.a. at disse akkumuleres i siste trimester.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Det holder med små glykogenlagre/energilagre for å få poeng.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Barn som fødes av mødre med diabetes har også risiko for hypoglykemi etter fødsel.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Redegjør for den viktigste årsaken til dette.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Relativ hyperinsulinisme hos barnet p.g.a. eksponering for høye blodsukkere i svangerskapet.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Poeng krever at det redegjøres for at det er en sammenheng mellom mors blodsukkere i svangerskapet som gjør at fosteret får høyt blodsukker og produserer mer insulin. 0,75 poeng
Ved fødselen nedreguleres ikke insulinproduksjonen umiddelbart, mens sukkertilførselen via placenta forsvinner umiddelbart når navlesnora kuttes. 0,75 poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Kliniske symptomer på en persisterende åpenstående ductus arteriosus etter fødsel vil gi ulike tegn og symptomer avhengig av trykkforholdene på høyre og venstre side i hjertet.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Redegjør for hvordan retningen på blodstrømmen over ductus blir når lungetrykket faller og trykket på venstre side av hjertet blir høyere enn på høyre side. Beskriv kort hvordan dette kan påvirke blodstrømmen til henholdsvis hjerne, lunger, tarm og nyrer.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Ved høyere trykk på venstre side vil blodstrømmen over ductus gå fra aorta til a.pulmonalis. 1poeng
Dette vil gi lavere blodstrøm til hjerne, tarm og nyrer, mens blodstrømmen blir større til lungene. 1 poeng.
Det kreves at både hjerne, nyrer og tarm beskrives med lavere blodstrøm og at der er økt flow til lungene for å få 1 poeng på denne delen.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Stine er 22 år og oppsøker deg som fastlege fordi hun mistenker at hun er gravid. Hun bruker p-piller og graviditeten er således ikke planlagt. Du tar en urinprøve som bekrefter graviditet. Stine innrømmer at hun nok ofte kan glemme en pille eller to, men trodde ikke det hadde så mye å si. Hun tenker at hun ønsker å gjennomføre svangerskapet. Hun hadde en vanlig bortfallsblødning på forrige p-pillebrett for ca. 6 uker siden, og du antar derfor at hun kan være ca. 6 uker gravid. Det er anbefalt å bruke folattilskudd i første trimester for å forebygge ryggmargsbrokk, og du anbefaler Stine å begynne med dette.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Beskriv den normale menstruasjonssyklus med vekt på de ulike fasene (navn, varighet, hvilke hormoner som er involvert og hva deres oppgave er).
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
<<imgLink "ICD-2018s-1-A.PNG">>
Folikellfase, frem til eggløsning.
Lutealfase; fra eggløsning til menstruasjonsblødningen starter.
Hypofysens gonadotropiner (FSH, LH) stimulerer veksten av eggfolliklene, eggløsning og gule legemer i eggstokkene. I disse dannes østrogener (østradiol) og i det gule legemet progesteron, som stimulerer veksten til livmorslimhinnen etter menstruasjonen. Når mengden av progesteron i blodet øker, blir livmorslimhinnen ekstra tykk og rik på stoffer som kan ernære et befruktet egg etter at det har festet seg. Kommer det ikke noe befruktet egg, tilbakedannes det gule legemet, det fører til sterkt fall i ovariets hormonproduksjon, og livmorslimhinnen blir avstøtt sammen med menstruasjonsblodet.
FSH og LH stiger rundt eggløsning. Østradiol stiger frem mot eggløsning og synker deretter. Progesteron stiger i lutealfasen og synker mot menstruasjonsblødningens start.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1/2 poeng for hver av fasene med varighet (varighet er nødvendig for å få poeng), ½ poeng for hvert hormon med funksjon.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ingen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Vil folattilskudd kunne forebygge ryggmargsbrokk hos Stine sitt embryo? Hvorfor/hvorfor ikke? Beskriv neurulasjonen.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Nei, fordi neuralrøret allerede er lukket i svangerskapsuke 5. (1 poeng)
Neurulasjonen er dannelsen av nevralrøret. Vi får først dannet neural plate (neuroektoderm) og det defineres en cranial og caudal retning. Deretter får vi dannet neural fold og neural groove. Neural folds fusjonerer og vi får dannet neuralrøret. Neural crest-celler oppstår og gir opphav til det perifere nervesystemet. (1 poeng)
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 poeng for riktig svar og begrunnelse på folattilskudd.
½ poeng for å ha med at neurulasjonen er dannelsen av nevralrøret. Et helt poeng for å ha med mer detaljer i hvordan det skjer (neural platen, neural fold og neural groove og neural-crest cellene som opphav til det perifere nervesystem).
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ingen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Gastrulasjonen er en annen vesentlig hendelse i den tidlige embryoutviklingen. Når foregår denne? Beskriv hva som skjer i gastrulasjonen
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
''Gastrulasjonen finner sted i uke 3 av embryoutviklingen. Dette er dannelsen av de 3 kimlagene (germ layers) som videre gir opphav til forskjellige typer vev i kroppen.'' Ved start av gastrulasjonen er embryoet en bilaminar disk bestående av to cellelag. Primitive streak oppstår og vi får definert retning cranialt, caudalt, høyre og venstre.
Primitive node og primitive groove oppstår. Prosessen med invaginasjon starter, hvor celler fra epiblast migrerer gjennom primitive streak og inn mellom cellelagene hvor disse cellene først erstatter hypoblast og blir til definitive endoderm. Epiblastcellene som er igjen er nå definert som ectoderm og celler som migrerer inn og blir liggende i midten kallen mesoderm.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 poeng for det vesentlige ''uthevet'', 1/2 poeng å ha med dannelsen av primitive streak og dannelsen av retning, ½ poeng for å ha med en beskrivelse av invaginasjonen opprinnelsen til de tre kimlagene; endo-, ecto- og mesoderm.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Stine forteller videre at hun var på fest forrige helg og drakk ”ganske mye” alkohol. Du kjenner Stines historie og vet at hun har testet forskjellige rusmidler, men hun forsikrer nå spontant om at hun ikke bruker noen form for rusmidler lenger. Du spør om barnefar. Hun sier at han er motivert for å slutte med rusmidler dersom han skal bli far.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvor mye alkohol er det trygt å drikke i svangerskapet for å være sikker på at fosteret ikke tar skade av det?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Vi vet ikke, og det finnes ingen definert nedre grense for hva som er trygt av alkoholinntak (1 poeng).
</$details><br/>
<div class="oppgave">
<div class="vignett">
!!Vignett
Du føler deg usikker på om Stine fortsatt bruker rusmidler
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva er din primære oppgave som fastlege dersom du er bekymret forat en gravid kvinne ruser seg?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Fastlegens primære oppgave er å identifisere problemet og varsle videre til riktig instans (holder å skrive dette, for riktig instans kan variere fra kommune til kommune og man må bli kjent med rutinene i sin kommune)
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 poeng for riktig svar. Videre utdyping av svaret med for eksempel flere kontroller, mer detaljer om innholdet i kontrollene med tanke på omsorg for mor osv, vil ikke gi mer poeng.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ingen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Stine har katt. Hvorfor kan nærkontakt med katter være farlig i svangerskapet?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Katt kan være bærer av toxoplasmose. Dersom Stine ikke har gjennomgått toxoplasmose infeksjon tidligere kan det være farlig å bli smittet i svangerskapet. Toksoplasmoseinfeksjon i svangerskapet kan føre til store hjernemisdannelser eller øyeskader, alt etter når i svangerskapet smitten oppstår.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
½ poeng for toxoplasmose og førstegangssmitte og ½ poeng for mulige fosterskadelige effekter.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Abort og fosterdiagnostikk er temaer som vekker debatt både innenfor og utenfor helsetjenesten. Abort er regulert i Abortloven, og fosterdiagnostikk er regulert i Bioteknologiloven. I denne kortsvarsoppgaven ønsker vi dels å få deg til å reflektere rundt tilbudet av abort og fosterdiagnostikk i Norge som lovene gir rom for. Dels ønsker vi at du demonstrerer en forståelse av debattene rundt disse temaene.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Abortloven gir kvinnen rett til selvbestemt abort innen utgangen av 12. uke. Hvorfor har vi som samfunn frem til nå ment at det er rimelig å gi kvinner selvbestemmelse i dette spørsmålet, men ikke menn?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Et sentralt forsvar for abortloven, er kvinners råderett over egen kropp. «Selvbestemmelse» handler sånn sett ikke bare om å kunne bestemme over sitt eget liv, men mer presist, å kunne bestemme over egen kropp. Siden fosteret er og må være plassert i kvinnens kropp, og ikke mannens kropp, så er kvinnens råderett over egen kropp relevant, mens mannens råderett over egen kropp er irrelevant. Skulle mannen gis selvbestemmelse i abortspørsmålet, ville hans selvbestemmelse fort kunne føre til begrensning av kvinnens rett til å bestemme over egen kropp, som vi ville anse som uakseptabelt.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
2 poeng gis til den som knytter selvbestemmelse til egen kropp og som dermed klarer å vise asymmetrien mellom gravid kvinne vs mann. Jo svakere man klarer å forklare asymmetrien mellom kvinne og mann i abortspørsmålet, desto mindre poeng. Om noen trekker inn refleksjoner rundt «juridisk abort», så er det bra og kan trekke opp, men fravær av dette skal ikke trekke ned, siden vi ikke rakk å diskutere dette med studentene.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Fosterdiagnostikk og abort ved fosteravvik som Downs syndrom diskuteres mye mer i dagens samfunn, enn abort i situasjoner hvor fosterdiagnostikk og fosteravvik ikke er involvert.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Angi noen forskjeller på de to abort-situasjonene som kan hevdes å være etisk relevant?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Det er to tydelige forskjeller på disse abort-situasjonene som en del har ment er etisk relevant:
# De generelle abortene er typisk preget av at man ikke ønsket barn, mens aborter ved fosteravvik er typisk kjennetegnet av at man ønsket barn, men ikke dette barn med den bestemte skaden eller avviket.
# De generelle abortene handler ikke om noen som allerede lever. Abortene basert på funn fra fosterdiagnostikken, må imidlertid ofte handle om mennesker som lever med tilsvarende avvik og diagnoser, siden det er nettopp hvordan disse livene er å leve som kan informere beslutningene. Så mens generell abort lett kan betraktes som en privat sak, så vil selektiv abort ha en større signaleffekt ut i samfunnet, og dermed også bli en politisk sak.
Det er også mulig å peke på en rekke andre forskjeller som riktignok ikke er like markante: De generelle abortene vil som regel handle om selvbestemte aborter tidlig i svangerskapet, mens selektive aborter vil måtte være senaborter. Sen vil for mange være mer problematisk enn tidlig. Man kan også snu fokuset helt rundt, og hevde at abortene rundt alvorlige fosteravvik som regel handler om ekstremt store belastninger på et familieliv, mens dette sjeldnere er tilfelle for situasjonene rundt generell abort i dagens samfunn. I så fall taler dette for at abortene ved fosteravvik burde problematiseres mindre.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Her er det rom for at ulike svar kan gi poeng, men hovedfokuset i undervisningen har ligget på de to første grunnene nevnt ovenfor. Finnes begge disse i teksten, så gis det to poeng. Finnes de ikke, så kan det fremdeles gis poeng, dersom det finnes andre gode og rimelige argumenter, som forskjellen mellom sene og tidlige aborter, mm. Men har man ikke med de to nevnte, så har man gått glipp av den vesentligste kritikken, og da skal det litt til for å få full pott.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Alle gravide i Norge tilbys en ultralydundersøkelse rundt uke 18 i svangerskapet – ofte kalt «rutineultralyd». Undersøkelsen er ukontroversiell og anses som en naturlig del av svangerskapsomsorgen. Samtidig er ultralydundersøkelsen i første trimester – ofte kalt «tidlig ultralyd» eller «KUB» (kombinert ultralydundersøkelse og blodprøve), politisk kontroversiell, og tilbys bare et fåtall gravide.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Forklar hvorfor disse undersøkelsene oppfattes så ulikt? Er det rimelig etter din mening å behandle de to såpass ulikt? (Begrunn svaret ditt)
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Rutineultralyd oppfattes i politisk og juridisk sammenheng som del av en god og trygg svangerskapsomsorg hvor hensynet til kvinnen og barnet står i fokus. Tidlig ultralyd anses som en undersøkelse som mye er motivert utfra å gi en risikovurdering for trisomier og i særdeleshet trisomi 21. Siden Downs syndrom, «sorteringssamfunn», o.l., har blitt et politisk minefelt, så vil undersøkelser i svangerskapet som tydelig har til hensikt å identifisere slike fostre bli etisk problematiske, mens de som har fokus på omsorg for mor og barn blir uproblematiske. Politisk har dette skillet blitt betegnet som skillet mellom fostermedisin og fosterdiagnostikk.
Det er neppe rimelig å behandle de to undersøkelsene så fryktelig ulikt. Rutineultralyden undersøker fosterets anatomi i detalj og kan absolutt sies å være fosterdiagnostikk. Hos en rekke gravide vil man gjøre funn på rutineultralyden som vil lede til en abortavgjørelse. «Tidlig ultralyd»/«KUB» er dårligere til å oppdage en del strukturelle avvik, men er bedre på å oppdage Downs syndrom. Hvorvidt man så mener at denne forskjellen med tanke på Downs syndrom er så avgjørende at forskjellsbehandling er rettferdiggjort, blir til en viss grad en subjektiv vurdering.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Her er det to spørsmål, med da mulighet for 1 poeng på hver. Ett poeng på den første gis når man har fått med seg at tidlig ultralyd/KUB bl.a. er et verktøy for risikovurdering for trisomier. Det er vanskelig å se for seg poeng for svar som ikke er inne på dette.
I del 2 er det større rom for subjektive meninger, men de må være velbegrunnet. Man behøver ikke å ha enten-eller-svar. Studenten må ha skjønt at flere fostre med Downs vil bli oppdaget om alle ble tilbudt tidlig diagnostikk. Men de bør også ha fått med seg at rutineultralyden aktivt leter etter avvik.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Eldre gravide – kvinner over 38 år – har i dag rett til fosterdiagnostikk slik det defineres i Bioteknologiloven, mens yngre gravide ikke har det.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvorfor har man ment at alder er en relevant faktor for hvem som skal få tilbudet?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Her er svaret enkelt og greit at gravides risiko for å få et barn med kromosomfeil er aldersbetinget. Alder har historisk sett vært relevant fordi man da kunne tilby testing til de med høyest bakgrunnsrisiko, noe som virker rimelig.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 poeng gis til de som har fått med seg at risiko for kromosomfeil er aldersavhengig.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Kritikere av fosterdiagnostikken hevder ofte at fosterdiagnostikk uttrykker en medisinsk forståelse av funksjonshemming og ikke tar høyde for at funksjonshemming bør forstås gjennom en sosial modell.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva mener de med det? Hva tenker du om det?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
I all teoretisering rundt funksjonshemming er man opptatt av å skille mellom en medisinsk modell og en sosial modell. I den sosiale modellen, ligger ikke funksjonshemmingen primært i den enkeltes kropp. Snarere er det samfunnet, med sine funksjonshemmende barrierer, som forhindrer et individ i å realisere sitt potensial. Ved å forsøke å vri funksjonshemming vekk fra kroppen og medisinen, og over mot samfunnets utforming og tilbud, har funksjonshemmingsorganisasjonene lykkes i å gjøre funksjonshemming til et politisk spørsmål. I fosterdiagnostikken kritiserer ofte funksjonshemmede medisinen for å ha for stort fokus på «avviket» og den individuelle kroppen, og at de dermed undergraver innsikten om at det avgjørende for god livskvalitet er samfunnets utforming.
Dette er utfordrende debatter for vår tid (jfr «kan et menneske med Downs leve et fullverdig liv»). Den sosiale modellen har viktige innsikter. Samtidig har den også blitt kritisert fra funksjonshemmede selv som mener den overser hindringer og begrensinger som ligger i den individuelle personens funksjonsnedsettelser og aldri kan oppheves av noe som helst samfunn vi kan forestille oss. Dessuten er det mulig å hevde at medisinen nettopp i mange tilfeller (som eksempelvis i veiledningen i fosterdiagnostikken) tar høyde for samspillet mellom en individuell kropp og det samfunnet man eventuelt skal fungere i.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Ett poeng får studenten for å kunne si noe fornuftig om forskjellen på den medisinske modellen og den sosiale modellen i funksjonshemmingssammenheng. Ett til får hun for å kunne gjøre noen rimelig fornuftige avveininger om realismen i kritikken.
Studenter som ikke har hørt om den sosiale modellen, blir poengløse her.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
I Norge har vi satt det som kalles «levedyktighetsgrensen» til utgangen av 22. uke (21+6).
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Kan du redegjøre kort for hva som juridisk følger av denne grensen?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Levedyktighetsgrensen er den juridiske grensen for når et foster kan aborteres i Norge. Det eneste unntak fra dette er en situasjon hvor fosteret har et dødelig avvik.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Siden dette er en 1-poengs oppgave, så bør man få full pott dersom man klarer å si at levedyktighetsgrensen bestemmer siste frist for når (nemndbestemt) abort kan gjøres i Norge – med andre ord at abort ikke kan gjøres på fostre som anses å kunne overleve utenfor livmor.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Kari, 45 år, har hatt lavt stoffskifte i flere år og har vært behandlet med tyroksin.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Beskriv kort syntesen av tyreoideahormoner.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Tyreoglobulin (TG) er et protein som blir jodinert på tyrosiner i follikkelcellene og lagres i kolloid (1 poeng).
Tyroksin og trijodtyronin dannes ved proteolyse av dette (1 poeng)
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ingen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Forklar samspillet mellom TSH og tyroksin og trijodtyronin.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
TSH produseres i hypofysens forlapp og er den overordnede regulatoren av blodnivået av T3 og T4 ved en klassisk negativ feedback-mekanisme (0,5 poeng). TSH stimulerer produksjonen og sekresjonen av T3 og T4 (0,5 poeng). Lavt nivå av T3 og T4 øker produksjonen av TSH, slik at produksjonen og sekresjonen av T3 og T4 igjen øker (0,5 poeng). Høye nivåer av T3 og T4 reduserer produksjonen av TSH ved negativ feedback (0,5 poeng). Det er i hovedsak T3 som står for den negative feedbacken (0,25 poeng). T3 hemmer i tillegg frigjøring av TRH (thyrotropin releasing hormone) fra hypothalamus (0,25 poeng).
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Hun oppsøker fastlegekontoret fordi hun over en tid har følt seg slapp, har hatt dårlig matlyst og gått litt ned i vekt de siste 2-3 månedene. Hun synes også at hun er brunere enn hun pleier å være. Det blir tatt blodprøver som viser lav kortisol og høy ACTH. Videre har hun høyt kalium og lavt natrium, samt noe lavt blodsukker forenlig med primær binyrebarksvikt.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke hormoner produseres i binyrebarken?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Kortisol, aldosteron, androgener
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Må ha med kortisol og aldosteron for å få 1 poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ingen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Forklar mekanismen for den økte pigmenteringen hos denne pasienten?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Ved kortisolmangel får man økt produksjon av proopiomelanocortin (POMC) som er forstadiet til ACTH (0,5 poeng). Det blir også økte nivåer av melanocytt-stimulerende hormon (MSH) som spaltes av fra POMC, og dette er årsaken til økt pigmentering (0,5 poeng).
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ingen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Forklar mekanismen for elektrolyttforstyrrelsene hos denne pasienten?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Aldosteronmangel. Aldosteron bidrar til at reabsorpsjon av natrium øker samtidig som kalium skilles ut. Mangel vil derfor medføre lavt natrium og høyt kalium.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Aldosteronmangel (1 poeng), beskrivelse av mekanismen (1 poeng).
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Binyrebarksvikt kan medføre lavt blodsukker
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke fire av kroppens hormoner er viktige for å motvirke hypoglykemi?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Kortisol, glukagon, adrenalin, veksthormon
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 poeng hvis 3 riktige svar
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ingen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilken substans er utgangspunktet for syntese av binyrebarkhormonene?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Kolesterol
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
En kvinne i 50-årene tok kontakt med sin fastlege på grunn av hodepine og økende tretthet de siste ukene. Det ble rekvirert MR-undersøkelse som viste en intrakraniell tumor. Hun ble innlagt på nevrokirurgisk avdeling for operasjon. Under operasjonen ble det tatt biopsier fra tumorvevet som ble sendt til patologiavdelingen for frysesnittsundersøkelse. Frysesnittsdiagnosen fra patologen var «benign mesenkymal tumor».
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Gi fem eksempler på benigne mesenkymale tumores.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Eks. på benigne mesenkymale tumores (bløtdelssvulster): fibrom, lipom, angiom, lymfangiom, hemangiom, kondrom, osteom, meningeom, leiomyom, rhabdomyom.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0,5 p for hvert delsvar, maks. 2,5 p.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Under operasjonen tilkom det komplikasjoner i form av et hjerneinfarkt.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva er definisjonen på et infarkt?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Infarkt er iskemisk nekrose i et avgrenset område/lokalt på grunn av nedsatt/utilstrekkelig blodforsyning, for eksempel som følge av karokklusjon.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0,5 p gis ved angivelse av iskemisk nekrose, 0,5 p om de angir avgrenset område og nedsatt/utilstrekkelig blodforsyning.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Bildediagnostisk viste det seg å være noe resttumor igjen, og det var indikasjon for postoperativ strålebehandling. Denne behandlingen tolererte pasienten godt, men en del år senere utviklet hun økende kognitiv svikt. Strålebehandling er kjent å kunne gi forsinket stråleskade av hjernen, blant annet i form av strålenekrose.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Rent morfologisk fins det ulike former for nekroser. Beskriv tre ulike typer nekroser og kort om deres patologiske særtrekk.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Det fins flere typer nekroser:
# ''Koagulativ nekrose'' er en form for nekrose der vevsarkitekturen er rimelig godt bevart i noen tid etter hendelsen, og man aner konturene av cellene i det nekrotiske området. Dette er den vanligste formen for nekrose og forekommer i alle solide organer unntatt hjerne.
# ''Likvifaktiv nekrose'' (eng. liquefactive/colliquative necrosis) skjer ved infeksjoner som tiltrekker leukocytter som ved fagocytose «fordøyer» det døde vevet. Ved en bakteriell infeksjon vil det døde vevet ende opp som puss. I hjernen gir hypoksi-/anoksiskade en slik type nekrose.
# ''Kaseøs nekrose'' (ostet nekrose) er typisk ved tuberkulose. Vevet har en gulig-hviltlig osteaktig konsistens. Mikroskopisk ses nekrotisk vev, amorft, rødlig til rosa, all vevsstruktur er utvisket, perifert brem av makrofager (histiocytære celler), deriblant flerkjernede kjempeceller (langerhanske kjempeceller), videre er det tilblanding av lymfocytter, mer perifert også en bindevevsreaksjon med proliferasjon av fibroblaster. Dette gir samlet sett en såkalt kronisk nekrotiserende granulomatøs betennelse.
# ''Gangren (gangrenøs nekrose)'' er en nekroseform som mest har en klinisk anvendelse og refererer gjerne til en ekstremitet som har undergått en iskemisk nekrose (koagulativ nekrose) som derpå er blitt misfarget pga. degradert blod. Som en komplikasjon kan dette vevet bli infisert som fører til en likvifaktiv nekrose, og man får da et såkalt «vått gangren».
# ''Fettvevsnekrose'' skyldes fokalt ødelagt fettvev som følge av enten direkte traume (traumatisk fettvevsnekrose) eller enzymatisk destruksjon pga. frigjorte lipaser som ved akutt pankreatitt.
# ''Fibrinoid nekrose'' omfatter en type nekrose som kan sees ved uttalt hypertensjon (malign hypertensjon) med skade/nekrose av karvegg og med lekkasje av plasmaproteiner og deponering av fibrin som gir et lyst rosa/rødaktig og glassaktig utseende som kan minne om nekrotisk vev, derav navnet «nekrose». Tilstanden kan også sees ved immunologiske reaksjoner og liknende sykdommer med deponering av antigen/antistoffkomplekser i karveggen.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Navn på nekrosetype gir 0,5 p, supplerende relevant patologi gir til sammen 1 p for hver type, maks. 3 p.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Noen år senere i forbindelse med en influensaepidemi pådro hun seg en lungebetennelse (pneumoni). Hun ble behandlet med antibiotika med god effekt.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
En akutt infeksjon kan forløpe på ulikt vis. Nevn fire eksempler på forløpet av en akutt infeksjon.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
En akutt infeksjon kan ha følgende forløp:
# Resolusjon (tilheling)
# Abscessutvikling (suppurasjon, puss)
# Reparasjon og fibrose
# Vedvarende kronisk infeksjon (som evt. senere vil gå over i fibrose)
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Hvert delsvar gir 0,5 p.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Ulike infeksiøse agens kan gi ulike typer betennelse.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva slags type inflammasjon gir vanligvis 1) bakterier, 2) virus og 3) atypiske mykobakterier?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
# Bakterier: akutt (purulent/suppurativ) betennelse
# Virus: kronisk (uspesifikk)/serøs betennelse
# Atypiske mykobakterier: kronisk nekrotiserende granulomatøs betennelse
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Hvert delsvar gir 0,5 p, totalt 1,5 p. For delsvar 3) godtas også bare granulomatøs betennelse.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
En kvinne (32 år) er gravid for andre gang. Hun leser om svangerskap på nettet, og finner at NK-celler (naturlige dreperceller) bidrar til at fosteret ikke forkastes under svangerskapet.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Beskriv forskjellene i funksjon mellom uterine NK-celler og NK-celler som deltar i infeksjonsforsvaret hvis kvinnen for eksempel blir forkjølet. Stikkord om mekanismer forventes i svaret.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
''Uterine NK-celler:'' Har som oppgave å bidra til toleranse for fosteret (dette er gitt i vignetten). Mekanismer: De er __dårlige til å drepe__ fordi de hemmes av HLA-E og HLA-C, som uttrykkes på trofoblasten. De er viktige __cytokinprodusenter__: __hemmer antigen-presenterende celler__ så disse induserer T-celletoleranse, utskiller IFN-gamma som oppregulerer IDO i antigenpresenterende celler så disse dreper cytotoksiske T-celler. De bidrar også til å regulere placentas dybde, bl.a. ved utskillelse av proangiogene faktorer.
''NK-celler i infeksjonsforsvaret:'' Har som oppgave å bekjempe virusinfeksjon: __dreper virusinfiserte celler__ tidlig i infeksjonsforløpet ved å gjenkjenne __«manglende selv»__ = nedregulert HLA klasse I og «stresset selv» = molekyler som MIC-A og MIC-B m.fl. som celler bl.a. uttrykker når de er infiserte. NK-cellene er viktige __cytokinprodusenter__, bl.a. av IFN-gamma, som __aktiverer antigenpresenterende celler__ og drar immunresponsen i retning av Th1-responser. Sent i infeksjonsforløpet kan de også drepe infiserte celler ved __antistoffmediert direkte cytotoksisitet__.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 poeng for hver av celletypene, hvor man har med egenskaper med stikkord om mekanismer når det gjelder drapsevne, cytokinproduksjon og effekter av denne, og henholdsvis proangiogene faktorer/antistoffmediert cytotoksisitet, Reduksjon til ½ p eller 0 p for hver celletype avhengig av hvor mye som mangler i svaret.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Svangerskapet forløp normalt, og kvinnen fødte en frisk gutt til termin.
Gutten er blitt 5 måneder gammel, og storesøsteren hans blir smittet av streptokokker i barnehagen. Kvinnen er bekymret for om lillegutten kan bli alvorlig syk. Hun blir litt beroliget da hun leser at småbarn har naturlig antistoff.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Beskriv hva som karakteriserer disse antistoffene, hvordan de oppstår, og i hvilke situasjoner de dannes.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Naturlige antistoffer karakteriseres ved særlig å være __~IgM eller ~IgA__ (på slimhinner). De er __polyreaktive__ = binder til flere ulike epitoper som ligner på hverandre; kan også kalles kryssreaktivitet. De har ofte __lav affinitet__. Naturlig antistoff er rettet mot __selv__ (kan være viktig for selvtoleranse), __endret og stresset selv__ (beskytter mot oksydativ skade, bidrar ved fjernelse av apoptotiske celler) og mot konserverte epitoper på __vanlige virus, bakterier og sopp__ (inngår som naturlig frontlinjeforsvar), og samme antistoff kan fungere i flere av disse settingene (= polyreaktivitet).
__Produseres uten antigenstimulering__ (dvs. uten at vi først må møte antigenet ved en infeksjon) av en spesiell type B-lymfocytter (__B1-celler__) som særlig finnes i peritoneum og pleura, noen i milt og lymfeknuter. Disse cellene er pre-programmert til å lage antistoff.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
½ poeng for hver del: ~IgM/~IgA av lav affinitet; polyreaktivitet; hva de er rettet mot; produseres uten antigenstimulering av B1-celler.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Gutten får vaksinasjoner i samsvar med barnevaksinasjonsprogrammet. Ved 3- og 5-måneders alder får han blant annet vaksiner mot stivkrampe (tetanus), difteri og kikhoste (pertussis). Dette er drepte vaksiner.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Forklar hvorfor disse tre vaksinene blir gjentatt flere ganger, herunder mekanismene for at gjentatt vaksinering øker effekten
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Generelt: Førstegangs vaksinering gir en __primærrespons__, mens gjentatt eksponering for antigenene fører til en __sekundærrespons__ med mer effektivt forsvar og sterkere / mer langvarig hukommelse. Drepte vaksiner gir __svake faresignaler__ = lite inflammasjon og derfor en svak immunrespons. Dette fører til liten dannelse av hukommelsesceller og __kortvarig hukommelse__.
Mer spesifikt: Formålet med disse vaksinene er å danne __antistoff som kan nøytralisere__ toksin ved infeksjon. Ved primærresponsen dannes __~IgM, som har lav affinitet__. Nøytralisering __krever antistoff med svært høy affinitet__ slik at det kan utkonkurrere binding til de cellulære målmolekylene som utløser symptomer ved sykdom. Som ledd i sekundærresponsen skjer det __isotypeskifte til IgG__ og __somatisk hypermutasjon__ (= affinitetsmodning av antistoffet), dvs. to viktige mekanismer for fintilpasning og bedre beskyttelse av antistoff. I tillegg __øker plasmakonsentrasjonen__ av antistoff med aktuelle spesifisiteter som ledd i sekundærresponsen, slik at mer toksin raskt kan nøytraliseres.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Generell beskrivelse av egenskaper ved primær- og sekundærrespons, svake faresignaler: ½ poeng.
Angitt at beskyttelsen er via antistoff /nøytralisering av toksin: ½ poeng
Nevnt antistoff av ~IgM og ~IgG type og at det skjer isotypeskifte: ½ poeng,
Forklart hvilke egenskaper ved ~IgM og ~IgG som er viktige, nevnt somatisk hypermutasjon: ½ poeng.
Nevnt økt konsentrasjon av antistoff: ½ poeng
Svar som fokuserer på T-celler og mangler B-celler/antistoff får evt. poeng for generell forståelse av primær- og sekundærrespons, men er ikke tilpasset korrekt mekanisme for vaksineeffektene.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ingen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvorfor er det som oftest ikke nødvendig med gjentatt vaksinering med levende vaksiner?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Levende vaksiner inneholder svekkede mikroorganismer som har stor nok likhet med de sykdomsfremkallende mikroorganismene til at vaksinen gir beskyttelse. Ved levende vaksiner utløses det __kraftige faresignaler fordi man får en infeksjon__, selv om infeksjonen ikke har like alvorlige konsekvenser eller risiko for alvorlige bivirkninger. Det utløses en __sterk immunrespons__ som varer inntil infeksjonen er bekjempet. Derfor gir levende vaksiner sterk immunitet som oftest varer livet ut.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Forklaring som omfatter infeksjon/faresignaler og kraftig immunrespons. Studentene kan resonnere seg frem til uten å ha hatt detaljert undervisning om ulike typer vaksiner.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Da gutten var 1 1/2 år gammel, fikk han utslett i lyskene under bleien. Det ble påvist oppvekst av //Candida albicans//.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Angi de mikrobiologiske kjennetegnene ved denne mikroorganismen.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
//Candida albicans// er en gjærsopp, og består av eukaryote celler som reproduseres ved knoppskyting. Kan også danne pseudohyfer.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1/4p for hver av opplysningene gjærsopp, eukaryote celler, knoppskyting, pseudohyfer. Svar om type infeksjoner (hud/slimhinner, systemiske infeksjoner hos immunsvekkede etc.) teller ikke fordi spørsmålet er om mikroorganismen, ikke infeksjonene den gir.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ingen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Forklar hvordan komplementsystemet inngår i forsvaret mot en //Candida//-infeksjon, herunder aktiveringsmåte og effektormekanismer
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
''Aktiveringsmåte:'' Komplement aktiveres av //Candida// via alternativ pathway (fremmed overflate som binder C3b, bl.a. til chitin => chitin ikke nødvendig for poeng) og via lektin pathway (mannose på overflaten gjenkjennes av mannose-bindende lektin = MBL).
''Effektormekanismer:'' Komplementaktivering fører til at det deponeres komplementaktiveringsprodukter på soppens overflate, bl.a. C3b, iC3b og C4b, som fungerer som opsoniner for fagocytose, bl.a. av nøytrofile granulocytter (evt. makrofager ved kronisk infeksjon). Dette skjer ved at komplementfragmentene bindes til komplementreseptorer på fagocyttene (C3b og C4b: bindes til CR1, iC3b: bindes til CR3 og CR4 – reseptorene ikke nødvendig i svaret). Binding kombinert med andre aktiveringssignaler (faresignaler) gir aktivering av fagocytten og effektiv fagocytose og drap.
Komplementaktivering fører til dannelse av anafylatoksinene C3a og C5a, som gir økt inflammasjon med kjemotakse av nøytrofile, og bidrar til nøytrofilaktivering.
//Candida// har tykk cellevegg, så terminal komplementaktivering med dannelse av det terminale komplementkompleks (TCC, MAC) vil ikke gi lyse av soppen.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Aktiveringsmåte med to korrekte pathways: ½ p. Forventer ikke at de beskriver detaljene i de to aktuelle pathways.
Mekanismen for opsonisering: ½ p
Økt inflammasjon/kjemotakse: ½ p
Vet at komplement ikke klarer å lysere //Candida// pga. tykk cellevegg: ½ p
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
En 50 år gammel mann kommer på legevakten på grunn av hjertebank. Ved start av undersøkelsen har han regelmessig puls på 120. Du finner ellers ikke noe galt ved en enkel klinisk undersøkelse. Når du er ferdig med undersøkelsen har han rolig puls og er sliten. Du mistenker at han har en angstlidelse.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke andre symptomer kan du spørre om for å finne ut om han har en angstlidelse? Nevn minst fire symptomer.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Følelse av frykt, frykt for å dø, frykt for å bli gal, uro, svette, skjelving, rødming, svimmelhet, uvirkelighetsfølelse, tørr munn, brystsmerter, kvelningsfornemmelse/ snører seg i halsen, ”urolig mage”/ trang til å gå på do, kvalme.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
½ poeng for hvert av disse symptomene inntil maks 2 poeng (ikke poeng for hjertebank som er nevnt i oppgaveteksten). Frykt teller bare en gang.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ingen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke andre symptomer kan du spørre om for å finne ut om han har en angstlidelse? Nevn minst fire symptomer.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Somatisk undersøkelse
Blodprøver inkl stoffskifte
Systematisk psykiatrisk vurdering mot diagnosekriterier
Anamnese, forløp, tidligere plager
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
(man får poeng for å nevne minst et av svarene som skilles med skråstrek)
Somatisk undersøkelse/evt henvisning kardiolog/EKG: 1 poeng
Blodprøve/måle stoffskifte: 1/2 poeng
(Systematisk) psykiatrisk vurdering (med kriterier for angstlidelse/spørreskjema): ½ poeng
Anamnese/forløp/ tidligere psykiske plager: ½ poeng
Får maks skåre 2 poeng, men må nevne somatisk undersøkelse/kardiolog/ EKG for å få 2 poeng, kan ellers få maks 1 ½ poeng.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Han forteller at hans mor og morfar var engstelige for alt og at han hadde det svært vanskelig da hans foreldre ble skilt da han var 10 år. Han har fått økende angst og fastlegen diagnostiserte en angstlidelse etter at han ble permittert for 3 måneder siden.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Nevn en modell for psykiatrisk forståelse som kan brukes for å forklare at han har fått en angstlidelse.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Bio-psyko-sosial modell
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
½ hvis to av elementene er med
1 poeng hvis alle tre elementene er med
½ poeng for å svare stress-sårbarhetsmodellen i stedet
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Ved utredning hos fastlegen forteller han at han var med i en trafikkulykke for 15 år siden. Han hadde mareritt om ulykken, unngikk å sitte på i bil og var svært skvetten. Dette gikk over etter noen år da han gradvis begynte å sitte på bil igjen selv om han fortsatt var redd.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilken psykisk lidelse kan forklare disse symptomene?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Post traumatisk stresslidelse (PTSD)
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Post traumatisk stresslidelse/ PTSD: 1 poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Ved samtaler med fastlegen forteller pasienten at han har mindre psykiske plager fordi han unngår steder og situasjoner som gjør at han får angst.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Kan du nevne minst to negative konsekvenser med en slik atferd?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Begrenser livsutfoldelse/reduserer mulighet for aktivitet
Hindrer bedring av angstlidelsen/opprettholder angstlidelsen
Kan gi generalisering av angsten/kan få angst for å få angst
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Begrenser livsutfoldelse/ muligheter i livet/livskvalitet: ½ poeng
Hindrer bedring/ opprettholder angstlidelse: ½ poeng
Kan gi generalisering av angsten, får angst for å få angst: ½ poeng
Maks skåre ved å nevne to, siste moment er vanskelig
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Sist sommer ble pasienten sittende inne det meste av tiden fordi han var redd for at han kunne komme i nærheten av en edderkopp. Når han så en edderkopp på terrassen fikk han hjertebank og så for seg at edderkoppen kunne hoppe på ham.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva kalles en slik lidelse og hva er hovedprinsippet for behandling av lidelsen?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Fobi, edderkoppfobi
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Fobi (for edderkopp, for insekter)/spesifikk fobi/isolert fobi/enkel fobi/fobisk angstlidelse: 1 poeng
Eksponeringsbehandling/eksponering: 1 poeng
Får ikke poeng for å si angstlidelse uten nærmere spesifisering
Får ikke poeng for å nevne noen medikamenter
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Ved nærmere samtale kommer det frem at han har vært sliten og nedfor, har sovet dårlig med tidlig oppvåkning og har hatt svært dårlig matlyst den siste måneden samtidig som han har fått angst.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Basert på opplysningene i denne vignetten, hvilken annen psykisk lidelse kan foreligge sammen med angst for denne pasienten?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Depresjon. Angstsymptomene skyldes en pågående depresjon
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Depresjon/Angst pga depresjon/angst som del av en depresjon: 1 poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
På formiddagslista på legekontoret er det en baker, en maler, en frisør, en fabrikkarbeider på en skumplastfabrikk, en bonde, en bensintankbilsjåfør, en førskolelærer, en ortopedisk sykepleier, en tunnelarbeider, og en tidligere maskinist (sjøfart).
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
I hvilke av disse yrkene er det mest sannsynlig å finne følgende eksponeringer? (en eksponering for hvert yrke)
Ammoniakk, isocyanater, organiske løsningsmidler, alfaamylase, smitte, UV-stråling, asbest, kvartsstøv, ioniserende stråling, benzen.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
* Baker / alfa-amylase
* Frisør / ammoniakk
* Skumplastfabrikkarbeider / isocyanater
* Tankbilsjåfør / benzen
* Førskolelærer / smitte
* Ortopedisk sykepleier / ioniserende stråling
* Tunnelarbeider / kvartsstøv
* Tidligere maskinist / asbest
* Bonde / UV-stråling
* Maler / organiske løsningsmidler
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0,2 poeng for hver riktig kobling – maks 2 poeng. Andre mulige koblinger er:
* Smitte / bonde eller sykepleier
* UV stråling / sykepleier
* Ammoniakk / tankbilsjåfør
Slike bør også gi 0,2 poeng, samtidig som studenten da får problemer med å få alt rett (2 poeng)
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Vi som jobber i helsevesenet har en god del arbeidsmiljøutfordringer.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Nevn to andre påvirkninger enn det du svarte i spørsmål 1 som man utsettes for i helsevesenet og som er kjent for å være kreftfremkallende.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Noen av følgende:
* Cytostatika / cellegift
* Formaldehyd
* Radionukleider
(Ioniserende stråling (hvis det ikke ble svart for sykepleieren i spørsmål 1) og nattarbeid)
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Det som er angitt i parentes over bør også gi poeng. Nattarbeid gir poeng fordi det for tiden diskuteres om utstrakt nattarbeid gir økt risiko for bl.a. brystkreft. Radionukleider brukes i nukleærmedisinsk diagnostikk og behandling og bør gi poeng selv om det også der strengt tatt dreier seg om ioniserende stråling.
I tidligere tider ble det i helsevesenet også brukt benzensprit, men ikke nå lenger og det gir ikke poeng, ei heller passiv røyking som til nød kan være aktuelt noen steder, men det er ikke lenger noen typisk eksponering.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Pasientene på legekontoret denne formiddagen hadde henholdsvis astma, hypersensitivitetspneumonitt (allergisk alveolitt), anemi, lungekreft, irritativ rhinitt, blodkreft, forkjølelse, silikose, katarakt og hodepine.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke av eksponeringene ovenfor kan settes i sammenheng med de respektive sykdommene?
(Ammoniakk, isocyanater, organiske løsningsmidler, alfaamylase, smitte, UV-stråling, asbest, kvartsstøv, ioniserende stråling, benzen)
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
* Alfa-amylase / astma
* Ammoniakk / irritativ rhinitt
* Isocyanater / hypersensitivitetspneumonitt (allergisk alveolitt), evt astma
* Benzen / blodkreft (anemi)
* Smitte / forkjølelse
* Ioniserende stråling / anemi (blodkreft)
* Kvartsstøv / silikose
* Asbest / lungekreft
* UV-stråling / katarakt
* Organiske løsningsmidler / hodepine
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0,2 poeng for hver riktig kobling – maks 2 poeng. Andre mulige koblinger er:
* Isocyanater / astma
* Benzen / anemi
* Ioniserende stråling / blodkreft
Dette bør også isolert sett gi poeng, men hvis de kobler isocyanater med astma så får de problemer med å koble hypersensitivitetspneumonitten til en eksponering.
Benzen har vært nevnt som mulig årsak til lungekreft, men det er ikke etablert.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Isocyanater er kjent for å kunne forårsake to av sykdommene som er nevnt i spørsmål 3.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva er den andre sykdommen i forhold til det du svarte?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Astma eller hypersensitivitetspneumonitt
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
En av de to (alt ettersom hvilken diagnose studenten tilordnet isocyanater i sitt svar på spørsmål 2) gir 1 p.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Bakeren lurer på hva som kan gjøres for å redusere eksponeringen på sin arbeidsplass.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilket forebyggingsprinsipp er mest aktuelt i et bakeri?
Hvordan kan dette forebyggingsprinsippet best oppnås, og hvilken instans bør allmennlegen primært samarbeide med?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Forebyggingsprinsipp: Støvreduksjon (eksponeringsreduksjon). Reduksjon av eksponering (støvreduksjon) er det overordnete prinsippet her. Det oppnås gjennom innebygging av prosesser, kanskje særlig når mel tappes fra silo og ned i bakekar og annen håndtering av råvarer som tømming av sekker. Også at man er påpasselig med håndtering og lagring av tomme sekker. Særlig må man være forsiktig med håndtering av såkalte bakeforsterkere som ofte inneholder alfa-amylase som er et potent allergen ved siden av selve melet. Og så er det viktig med gode renholdsrutiner. Tidligere brukte man ofte trykkluft til å blåse bort mel og annet støv fra bakebenker. Dette ga rimeligvis mye støveksponering. Dersom man bruker støvsuger til rengjøring bør det helst være en sentralstøvsuger, eller en med et godt filter (totalfilter) som ikke redistribuerer det fineste støvet til arbeidslokalene.
Instans: Både arbeidstilsynet, bedriftshelsetjenesten, arbeidsmedisinsk avdeling, NAV og arbeidsgiver er aktuelle samarbeidspartnere. Men, det er bedriftshelsetjenesten som er den primære.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Støvreduksjon som forebyggingsprinsipp gir 0,5 p.
Innebygging av mel, det å droppe bakeforsterkere (f.eks. alfaamylase), endrede rengjøringsrutiner eller håndtering av emballasje kan alle gi 0,5 p hver (men maks 1 poeng). Forslag om redusert arbeidstid eller personlig verneutstyr (åndedrettsvern) gir ikke poeng.
Bedriftshelsetjeneste som primær instans å samarbeide med gir 0,5 p
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Det å være bonde er på mange måter et utsatt yrke
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
For hvilken uønsket hendelse topper bøndene den offisielle statistikken i Norge (sett i forhold til antall sysselsatte)?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Arbeidsrelaterte dødsfall.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Her kan selvfølgelig også dødsulykker og lignende godkjennes
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
En kvinne på 25 år kommer til svangerskapspoliklinikken i svangerskapsuke 37. Hun er henvist fra fastlegen pga. usikkert fosterleie, og ved ultralyd påvises seteleie. Fødselslegen bestiller CT pelvimetri for å avgjøre om de anatomiske forhold i bekkenet ligger til rette for at kvinnen kan føde vaginalt.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Ved CT pelvimetri vil røntgenlege bl.a. måle «sum utgang». Hvilke mål må gjøres for å beregne «sum utgang»? Angi navnet på beinstrukturene som må identifiseres for å gjøre denne beregningen.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Målene som må gjøres:
# Interspinalavstand
# Intertubaravstand
# Sagital utgang: Mellom nedre del av os sacrum og nedre del av symfysen.
Navn på beinstrukturer:
# Spinae ischiadica
# Tuber ischiadicum
# Nedre del av os sacrum
# Nedre del av symfysen
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Målene: 0,5 p. for hvert mål som gjøres, maksimalt 1,5 p.
Navn på beinstrukturer: 0,25 p for hvert svar, maksimalt 1 p.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ingen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke muskler danner den nedre begrensningen av bekkenet, og kalles samlet bekkenets diafragma (pelvic diaphragm)?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
* Mm. Levator ani
* Mm. Coccygeus
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0,5 p for hvert svar, maksimalt 1 p.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ingen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva er de viktigste funksjonene til bekkenets diafragma?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
* Bekkenets diafragma støtter viscera i abdomen og bekken.
* Hever bekkenbunnen, noe som er viktig ved forsert utpust, hosting, oppkast, vannlatning og ved tunge løft.
* Støtter prostata og bakre del av vagina.
* Løfter analkanalen opp, og påvirker derfor defekasjon.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
* Støtte av viscera
* Involvert i forsert utpust, hosting, oppkast, eller tunge løft
* Involvert i vannlatning
* Involvert ved defekasjon
* Støtter prostata eller bakre del av vagina
0,5 p for hvert svar, men maksimalt 2 p.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Under fødsel er man opptatt av å unngå skader i mm. sphincter ani
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Forklar oppbygningen, lokalisasjonen og funksjonen til mm. sphincter ani.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
* Sirkulær rundt endetarmen
* Indre (involuntær) sphincter: Fortykning av det sirkulære muskellaget i tarmen. Omgir øvre del (øvre 2/3) av analkanalen.
* Ytre (voluntært) sphincter: To brede bånd på hver side av analkanalen. Omgir nedre del (nedre 2/3) av analkanalen.
* Funksjon: Lukkemuskel for endetarmen
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0,5 p på hver, maksimalt 2 p
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ingen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Beskriv de viktigste forskjellene mellom det kvinnelige og det mannlige bekkenskjelettet.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
* Formen på bekkeninngangen (kvinnelig bekken ovalt, mannlig bekken hjerteformet).
* Mannlige bekken tyngre, kraftigere beinstrukturer
* Kvinnelige sylinderformet, mannlige traktformet
* Laterale deler av bekkenet er flatere og bredere hos kvinner
* Vinkelen under symfysen (Menn: Angulus subpubicus; Kvinner: Arcus pubis) er større hos kvinner
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0,5 p på hver, maksimalt 2 p
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ingen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilken plage kan en kvinne få dersom bekkenets diafragma skades under fødsel?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Inkontinens for urin og avføring
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Maksimalt 0,5 p, evt 0,25 p dersom kun nevner enten urin eller avføring
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Bakterien //Staphylococcus epidermidis// er en del av hudens normalflora, men kan også forårsake alvorlig infeksjon hos mennesker.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilken nytte har vi av normalflorabakterier som //S. epidermidis// og andre bakterier på hud og slimhinner?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
# Beskytter mot patogene bakterier (for eksempel ved prod. av antibakterielle peptider) (0.5p)
# har en rolle i utvikling av lokal immunitet/ stimulerer sekresjon av interleukiner (0.5p)
# metabolisme (eks. syntese av vitaminer, metabolisme av karsinogener, fermenteringav ellers ufordøyelige elementer i mat) (0,5 p per element, maks 1,0p).
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Beskriv hvilke egenskaper //S. epidermidis// har ved Gramfarging, og hva som er hovedforskjellene i oppbygning av celleveggen mellom Gram-positive og Gram-negative bakterier.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
# Gram positive kokker (oftest i hauger) (0.5p)
# peptidoglycan (tykt lag med peptidoglykan hos GP, tynt peptidoglykanlag hos GN) (0.5p)
# yttermembran og periplasmisk rom hos GN, men ikke hos GP (0.5p)
# lipopolysakkarid hos GN, ikke hos GP(0.5p)
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
//S. epidermidis// og andre koagulase-negative stafylokokker er kjent for å gi infeksjoner hos pasienter med proteser.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilken egenskap hos disse bakteriene gjør de spesielt egnet til dette, og hvilke konsekvenser har dette for
antimikrobiell behandling?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
# evne til å danne biofilm (0.5p) på overflaten av fremmedlegemer
# bakterien dekkes av biofilmen (0.5p)
# beskyttes derved mot antibiotika som trenger dårlig inn i biofilm (0.5p).
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
//S. epidermidis// er ofte meticillin-resistent, men er likevel vanligvis følsom for glykopeptider (eks. vankomycin) som også angriper bakteriecelleveggen.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Beskriv virkningsmekanismene for penicillinasestabile penicilliner og glykopeptider. Forklar hvorfor en bakterie kan være meticillinresistent og samtidig følsom for glykopeptider.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
# Betalaktamer generelt binder PBP som er transpeptidaser og hindrer derved transpeptidering av peptidsidekjeder i peptidoglykanet i celleveggen; i tillegg er penicillinasestabile penicilliner resistente for betalaktamaser som bryter ned betalaktamringen (0.5 p)
# glykopeptider som vankomycin utøver sin virkning ved å bindes til enden av peptidsidekjeder og derved sterisk hindre at PBP (transpeptidasen) kommer til og får utøve sin virkning (0.5 p)
# Ved meticillinresistens danner bakterien alternativt penicillinbindende protein (PBP2a) som ikke bindes/hemmes av Pc-stabile penicilliner, men glykopeptider hinder tilgang til aktivt sete på peptidsidekjeden for både vanlige PBPer og alternative PBPer (1p).
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
De senere årene har det blitt betydelig fokus på hvilke
konsekvenser økt antibiotikaresistens vil kunne ha for behandling
av infeksjoner.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva kan vi som leger gjøre for hindre utvikling av
antibiotikaresistens?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
# Redusere bruken av antibiotika/ AB kun når nødvendig/ benytte alternativ behandling (0.5p)
# korrekt bruk, følge nasjonale retningslinjer/ helst smalspektrede midler når mulig (0.5p)
# smitteverntiltak for å hindre smitte av resistente bakterier i helseinstitusjoner (0.5p)
# andre poenger (maks 1p dersom minst to andre faktorer nevnes): for eksempel unngå langvarige antibiotikakurer når ikke nødvendig, oppfordre til vaksinasjon dersom aktuelt, overvåkning av antibiotikabruk og antibiotikaresistens, venteresept, forbedret diagnostikk.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
En mor kommer til deg som helsestasjonslege med to av sine barn, en gutt på 4 måneder og en jente på 5 år. Hun uttrykker bekymring for gutten fordi han spiser lite, ikke løfter hodet fra mageleie og gråter mye. Moren er alene med barna, og veldig sliten av søvnmangel.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke faktorer relatert til svangerskap og fødsel er viktige for å vurdere spedbarnets psykiske helse? (Nevn minst fire faktorer totalt).
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
* Alkohol/rusmidler/medikamenter i svangerskap
* Infeksjoner i svangerskapet
* Stress/traumer/belastning i svangerskapet (fattigdom, vold, krig)
* Mors og fars psykiske helse i svangerskapet
* Mors og fars fysiske helse i svangerskapet
* Prematuritet
* Fødselsskade/komplikasjon som påvirker barnets psykomotoriske utvikling
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0.5 poeng for hvert riktig svar, inntil 2 poeng
For å få poeng, må det være nevnt faktorer som er relatert til svangerskap eller fødsel, ikke generelle risikofaktorer for dårlig psykisk helse.
Ref:
# Hantsoo, L. et al. Inflammation: A Proposed Intermediary Between Maternal Stress and Offspring Neuropsychiatric Risk. Biological psychiatry 2018 Sep 5. pii: S0006-3223(18)31795-5.
# Grøholt, B. et al Lærebok i barnepsykiatri. 5. utgave. Universitetforlaget 2015. ISBN 978-82-15-02285-7
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Fra forrige vignett:
<<<
En mor kommer til deg som helsestasjonslege med to av sine barn, en gutt på 4 måneder og en jente på 5 år. Hun uttrykker bekymring for gutten fordi han spiser lite, ikke løfter hodet fra mageleie og gråter mye. Moren er alene med barna, og veldig sliten av søvnmangel.
<<<
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva vil du vurdere for å kunne beskrive samspillet mellom mor og gutten? (Nevn minst fire faktorer totalt).
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
* Blikk-kontakt mellom gutt og mor
* Hvordan mor snakker //om// gutten
* Hvordan mor snakker //til// gutten
* Kvaliteten på fysisk kontakt mellom mor og gutt
* Mors fokusering og felles oppmerksomhet ved å følge med på hva gutten er opptatt av, hva han ser på og er interessert i.
* Om mor smiler til gutten, og får smil tilbake fra gutten
* Om det oppstår turtaking mellom gutt og mor
* Om mor prøver roe barnet om det blir urolig i løpet av konsultasjonen
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0.5 poeng for hvert riktig svar, inntil 2 poeng
Vi ønsker med dette spørsmålet å kartlegge om studenten har forståelse for begrepet samspill, og om studenten er i stand til å vurdere elementer ved samspill mellom foreldre og barn
Ref:
# Tetzchner, S. Utviklingspsykologi, 2. utgave, Gyldendal forlag 2012. ISBN/EAN: 9788205390782
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Storesøster på 5 år skal begynne på skolen om ett halvt år. Hun er adoptert fra Colombia, og kom til familien da hun var 2 år gammel. Hun er motorisk urolig, har hyppige sinneutbrudd, sovner seint og har mareritt. I barnehagen har de uttrykt bekymring for at hun har dårlig språk, og det blir ofte konflikt mellom henne og jevnaldrende. Hun foretrekker lek med barn som er 1-2 år yngre enn seg selv
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva kan man normalt forvente av et barn på 5 år når det gjelder motorisk, psykologisk og sosial utvikling? (Nevn minst fire utviklingsmessige milepæler totalt, og minst ett i hvert område).
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
* Motorisk:
** Løper
** Hopper
** Hinker
** Klatrer
** Tegner menneske
* Psykologisk:
** Leker alene
** Nysgjerrig og interessert
* Sosialt:
** Godt utviklet språk
** Kler på seg alene
** Leker med andre
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0.5 poeng for hver riktig milepæl koblet til riktig område, inntil 1.5 poeng totalt. I tillegg 0.5 p for ytterligere en riktig faktor
Ref.:
# https://www.helsebiblioteket.no/pediatriveiledere?menuitemkeylev1=5962&menuitemkeylev2=5973&key=144638
# Noritz GH, Murphy NA, Neuromotor Screening Expert Panel. Motor delays: early identification and evaluation. Pediatrics 2013; 131:e2016.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Du avtaler en egen time med mor og datter for å snakke om
hennes emosjonsregulering og sosiale fungering.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva vil du spørre moren om for å avklare risiko- og
beskyttelsesfaktorer for jentas psykiske helse? (Nevn minst
to risikofaktorer og to beskyttelsesfaktorer for barnets psykiske
helse).
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Risikofaktorer:
* Prematuritet
* Utsatt for rus i svangerskap
* Komplikasjoner i svangerskap eller fødsel
* Oppvekstvilkår/omsorg før hun kom til familien (adoptert 2 år)
* Familiære sykdommer (psykisk eller fysisk, både biologisk og adoptivfamilie)
* Kronisk sykdom hos barnet
* Utviklingsforstyrrelser
* Funksjonshemming
* Traumatiske opplevelser (inkludert vold, omsorgssvikt, seksuelle overgrep)
* Belastninger i familien (økonomi, rus)
Beskyttelsesfaktorer:
* God familiefungering
* Sosial støtte
* Sosial kompetanse
* Gode kognitive evner
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0.5 poeng for hvert riktig svar, inntil 2 poeng
Ref
# Johnson S et al. Preterm Birth and Childhood Psychiatric Disorders. Pediatric research, Vol. 69, No. 5, Pt. 2, 2011
# Plessen K.J. Hjernen og følelser –fra barn til voksen. Tidsskr Nor Legeforen nr. 9, 2010; 130
# Kolb B. et al. Principles of plasticity in the developing brain. Developmental Medicine & Child Neurology 2017, 59: 1218–1223
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvordan vil du etablere kontakt med jenta på 5 år? (Nevn minst 4 punkter).
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
* Informere om hvem du er
* Informere om hensikten med samtalen
* Bruke kunnskap om hennes alder/ utviklingsnivå
* Gjør barnet trygg
* Være konkret (direkte spørsmål)
* Bruke fantasien
* Vise interesse og engasjement
* Aktiv bruk av nonverbal kommunikasjon (smile, gi blikkontakt,
* bruke gester, vise med kroppen)
* Unngå å bringe barnet i lojalitetskonflikt
* Triangulering (bruke felles fokus for å gjøre kommunikasjon mindre intens)
* Lytt til barnet
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0.5 poeng for hvert riktig svar, inntil 2 poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Synsskarpheten er best i den delen av synsfeltet som faller på fovea.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke forhold ved netthinnen og hjernebarken bidrar til at synsskarpheten er best her?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
# Minst konvergens i fovea: De enkelte ganglieceller mottar signaler fra relativt få fotoreseptorer (gangliecellene her har små reseptoriske felter).
# Tetthet av fotoreseptorer (tapper) er høyest i fovea.
# Lyset forstyrres i mindre grad før det treffer fotoreseptorer i fovea: Mesteparten av netthinnen er organisert slik at lyset må passere gjennom de andre cellelagene før det treffer fotoreseptorer. Sentralt i fovea (foveola) er ganglieceller og bipolare celler skjøvet til siden slik at lyset ikke må passere gjennom disse cellelagene før det treffer fotoreseptorer (denne delen av fovea har dessuten ingen blodkar).
# Sentralnervøs signalbehandling: Langt flere nerveceller i hjernen brukes på å behandles synsinntrykk fra denne delen av netthinnen enn andre deler av netthinnen.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0.75 poeng for hvert riktig punkt.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Et relativt kraftig lysglimt treffer et lite område i netthinnen.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva skjer med membranpotensialet til, og frigjøring av nevrotransmitter fra, en fotoreseptor når lyset treffer dens ytre segment?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Fotoreseptoren hyperpolariseres og den slipper ut mindre nevrotransmitter (glutamat).
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Hyperpolariseres (0.5 poeng), mindre nevrotransmitter (0.5 poeng)
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Lyset treffer sentrum av det reseptoriske feltet til en OFF-center bipolar celle (også kalt AV-bipolar) og en ON-center gangliecelle (også kalt PÅ-gangliecelle).
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva skjer med membranpotensialet og frekvensen av aksjonspotensialene til disse cellene?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Den bipolare cellen hyperpolariseres. Dette er en gradert endring av membranpotensialet. Bipolare celler lager ikke aksjonspotensialer.
ON-center ganglicellen depolariseres og frekvens av aksjonspotensialer fra cellen øker
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Bipolare celler hyperpolariseres (0.5 poeng), fyrer ikke aksjonspotensialer (0.5 poeng)
ON-center gangliecelle depolariseres (0.5 poeng), høyere frekvens av aksjonspotensialer (0.5 poeng)
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
En skygge faller over hele det reseptoriske feltet til en OFF-center gangliecelle (AV-gangliecelle).
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva skjer med frekvensen av aksjonspotensialer fra denne cellen og hvorfor?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Frekvensen av aksjonspotensialer endrer seg lite.
Ganglieceller har typisk et todelt reseptorisk felt. OFF-center celler stimuleres når det blir mørkere i sentrum av deres reseptoriske felt, og hemmes når det blir mørkere i den perifere delen av feltet. Stimulus som beskrives i denne oppgaven vil derfor totalt sett ha liten effekt på cellen.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Liten/ingen endring gir 0.5 poeng. 0.5 poeng for riktig forklaring.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Aksonene til gangliecellene i netthinnen går til ulike deler av sentralnervesystemet.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Nevn 4 ulike områder som disse aksonene går til, og beskriv kort hva som er hovedfunksjonen til disse banene.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Corpus geniculatum laterale (thalamus): Nevroner her sender aksoner til primære synskorteks. Signalene i denne banen er grunnlaget for bevisste synsinntrykk
Pretektum: Fibrene til pretektum utgjør den afferente delen av lysrefleksen(Signalene går videre til parasympatisk aksessorisk oculomotorius kjerne (Edinger-Westphal kjernen) på begge sider)
Colliculus superior: Viktig for koordinering av øyebevegelser.
Hypothalamus (nucleus suprachiasmaticus): Viktig for døgnrytme.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0.75 poeng for hvert punkt inkludert riktig beskrivelse av funksjonen, maks 3 poeng (0.25 poeng for bare riktig område, maks 1 poeng).
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
En studie undersøkte om det var sammenheng mellom røyking og insidens av hoftefraktur hos eldre. Alle innbyggere i et fylke ble invitert til studien hvis de var minst 70 år gamle og ikke allerede hadde hatt hoftebrudd eller hoftekirurgi ved studiens oppstartdato 1. januar 2008. Blant personer som oppfylte disse kriteriene og som takket ja til å delta i studien, identifiserte forskerne 5 000 personer som røykte og 20 000 personer som ikke røykte ved studiens start. Alle disse personene ble fulgt opp fram til 31. desember 2017. I oppfølgingstida ble første gangs hoftefraktur registrert, og dødsfall blant deltakerne ble også registret.
Insidensen av hoftefraktur i oppfølgingstida ble sammenliknet mellom røykerne og ikke-røykerne.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilket design har denne studien?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Kohortstudie. I en kohortstudie identifiseres eksponerte (her: røykere) og ikke-eksponerte (her: ikke-røykere). Studiepopulasjonen følges opp over tid for å finne ut hvem som får utfallet (her: hoftefraktur), og insidensen av utfallet sammenliknes mellom eksponerte og ikke-eksponerte
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Kohortstudie gir 1 poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Blant de 5 000 som røykte, oppstod 600 hoftefrakturer i løpet av 40 000 person-år. Blant de 20 000 ikke-røykerne oppstod 1800 hoftefrakturer i løpet av 180 000 person-år
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva var risikoen (insidensandelen eller incidence proportion) for å få hoftefraktur blant røykerne? Og hva var denne risikoen blant ikke-røykerne?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Blant røykerne: 600/5000 = 0.12 eller 12%.
Blant ikke-røykerne: 1800/20 000 = 0.09 eller 9%.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0.5 poeng for angi at risikoen blant røykerne var enten 0.12 eller 12%
0.5 poeng for å angi at risikoen blant ikke-røykerne var enten 0.09 eller 9%.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Fra forrige vignett:
<<<
Blant de 5 000 som røykte, oppstod 600 hoftefrakturer i løpet av 40 000 person-år. Blant de 20 000 ikke-røykerne oppstod 1800 hoftefrakturer i løpet av 180 000 person-år
<<<
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva var risikoratioen (risk ratio) for å få hoftefraktur blant røykerne sammenliknet med ikke-røykerne? Tolk risikoratioen med egne ord.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
0,12/0,09 = 1,33 (≈1,3)
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 poeng for å angi at risikoratioen var 1,33 (eller 1,3).
1 poeng for å angi at det betyr at risikoen for hoftefraktur var 33% (eller 30%) høyere blant dem som røykte sammenliknet med ikke-røykerne. Alternativt kan det angis at risikoen for hoftefraktur var 1,33 (eller 1,3) ganger høyere blant dem som røykte sammenliknet med ikke-røykerne.
Det gis også poeng dersom regnestykket er riktig satt opp/fortolkningen er rett, men feil utregning i spørsmål 2 gjør at svaret på spørsmål 3 blir feil.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Fra forrige vignett:
<<<
Blant de 5 000 som røykte, oppstod 600 hoftefrakturer i løpet av 40 000 person-år. Blant de 20 000 ikke-røykerne oppstod 1800 hoftefrakturer i løpet av 180 000 person-år
<<<
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva var insidensraten av hoftefraktur blant røykerne? Og hva var denne insidensraten blant ikke-røykerne?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Blant røykerne: 600 / 40 000 personår = 0,015 per personår eller 150 per 10 000 personår
Blant ikke-røykerne: 1800 / 180 000 personår = 0,01 per personår eller 100 per 10 000 personår
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Det gis 0,5 poeng for å angi at insidensraten blant røykerne var enten 0,015 per personår, 15 per 1000 personår eller 150 per 10 000 personår osv (det er også ok å angi f eks per 100 000 personår)
Tilsvarende gis 0,5 poeng for å angi at insidensraten blant ikkerøykerne var 0,01 per personår eller 10 per 1000 personår osv.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Fra forrige vignett:
<<<
Blant de 5 000 som røykte, oppstod 600 hoftefrakturer i løpet av 40 000 person-år. Blant de 20 000 ikke-røykerne oppstod 1800 hoftefrakturer i løpet av 180 000 person-år
<<<
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva var insidensrate-ratioen (incidence rate ratio) for hoftefraktur blant røykerne sammenliknet med ikke-røykerne?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
(150 / 100 000 personår) / (100 / 100 000 personår) = 1,5
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1,5 gir 1 poeng. Det gis også poeng dersom regnestykket er rett satt opp, men feil utregning i spørsmål 4 gir feil svar på spørsmål 5.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Svarene i spørsmål [[3|ICD - 2019s - Oppgave 4 - Del 3]] og [[5|ICD - 2019s - Oppgave 4 - Del 5]] er begge relative mål på sammenhengen mellom røyking og insidens av hoftefraktur.
Hvorfor er de to målene forskjellige, og hvilket av dem er det beste målet for sammenhengen mellom røyking og insidens av hoftefraktur?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
De to målene er forskjellige fordi beregning av risikoratio ikke tar hensyn til at endringer i oppfølgingstida kan være ulike mellom de to gruppene på grunn av konkurrerende risiko (competing risks) og loss to follow-up. Insidensrateratioen er det beste målet, fordi den tar hensyn til disse forholdene.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 poeng for å angi at insidensrateratioen tar hensyn til konkurrerende risiko (competing risks) (evt loss to follow-up).
Alternativt gis 1 poeng for å angi at risikoratioen ikke tar hensyn til disse.
1 poeng for å angi at insidensrateratioen er det beste målet.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Sammenhengen mellom røyking og hoftefrakturrisiko skyldes i alle fall delvis at røyking fører til lavere beintetthet. Det er derimot liten grunn til å tro at beintettheten påvirker folks røykevaner. Da forskerne i denne studien justerte for deltakernes beintetthet i de statistiske analysene, ble sammenhengen mellom røyking og hoftefrakturrisiko sterkt svekket, slik at den relative risikoen var tilnærmet lik 1.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Vil du etter dette konkludere med at røyking er assosiert med økt insidens av hoftefraktur? Hvorfor eller hvorfor ikke?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Ja, røyking er assosiert med økt hoftefrakturinsidens. I denne situasjonen er beintettheten en mediator i sammenhengen mellom røyking og hoftefraktur, og en mediator er ikke en feilkilde som man skal justere for (tvert imot kan justering for en mediator introdusere bias i resultatet).
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 poeng for å konkludere med at røyking er assosiert med økt hoftefrakturinsidens.
1 poeng for å angi at beintetthet i denne situasjonen er en mediator (som derfor ikke skal justeres for).
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
En kvinne (23 år) har plager om våren med nesetetthet og nysing, samt kløende og røde øyne. Etter utredning konkluderte legen med at hun er allergisk mot bjørk.
4 hovedgrupper celler fra immunforsvaret er involvert i mekanismen for plagene hennes fra hun første gang var i kontakt med bjørkepollen til hun nå får symptomer.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Fyll ut det som mangler i tabellen nedenfor slik at du navngir og karakteriserer disse 4 celletypene (A-D). Rekkefølgen i listen er ikke nødvendigvis logisk.
| !Celletype | !Tilhører naturlig (medfødt) eller ervervet (spesifikt) forsvar | !Viktig cellereseptor ved aktiveringen | !Stikkord for hovedfunksjoner |
|A) | | ICOS-ligand | |
|B) | | CD19 | |
|C) | | Fc-reseptor FcεR1 | |
|D) | | CD40 | |
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
| !Celletype | !Tilhører naturlig (medfødt) eller ervervet (spesifikt) forsvar | !Viktig cellereseptor ved aktiveringen | !Stikkord for hovedfunksjoner |
|A) Tfh-celle, T follikulær hjelpercelle (//NB Se kommentar i Hva gir poeng?//) | Ervervet | ICOS-ligand |Hjelpe ved aktivering av B-cellen |
|B) B-lymfocytt/B-celle | Ervervet | CD19 |Utvikles til plasmaceller som produserer IgE |
|C) Mastcelle | Naturlig | Fc-reseptor FcεR1 |<ol><li>Binde IgE og</li><li>Degranulere/skille ut proinflammatoriske mediatorer</li></ol> |
|D) Dendrittisk celle | Naturlig | CD40 |<ol><li>Presentere antigen for T-cellen (signal 1),</li><li>kostimulering av T-cellen (signal 2),</li><li>produksjon av primingcytokiner ("signal 3").</li></ol> |
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Pga. feil i oppgaveteksten er fasit Tfh på linje A feil. Riktig svar her blir isteden dendrittisk celle. Se informasjonen på linje D. Hvis man har svart dendrittisk celle på A, blir det ingen logiske steder å sette T-celle (Tfh). Eneste riktige svar på B er B-celle. Eneste riktige svar på C er mastcelle. D blir tvetydig fordi man har «brukt opp» både B-celle og dendrittisk celle tidligere i oppgaven, og oppgaven ber om 4 ulike celletyper. Både dendrittiske celler og B-celler kan uttrykke CD40.
Ved retting har vi derfor gitt poeng for dendrittisk celle både på linje A og D, og for B-celle på linje B og D. Noen studenter har oppdaget feilen og inkludert T-celle (Tfh eller Th2) i svaret sitt, evt. med ekstra forklaring. De har fått poeng for dette.
Ved poenggivningen har vi tatt hensyn til at oppgaven er blitt forvirrende og vært rause med poengene for celletypene. Detaljene om cellenes funksjoner er vurdert i henhold til fasit nedenfor.
Navn på de 4 celletypene: 0,5 p.
~~Ut fra overflatemolekylet ICOS-L forventes Tfh og ikke «T-celle/Tlymfocytt» for fullt poeng.~~ Det forventes også bruk av betegnelsen dendrittisk celle istedenfor antigenpresenterende celle fordi ikke alle
typer antigenpresenterende celler kan fungere i den aktuelle sammenhengen. Dendrittiske celler er ikke alene om å uttrykke CD40, men med kunnskap om hvilke celler som er involvert, blir svaret opplagt.
Riktig karakterisering av naturlig/ervervet immunforsvar: 0,5 p.
Riktig beskrivelse av hovedfunksjoner:
* 0,5 p for Tfh-celle (med forklaring) eller dendrittisk celle på linje A
* 0,5 p for B-cellen, må inkludere IgE. B-celle godkjennes også på linje D.
* Mastcellen: 0,5 p for binding av IgE, 0,5 p for degranulering
* Dendrittisk celle: 1 p hvis har med alle tre elementer i svaret, 0,5 p hvis har med to av de tre elementene, 0,25 p hvis har med ett av de tre elementene.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Noen måneder senere reagerer kvinnen med magesmerter, diare og kløende øyne når hun spiser hasselnøtter. Det samme gjentar seg senere. Legen sier at hun har fått en allergisk kryssreaksjon, som er nokså vanlig ved bjørkeallergi.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Forklar mekanismen for kryssreaksjonen
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Forskjellige planter kan inneholde samme antigen eller antigener som har svært lik struktur. __En B-celles reseptor kan binde flere slike nesten like antigener, evt. med litt forskjellig styrke. Dette kalles en kryssreaksjon__. Også antistoffene som dannes etter aktivering av en B-celle, for eksempel antistoff mot bjørkepollen, kan gi kryssreaksjoner.
__Fordi allergi er antistoffmediert, kan dette utløse allergiske symptomer ved kontakt med noe annet enn det man opprinnelig ble allergisk mot__
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Studenten behøver ikke kjenne til at bjørk og hassel ofte gir kryssreaksjoner, men skal kunne forklare hva en kryssreaksjon er (binding av samme antistoff til strukturlike antigener; 0,5p) og at dette kan gi allergiske symptomer fra ulike, men lignende allergener (allergisk kryssreaksjon) (0,5p).
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Kvinnen oppdager at hun tåler å spise melkesjokolade som inneholder biter av hasselnøtter
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva er forklaringen på dette?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Når proteiner varmes opp, denatureres de. B-celler kan binde __konformasjonsepitoper som ødelegges ved denaturering__ av proteinet. I dette tilfellet __kan derfor ikke antistoffet som utløser allergien lenger binde allergenet__. Da utløses __ikke mastcelledegranulering__ og kvinnen får ikke allergiske symptomer
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Har med noe om denaturering av protein og endret binding til antistoff (0,5p). Behøver ikke nevne ordet konformasjonsepitop. Manglende allergenbinding utløser ikke mastcelledegranulering (0,5p).
Selv om man ikke vet mye om sjokoladeproduksjon, forventes at man forstår at sjokolade må varmes/smeltes for å lages til et salgbart produkt.
Noen studenter har nevnt at lav konsentrasjon av nøtter i sjokoladen er årsak til manglende reaksjon. Dette gir ikke poeng fordi allergikere vanligvis reagerer på svært små allergenmengder og oppgaven angir «biter av hasselnøtter» (ikke «spor» slik det blir hvis man f.eks. lager flere sorter sjokolade på samme maskiner og rengjøringen ikke er fullgod)
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
For å dempe allergiplagene, bruker kvinnen tabletter med antihistamin i pollensesongen. Antihistaminer blokkerer histaminreseptorer i ulike vev
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Forklar mekanismen for at kvinnen får mindre plager fra nesen
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Ved allergi er histamin er en av de sentrale mediatorene som skilles ut når mastceller degranulerer. Histamin gir vasodilatasjon, økt vasopermeabilitet og kløe. Når reseptorene for histamin er blokkert, reduseres derfor ødem, nesetetthet, nesesekresjon og nasal kløe.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Vet at histamin er en viktig mediator for allergi (0,5 p) og forklarer mekanismen for symptomlindring (0,5p).
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Senere begynner kvinnen med allergivaksine. Hun får lave doser bjørkepollen injisert subkutant. Dette fører bl.a. til dannelse av IgG4 og IgA
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Forklar hvorfor vaksineringen resulterer i reduserte allergiplager.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
IgG og IgA bindes ikke til Fc-reseptorene på mastceller. Fordi disse antistoffene skyldes immunisering med bjørkepollen, fanger de opp pollen på (IgA) og i (IgG4) slimhinnene. Derved forhindrer de at sensibiliserte mastceller kommer i kontakt med pollen. Disse antistoffisotypene aktiverer heller ikke komplement, som bidrar til redusert inflammasjon i slimhinnene.
(Allergivaksinering påvirker også andre deler av immunforsvaret, men dette er ikke tema for oppgaven)
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
IgG og IgA kan ikke bindes til mastceller (0,5p), antistoffene fanger opp pollen så mastceller ikke degranulerer (0,5p), IgA og IgG4 aktiverer ikke komplement (0,5p) => Det er ikke sikkert alle tenker på dette, men de mest kunnskapsrike får derved litt ekstra. Det at oppgaven presiserer IgG4 og ikke IgG, gir litt hjelp.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Antistoffresponser med dannelse av IgG som i dette eksempelet, er resultat av isotypeskifte
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Forklar mekanismen for isotypeskifte.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Isotypeskifte er betegnelsen på at __antistoff bytter konstantdelen på tung kjede__ med en annen konstantdel, som fører til et antistoff med andre egenskaper (mht. Fc-reseptorbinding / komplementaktivering etc.). Dette skjer ved __looping out av DNA-tråden__ i den aktuelle cellen, og __utkutting__ av de delene av DNA-tråden som ligger mellom gensegmentet for variabel del og gensegmentet for den nye konstantdelen. Såkalte __switch-regioner__ i tungkjede-genet må først __aktiveres av cytokiner__. Flere enzymer (bl.a. AID og UNG) bidrar til __dobbelttrådede DNA-brudd__, før DNA skjøtes sammen igjen ved hjelp av andre enzymer.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Vet hva isotypeskifte er – bytte konstantdel på tung kjede (0,5p), looping out og utkutting av DNA (0,5p), har med mer detaljer om cytokinaktivering, switch-regioner, dobbelttrådede brudd, ligaser etc. (0,5p). Det forventes ikke detaljer om enzym-navn eller hvilke cytokiner som gir skifte til ulike isotyper.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Legeerklæringen om dødsfall (melding om unaturlig dødsfall) sendes til Dødsårsaksregisteret
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Beskriv kort hva dødsårsaksoppsettet betyr? (Ia, Ib, Ic, II)
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
''Den umiddelbare dødsårsaken føres opp på linje Ia''. Her skal det ikke føres uspesifikke tilstander eller terminale hendelser slik som hjertestans, arytmi eller kardiorespiratorisk svikt. Bakenforliggende tilstander føres opp på linje Ib og Ic.
''Den underliggende dødsårsaken'' er definert som «den sykdom eller skade som startet rekken av sykelige tilstander som førte direkte til døden» og ''føres på den nederste linje som benyttes''.
Hvis den sykdom eller tilstand som føres på Ia beskriver hendelsesforløpet fullstendig, er det ikke nødvendig å bruke linje Ib og Ic. En årsakssammenheng omfatter ikke bare direkte medisinsk sammenheng, men også der en grunnlidelse kan ha ført til den umiddelbare dødsårsaken på grunn av funksjonsnedsettelse.
''På linje II føres medvirkende dødsårsaker'', det vil si andre vesentlige tilstander som kan ha bidratt til dødens inntreden, men uten å stå i direkte årsaksforhold til den tilstand som forårsaket døden. Hvis det er flere tilstander på II, skal den mest betydningsfulle angis først.
Varigheten av tilstandene på I og II angis dersom den er kjent.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 poeng for å nevne umiddelbare dødsårsak på linje Ia. 1 poeng for å nevne underliggendedødsårsak på siste linje (Ib eller c). 0,5 poeng for å nevne medvirkende dødsårsak på linje II.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Som turnuslege på et sykehus blir du tilkalt til avdelingen for å fylle ut en legeerklæring om dødsfall på en eldre og dement pasient som sovnet stille inn. Pasienten var innlagt grunnet lungeemboli og det ble ikke igangsatt gjenoppliving. Ved rask gjennomgang av journal finner du at pasienten hadde flere diagnoser: Adenokarsinom i mamma med utbredt metastaserende sykdom, lungeemboli, KOLS, hjertehypertrofi, vaskulær demens og aterosklerose av aorta.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva er den mest riktige måten å angi Ia og Ib (evt Ic) i dødsårsaksoppsettet på?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Ia: Lungeemboli
Ib: Adenokarsinom i mamma med metastaser
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 poeng for lungeemboli på Ia. 1 poeng for adenokarsinom med metastaser på Ib. Samme poengsum selv om det er delt opp i Ib metastaser og Ic adenokarsinom i mamma. Ingen poeng for riktige diagnoser, men feil rekkefølge
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Som turnuslege i distrikt blir du tilkalt av politiet for å skrive ut en legeerklæring om dødsfall på en person som har skutt seg.
Politiet opplyser om at avdøde var observert beruset noen timer i forveien og at han hadde flere diagnoser: Hjertesykdom, KOLS, alkoholmisbruk samt at han tidligere var behandlet for depresjon og angst
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva bør føres som II i dødsårsaksoppsettet?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
II: Alkoholpåvirket tilstand
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Her er det naturlig å anta at avdødes alkoholpåvirkede tilstand trolig har vært medvirkende til dødsfallet. Vi har ingen opplysninger om avdødes psykiske helse på dødstidspunktet og tidligere angst og depresjon antas ikke å ha vært en medvirkende faktor. 1 poeng for å angi alkoholpåvirkning. Ingen poeng for de andre alternativene/diagnosene.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Obduksjon er åpning av lik for å kunne studere forandringer i kroppens organer og vev forårsaket av sykdom eller skade, og for å fastslå dødsårsaken.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Beskriv kort hvordan en obduksjon rent teknisk gjennomføres.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Obduksjon utføres ved at et y-formet snitt legges langs begge krageben og inn mot brystbenet og videre ned mot skambenet.
<img src="images/ICD-2020-2-A.jpg" />
<img src="images/ICD-2020-2-B.jpg" />
<img src="images/ICD-2020-2-C.jpg" />
<img src="images/ICD-2020-2-D.jpg" />
Brystbensskjoldet fjernes ved at brystbena klippes av. Organblokken løsnes ved å skjære tungen fri fra øvre del av strupen og ved å dele av rektum ned mot anus. Organblokken løsnes deretter fra bakre feste langs ryggraden og ved å løsne mellomgulvet før organblokken så undersøkes.
Hjernen hentes ut ved å løsne huden fra skallen, vrenge huden frem over ansiktet og sage ut calvariet.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0,5 poeng for å nevne y-snitt eller organblokk. 1,0 poeng for å huske at å undersøke hjernen også inngår i undersøkelsen og hvordan man tar ut denne.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Dødsfallet i [[spørsmål 2|ICD - 2020 - Oppgave 2 - Del 2]] er ikke meldepliktig til politiet, men du ønsker å få utført en medisinsk obduksjon av pasienten.
Pårørende ønsker imidlertid __ikke__ at obduksjon skal utføres.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Kan du likevel få utført en obduksjon? Begrunn svaret ditt
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Nei.
«Lov om obduksjon og avgjeving av lik til undervisning og forsking» (obduksjonslova) regulerer vanlige obduksjoner av personer som dør i sykehus eller annen helseinstitusjon. Avdødes pårørende kan motsette seg at slik obduksjon utføres.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 poeng for riktig svar, 0,5 poeng om kun riktig og ikke begrunner
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Som turnuslege i sykehus blir du tilkalt til avdelingen for å skrive legeerklæring om dødsfall på en person som var innlagt med KOLS (kronisk obstruktiv lungesykdom) og som ble funnet død i sengen på morgenen. Ved gjennomgang av journal finner du at avdøde hadde gjennomgått behandling for en pneumoni og det var planlagt hjemreise samme dag. Du finner også at pasienten kvelden i forveien hadde fått sovemedisin av en sykepleier grunnet uro
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Er dødsfallet meldepliktig til politiet? Begrunn svaret ditt.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Ja
* Her har døden inntrådt plutselig og uventet da pasienten var oppfattet å være i bedring (hjemreise/utskriving var planlagt). __Plutselige og uventede dødsfall er meldepliktige__ til politiet, men vi har ingen opplysninger om avdødes grad av KOLS. Dersom denne var svært alvorlig, ville kanskje ikke dødsfallet være så uventet.
* Det er også opplysninger om uro og at sovemedisin var gitt. Det vites ikke om avdøde var urolig grunnet symptomer eller om det ble gitt videre oppfølging etter dette. __Feil, forsømmelse eller uhell ved undersøkelse eller behandling av sykdom er også meldepliktig__ til politiet.
Det er ikke alltid klart om et dødsfall er naturlig eller ikke. Ofte kan dette bare avklares ved politiets etterforskning og sakkyndig likundersøkelse. Dødsårsaksforskriften angir derfor at __legen skal melde på mistanke__. Det er ikke legens oppgave å avgjøre hvorvidt et dødsfall skyldes en straffbar handling, det er opp til politiet å etterforske.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 poeng for å svare ja. 1 poeng for å diskutere noen av de nevnte momenter.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Barns vekst og utvikling defineres av deres genetiske potensial, fravær av sykdom, god ernæring og en god familie å vokse opp i.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvordan defineres det genetiske potensiale for kroppshøyde hos en jente?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
((Fars høyde + mors høyde) – 13 cm) / 2 (+/- 9 cm)
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Riktig formel
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Ikke egen vignett
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Nevn fem typiske sykdommer (sykdomskategorier) som er assosiert med vekstavvik?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
# Alle kroniske sykdommer som hjertesykdom, gastro-intestinal sykdom, alvorlig nyresykdom,
# endokrinologiske sykdommer,
# medfødt; sykdommer som CMV-infeksjon, født SGA, rusmisbruk mor (FAS),
# de fleste syndromer,
# skjelettdysplasier
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Å vise innsikt i at det er sykdommer som tar tid å utvikles og diagnostisere, hvor vekstavvik rekker å bli et aktuelt klinisk symptom. Orienterende gis 0,5 poeng for hver delkategori 1-5.
Genetisk kortvokshet/konstitusjonelt forsinket vekst er ikke sykdommer og gir ikke poeng.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Et barns vekst fram til voksen høyde deles inn i tre vekstfaser som alle karakteriseres av hormoner.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Beskriv kort de ulike vekstfasene hva gjelder start, varighet og hormonelle drivere.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
* Foster/spedbarnsalder (Infancy):
** Intrauterint til 4-6 mndr’s alder
** Hormoner: ''Insulin'', IGF-BP 1 og 2
* Småbarns/barnealder (Childhood):
** Fra og med uti første leveår og til pubertetsstart
** Hormoner: ''Veksthormon'', thyroxin
* Pubertet:
** Fra pubertetsstart (normalt 12 år for gutter og 11 år for jenter) og til utvokst.
** Hormoner: ''kjønnshormoner (østrogen og testosteron)'', thyroxin og veksthormon
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0,5 poeng hvis bare benevnelse av kategoriene, +0,5 poeng med rett angivelse varighet, + totalt 1p for benevning insulin, veksthormon, kjønnshormoner i riktig fase, +0,5 hvis alle inkl. IGF-BP 1 og 2 nevnes i tillegg til insulin i foster/spedbarnsalder-fasen, thyroxin i tillegg til veksthormon nevnes i småbarns/barne-fasen, og thyroxin og veksthormon i tillegg til kjønnshormoner i pubertets-fasen.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Ikke egen vignett
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Når starter puberteten for gutter og jenter, og hvordan defineres pubertetsstarten for begge kjønn?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
* Gutter: 12 år, testikkelvolum 4 ml (Tanner 2)
* Jenter: 11 år, "knoppskyting" med brystkjertelvekst (Tanner 2)
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Halv score hvis bare definisjonen er angitt, full score med alder i tillegg. Aldersavvik < +/-1 år.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Det vanligste ernæringsproblemet for barn globalt, og også i Norge, er overernæring med utvikling av overvekt og fedme.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvordan defineres overvekt og fedme hos barn i Norge?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
* Overvekt: isoBMI25 ≥ BMI < isoBMI30
* Fedme: BMI ≥ isoBMI30
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0,5 poeng for hver riktig definisjon. Ingen annen definisjon av overvekt og fedme er aktuelle eller poenggivende bortsett fra vekt/høyde ratio > 0,5 som definisjon på fedme som gir 0,25 poeng. Det må sies isoBMI for å vise forståelse for at barns BMI er avhengig av alder og kjønn.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Barn har spesielle næringsbehov fram til 3-årsalder. Fem viktige forhold ved anbefalt sped- og småbarnskost avviker fra voksenkostholdet
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Nevn de fem forholdene og beskriv i detalj hva anbefalingene er innenfor hver av dem.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
* Fett: Bør utgjøre 50% av total kalorimengde fra fødsel, reduseres til 30% fra 3 år
* Proteiner: 2,7 g/kg ved fødsel og ned til 1,0 g/kg ved 1 års alder og videre i voksenalder.
* Salt: Redusert salttilskudd fram til 1 års alder.
* Kaloribehov: 108 kcal/kg ved fødsel, reduseres til 60(mann)/40(kvinne) i voksen alder.
* Vitamin/mineraltilskudd: Vit D trengs fra 4 uker, Vit C og jern fra 6 mndr.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Alle punktene må nevnes for full poengpott (0,5 poeng for hvert forhold).
Morsmelk/formula fram til 1 års alder kan evt erstatte en av de fem og også gi full pott.
Hva gjelder kalorier kan et slingringsmonn på +/- 10 kcal ved fødsel og for kvinner og menn også gi fulle poeng. De bør vite at proteinbehovet er 2-3 ggr høyere pr kg ved fødsel enn ved 1 års alder og resten av livet, og det kan gi max poeng. Også for fett kan de få noe poeng ved å vite at behovet er større de første årene.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Du er fersk lege på et ambulant akutteam ved et distriktspsykiatrisk senter (DPS) og med på en vurderingssamtale med en pasient som du ikke kjenner fra før.
Han håndhilser og presenterer seg høflig.
Pasienten forteller at han fikk schizofrenidiagnosen da han var 25 år, etter et alvorlig selvmordsforsøk med innleggelse på både akuttpost og DPS. Han ble satt på et antipsykotisk medikament og en sovetablett, og dette har han tatt siden da sammen med et medikament mot høyt blodtrykk som han fikk av fastlegen sin.
Han sier at han nå har begynt å se sin døde far som begikk selvmord for 12 år siden. Faren dukker opp flere ganger om dagen og kommenterer mye av det pasienten gjør.
Han kjenner mye på angst og uro. Han sier at dette skyldes at hans forfølger (faren) også overvåker ham via TV. Han kjenner at hele situasjonen gjør ham trist. Under samtalen kikker han seg mye rundt og vrir hendene sine.
På grunn av grubling tar det litt tid før han sovner, men ellers sover han godt. Han har ikke sykmeldt seg, noe han synes er bra, fordi det er familie og jobb som gir ham trygghet og økonomisk stabilitet. Utenom familien er hans eneste venn hunden sin som han tar med seg på rypejakt. Tanker eller planer om selvmord avkrefter han.
Samtalen pågår en stund fordi pasienten hver gang bruker litt tid før han svarer. Ofte svarer han litt omstendelig og mister også tråden.
Etter samtalen skriver du innkomstjournalen til pasienten.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Nevn fire hovedkategorier i et psykiatrisk journalopptak som det finnes opplysninger om i vignetten.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
* Psykiatrisk sykehistorie
* Aktuell problemstilling
* Legemidler i bruk
* Psykisk status presens
* Suicidrisikovurdering
* Naturlige funksjoner
* Somatisk sykehistorie
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0.5 poeng per riktig kategori av disse, totalt 2 poeng.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Mens du skriver innkomstjournalen, merker du at du har glemt å spørre om en del.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Nevn to hovedkategorier i et psykiatrisk journalopptak som det ikke finnes opplysninger om i vignetten.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
* Rusanamnese
* Seksualanamnese
* Komparentopplysninger
* Formalia (f.eks. henvisende instans, paragraf)
* Tiltak, evt. videre utredning
* Somatisk undersøkelse
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0.5 poeng per riktig kategori av disse, totalt 1 poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Et viktig ledd mellom pasientens beskrivelse og din observasjon, tolkning og vurdering av situasjonen, ligger i beskrivelsen av pasientens psykiske status presens.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Nevn fire opplysninger i vignetten som er viktige for, og en del av, det å beskrive pasientens psykiske status presens.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
* Hører kommenterende stemmer
* Ser ofte sin døde far ved siden av ham
* Svarer omstendelig eller mister tråden
* Overbevisning at han blir forfulgt
* Overbevisning at han blir overvåket på TV
* Angir tristhet og fremstår engstelig
* Det er rimelig å vurdere at han er våken og klar
* Svarer med latenstid
* Grubling
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0.5 poeng per riktig opplysning, totalt 2 poeng
</$details>
<div class="oppgave">
<div class="vignett">
!! Vignett
Ikke egen vignett
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Tilordne opplysningene fra spørsmål 3 til de passende hovedkategoriene som finnes i en psykisk status presens.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
* Hører kommenterende stemmer → Persepsjonsforstyrrelse eller hørselshallusinasjoner eller akustiske hallusinasjoner
* Ser ofte sin døde far ved siden av ham → Persepsjonsforstyrrelse eller synshallusinasjoner eller optiske hallusinasjoner
* Svarer omstendelig eller mister tråden → (Formelle) tankeforstyrrelser
* Overbevisning at han blir forfulgt → (Innholdsmessig) tankeforstyrrelse, vrangforestilling
* Overbevisning at han blir overvåket på TV → (Innholdsmessig) tankeforstyrrelse, vrangforestilling
* Tristhet → Stemningsleie, affekt
* Fremstår engstelig → Affekt, basisemosjon
* Det er rimelig å vurdere at han er våken og klar → Bevissthet
* Svarer med latenstid → (Formell) tankeforstyrrelse
* Grubling → (Formell) tankeforstyrrelse eller tvang
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
2 riktige tilordninger gir 0.5 poeng.
</$details>
<div class="oppgave">
<div class="vignett">
!! Vignett
Du vurderer pasientens selvmordsrisiko som lav, selv om han har en del risikofaktorer.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Nevn fire risikofaktorer for selvmord som det finnes opplysninger om i vignetten.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
* Alvorlig psykisk lidelse
* Tidligere selvmordsforsøk
* Selvmord i familien
* Våpen tilgjengelig
* Lite sosialt nettverk
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0.5 poeng per riktig faktor, totalt 2 poeng
</$details>
<div class="oppgave">
<div class="vignett">
!! Vignett
Begrunnelse for din vurdering ligger i de beskyttende faktorene som du mener bidrar til at selvmordsrisikoen er lav.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Nevn to beskyttende faktorer det finnes opplysninger om
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
* Tilhørighet til familien
* Økonomisk sikkerhet/stabilitet
* Trygg arbeidsplass
* Fravær av konkrete tanker eller planer
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0.5 poeng per riktig faktor, totalt 1 poeng.
</$details>
<div class="oppgave">
<div class="vignett">
!! Vignett
Situasjonen hadde vært veldig annerledes dersom du hadde vurdert pasienten med akutt forhøyet og overhengende selvmordsrisiko.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Nevn to akutte tiltak som er viktigst for å håndtere pasienter med akutt forhøyet og overhengende selvmordsrisiko.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
* Innleggelse på psykiatrisk akuttpost
* Kontinuerlig observasjon
* Beroligende medikasjon f.eks. benzodiazepiner
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0.5 poeng per riktig tiltak, totalt 1 poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Arbeidslivet er en viktig bærebjelke i samfunnet, og forholdene på den enkelte arbeidsplass kan også ha stor innvirkning på helsa til de ansatte. Blant annet i helsevesenet har mange mennesker sin arbeidsplass på forskjellige laboratorier.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Nevn fem hovedgrupper av påvirkninger som vi kan finne i laboratorier og som kan ha betydning for helsa til de som arbeider der. Gi to konkrete eksempler for hver hovedgruppe
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
# ''Fysiske arbeidsmiljøfaktorer'' bør nevnes. Som eksempler godkjennes:
## Støy
## Radioaktiv/ioniserende stråling
## UV stråling godkjennes.
## Andre eksempler som vurderes klart relevante. (Vibrasjonspåvirkning godkjennes ikke som eksempel fordi det ikke er noe typisk for laboratorier.)
# ''Biologiske arbeidsmiljøfaktorer'' bør nevnes. Som eksempler godkjennes:
## "Smittefare" fra bakterier / virus / sopp.
## Allergener fra biologiske faktorer, f.eks ekskrementer, flass etc i dyrestall
## Andre eksempler som vurderes klart relevante.
# ''Kjemiske arbeidsmiljøfaktorer'' bør nevnes. Som eksempler godkjennes:
## Formaldehyd
## Desinfeksjonsmidler/rengjøringsmidler
## Reagenser/reaktive kjemikalier.
## Forurensning generert i prosesser
## Andre kjemikalier eller faktorer som kan vurderes klart relevante.
# ''Psykososiale/organisatoriske arbeidsmiljøfaktorer'' bør nevnes. Som eksempler godkjennes:
#* Psykososiale:
#*# Krav til arbeidstempo/produksjonspress/ "stress"
#*# Krav til særlig forsiktighet ved håndtering av farlige kjemikalier/farlige smittestoff og risiko for konsekvenser ved uhell.
#*# Mobbing/ seksuell- eller annen trakassering.
#*# Andre eksempler som vurderes klart relevante.
#* Organisatoriske:
#*# Ubekvem arbeidstid: Skiftarbeid/nattarbeid/helgearbeid
#*# Potensielt lite variert arbeid/mye rutiner.
#*# Potensielt lite medbestemmelse, rigide strukturer for oppgaveløsning.
#*# Andre eksempler som vurderes klart relevante.
# ''Ergonomiske forhold'' bør nevnes. Dette dreier seg om tilpasning mellom mennesket og arbeidet. Som eksempler godkjennes:
## Ensidig gjentakende arbeid.
## Ubekvemme arbeidsstillinger.
## Tunge løft.
## Andre eksempler som vurderes klart relevante.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0,5 poeng for hvert riktig hovedområde som har to relevante eksempler, inntil 5 hovedområder, (0,25 poeng for hvert relevante eksempel.) Ut fra at Arbeidstilsynet gjerne slår sammen biologiske og kjemiske arbeidsmiljøfaktorer og deler opp psykososiale og organisatoriske faktorer, så vil en slik alternativ inndeling også kunne gi full uttelling, så lenge man har med minst to relevante eksempler for hver av de 5 hovedområdene man har svart.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
De tre hovedveiene for opptak av kjemikalier i kroppen er gjennom hud, luftveier og mage/tarmsystemet.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Beskriv i grove trekk omfanget av kontakt mellom en gjennomsnittlig voksen persons luftveier og omgivelsesluften i løpet av en dag ved å angi omtrentlig mengde luft som kommer i kontakt med luftveiene og luftveienes samlede overflate.
Nevn kort hvordan minuttvolumet som en arbeidstaker har under en arbeidsoppgave, kan påvirkes av selve arbeidsoppgaven.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Lungene er i kontakt med omtrent 10 m^^3^^ luft daglig (og dermed også med forurensning i luften.) (vel å merke i hvile/rolig arbeid.)
Lungenes samlede overflate er omtrent 140 m^^2^^.
Fysisk krevende arbeidsoppgaver medfører økt oksygenbehov og dermed økt lungeventilasjon/minuttvolum.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
* 0,25 poeng for omtrentlig beskrivelse av mengden luft lungene kommer i kontakt med i løpet av en dag (7-14 m^^3^^ godkjennes).
* 0,25 poeng for omtrentlig beskrivelse av lungenes samlede overflate (90 – 170 m^^2^^ godkjennes).
* 0,5 poeng for riktig beskrivelse av sammenhengen mellom fysisk krevende arbeidsoppgaver og økt minuttvolum.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Ikke egen vignett
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Beskriv i korte trekk fire hovedmekanismer i luftveienes forsvar mot skadelig luftforurensning.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
# Nedsatt inhalasjon
## Grovt luftfilter (nesehår)
## (Flukt (lukt))
## (Bronchokonstriksjon)
# Inaktivering
## Sekresjon av mucus
## Metabolisme (enzymer ex. Cytokrom P450)
# Fjerning
## Hoste
## Mucociliær transport
## Fagocytose
# Innkapsling
## Fagocytose
## Bindevevsdannelse (fibrose)
Annen fornuftig inndeling kan også gi poeng.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0,25 poeng for hver riktige mekanisme.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Luftforurensning på arbeidsplasser kan blant annet bestå av ulike partikler med ulike egenskaper.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke egenskaper ved partiklene i luftforurensning har størst betydning for hvor i luftveiene de deponeres, og hva kjennetegner partikler som deponeres perifert i luftveiene?
Gi minst ett eksempel på partikler som kan deponeres perifert i luftveiene, og som kan føre til arbeidsrelaterte luftveisplager/sykdom.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Veldig forenklet så kan man si at dette avgjøres av partiklenes «størrelse», ved at «små» partikler følger luftstrømmen lettere, og dermed også kan deponeres mer perifert i luftveiene.
Et riktigere svar er imidlertid at dette avgjøres av hvor godt partiklene klarer å følge luftstrømmen inn i lungene, hvilket igjen er avhengig av hvor godt partiklene svever i luften. Partiklenes sveveegenskaper kan også beskrives som hvor sakte partiklene faller mot bakken i stillestående luft. Dette påvirkes hovedsakelig av partiklenes volum, tetthet og fasong. Partikler som har gode svevegenskaper, og har lett for å følge luftstrømmen, vil kunne deponeres mer perifert enn partikler som ikke svever like godt, og dermed ikke klarer å følge luftstrømmen. Sveveegenskapene til partiklene oppgis som aerodynamisk diameter. Dess raskere fallhastighet/dårligere sveveegenskaper en partikkel har, jo høyere aerodynamisk diameter defineres for partikkelen.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Full skår krever at man nevner volum, tetthet og fasong, samt at partikler med gode sveveegenskaper deponeres mer perifert enn partikler med dårligere svevegenskaper. I tillegg må det nevnes minst ett konkret relevant eksempel, f.eks asbeststøv, α-kvarts, sveiserøyk, stekeos m.f.
Svar som nevner at aerodynamisk diameter er avgjørende og at partikler med liten aerodynamisk diameter deponeres mer perifert enn partikler med større aerodynamisk diameter, kan også gi full pott.
Svar som kun nevner størrelse, og at små partikler deponeres mer perifert enn store partikler gis 1 poeng.
Svar som kun nevner størrelse, uten noe mer forklaring gir 0,5 poeng.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
En av arbeidsmedisinens sentrale prinsipper er at det er bedre å hindre at sykdom oppstår enn bare å være opptatt av å behandle/rehabilitere arbeidstakere som har blitt syke/sykmeldte.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Nevn, __i prioritert rekkefølge__, det som i fagmiljøet anses som hovedgrupper av forebyggende tiltak for å beskytte arbeidstakere mot skadelig luftforurensning i arbeidsmiljøet (maks 6 hovedgrupper). Gi minst ett (men maks tre) konkrete eksempel for hver hovedgruppe.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
# Eliminasjon (fjerning av den skadelige påvirkningen, f.eks avslutte produksjonen av en vare.)
# Substitusjon (bytte ut et helsefarlig kjemikalium med et annet som representerer en lavere helserisiko ved eksponering)
# Innkapsling eller lukking av prosesser (herunder regner vi avtrekkskap på laboratorier)
# Ventilasjon/avtrekk (herunder regner vi allmennventilasjon og punktventilasjon)
# Organisatoriske forhold (herunder arbeidstidsbegrensninger, rullering, opplæring, skriftlige arbeidsinstrukser)
# Personlig verneutstyr, er alltid siste utvei, som kun skal brukes dersom man ikke klarer å sikre et fullt ut forsvarlig arbeidsmiljø med øvrige tiltak. (Eks. maske, klær, briller m.m.). Et av disse kan godkjennes, men ikke flere.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Gi 0,3 poeng for hver riktig hovedgruppe med relevant eksempel, opp til maks 1,5 poeng, og 0,5 poeng hvis også rekkefølgen er stort sett riktig. (Dersom noen bytter plass på nr 3 og 4 fører ikke dette til trekk. Det er også i orden å plassere punktavsug sammen med innkapsling.)
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
På slutten av en arbeidsdag viser det seg at det har vært en gasslekkasje på en arbeidsplass. Lekkasjen blir stanset, og de fem ansatte som er på jobb i det aktuelle lokalet blir evakuert til en annen del av bygningen.
Ved nærmere undersøkelser viser det seg at gasslekkasjen har oppstått like etter arbeidsdagens start, og medført at luften de ansatte har pustet inn mesteparten av arbeidsdagen sannsynligvis har vært forurenset med gass.
Ingen av de fem ansatte har lagt merke til noe spesielt i løpet av arbeidsdagen, men når de kjenner etter, bemerker noen av dem at de kanskje kjenner seg litt tunge i hodet og litt uvel.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilken egenskap ved en gass som virker lokalt i luftveiene, er av størst betydning for hvilke deler av luftveiene som affiseres av eksponeringen? Drøft med to forskjellige gasser som eksempel hvilken betydning dette kan ha hatt for de fem ansatte?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Det er gassens vannløselighet som bestemmer hvor i luftveiene en gass har sin vesentlige virkning. Det betyr at lite vannløselige gasser har virkning mer distalt i luftveiene.
Dersom gassen hadde vært nitrogendioksid, (evt fosgen som er lite sannsynlig) som er svært lite vannløselig, så ville virkningene kunne være distalt i luftveiene med i verste fall alvorlige virkninger og mulige senvirkninger.
Dersom lekkasjen hadde vært av ammoniakkgass som er godt vannløselig så ville virkningen i tilfelle vært proksimalt i luftveiene, d.v.s. nese munn svelg. Ammoniakk har også en sterk lukt og derfor kan man si at konsentrasjonen i tilfelle ikke under noen omstendighet har vært høy siden ingen merket noe mens lekkasjen sto på.
Andre gasser kunne være ozon, formaldehyd, svoveldioksid, klorgass, hydrogensulfid m.fl.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Kunnskap om vannløselighetens betydning gir 0,6 poeng, mens hvert av to eksempler gir 0,7 poeng hver.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
En kvinne på 40 år oppsøker fastlegen på grunn av hjertebank og svetting/økt varmefølelse de siste månedene. Hun har gått litt ned i vekt til tross for at hun spiser mer enn vanlig. Hun har også utviklet struma. Blodprøver viser at hun har høye verdier av fritt tyroksin (fT4) og trijodtyronin (fT3), mens thyreoideastimulerende hormon (TSH) er lavt (under referanseområdet). Det påvises også høyt nivå av antistoff mot TSH-reseptor i blodet.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Beskriv kort syntesen av thyreoideahormoner. Hvilket hormon er det aktive?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Syntesen består av fem trinn
# Opptak og konsentrering av jodid (I^^-^^) i gl. thyreoidea
# Oksidasjon av I^^-^^ til I^^+^^ (jodinium-ion) ved enzymet tyreoperoksidase (TPO)
# Jodinering av tyrosin i tyreoglobulin (TPO)
# Kobling av mono- og dijodert tyrosin (ved TPO?)
# Proteolyse av tyreoglobulin og frigjøring av T3 og T4
T3 er det aktive hormon.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Bør kjenne til minst tre av trinnene (2 poeng), samt at T3 er det aktive hormon (1 poeng).
</$details>
<div class="oppgave">
<div class="vignett">
!!Tidligere vignett
En kvinne på 40 år oppsøker fastlegen på grunn av hjertebank og svetting/økt varmefølelse de siste månedene. Hun har gått litt ned i vekt til tross for at hun spiser mer enn vanlig. Hun har også utviklet struma. Blodprøver viser at hun har høye verdier av fritt tyroksin (fT4) og trijodtyronin (fT3), mens thyreoideastimulerende hormon (TSH) er lavt (under referanseområdet). Det påvises også høyt nivå av antistoff mot TSH-reseptor i blodet.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvordan forklarer du pasientens blodprøvesvar?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
<img src="ICD-2020s-2-A.jpg" />
Det er påvist antistoffer mot TSH-reseptor som medfører økt syntese av thyreoideahormoner.
Høye nivåer av T3 og T4 hemmer utskillelsen av TSH, (mens lave nivåer medfører økning av TSH). Det er i hovedsak T3 som er regulatoren. T3 har en negativ feedback både på hypofyse og hypothalamus
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Må kjenne til effekten av antistoffer mot reseptoren og feedbackreguleringen via hypothalamus og hypofyse for å få full pott.
</$details>
<div class="oppgave">
<div class="vignett">
!!Tidligere vignett
En kvinne på 40 år oppsøker fastlegen på grunn av hjertebank og svetting/økt varmefølelse de siste månedene. Hun har gått litt ned i vekt til tross for at hun spiser mer enn vanlig. Hun har også utviklet struma. Blodprøver viser at hun har høye verdier av fritt tyroksin (fT4) og trijodtyronin (fT3), mens thyreoideastimulerende hormon (TSH) er lavt (under referanseområdet). Det påvises også høyt nivå av antistoff mot TSH-reseptor i blodet.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvordan forklarer du pasientens symptomer på bakgrunn av thyreoideahormonenes effekter?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Effekter av T3:
* Stimulerer varmeproduksjonen og regulerer energiomsetningen
* Øker det sympatiske nervesystemets virkning
* Stimulerer impulsledningshastigheten i nervesystemet
Som følge av disse effektene vil overproduksjon av thyreoideahormoner medføre svetting, vekttap, hjertebank
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Bør ha med alle disse tre punktene for full pott, to gir to, en gir ett poeng.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Ikke egen vignett
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvordan transporteres thyreoideahormonene i blodbanen og hvordan transporteres de inn i cellen?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
* Transport i blodbanen:
** T3 og T4 er bundet til proteiner i plasma:
*** tyroksinbindende globulin (TBG) 70-80%
*** transtyretin (prealbumin)
*** albumin
* Transport over cellemembranen:
** Spesifikke TH- transportere
*** Monocarboxylate transporter (MCT)8
*** MCT10
*** Organic anion-transporting polypeptide (OATP1C1)
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Må minst kjenne til TBG for transport i blodbanen og at transport inn i cellen skjer ved spesifikke transportere for å få full pott.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Ikke egen vignett
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilken effekt har thyreoideahormonene på karbohydratmetabolismen?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Stimulerer karbohydratmetabolismen:
* Økt glykolyse
* Økt glukoneogenese
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Må ha med begge effekter for full pott.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Fragilt X-syndrom affiserer ca. 1 av 4000 levendefødte gutter. Symptomene omfatter ofte mild mental retardasjon, og pasientene har ofte et særpreget utseende. Syndromet ble tidligere klassifisert som X-bundet dominant – med variabel ekspressivitet og muligens redusert penetrans.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva menes med begrepene variabel ekspressivitet og redusert penetrans i denne sammenheng?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
''Variabel ekspressivitet'': Individer med samme mutasjon utviser ulik grad av sykdom (debutalder, alvorlighetsgrad).
''Redusert penetrans'': Ikke alle som har samme mutasjon uttrykker sykdommen. F.eks. 80% penetrans innebærer at 20 av 100 med mutasjon ikke uttrykker sykdommen.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 poeng for hvert riktig svar (totalt 2 poeng)
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Fragilt X-syndrom skyldes i mer enn 98% av tilfellene ekspansjon av en trinukleotid-repetisjon (CGG) i 5’ utranslaterte del av FMR1-genet. I normal-alleler er lengden <55 CGG repetisjoner. Ekspansjon til >200 CGG repetisjoner er i de fleste tilfeller forbundet med bortfall av transkripsjon av genet.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilken mekanisme er involvert som fører til at transkripsjonen opphører?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Ekspansjon til >200 CGG-repetisjoner er assosiert med hypermetylering av cytosiner i CGG repetisjonene (i CpG kontekst) til 5-metylcytosin (5meC).
Dette fører igjen til rekruttering av metylbindende proteinkomplekser som modifiserer histoner/nukleosomer slik at det dannes en tett kromatinstruktur, som også omfatter genets promotor. I en slik tett kromatinstruktur kan ikke nødvendige transkripsjonsfaktorer bindes til promotoren, og transkripsjonen av genet opphører.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 poeng for å forklare at CpG metylering er involvert.
1 poeng for å forklare at dette fører til dannelsen av en tett kromatinstruktur som hindrer transkripsjon.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
PCR (eng. //polymerase chain reaction//) kan anvendes til å bestemme temmelig nøyaktig lengden på CGG repetisjonen hos personer med mistanke om Fragilt X-syndrom. Likevel er denne metoden ikke tilstrekkelig til å si med sikkerhet at FMR1-genet er inaktivert.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvorfor er det sånn?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
PCR-analysen kan fortelle om lengden er ≤200 CGG repetisjoner – eller >200 repetisjoner. PCR-analysen forteller imidlertid ingenting om metyleringsstatusen i genet, og hvor hypermetylering er den egentlige årsaken til at genet inaktiveres.
PCR er en //in vitro//-metode som er upåvirket av metyleringsstatus av cytosin i templatet.
(For å sjekke metyleringsstatus anvendes som regel kutting av DNA med metyleringssensitive restriksjonsenzymer, etterfulgt av Southern blot analyse. Alternativt kan en nå anvende metyleringsanalyse med next generation DNA sekvensering. En tredje metode er RT-PCR (reverse transcription-PCR, som kan anvendes for å se om mRNA er uttrykt – og danner utgangspunkt for neste spørsmål).
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Riktig svar på den del av svaret som beskriver at PCR, når anvendt for kun å detektere lengde, ikke kan si noe om metyleringsstatus i genet – som er den direkte årsaken til at gentranskripsjonen inaktiveres. Selv ved >200 CGG-repetisjoner må man verifisere at genet faktisk ikke er uttrykt.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
FMR1-genet er normalt også uttrykt i hvite blodceller
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilken metode ville kunne være egnet for å demonstrere at FMR1-genet med stor sannsynlighet ikke var uttrykt?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
# RT-PCR (reverse transcription-PCR) anvender RNA som templat og kan anvendes for å påvise om FMR1 mRNA er til stede i blod eller isolerte hvite blodceller. Negativ test ville indikere at genet ikke er uttrykt.
# Påvisning av FMRP (FMR1 proteinet) i hvite blodceller ved bruk av spesifikke antistoffer. Negativ test ville indikere at genet ikke er uttrykt.
(I begge tilfeller måtte man inkludere egnede og validerte positive kontroller).
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 poeng for å nevne minst en av disse
Om ingen av metodene over nevnes, så kan det gis 1 poeng om studenten beskriver en annen metode som enten 1) bruk av metyleringssensitive restriksjonsenzymer etterfulgt av Southern blot analyse – eller 2) beskriver hvordan metyleringsstatus kan analyseres ved bisulfittbehandling og next generation sequencing, men det forventes ikke at studentene har detaljkunnskap om disse metodene.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
I en familie har far blitt påvist å være en pre-mutasjonsbærer med 150 CGG-repetisjoner i FMR1-genet (premutasjon: 55-200 CGG repetisjoner). Mor har normal lengde på sine repetisjoner (henholdsvis 17 og 26).
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvordan vil du vurdere risikoen for å få Fragilt X-syndrom for 1) en sønn, 2) en datter og 3) en sønn av denne datteren (barnebarn)?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
# Sønnen har ingen eller svært lav risiko siden han arver sitt X-kromosom fra mor (som har <50 repetisjoner).
# Datteren har liten risiko siden det er far som er bærer av premutasjonen (CGG ekspansjonen skjer primært i oogenesen, og ikke i spermatogenesen). Selv om datteren vil arve X-kromosomet fra far, så er det liten sannsynlighet at FMR1-allelet har økt i lengde til fullmutasjon (>200 CGG repetisjoner).
# Det er 50% sjanse for at en sønn av denne datteren vil arve et FMR1 allel som nå med stor sannsynlighet har ekspandert til en full-mutasjon i oogenesen – det vil derfor være ca. 50% sannsynlighet for Fragilt X-syndrom.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 poeng for hvert riktig delspørsmål (til sammen 3 poeng)
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
En stor kjønnsforskjell i antall affiserte personer er ofte karakteristisk for X-bundne sykdommer. Noen autosomale sykdommer kan også utvise store kjønnsforskjeller, et fenomen kjent som kjønnsbegrensning.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvordan kan du best, uten å kjenne selve mutasjonen eller teste etter mutasjonen, finne ut om en sykdom er autosomal heller enn X-bundet?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Dersom en i familiestudier kan påvise overføring av sykdommen fra far til sønn, så vil dette utelukke X-bundet arv (siden en gutt arver sitt X-kromosom fra mor).
(Her er vi ikke på jakt etter å direkte påvise mutasjonen på et av de autosomale kromosomene).
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Rett svar.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
En pasient kommer til undersøkelse hos fastlegen og forteller om lammelse i halve ansiktet de siste dagene og problemer med å lukke det ene øyet på samme side. Fastlegen gjør en nevrologisk undersøkelse med fokus på noen av hjernenervene.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Med tanke på pasientens symptomer, hvilke spesifikke hjernenerver kan det her være aktuelt å undersøke?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Pasienten forteller om motorisk lammelse i halve ansiktet og motoriske øyesymptomer. Her er det derfor viktig å sjekke flere hjernenerver og som minimum:
* III: Nn. oculomotorius.
* V: N. trigeminus.
* VII: N. facialis.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0,5 poeng for hver av nervene som er nevnt. Det gir ikke fratrekk i poeng hvis man nevner flere enn disse, men dersom alle 12 hjernenervene blir nevnt utgjør dette kun 0,5 poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Ved nevrologisk undersøkelse finner fastlegen at pasienten har svakhet i både øvre og nedre ansiktshalvdel, med utvisking av nasolabialfuren, asymmetrisk smil, redusert evne til å løfte øyebryn, rynke panne og knipe sammen øyet. Det var ingen øvrig hjernenerveaffeksjon eller andre nevrologiske utfall.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilken hjernenerve er affisert og hva er den sannsynlige diagnosen?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
VII: N. facialis. (Idiopatisk) perifer facialisparese (Bells parese)
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0,5 poeng for å nevne N. facialis og 0,5 poeng for å nevne perifer facialisparese (Bells parese).
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Fastlegen undersøker spesifikt om lammelsen rammer både øvre og nedre halvdel av ansiktet.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Beskriv kort (maks 10 setninger) hvorfor det er viktig å avklare utbredelsen av lammelsen?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Det er viktig å avklare om det er en sentral eller perifer facialisparese. Sentral facialisparese rammer bare nedre del av ansiktet, pannen er spart. Sentral facialisparese kan skyldes en skade eller sykdom i den forbindelsen som finnes mellom ansiktsområdet i hjernebarken og ansiktsnervens utspring i hjernestammen. Årsaken kan være hjerneslag, hjernesvulst eller en annen sykdom eller skade i hjernen.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 poeng for å beskrive at og hvordan det skiller mellom perifer og sentral årsak. 0,5 poeng for å nevne skade i hjernen. Maks 1,5 poeng.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Tre av hjernenervene våre kalles samlet for øynenes bevegelsesnerver.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva kalles disse tre hjernenervene og beskriv kort hvilke muskler de innerverer.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
* 3. hjernenerve, nervus oculomotorius. Forsyner den øverste rette øyemuskel (musculus rectus superior), den nederste rette (musculus rectus inferior), den innerste rette (musculus rectus medialis) og den nederste skrå øyemuskel (musculus obliquus inferior). Denne hjernenerven forsyner også den muskelen som hever øvre øyelokk (musculus levator palpebrae).
* 4. hjernenerve, nervus trochlearis. Forsyner den øverste skrå øyemuskel (musculus obliquus superior).
* 6. hjernenerve, nervus abducens forsyner den ytterste rette øyemuskel (musculus rectus lateralis).
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0,5 poeng for å navngi hver av hjernenervene. 0,5 poeng for å nevne musklene de innerverer, og man må nevne minst 2 muskler til 3. hjernenerve
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Et hypofyseadenom er en tumor som utgår fra hypofysen og som kan affisere synsnerven
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Beskriv i korte trekk synsbanen (formidling av synsinntrykk fra nervus opticus til synscortex) og angi hvilken type synsfeltutfall en hypofysesvulst kan forårsake
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
<img src="images/ICD-2020s-4-A.jpg" />
En hypofysesvulst kan vokse inn i chiasma og gi bitemporal hemianopsi; samtidig synsfeltutfall til høyre for det høyre øyet og til venstre for det venstre øyet.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0,75 poeng for å tegne eller beskrive synsbanen i grove trekk; nervus opticus (synsnerven), chiasma (synsnervekrysningen), tractus opticus (synstrakten), thalamus (evt. corpus geniculatum laterale (knekroppen)), radiatio optica (synsnervestrålingen) og area striata (synscortex) bør nevnes.
0,75 poeng for å angi at en hypofysesvulst vil vokse inn ved chiasma og gi bitemporal hemianopsi.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Et hypofyseadenom kan også vokse inn i sinus cavernosus.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke hjernenerver og grener av hjernenerver kan bli affisert ved tumorinnvekst i sinus cavernosus?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
* 3. Nervus oculomotorius
* 4. Nervus trochlearis
* 5. Nervus trigeminus; 1. gren n. ofthalmicus og 2. gren n. maxillaris
* 6. Nervus abduscens
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0,3 poeng for å navngi hver av hjernenervene. Begge grener av nervus trigeminus må nevnes for å gi 0,6 poeng.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
En 70 år gammel mann kommer til deg som LIS1 i allmennpraksis. Han har blitt sendt av kona som de siste 10 årene har angitt at han responderer dårlig når hun snakker til ham. Han har siden 18-års alder jobbet som snekker på store byggeplasser, men brukt hørselsvern kun fra 50-årsalder.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Beskriv hvilke deler av hørselssystemet som kan få skade ved 1) kronisk støypåvirkning og 2) presbyakusis (aldersbetinget hørselssvekkelse), og angi patogenesen for presbyakusis.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
# Kronisk støypåvirkning kan skade hårcellene i cochlea, fortrinnsvis nærmest mellomøret der diskanthørselen formidles
# Alderdomshørselssvekkelse kan skade hårcellene i cochlea og nervefibrene, både nærmest mellomøret der diskanthørselen formidles, men også lenger opp i cochlea der mellomfrekvensene formidles
Det er 3 forskjellige mekanismer:
# Nedbrytning av hårcellene basalt i cochlea
# Nedbrytning av stria vaskularis (blodtilførselen)
# Nedbrytning av nervefibrene i cochlea
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0,5 poeng for hver av de to beskrivelsene av skade. For 1) holder hårcellene i cochlea og for 2) holder hårcellene i cochlea eller nervefibrene i cochlea.
0,5 poeng for 1 av 3 mekanismer rett. 1,0 poeng for 2 av 3 rett.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Ikke egen vignett
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Beskriv kort (stikkordsmessig) hvordan lydoverføringen skjer fra en lydkilde utenfor øret til lyd oppfattes i hørselskorteks.
Angi alle lokaliseringer der det skjer overføring av lydenergi og hvordan dette skjer
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
# Fra en lydkilde utenfor øret oppstår lydbølger (lydtrykkvariasjon) som beveger seg inn gjennom øregangen
# Trommehinnen og de 3 mellomørebeina (hammeren, ambolten og stigbøylen) settes i bevegelse
# Bølgebevegelse i væsken i cochlea setter hårcellene i bevegelse. (Bølgebevegelse i perilymfen i øvre hulrom (scala vestibuli) i cochlea (sneglehuset) til toppen (apex) av cochlea og ned gjennom nedre hulrom i cochlea (scala tympani) samt fra øvre hulrom tvers gjennom midtre hulrom (ductus cochlearis) til nedre hulrom).
# Bøyning av flimmerhår på hårcellene, åpning av K^^+^^ kanaler, depolarisering av hårcellen, åpning av Ca^^2+^^ kanaler.
# Transmittorsubstans i synapsen ved hårcellen initierer nervesignal gjennom hørselsnerven til cochleariskjernene i hjernestammen.
# Fra synapse i cochleariskjernene overføres nervesignalene til de sentrale hørebaner, de aller fleste nervene krysser midtlinjen på vei til neste synapsepunkt som er oliva superior i hjernestammen
# Fra synapse i oliva superior går nervesignalene til hørselskorteks via 2 andre synapsepunkter, colliculus inferior og corpus geniculatum mediale.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0,5 poeng for hver av de 7 delpunktene:
# Fra lydkilde dannes lydbølger gjennom øregangen
# Trommehinnen og de 3 mellomørebeina settes i bevegelse
# Bølgebevegelse i væsken i cochlea setter hårcellene i bevegelse.
# Bøyning av flimmerhår på hårcellen, åpning av K^^+^^ kanaler, depolarisering av hårcellen, åpning av Ca^^++^^ kanaler, transmittorsubstanser i synapsen.
# Fra synapse ved hårcellen initieres nervesignal gjennom hørselsnerven til cochleariskjernene i hjernestammen.
# Fra synapse i cochleariskjernene nervesignal til oliva superior i hjernestammen, de aller fleste krysser midtlinjen.
# Fra synapse i oliva superior nervesignal til hørselskorteks.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Pasientens rentoneaudiogram er nærmest normalt til og med 2000 Hz (20 dB eller bedre), deretter faller høreterskelkurven brått til dårligst 80 dB ved 8000 Hz.
<<imgLink "ICD-2021-1-A.PNG">>
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva er mest sannsynlig årsak til pasientens hørselstap? Begrunn svaret.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Kronisk støyskade etter mange års arbeid i bygningsindustrien uten bruk av hørselsvern. Bratt fall i høreterskelkurven er karakteristisk for støyskade og avgjørende for å skille støyskade fra presbyakusis.
Alternativt svar: Presbyakusis gir også dårligst hørsel i diskanten, men da er det typisk slakkere fall på høreterskelkurven.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1,0 poeng: Kronisk støyskade etter mange års arbeid i bygningsindustrien uten bruk av hørselsvern
0,5 poeng: Bratt fall i høreterskelkurven er avgjørende for å skille støyskade fra presbyakusis.
Angis presbyakusis pga. diskanttap gis 1,0 poeng totalt på oppgaven.
//Kommentar til eksamenskommisjonen og sensor: Noen vil kanskje kommentere at «bratt» og «slakt» fall på høreterskelkurven er lite presist i en fasit. I klinisk audiologi har vi grenser på stigningstallet til hørselskurven for å skille bratt og slakt fall på høreterskelkurven som bl.a. brukes i forsikringssaker, men stigningstallet på høreterskelkurven faller utenfor studentenes pensum.//
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Ikke egen vignett
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Angi den mest aktuelle hørselsforbedrende behandlingen for hver av tilstandene kronisk støypåvirkning og presbyakusis (aldersbetinget hørselssvekkelse).
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
For begge tilstandene er høreapparat hovedbehandlingen. Dessuten aktuelt med hørselsteknisk tilleggsutstyr som teleslynge eller liknende tilleggsutstyr.
Alternativt svar ved presbyakusis: Samtaleforsterker ved betydelig nedsatt kognitiv funksjon.
Alternativt svar for kronisk støyskade: Støydempning av støykilden og/eller hørselsvern som sekundærprofylakse mot ytterligere hørselstap
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0,5 poeng for hver av tilstandene. Kun høreapparat gir full score.
Kun hørselsteknisk tilleggsutstyr gir 0,25 poeng for hver av tilstandene. De alternative svarene gir 0,25 poeng (for hver av tilstandene).
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Ikke egen vignett
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Angi en utfordring ved behandlingen for hver av tilstandene presbyakusis og akutt/kronisk støyskade.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Ved presbyakusis kan nedsatt talediskriminasjon redusere nytten av høreapparat. Dessuten kan nedsatt kognitiv funksjon redusere evnen til nødvendig innlæring av nytt lydbilde og vanskeliggjøre håndtering av et teknisk utstyr som høreapparat.
Ved akutt støyskade kan frekvensområdet med hørselstap være så smalt at høreapparat blir vanskelig å innstille godt nok til at det gir hørselsforbedring. Ved akutt/kronisk støyskade kan fallet i høreterskelkurven være så bratt at høreapparatet ikke gir bedre hørselsfunksjon.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0,5 poeng for hver av tilstandene. Tilstrekkelig med et svar for hver av tilstandene for full score.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Ikke egen vignett
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Kan du tenke deg en utfordring ved den hørselsforbedrende behandlingen av den aktuelle pasienten som ikke skyldes hørselstapet? Har du et forslag til å løse denne utfordringen?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Pasienten kan være lite motivert for høreapparat ettersom det var kona som sendte ham til legen.
Du kan sannsynligvis bedre hans motivasjon for høreapparatbruk hvis du forteller at nedsatt kognitiv stimulering ved hørselstap øker risikoen for demensutvikling og at høreapparatbruk kan motvirke demensfaren.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0,5 poeng for hvert svar.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
En ung mor kommer til deg som fastlege med sitt barn på 3 mnd. Barnet gråter og virker utilpass. Far til barnet er på jobbreise de neste 3 ukene. De har også et barn på 7 år som går 2. trinn på barneskolen. Mor er sliten, gråter under samtalen, har ikke sovet mer enn 3 timer i døgnet den siste uka.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Angi hvilke elementer som inngår i en generell psykiatrisk status presens ved vurderingen av moren.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
* Førsteinntrykk/ fremtoning (kontaktfunksjon, hygiene, påkledning)
* Orientering
* Bevissthet
* Kognitive funksjoner
* Emosjoner/affekt/selvoppfatning
* Hukommelse
* Tale
* Psykomotorikk
* Tvang
* Persepsjon/hallusinasjoner
* Tankeforstyrrelser
* Suicidalitetsvurdering
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0,5 poeng for hvert riktig punkt, inntil 3 poeng totalt
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Du finner at mor har en fødselsdepresjon
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
På hvilken måte kan mors fødselsdepresjon kan innebære en risiko for barnets sosio-emosjonelle utvikling?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Det vil være risiko for at en deprimert mor ikke greier å være en tilstrekkelig emosjonell støtte for barnets tidlige utvikling
* Vansker med å reagere på barnets signaler som gråt og uro
* Manglende oppmerksomhet på barnets positive emosjoner
* Mest fokus på barnets negative emosjoner
* Risiko for tilknytningsvansker hos barnet
* Mor emosjonalitet med stemmebruk og ansiktsuttrykk kan påvirke samspillet negativt
* Kan være en begynnende negativ transaksjonsprosess som kan få konsekvenser på lang sikt både for barnet og for mor
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0,5 poeng for hvert riktig svar, inntil 2 poeng totalt
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Ikke egen vignett
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Beskriv faktorer i svangerskapet som kan påvirke utviklingen av fosterets hjerne
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
* Maternelle faktorer (Infeksjoner, strukturelle intrauterine forhold, mors livsstil, ernæring og bruk av rusmidler inkl røyk, sykdom inkl svangerskapsrelatert sykdom (eks preeklampsi)) * Faktorer ved barnet (genetiske avvik, misdannelser, infeksjoner (sekundært til infeksjon av mor))
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0,5 poeng for hvert riktig svar, inntil totalt 2 poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
To uker senere kommer mor tilbake sammen med datteren på 7 år. Hun har vansker med å sovne om kvelden og er mye sint på dagtid.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvordan vil du legge til rette og forberede deg for å kartlegge psykisk status presens av jenta?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
* Sikre at barnet føler seg trygt, snakke med barnet sammen med forelder, snakke til forelder på en respektfull måte foran barnet
* Ha nok tid
* Snakk til barnet på dets eget nivå, bruk barnets ord, bruke konkret språk
* Ting å aktivere barn med på kontoret: tegnesaker, leker, bøker
* Vite hva som er normalt for ulike aldre i forhold til kognisjon, motorikk, språk, atferd og samspill med foreldre/omsorgspersoner
* Generalisere vansker «det er vanlig at barn..»
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0,5 poeng for hvert riktig svar, inntil totalt 2 poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Ikke egen vignett
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva er annerledes ved å vurdere psykisk status presens hos et barn sammenlignet med hos voksne?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
* Alder og utviklingsnivå – evne til å sette ord på egne vansker og symptomer
* Prevalens av psykiske sykdommer
* Hvem gir informasjon – komparenter
* Observasjon av atferd, samspill med forelder
* Motivasjon – ønsker hjelp selv eller andre som ønsker bedring?
* Grad av selvinnsikt
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0,5 poeng for hver riktig faktor, inntil 1 poeng totalt
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Virus kan kalles for obligate intracellulære molekylære parasitter.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Gi en kort beskrivelse av de syv trinnene i et virus’ livssyklus
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
# Binding
# Entring («entry»)
# Frisetting av genom («uncoating»)
# Biosyntese av genom og proteiner
# Partikkeldannelse («assembly»)
# Frigjøring fra vertscelle («exit», «release»)
# Modning
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
2 poeng for 6 av punktene, 1 poeng for tre av dem osv
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Virus inndeles på flere måter. Den mest brukte klassifiseringen baserer seg på virusgenomenes bestanddeler og kalles Baltimore-klassifiseringen, oppkalt etter David Baltimore som fikk Nobelprisen i medisin i 1975.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke karakteristika ved virus’ genomer baserer denne klassifiseringen seg på?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
# DNA og RNA
# Dobbelttrådet eller enkelttrådet
# For RNA-virus: positiv og negativ polaritet
# Revers-transkriberende virus
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
2 poeng for de tre første. Punkt fire kan kompensere hvis punkt tre mangler
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Virus er ofte svært kresne med hvilke arter og hvilke celler de infiserer. De fleste infiserer kun én art, og kun et fåtall celler hos denne arten.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva kan forklare denne høye spesifisiteten i interaksjonen mellom virus og vert?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Bindingen mellom virus og målcelle medieres av interaksjon mellom overflatemolekyler på både viruset og målcellen. Dette er ofte glykoproteiner på virusets overflate. På celleoverflaten kan dette være flere typer molekyler (proteiner og/eller karbohydrater), og kalles her reseptorer og koreseptorer. Cellens permissivitet er også en faktor her (medfødt immunitet, transkripsjonsfaktorer, celledelingsfase m.m). En permissiv celle lar virus omgå eller modulere dens innebygde cellulære forsvaret.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Overflatemolekyler på virus (0,5 poeng), reseptor og koreseptor (0,5 poeng) på celleoverflaten. Oftest svært spesifikk binding (0,5 poeng). Evolusjonære betraktninger og omtale av cellens permissivitet (kan også kompensere for mangler ellers i besvarelsen) (0,5 poeng)
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
HIV-viruset er et eksempel på et slikt kresent (eller spesifikt) virus.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilken celletype er den primære målcellen for HIV-viruset?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
CD4- lymfocytter/T-hjelpe-celler/T-lymfocytter
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
CD4-celler/T-hjelpe-celler er mest presist og gir 1 poeng, Tlymfocytter er mindre presist og gir 0,5 poeng, tilsvarende gir lymfocytter 0,5 poeng og leukocytter eller hvite blodlegemer 0,5 poeng. Makrofager og mikroglia kan gi 0,5 poeng. Viruset kan infisere disse cellene, men dette er ikke de primære målcellene.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
HIV-virusets binding til målcellen kjenner vi i detalj. Denne er en kompleks interaksjon som omfatter minst fire proteiner.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Beskriv hvordan denne interaksjonen er mellom to virusproteiner og to overflatemolekyler på cellemembranen.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Virusproteinene (glykoprotein) gp41 og gp120 danner henholdsvis hals og hode på molekylet som binder seg til cellens reseptor. Binding skjer både til reseptor og en såkalt koreseptor (hhv CD4 og CCR5/CXCR4). Bindingen utløser konformasjonsforandringer i proteinene som fører til at virusets membran føres mot cellens membran og man får fusjon mellom membranene.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Overflateprotein på viruset samt «reseptor» og «koreseptor» på celleoverflaten samt «fusjon» må beskrives og gir 0,5 poeng. Hvis man nevner gp41, gp120 og CD4 får man 0,5 poeng til. CCR5/CXCR4 forventes ikke, men nevner man dette kan det erstatte andre mangler i besvarelsen.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Cellekjernen er arena for vertscellens gen-replikasjon, men de fleste RNA-virus har en livssyklus der vertscellens cellekjerne ikke er direkte involvert. Det vil si at virusets genom er ikke innom cellekjernen der vertscellens replikasjon foregår.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvordan er dette mulig?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
RNA-virus’ genom kan fungere direkte som mRNA og starte proteinsyntesen umiddelbart ved RER (ru endoplasmatisk retikulum) i cytoplasma. Andre RNA-virusgenomer har negativ polaritet, men bringer med seg et enzym (RNA-polymerase) som sørger for at mRNA-syntesen skjer i cytoplasma.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Omtale av RNA-avhengig RNA-polymerase, av at genomet kan fungere som mRNA, og at det går direkte til RER eller proteinsynteseapparatet i cytoplasma gir full score – 2 poeng.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Du er fastlege og en 38 år gammel kvinne kommer til deg på legekontoret den 2. april. Hun forteller at hun tror hun er gravid, fordi hun har tatt en positiv graviditetstest hjemme. Hun sier at hun ikke bruker prevensjon, har regelmessig menstruasjon og at siste menstruasjon startet 12. februar
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvor langt kommet i svangerskapet vil du anta at kvinnen er ut fra siste menstruasjon? Omtrent hvor gammelt vil du anta at embryoet er (regnet fra fertilisering)?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
7 uker (7+0) og ca 5 uker
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
½ poeng 7 uker og ½ poeng for 5 uker
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Kvinnen spør om hjertet har begynt å slå enda.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Har embryoets hjerte begynt å slå? Hvilken dag etter fertilisering og omtrent hvilken dag etter siste menstruasjon begynner hjertet å slå?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Ja, hjertet har begynt å slå.
Dag 22 etter fertilisering og ca dag 32 etter siste menstruasjon.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
* ½ poeng for ja på hjertet
* ½ poeng for da 22
* ½ poeng for ca dag 32
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Kvinnen forteller videre at svangerskapet ikke var planlagt og at hun ikke har brukt folat-tilskudd. Hun lurer på om det er noe vits i å begynne med det nå.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvorfor er det anbefalt å bruke folat i svangerskapet? Ut fra dine antagelser om hvor langt kvinnen har kommet i svangerskapet og dine kunnskaper om den embryonale utvikling; vil du anbefale henne å begynne med folat?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Det er anbefalt å bruke folat i svangerskapet for å forebygge nevralrørsdefekter og leppe/kjeve/ganespalte.
Nevralrøret vil være lukket på dette tidspunktet, men ikke leppe/kjeve/gane. Det er anbefalt å bruke folat i første trimester (første 12 uker) så ja, ville anbefalt å begynne med folat.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
* 1 poeng for hvorfor (ev ½ for nevralrør defekter + ½ for l/k/g)
* ½ poeng for ja til å anbefale folat
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Ikke egen vignett
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Beskriv i korte trekk ansiktets utvikling i svangerskapet fra tidlig embryoutvikling.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Utvikles hovedsakelig mellom uke 4-8
Underkjeven utvikles først
Det ferdige ansiktets proporsjoner utvikles helt til fødsel, og fortsetter utviklingen også etter fødselen og helt til voksen alder (f.eks tenner, bihuler, skjelett)
* Tidlig i uke 4 oppstår det fem folder i ansiktet” primordial swellings”
* For det meste bestående av mesenchyme fra neural crest
* Foldene formes rundt ”stomodeum"
* 1 frontonasal prominence
* 2 maxillære prominenser
* 2 mandibulære prominenser
Munnen dannes først, men med en membran som senere brytes ned for å opprette forbindelse til GI traktus)
Neseborene dannes etter munnen.
Ganen er ikke fullstendig lukket før uke 10
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
* ½ poeng for tidsperspektiv (uke 4-8 + at utvikler seg til voksen)
* ½ poeng for primordial swellings og mesenchyme fra neural crest
* ½ poeng for de 3 prominencene
* ½ poeng for munnen først, deretter nesen og at ganen ikke lukkes fullstendig før uke 10
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Kvinnen forteller videre at hun har drukket MYE alkohol ved to anledninger etter siste menstruasjon og før hun fant ut at hun var gravid. Hun lurer på om det er fare for at embryoet er skadet
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva vil du svare? Hvor mye alkohol regnes som trygt å drikke i svangerskapet for å være sikker på at fosteret ikke tar skade?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Vi vet ikke om embryoet kan ha tatt skade av dette. Vi anbefaler ikke abort på bakgrunn av dette. Vi vet ikke om noen grense for trygt alkoholinntak i svangerskapet og anbefalingen er derfor totalavhold hele svangerskapet.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
* ½ poeng for vet ikke om embryoet har tatt skade
* ½ poeng for ikke anbefale abort
* ½ poeng for vet ikke om grense for trygt inntak
* ½ poeng for anbefaler totalavhold
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Ikke egen vignett
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Dersom du skulle få mistanke om at denne kvinnen misbruker alkohol eller andre rusmidler og vil fortsette med dette i svangerskapet, hva er dine oppgaver som fastlege?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Være fastlege for mor og foster, informere, veilede
Melde fra til sosialtjenesten (ikke fastlegens jobb å tvangsinnlegge)
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
* 1 poeng for være fastlege, informere, veilede
* 1 poeng for melde til sosialtjenesten
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Du er fastlege, og en av dine pasienter (en 23 år gammel mann) har nettopp vært innlagt på Medisinsk avdeling på grunn av slapphet og diffuse plager i flere år. Han har ingen kjente sykdommer fra før. Han har nå fått diagnosen «Fanconi syndrom», og i en lang og komplisert epikrise merker du deg følgende beskrivelser/kommentarer:
* Metabolsk acidose
* Hypokalemi
* Glukosuri
* Polyuri
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva slags type sykdom er Fanconi syndrom, det vil si hvilket organ/substruktur/celletype er affisert?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
En generell dysfunksjon av tubuluscellene i proximale tubulus i nyre. Dette kan man resonere seg frem til når man kjenner til hvordan tubulusfunksjonene er plassert langs nefronet.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Proximale tubulus i nyre må spesifiseres for å gi poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Ikke egen vignett
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Gjør kort rede for begrepene pH, acidose og alkalose, og forklar kort og prinsipielt hvordan metabolsk acidose og metabolsk alkalose oppstår.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
* pH er en logaritmisk skala for konsentrasjonen av H^^+^^-ioner i blodet
* normal pH er 7,4, acidose <7,35 alkalose >7,45
* metabolsk acidose skyldes overproduksjon av syre i kroppen
* metabolsk acidose kan skyldes manglende evne til å filtrere ut syre i nyrene
* metabolsk acidose kan også skyldes manglende evne til å reabsorbere og / eller produsere bikarbonat i nyrene
* metabolsk acidose kan skyldes gastrointestinale tap av bikarbonat
* metabolsk alkalose skyldes ofte bruk av diuretika som fører til dehydering og elektrolyttforstyrrelser som stimulerer nyrene til økt bikarbonat reabsorbsjon
* metabolsk alkalose kan skyldes tap av syre ved brekninger eller bruk av nasogastrisk sonde slik at kroppen taper H^^+^^ og klorid ioner
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0,25 poeng for hvert av punktene ovenfor
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Ikke egen vignett
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke mekanismer har kroppen for å motvirke acidose?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
I prinsippet har vi følgende mekanismer for å motvirke acidose:
# ''Bikarbonat/CO2 buffersystemet'': Dette er det viktigste systemet ettersom det kan endres (justeres opp/ned etter behov):
#* Kontroll/endring av CO2 innholdet i blodet ved å endre ventilasjonen slik at karbonsyre likningen forskyves
#* Kontroll/endring av HCO3 (bikarbonat) innholdet i blodet ved at nyrenes utskilling / reabsorbsjon av bikarbonat endres
# ''Protein buffer'': ulike aminosyrer i både intra- og ekstracellulære proteiner har muligheten til å binde til seg H^^+^^. Hemoglobin er det viktigste proteinet.
# ''Fosfat buffer'': både organisk og uorganisk fosfat har god evne til å binde H^^+^^
# ''Ammonium buffer i urin'': viktig mekanisme for å regulere endringer i syrebase ettersom man påvirker hvor mye syre som fjernes fra kroppen, ikke bare midlertidig bufring.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 poeng for 1, 0,5 p for 2, 0,25 p for 3 og 0,25 p for 4
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Ikke egen vignett
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Forklar hvilke transportmekanismer som prinsipielt finnes for å reabsorbere molekyler fra tubulus-lumen (0.5 p for hver mekanisme).
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
* ''ATP-krevende aktiv transport'' ved hjelp av relativt store proteiner som sitter i cellemembranen og som ved å endre form eller lokalisering transporterer molekylet til innsiden (ATPase). Dvs en primær aktiv transport imot konsentrasjonsgradienten.
* ''Co-transportere (synporter)'' som frakter to ulike molekyler inn samtidig uten bruk av ATP (sekundær aktiv transport). Dette skjer ved at ett av molekylene transporteres med sin konsentrasjons- eller elektrokjemiskegradient (downhill) og får selve transporten til å skje, mens det andre molekylet som er koblet på utnytter denne bevegelsen og transporteres mot sin konsentrasjonsgradient (uphill).
* ''Counter-transportere (antiporter)'' er helt likt cotransporterne beskrevet ovenfor bare at transporten av de to molekylene foregår i motsatt retning av hverandre (en inn og en ut av cellen). - Kanaler er cellemembranproteiner med en åpning/tunell som i de fleste tilfeller kan åpnes og lukkes ved hjelp av ulike signaler, og som gjør at en elektrolytt kan passivt strømme gjennom (ned sin gradient).
* ''Osmose'': vann reabsorberes ved at det strømmer inn paracellulært gjennom tight junctions langs den osmotiske gradienten. Da vil det også følge med småmolekylære stoffer.
* ''Pinocytos(=endocytose)'': store molekyler blir reabsorbert ved at de fester seg til børstesømmen som invagineres og snøres av. Vesiklen kan enten tømme seg intracellulært for nedbrytning eller tømme innholdet til utsiden ved å fusjonere med cellemembranen på den basolaterale siden (exocytose).
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0,5 poeng for hvert av punktene ovenfor
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Ikke egen vignett
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Forklar hvor og hvordan filtrert K^^+^^ reabsorberes.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
# K^^+^^ reabsorberes stort sett i proximale tubulus og Henles sløyfe (kun 10% lenger distalt)
# Reabsorbes passivt ved at Na^^+^^ pumpes aktivt inn i tubuluscellene og videre til interstitiet og dermed dras vann og K^^+^^ inn paracellulært (mellom cellene) og inn til interstitiet
# Økende elektropositivitet i tubulusvæsken litt lenger distalt i proximale tubulus bidrar også til at K^^+^^ diffunderer ut fra tubuluslumen og mellom cellene til interstitiet.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0,25 poeng for punkt 1 og 3, 0,5 poeng for punkt 2
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Ikke egen vignett
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Forklar hvor og hvordan glukose reabsorberes
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
# Nær fullstendig i første del av proximale tubuli
# SGLT2 pumper Na^^+^^ og glukose inn i tubuluscellene
# Glukose kan metaboliseres til ATP eller pumpes videre ut i intersitiet (GLUT2), for så å fraktes bort med blodet.
# Stor kapasitet, fullstendig reabsorpsjon opp til glukoseterskel på ca 11-12 mM i blod, som tilsvarer definisjonen av diabetes (ikke-fastende prøve)
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0,25 p for hvert av punktene
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Øyet er sanseorganet som reagerer på lys, og synet er nok menneskets viktigste sans. Oppbygningen av øyet er kompleks, og kunnskap om dette er viktig i diagnostisk og terapeutisk øyemed. Kornea er den strukturen i øyet der det meste av øyets lysbryting skjer, og sykdom og skader av korneas ulike lag kan gi svekket syn.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke lag består kornea av?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Lag i kornea fra ytterst og innover:
# Epithelium anterius corneae (korneaepitelet)
# Lamina limitans anterior (Bowmanns lag)
# Substantia propria corneae (korneastroma)
# Lamina limitans posterior (Descemets membran)
# Epithelium posterius (endothelium camerae anterioris)
NB! Det er også rapportert et sjette lag, //Duas lag//, liggende mellom stroma og Descemets membran.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Det gis 0,5 p for hvert lag, i alt 2,5 p.
Ang. //Duas lag//: Dette er nevnt i kursmanualen, så det er mulig noen studenter vil kunne nevne dette laget. Om noen skulle nevne dette i stedet for et av de andre ovenfornevnte lagene, så vil det gi 0,5 p
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Ikke egen vignett
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Beskriv hvordan noen av lagene i kornea fortsetter over i andre anatomiske strukturer perifert for limbus.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
# Epithelium anterius corneae (korneaepitelet) går i limbus over i konjunktiva
# Lamina limitans anterior (Bowmanns lag) ender i limbusregionen, men noen beskriver at det går over i konjunktivas substantia propria og Tenons kapsel
# Substantia propria corneae (korneastroma) går over i sklera
# Lamina limitans posterior (Descemets membran) ender i limbus som Schwalbes linje, men noen beskriver at det går over i trabekelverket (reticulum trabeculare, ligamentum pectinatum)
# Epithelium posterius (endothelium camerae anterioris) vil gå over i trabekulære celler som kler de kollagene fibre i trabekelverket
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Her kan studentene gi i prinsippet fem riktige svar, men det gis bare poeng for to. 0,5 p for hver, maks 1p på hele deloppgaven.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Ikke egen vignett
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke faktorer i kornea er det som bidrar til at den er glassklar? (Det er flere faktorer, én gir 0,5 p).
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
# Korneas tårefilm som glatter ut uregelmessigheter på korneas overflate
# Meget regelmessig oppbygd flerlaget plateepitel over hele kornea som er konstant fem cellelag tykt
# Ingen blod- eller lymfekar, dvs. at kornea er avaskulær
# Ingen myeliniserte nervefibre
# I stroma er det kollagene mikrofibriller med lik tykkelse og som ligger parallelt med lik avstand seg imellom. De kollagene fibrillene i de ulike lamellene ligger vinkelrett på hverandre (ortogonal array) som vil danne et diffraksjonsgitter
# Tynt epithelium posterius (endothelium camerae anterioris)
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Hver faktor gir i prinsippet 0,5 p, men her må man vise skjønn i poenggivingen da det kan være litt overlapp mellom svarene.
F.eks. når det gjelder stroma, vil angivelse av bare et av punktene her gi poeng. Totalt 1,5 p for hele deloppgaven
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Vedvarende økt intraokulært trykk fører til glaukom (grønn stær) som kan skade øyet og medføre irreversibelt synstap. En konsekvens av et slikt langvarig økt intraokulært trykk er en utbuling, ekskavering, av discus opticus.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke strukturer går igjennom denne delen av øyet og hva er grunnen til at utbulingen skjer i dette området?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Gjennom dette området går nervefibre (aksoner fra nervefiberlaget i retina som vil danne synsnerven) og a. v. centralis retinae
I dette området, kalt lamina cribrosa, er sklera svekket ved at laget er perforert, og discus vil bli presset ut, ekskavert, ved langvarig økt intraokulært trykk.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Hvert delsvar gir 0,5 p, i alt 1 p.
I første del vil angivelse av enten nervefibre og/eller blodkar gi poeng.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Netthinneavløsning er en annen alvorlig tilstand i øyet som kan gi synstap. Da skjer det en løsning av pars nervosa retinae fra pigmentepitelet.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva er bakgrunnen for at en slik avløsning kan skje nettopp mellom disse to lagene?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Under øyets utvikling invagineres øyeblæren og danne et øyebeger (optic cup), med to lag; det indre lag blir retinas pars nervosa, det ytre til pars pigmentosa. Sistnevnte gror sammen med det utenforliggende mesenkymale lag, som etter hvert vil bli Bruchs membran. Forbindelsen mellom de to retinalagene er mer løst og uten noen kontaktkomplekser og vil danne et intraretinalt rom utfylt med en matrix rik på bl.a. glykosaminoglykaner. Ved ulike sykelige tilstander representerer dette et svakt punkt, noe som medfører at pars nevrosa løsner mens pars pigmentosa sitter igjen festet til Bruchs membran.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Henvisning til både embryologi, det intraretinale rom og ingen intercellulærkontakter mellom fotoreceptorer og pigmentepitel gir 1 p. Bare deler av dette svaret gir 0,5 p.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Ikke egen vignett
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Angi hvilke oppgaver pigmentepitelet ivaretar og forklar hvilken betydning dette har for retinafunksjonen.
(Det er flere faktorer, angivelse av én gir 0,5 p).
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Pigmentepitelet har mange funksjoner i så henseende, bl.a.:
* Blodforsyning fra kapillærnettet i lamina choriocapillaris dekker ytre deler av retina (til og med stratum plexiforme externum)
* Pigmentepitelet utgjør en viktig del av den ytre blodretinabarrieren (den indre utgjøres av endotel), bl.a. pga. zonula occludens (tight junctions) mellom cellene i deres apikale deler. Dette regulerer bl.a. opptak av ioner, glukose, A-vitamin (retinol) og fettsyrer, m.m., samt beskytter retina mot toksiske stoffer, plasmakomponenter m.m.
* Pigmentepitelet produserer ulike vekstfaktorer og cytokiner for å opprettholde og bevare retinas funksjon m.m. (maintaince of the structural integrity of retina): kan ha beskyttende effekt på sanseceller, regulering av matrix, vaskularisering, osv.
* Pigmentepitelet regulerer og opprettholder retinas mikromiljø (homeostase) mhp. elektrolytter, pH, osv.
* Pigmentepitelet fagocyterer og degraderer fotoreseptorenes ytre segment (disci)
* Pigmentepitelet absorberer lys som bl.a. forhindrer dannelse av frie radikaler, som ellers kan ødelegge cellene
* Pigmentepitelet syntetiserer komponenter til Bruchs membran
* Pigmentepitelet utgjør en del av synssyklus ved regenerering av fotopigment (rhodopsin) (enzymatisk omdannelse av all-trans-retinal til 11-cis-retinal)
* Pigmentepitelet tar opp og omdanner A-vitamin (retinol) som inngår i syntesen av rhodopsin (som består av opsin og retinal, som er derivat av A-vitamin)
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Ovenfor er det oppgitt flere funksjoner, noen kanskje litt overlappende, så man får vise skjønn i poenggivingen, men i prinsippet gir angivelse av en funksjon el oppgave 0,5p, i alt 2p.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Makuladegenerasjon er en sykdom som svekker skarpsynet.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke faktorer i makulaområdet er det som bidrar til dette skarpsynet?
(Det er flere faktorer, angivelse av én 0,5 p).
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Macula lutea med fovea centralis ligger der synsaksen treffer bak i øyet. Mot macula lutea øker antallet tapper på bekostning av staver, og sentralt i makulaområdet, fovea centralis, er det bare tapper og ingen staver. Her er også retina tynnere fordi den her består bare av fotoreseptorer, mens de øvrige av retinas lag er skjøvet lateralt. Det innebærer også at tappenes «aksoner» løper parallelt med retina til de danner synaptisk kontakt utenfor fovea. Dermed når lyset fotoreseptorene mer direkte. Tappene i dette området er også tynnere og lengre enn ellers i retina, de står tettere og helt parallelt. Hver tapp danner også bare synaptisk kontakt med en bipolar celle som igjen har kontakt med bare en gangliecelle (hvilket gir høy grad av bildeoppløselighet, dvs. flere pixler per arealenhet). Det er ingen blodkar på og retinas innside over fovea (dvs. mot corpus vitreum). Makulas gule pigment (utgjøres av xanthofyll (karotenoider danner to hovedgrupper: karotener og xanthofyll, xanthofyllene zeaxantin og lutein utgjør pigmentene i makula hos mennesket) avleiret i gangliecellene og i de bipolare cellene, bidrar til at lyset i større grad rettes mot tappene, videre absorberes eller filtreres skadelig lys (kortbølget lys) og ikke spres for mye, videre har dette laget antioksidativ effekt som beskytter tappene (fotobeskyttelse).
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
I svaret over er det beskrevet flere faktorer som bidrar til skarpsynet, og man må vise skjønn i poenggivingen, men i prinsippet gir angivelse av en funksjon eller faktor 0,5 p, i alt 1 p.
Bare svaret «fovea centralis» gir ikke poeng.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Antibiotika er en mye anvendt legemiddelgruppe. To viktige undergrupper er penicilliner og aminoglykosider
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Forklar kort virkningsmekanismen til penicilliner og aminoglykosider.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Penicillin: Virker ved å hemme celleveggsyntesen (syntesen av peptidolykaner) slik at bakterien sprenges (https://www.legemiddelhandboka.no/L1.2.1/Antimikrobielle_midl er)
Aminoglykosider: virker ved å binde seg til ribosomer slik at bakterienes egen dannelse av proteiner hemmes. (https://sml.snl.no/aminoglykosider)
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Ett poeng for hvert riktige svar
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Penicilliner har tidsavhengig bakteriedrap. Aminoglykosider har konsentrasjonsavhengig bakteriedrap.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Forklar kort hva som ligger i begrepene «tidsavhengig bakteriedrap» og «konsentrasjonsavhengig bakteriedrap», og fortell hvordan du prinsipielt vil dosere et penicillin og et aminoglykosid gjennom døgnet.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Tidsavhengig bakteriedrap: Tiden med legemiddelkonsentrasjon over MIC (T>MIC) er avgjørende for effekten. Selve konsentrasjonen av antibiotikumet har mindre betydning, så lenge den er over MIC-verdien. Konsentrasjonsavhengig bakteriedrap: Dette fenomenet innebærer at en høy toppkonsentrasjon vil resultere i et raskere og mer omfattende bakteriedrap.
https://tidsskriftet.no/sites/default/files/pdf2008--2750.pdf
Ved tidsavhengig bakteriedrap må en dosere hyppig når halveringstiden er kort, som for penicilliner. Ved konsentrasjonsavhengig bakteriedrap kan en dosere sjeldnere, men dosen må være høy nok hver gang. For eksempel dosere 1 gang daglig ved aminoglykosider, selv om halveringstiden skulle tilsi hyppigere dosering.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0,5 poeng for riktig svar på hver av de to definisjonene, 1 poeng for riktig resonnement omkring dosering
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Dikloksacillin er et betalaktamasestabilt penicillin.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Forklar hva det innebærer at et antibiotikum er betalaktamasestabilt og gi et eksempel på en infeksjonstype der det er riktig å starte med et betalaktamasestabilt penicillin.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Bakterier blir ufølsomme for penicilliner ved at det vokser frem varianter av bakteriene som klarer å inaktivere penicillinet. Inaktiveringen gjøres ved hjelp av et bakterielt enzym som kalles betalaktamase (penicillinase); det spalter betalaktamringen i penicillinmolekylet. Dette kan hindres ved å endre penicillinmolekylet, slik at betalaktamase ikke lenger kommer til, og gjør at antibiotikumet blir betalaktamasesatbilt.
Bakterietyper/infeksjonstyper: Stafylokokk-infeksjoner. Hudinfeksjoner. Osteomyelitter.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0,5 poeng for mekanisme. 0,5 poeng for infeksjonstype.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Du tilser en 34 år gammel kvinne i allmennpraksis. Pasienten er tidligere frisk, men har pådratt seg en pneumoni
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
I din hypotetiske legekoffert har du kun to typer antibiotika: fenoksymetylpenicillin og amoksicillin. Hvilket av disse to legemidlene bør du velge til denne pasienten, og hvorfor?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Fenoksymetylpenicillin fordi det er mest smalspektret, men samtidig virksomt mot de fleste samfunnserhvervede pneumonier hos tidligere friske
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0,5 poeng for rett legemiddel, 0,5 poeng for riktig begrunnelse.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Åtte dager senere kommer den samme pasienten tilbake til deg på legekontoret. Hun har tatt ferdig kuren du forskrev, men hun forteller at hun i forigårs brått utviklet et rødt utslett på brystet. Det klør ikke, men har etter hvert bredt seg utover hele overkroppen.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Det er flere måter å kategorisere bivirkninger på, men de fleste tilhører to hovedkategorier. Hva kaller vi disse bivirkningskategoriene og hva kjennetegner de?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
* Dose-relaterte, forutsigbare (type A)
* Ikke-dose-relaterte, uforutsigbare (type B)
(noen vil kanskje nevne c og d også, men dette er ikke «hovedkategorier». Om noen nevner disse kategoriene også kan det dra opp helhetsinntrykket av besvarelsen, men siden det ikke spørres om så skal det ikke gis poeng for) https://www.legemiddelhandboka.no/legacy/chapter/G5
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 poeng for hver riktig kategori
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Fra tidligere vignett:
> Åtte dager senere kommer den samme pasienten tilbake til deg på legekontoret. Hun har tatt ferdig kuren du forskrev, men hun forteller at hun i forigårs brått utviklet et rødt utslett på brystet. Det klør ikke, men har etter hvert bredt seg utover hele overkroppen.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Kan pasienten få samme antibiotikum senere?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Ja, pasienten kan bruke penicilliner senere. Dette er ikke straksallergi / type I-reaksjon / utrikarielt / IgE-mediert (da er senere bruk kontraindisert) – dette er mest sannsynlig en immunkompleksreaksjon.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0,5 poeng for «ja», 0,5 poeng for riktig begrunnelse.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Fra tidligere vignett:
> Åtte dager senere kommer den samme pasienten tilbake til deg på legekontoret. Hun har tatt ferdig kuren du forskrev, men hun forteller at hun i forigårs brått utviklet et rødt utslett på brystet. Det klør ikke, men har etter hvert bredt seg utover hele overkroppen.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Er denne bivirkningen meldepliktig til RELIS/legemiddelverket? Begrunn svaret kort.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Nei
Bivirkninger skal meldes ved mistanke om at bruk av ett/flere legemidler har gitt:
* Dødelige eller livstruende bivirkninger,
* Bivirkninger som har gitt varige alvorlige følger, eller
* Uventede eller nye bivirkninger (ikke omtalt i preparatomtalen)
https://legemiddelverket.no/bivirkninger-og-sikkerhet/meldbivirkninger/bivirkningsmelding-helsepersonell
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0,5 poeng for «nei», 0,5 poeng for riktig begrunnelse.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Les det følgende forkortede og modifiserte sammendraget (abstractet) fra en vitenskapelig artikkel:
<<<
''Objective'': To investigate the risk of osteoporotic fracture with warfarin vs dabigatran in patients with atrial fibrillation (AF).
''Design'': Cohort study Exposures: Warfarin or dabigatran use during the study period
''Main outcomes and measures'': Risk of osteoporotic hip fracture and vertebral fracture was compared between warfarin and dabigatran users after adjustment for several potential confounders.
''Results'': The risk ratio was 2.6 when users of warfarin were compared to those using dabigatran. The association with lower risk for dabigatran use was shown in patients with a history of falls, fractures, or both but not in those without such a history.
''Conclusions'': … (deleted sentence) … Additional study, perhaps including randomized clinical trials, may be warranted to further understand the relationship between use of warfarin vs dabigatran and risk of fracture.
<<<
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Første setning I konklusjonen er slettet fra abstractet. Hvilken behandling bør anbefales basert på disse resultatene, warfarin eller dabigatran? Hvorfor?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Dabigatran bør anbefales framfor warfarin fordi det var betydelig lavere risiko for brudd ved bruk av dabigatran.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Dabigatran bør anbefales framfor warfarin (1p)
Fordi det var betydelig lavere risiko for brudd ved bruk av dabigatran enn ved warfarin (1p).
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
”The risk ratio was 2.6 when users of warfarin were compared to those using dabigatran”
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Tolk dette med egne ord.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Pasienter som fikk warfarin hadde 2,6 ganger så høy risiko for hoftebrudd sammenliknet med dem som fikk dabigatran.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
«2,6 ganger så høy risiko»
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
«…adjusted for several potential confounders»
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva er kriteriene for at en variabel skal være en konfunder (confounder) for sammenhengen mellom eksponeringen (warfarin eller dabigatran) og sykdommen (hoftebrudd)?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Variabelen må (1) være assosiert med både eksponeringen (warfarin eller dabigatran) og utfallet (hoftebrudd og vertebrale brudd), (2) men den må ikke være påvirket av (være en følge av) eksponeringen eller utfallet. Begge kriteriene må være oppfylt.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Variabelen må (1) være assosiert med både eksponeringen (warfarin eller dabigatran) og utfallet (hoftebrudd og vertebrale brudd) (1 poeng), (2) men den må ikke være påvirket av (være en følge av) eksponeringen eller utfallet (1 poeng). Studenten angir at begge kriteriene må være oppfylt (1 poeng).
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
«The association with lower risk for dabigatran use was shown in patients with a history of falls, fractures, or both but not in those without such a history.»
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva kan det indikere hvis sammenhengen mellom eksponeringen og utfallet er forskjellig i en undergruppe?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Det kan indikere interaksjon (effektmodifikasjon)
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
effektmodifikasjon eller interaksjon (1 poeng)
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
“Additional study, perhaps including randomized clinical trials, may be warranted to further understand the relationship between use of warfarin vs dabigatran and risk of fracture”
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva er den viktigste fordelen med en randomisert kontrollert studie sammenlignet med andre studiedesign?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Randomiserte studier er generelt betydelig mindre konfundert enn andre studiedesign.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Randomiserte studier er generelt betydelig mindre konfundert enn andre studiedesign. Det er akseptabelt om studenten skriver at randomiserte studier teoretisk sett ikke er konfunderte, eller skriver at randomiserte studier har mindre systematisk feil, eller skriver at den systematiske feilen som kan være til stede, er slik at den under- men ikke overestimerer de sanne effektene.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Ikke egen vignett
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Nevn minst to av de viktigste ulempene med randomiserte kontrollerte studier sammenlignet med andre studiedesign.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
* En randomisert studie er ikke etisk akseptabelt for mange forskningsspørsmål
* Det er umulig å randomisere i mange situasjoner selv om det ville være etisk akseptabelt
* Høye kostnader
* Generelt kan bare de som samtykker bli inkludert
* Det er alltid en eksperimentell situasjon
* Compliance-problemer fra deltakerens side
* Generelt bare kort oppfølgingstid
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
To av punktene over, 1 poeng for hver riktig.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Immunresponsene ved infeksjoner varierer avhengig av typen patogen
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Forklar hvilken betydning antistoff har ved primære og sekundære virusinfeksjoner.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Antistoff har to hovedeffekter ved virusinfeksjoner: de kan ''forhindre opptak'' av virus i målcellene (''nøytralisasjon''), og de kan ''målstyre antistoff-mediert direkte cytotoksisitet'' (ADDC) som særlig utføres av NK-celler. Ved en primærinfeksjon har vi ikke spesifikt antistoff mot det aktuelle viruset på forhånd, men aktivering av B-celler og dannelse av plasmaceller som produserer antistoff inngår ofte som en del av responsen (selv om cytotoksisitet er vanligvis er hovedresponsen!). ''ADDC kan derfor først skje mot slutten av en primærinfeksjon''. Antistoffmediert ''virusnøytralisasjon er viktig ved sekundærinfeksjoner''. Det er mer effektivt å bekjempe en infeksjon ved å hindre virus i å etablere seg enn å skulle ta hånd om virus inni infiserte celler. Ved sekundærinfeksjon kan ADDC også starte raskt og bidra til å begrense infeksjonen.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
* ½ p for nøytralisasjon
* ½ p for ADDC
* ½ p for primær- vs. sekundærinfeksjoner mht. Bcelleresponsene
* ½ p for NK-celler
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Ikke egen vignett
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Beskriv kort de øvrige immunresponsene ved primære og sekundære virusinfeksjoner (dvs. de delene av responsen som ikke dekkes i deloppgave 1).
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Hovedforsvaret ved virusinfeksjoner er vanligvis ''drap av infiserte celler, utført av NK-celler og cytotoksiske T-celler''. Dette er nødvendig for å utrydde virus, som er intracellulære patogener.
NK-celler klarer sjelden å utrydde virus alene, selv om de spiller en stor rolle for forsvaret i tiden før effektorceller fra ervervet forsvar er utviklet. Derfor er T-cellemediert immunitet med dannelse av ''CD4+ hjelperceller'' som kan bidra til aktivering av ''CD8+ dreperceller'' svært sentrale immunresponser ved primære virusinfeksjoner. Ved sekundærinfeksjon vil ''hukommelsesceller'' raskt føre til effektiv T-cellemediert drap av infiserte celler og gjøre at infeksjonen raskere bekjempes. T-cellehjelp er også sentralt for de fleste antistoffresponser.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
* ½ p for hjelperceller og cytotoksiske T-celler
* ½ p for hukommelsesceller
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Når ulike vaksiner mot SARS-CoV-2 blir testet ut, bruker man bl.a. telling av antall smittede i gruppene som har fått vaksine eller placebo til å måle vaksineeffekten. I tillegg inkluderer flere studier målinger av mengden spesifikt antistoff mot virus.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilken annen immunologisk respons enn antistoffdannelse ville vært nyttig å måle for å vurdere vaksineeffekten, og hvordan måles det? Hva er de mest sannsynlige grunnene til at undersøkelse av denne responsen oftest ikke blir inkludert i studiene?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Det ville vært nyttig å undersøke om den vaksinerte har utviklet en T-cellerespons. Den mest sentrale responsen her er ''T-cellemediert drap'' av SARS-CoV-2-infiserte celler. Det gjøres ved å isolere lymfocytter fra de vaksinerte personene og tilsette dem i ''cellekulturer hvor det også finnes antigenpresenterende celler''. Cellekultur er ''arbeidskrevende og tar tid''. For å unngå HMS-utfordringer ved arbeid med levende virus, kan man også kunstig syntetisere aktuelle virusproteiner som T-cellene kan reagere på. Også dette er en arbeidskrevende metode. Derfor blir T-celleundersøkelser bare inkludert hos et mindre antall av studiedeltagerne i enkelte studier. Man antar isteden at de som har en god spesifikk antistoffrespons, også har en adekvat Tcellerespons.
T-celler er også involvert ved antistoffresponsen på vaksinen. Testing av CD4+ T-cellers cytokinproduksjon er en metode for å måle dette. Krever også cellekultur. Men det er mye enklere å teste selve antistoffresponsen direkte, så dette er ikke et godt svar selv om det omtaler T-celler.
"Harde endepunkter" som antall smittede/alvorlige syke med og uten vaksine er det viktigste, fordi det avspeiler den samlede effektiviteten av forsvarsreaksjonen mot infeksjon. Men dette er ikke hva oppgaven mener med en immunologisk respons, fordi det også avhenger av mange andre faktorer som ligger utenfor immunforsvaret.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
* 1 p for T-cellefunksjoner – bør nevne cytotoksiske T-celler for fullt poeng
* ½ p for cellekultur, evt. at også trenger antigenpresenterende celler
* ½ p for tid- og arbeidskrevende
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
For de fleste typene vaksine mot SARS-CoV-2 benyttes to doser, evt. også senere boosterdoser. Denne fremgangsmåten brukes også for virusinfeksjoner hvor det ikke oppstår nye virusvarianter.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Forklar hvorfor det er behov for å gi vaksinen flere ganger, og særlig til de eldste innbyggerne. Fokuser på årsaker knyttet til immunsystemet
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Vaksineresponsen er eksempel på effektene av immunologisk hukommelse, trigget av at innholdet i vaksinen eller protein som uttrykkes pga. vaksinen (mRNA-vaksine eller DNA-vaksine) oppfattes som fremmed.
# Sekundærresponsen (dvs. etter 2. vaksinedose) blir sterkere og gir derfor bedre beskyttelse. Det vil også skje isotypeskifte og affinitetsmodning av antistoffet (pga. somatisk hypermutasjon), som bidrar til bedre beskyttelse. (Den cytotoksiske T-celleresponsen vil også bli mer effektiv og det dannes flere T-hukommelsesceller).
# Uten ny kontakt med antigenet vil responsen gradvis avta, bl.a. ved at antistoffmengden reduseres, selv om det fortsatt finnes hukommelsesceller (T- og B-celler) som raskt kan aktiveres hvis man utsettes for SARS-CoV-2-smitte. Alle immunresponser nedreguleres når antigenmengden blir liten nok. Boosterdoser sørger for å vedlikeholde vaksineresponsen.
# Eldre har et mindre effektivt immunsystem, både for B- og T-celleresponser. De har bl.a. dårligere evne til å aktivere nye T-celler og er i stor grad avhengig av hukommelsesceller, som er en betydelig ulempe når de eksponeres for et "nytt" patogen som SARS-CoV-2. Med flere vaksinedoser er det mer sannsynlig at immunresponsen blir sterk nok til å gi beskyttelse, og den må i større grad holdes ved like for å være effektiv nok. Eldre har også dårligere evne til å produsere antistoff (bl.a. på grunn av dårligere T-cellehjelp og færre naive B-celler) og mindre effektivt medfødt forsvar, inkl. NK-celler.
# Eldre har generelt dårligere helse / flere tilleggssykdommer og mindre organreserver, og tåler infeksjoner dårligere. Dette punktet er ikke direkte knyttet til immunsystemet og går derfor utenfor forventet svar.)
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
* ½ p for sekundærrespons generelt
* ½ p for isotypeskifte, affinitetsmodning
* 1 p for nedregulering av immunresponsen og boosterdose for å opprettholde stimuleringen
* 1 p for mindre effektivt immunforsvar hos eldre (med noe presisering)
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Mange virus, inkludert SARS-CoV-2, gjennomgår hyppige mutasjoner som kan påvirke immunresponsene mot de ulike variantene. Slike mutasjoner kan også påvirke beskyttelsen fra vaksinene.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Forklar mekanismene for hvorfor små endringer i virusproteinene ofte ikke har stor betydning for antistoffbeskyttelsen fra vaksinene hvis man utsettes for smitte med SARS-CoV-2, mens større endringer kan føre til betydelig redusert beskyttelse.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Binding mellom antistoff og virusprotein er avhengig av "passformen" mellom dem ("nøkkel som passer i en lås"). Ved små endringer i virus vil antistoffet kunne bindes med noe redusert affinitet fordi konformasjonen av virusproteinet ikke endres dramatisk. Dessuten vil aktiverte B-hukommelsesceller kunne gjennomgå en ny runde med somatisk hypermutasjon som resulterer i bedre tilpasning av antistoffet til virusproteinet (affinitetsmodning). Ved store endringer vil antistoffet passe dårligere til virusproteinets konformasjon og gi dårligere evne til nøytralisasjon av virus. Dessuten vil tilstedeværelse av antistoff fra vaksinasjonen (selv om det ikke har så høy affinitet) hemme aktivering av nye naive B-celler. Derved er det vanskelig å få en sterk, ny respons mot et antigen som er relativt tett beslektet med et antigen man har møtt før. Vi vet ennå ikke i hvor stor grad blir bli et klinisk problem med SARS-CoV-2. Seleksjonspresset på viruset gjør at mutasjoner som reduserer immuniteten eller øker spredningsevnen vil velges ut, slik vi har sett med delta- og omikron-variantene.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
* ½ p for binding med lavere affinitet
* ½ p for ny affinitetsmodning
* ½ p for dårligere nøytralisasjon ved mer endret antigen
* ½ p for hemmet aktivering av naive celler ("the original antigenic sin")
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
For å kunne vurdere sykelige forandringer i og omkring øyet, må man kjenne til normalanatomien.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Her ses et bilde av det ytre øyet med bokstavmarkeringer a-e som har tilhørende spørsmål under (Bilde: SH Torp).
<<imgLink "ICD-2022-2-A.PNG">>
# Hva heter det ytre glinsende vevslaget som kler det hvite på øyet?
# Hva heter det hvite laget under?
# Hva heter det lett eleverte området i mediale øyevinkel?
# Hva kalles dette fremre gjennomskinnelige laget på øyet?
# Hva heter den ytre sirkulære grunne furen som pilene peker på?
# Hva kaller man dette overgangsområdet i øyet?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
# Tunica conjunctiva bulbi (øyets bindehinne)
# Sclera (senehinnen)
# Caruncula lacrimalis
# Cornea (hornhinnen)
# Sulcus sclerae
# Limbus
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Hvert delsvar gir 0,25 poeng, maks. 1,5 poeng.
Ang. 1) bare «conjunctiva» og «øyets bindehinne» godtas også som riktige svar
Poengberegning: 1-2 riktige svar: 0,5 poeng, 3-4 riktige svar, 1 poeng; 5-6 riktige svar: 1,5 poeng.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Ved fare for skade av øyet er blunkerefleksen en viktig beskyttelsesmekanisme
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Ved opphevet blunkerefleks hvilke nerveforbindelser kan da være affiserte?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Sensoriske afferenter går via n. trigeminus (n. ophthalmicus) (5. hjernenerve), motoriske via n. facialis (7. hjernenerve).
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0,5 poeng for hvert riktig svar på hver hjernenerve, totalt 1 poeng.
Ang. sensorisk del (n. trigeminus): her får man poeng også om man svarer «n. trigeminus» eller bare «n. ophthalmicus».
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Tørre øyne kan være forårsaket av flere ulike sykdommer, og dette kan medføre skade av øyets epitelbekledning.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Nevn noen av de strukturene som bidrar til å holde øyets overflate fuktig og på hvilken måte de bidrar.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
# Tårekjertel (gl. lacrimalis) produserer tårevæske
# Meibomske kjertler (glandulae tarsales) er store talgkjertler som skiller ut fettholdige produkter som forhindrer fordamping av tårevæske
# Conjunctiva inneholder begerceller som skiller ut mucin (slim) som bidrar til å holde øyet fuktig
# Corneas plateepitel har mikrovilli som binder tårefilmen og dermed beskytter dette epitelet. Dette epitelet bidrar, sammen med epitelet i conjunctiva, til dannelse og opprettholdelse av glykokalyks som utgjør et viktig og beskyttende lag av tårefilmen.
Andre kjertler: Aksessoriske tårekjertler (Wolfrings og Krauses kjertler) bidrar også til å lage/beholde tårefilmen, glandulae ciliares (Molls kjertler) nevnes også
Ref.: Brüel et al. Genesers histologi. Munksgaard. 2012; W Pawlina. Histology. A text and atlas. Walters Kluwer. 2016
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Hvert delsvar med struktur og funksjon gir 0,5 poeng, inkludert også de angitt med liten skrift, maks. 2 poeng.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Alexander Fleming oppdaget penicillin i 1928. Kliniske studier, hvor den australske farmakologen Walter Howard Florey og den tyskjødiske biokjemikeren Ernst Boris Chain var sentrale, ble ikke igangsatt før etter en 10-årsperiode. Arbeidet, som stor grad foregikk i hemmelighet pga. utbruddet av 2. verdenskrig, fant sted ved universitetet i Oxford. En kollega av Florey og Chain omtalte penicillin som «a remarkable substance, grown in bedpans and purified by passage through the Oxford police force” (PNAS 1983; 80: 4572). Dyrking i bekken (bedpans) refererer til datidas primitive dyrkingsmetode for penicillumsoppen, og «passage through the Oxford police force» viser, avhengig av hva vi velger å tro, til en av de første penicillin-behandlede pasientene (som altså var en politimann som ble behandlet i 1941) eller de første «friske frivillige» i de kliniske utprøvingene – hvor man samlet urin og gjenvant midlet derfra.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvordan kunne det ha seg at penicillin kunne gjenvinnes fra urinen til de første brukerne?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Penicillin utskilles uomdannet i urinen, og kunne – i den tiden de hadde små mengder – isoleres og renses fra pasienturin – og deretter injiseres til samme pasient …. eller nestemann…...
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
«Utskilles uomdannet i urin» holder for 1p. Intet annet duger
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Ikke egen vignett
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
En av dine pasienter ringer deg og forteller følgende: Han var på legevakta i helga og ble satt på en ukes behandling med fenoksymetylpenicillin pga. lungebetennelse. Pasienten har stått på CYP2D6-hemmeren paroksetin (Seroxat®) det siste halvåret pga. tilbakevendende depresjonsepisoder, og drikker 1-2 glass av CYP3A4- hemmeren grapefruktjuice til frokost hver dag. «På apoteket sier de at begge disse stoffene kan påvirke andre legemidler», sier pasienten. «Kan det også påvirke penicillinbehandlingen?» Hva svarer du?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Nei, fenoksymetylpenicillin metaboliseres ikke, og påvirkes følgelig heller ikke av CYP-hemmere.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
«Utskilles uomdannet i urin” (jfr. spm. 1) ”metaboliseres ikke” eller liknende varianter gir full pott; intet annet
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Ikke egen vignett
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Penicillin er ofte implisert ved type B-bivirkninger. Hva står B’en for, hva slags bivirkninger er dette og hvor stor andel av alle bivirkninger er av denne typen?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Type B står for «bisarr» (0,25 p). Dette er bivirkninger som kun opptrer hos et fåtall, og som hverken kan forutses eller relateres til dose (0,5 p).
Type B-bivirkninger utgjør 20-25% av alle bivirkninger; resten er av type A (0,25 p).
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Se over
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
To andre viktige undergrupper av antibiotika er makrolider og cefalosporiner.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Forklar kortfattet virkningsmekanismen til makrolider og cefalosporiner.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Minimum som trengs for å få poeng er følgende:
Makrolider: Makrolidene bindes til bakterienes ribosomer og hindrer proteinsyntesen. L1.2.8 Makrolider | Legemiddelhåndboka (legemiddelhandboka.no)
Cefalosporiner: Som andre betalaktamantibiotika virker de ved å hemme celleveggsyntesen. L1.2.4 Cefalosporiner | Legemiddelhåndboka (legemiddelhandboka.no)
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Et halvt poeng for hvert riktige svar
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Ikke egen vignett
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Erytromycin er et makrolid. Et av problemene med å bruke erytromycin er at middelet gir interaksjoner med mange andre legemidler. En interaksjon kan være farmakodynamisk eller farmakokinetisk. Forklar kort hva en farmakokinetisk og en farmakodynamisk interaksjon er. Hva er den viktigste mekanismen bak interaksjoner utløst av erytromycin, og er dette en farmakodynamisk eller en farmakokinetisk interaksjon?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Farmakokinetiske interaksjoner oppstår ved at et legemiddel forandrer absorpsjonen, distribusjonen, metabolismen eller ekskresjonen til et annet legemiddel slik at konsentrasjonen i kroppen endres. Farmakodynamiske interaksjoner oppstår ved at et legemiddel direkte eller indirekte påvirker effekten av et annet legemiddel uten at legemidlets konsentrasjon forandres. G6 Interaksjoner | Legemiddelhåndboka (legemiddelhandboka.no)
Makrolider metaboliseres i leveren via cytokrom P-450 systemet gjennom isoenzymene CYP1A2 og CYP3A4. Makrolidene hemmer CYP3A4, og dermed også metabolismen av andre legemidler som omsettes av dette enzymet. Bruk av makrolider innebærer derfor en betydelig risiko for legemiddelinteraksjoner i form av økt konsentrasjon av bl.a. antiepileptika, ciklosporin, ergotamin, metylprednisolon, lovastatin, warfarin og en rekke andre legemidler. L1.2.8 Makrolider | Legemiddelhåndboka (legemiddelhandboka.no). Dette er en farmakokinetisk interaksjon.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0,5 poeng for hver riktig definisjon. 0,5 poeng for mekanismen, 0,5 poeng for riktig type interaksjon
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Ikke egen vignett
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Vi sier gjerne at antibiotika kan være smalspektrede eller bredspektrede. Forklar kort hva vi legger i disse to begrepene og hvorfor det er viktig å ha kunnskap om denne forskjellen. Gi et typisk eksempel på et smalspektret og et bredspektret antibiotisk legemiddel.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Noen antibiotika virker bare på et begrenset utvalg av bakterier, for eksempel særlig på de grampositive, og kalles derfor smalspektrede (effektive mot et fåtall ulike bakterier). Andre angriper grampositive og gramnegative bakterier mer likt og kalles bredspektrede (altså effektive mot mange ulike bakterier).
Benzyl- og fenoksymetylpenicillin er eksempel på et smalspektret antibiotikum
Ciprofloksacin er eksempel på et bredspektret antibiotikum antibiotika – Store medisinske leksikon (snl.no)
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 poeng for riktig def, 0,5 poeng for hvert eksempel. Her må en vise litt skjønn og kanskje ikke være VELDIG streng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Ikke egen vignett
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Det første kommersielt tilgjengelige antibiotikum var ikke et penicillinpreparat, men representant for en type bakteriostatiske midler som ble utviklet på 1930-tallet av den tyske patologen og bakteriologen Gerhard Johannes Paul Domagk. Slike midler er i dag i begrenset bruk. Hva kalles de?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Sulfapreparater eller sulfonamider. Det første – som Domagk stod bak – het prontosil.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Sulfa, sulfapreparater eller sulfonamider gir alle 1 p
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
En av dine pasienter (en 75 år gammel kvinne) har nettopp vært innlagt på Medisinsk avdeling på grunn av vekttap, slapphet og dårlig matlyst over de siste 3-5 månedene. Hun har kjent diabetes mellitus type 2 fra før, men den har hele tiden vært godt regulert. I en lang og komplisert epikrise er det kommentert at hun har «nyresvikt», og du merker deg følgende laboratorieverdier / data:
Høyde 166 cm, vekt 52 kg,
s-kreatinin 155 μmol/l (50-90)
eGFR 28 ml/min/1.73 m2
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Beskriv / definer Glomerulær Filtrasjons Rate (GFR) og en ideell filtrasjonsmarkør, og hva som er forskjellen mellom kreatinin clearance og GFR?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
# GFR er den totale mengden filtrat/pre-urin som produseres og flyter ut i Bowmans rom per minutt, ofte normalisert til en standard kroppsoverflate på 1.73m2
# En ideell markør filtreres fritt over membranen, og det er ingen reabsorbsjon fra eller sekresjon til tubulus.
# Kreatinin clearance er ca 20% høyere enn GFR fordi kreatinin sekreres fra blod og ut i tubuli i tillegg til å bli fritt filtrert over glomerulus membranen. Clearance er altså hvor mye av blodet som blir renset per minutt, dvs summen av filtrasjon og sekresjon av et stoff
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0,5 p per underspørsmål.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Ikke egen vignett
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke nyrefunksjoner er direkte og indirekte assosiert med GFR?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Direkte: utskillelse av nitrogenholdige avfallsprodukter, fremmede stoffer, vann, elektrolytter,
Indirekte: syre-base kontroll, hormon produksjon (Epo, vit D),
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0,25 poeng for hvert av punktene ovenfor, max 1.5 p
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Ikke egen vignett
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Forklar hvilke kliniske og anatomiske forhold som påvirker GFR, herunder hvilke fysiske krefter som bestemmer effektivt filtrasjonstrykk over filtrasjonsmembranen.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
GFR= total overflate av filtrasjonsmembranen x filtrasjonstrykket.
Overflaten bestemmes av antall nefroner og om nyresykdom har gjort at antall/lengde av glomeruluskapillærene er redusert pga celleinfiltrater eller bindevev som presser kapillærene sammen og til slutt oblitererer sirkulasjonen. Filtrasjonstrykket bestemmes av systemisk blodtrykk, balansen mellom motstanden i afferente og efferente arteriole, og kreftene over membranen (hydrostatisk trykk glom cap – hydrostatisk trykk bowman – osmotisk trykk glom cap + osmotisk trykk bowman (men dette er nesten alltid=0 da det ikke er proteiner i filtratet, og man kan dermed se bort fra dette))
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0,5 p for momenter markert i gult, 0,2 p for momenter markert i grønt
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Ikke egen vignett
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvordan måler man GFR direkte ved norske sykehus?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
I Norge måles GFR ved å injisere en nøyaktig oppmålt mengde av et stoff intravenæst, og så ta blodprøver ved ett eller flere tidspunkter for å se hvor raskt stoffet fjernes fra kroppen. Man bruker enten radioaktivt merket bærermolekyl (Cr EDTA, Tc DTPA, el) eller Iohexol (rtg kontrast). Det finnes så formler som beregner GFR utfra injisert mengde og serum konsentrasjoner på de ulike tidspunkter.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0,25 poeng for hvert av punktene ovenfor
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Ikke egen vignett
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke problemer er det med å bruke s-kreatinin til å bedømme nyrefunksjonen?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Sammenhengen mellom s-kreatinin og GFR er ikke linjær, men eksponentiell slik at det er vanskelig å beregne i hodet. Skreatinin varierer også med andre variabler enn GFR: muskelmassen har stor innvirkning på s-kreatinin og denne varierer med flere generelle / gruppevariabler (synker med alder, lavere hos kvinner), og i tillegg varierer s-kreatinin med en rekke individuelle variabler som inntak av kjøtt, om man trener og bygger muskler, hydreringsgrad, sykdom og underernæring gir muskeltap, hard trening kan gi muskelskade og utslipp av kreatinin til blodet.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0,33 p for hvert moment marker med grønt (eksponentiell gir 0,66 p)
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Ikke egen vignett
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvordan kan man beregne kreatinin clearance, og hvilke fordeler og ulemper har denne metoden?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Kreat clearance (ml per minutt) = u kreat x u volum (ml per minutt) / s kreat.
Fordelen er at kreatinin er en endogen markør slik at man slipper å injisere noe stoff.
Problemet er at det er tubulær sekresjon slik at clearance er større enn GFR (men dette kan være en fordel ved vurdering av en del medikamentdoseringer da en del medikamenter også sekreres), og dessuten forutsetter man korrekt urinvolum-måling hvilket er vanskelig i praksis.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0,5 p for formelen, 0,25 p for grønne momenter
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Siri er en 44 år gammel tobarnsmor bosatt i Trondheim. Den siste tiden har hun følt et diffust ubehag i abdomen og en dag oppdager hun friskt blod i avføringen. Hun tar umiddelbart kontakt med sin fastlege som henviser henne videre til gastroenterologisk avdeling på St. Olavs Hospital for videre utredning. Ved koloskopi blir det påvist en tumor (2 x 3 cm) i nedre del av tykktarmen (sigmoideum). En biopsi bekrefter at tumoren er malign (ondartet). Tumoren blir fjernet lapraskopisk (kikkhullsteknikk) og sendt til Avd. for Molekylær Patologi for ytterligere analyse. Analysen påviser betydelig mikrosatellittinstabilitet (MSI-H; MSI-high).
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilken molekylærgenetisk metode vil være egnet til å påvise mikrosatellitt-instabilitet? Begrunn svaret.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Polymerase chain reaction (PCR) og påfølgende fragmentanalyse (som regel ved kapillærelektroforese). Som regel anvendes et panel bestående av >5 utvalgte mikrosatellitter for denne analysen. Normalvev inkluderes som kontroll.
Ved MSI vil mikrosatellittene (som er repeterte sekvenser av 2-6 nukleotider; eks. ''CAG''CAG''CAG''CAG) variere i lengde i ulike tumorceller. Metoden som velges må derfor være i stand til å bestemme lengde på fragmenter. Ved PCR anvendes primere som flankerer mikrosatellitten(e). Amplifiserte mikrosatellitter blir deretter lengdebestemt ved kapillærelektroforese, hvor det anvendes standarder med kjent lengde. Ved MSI vil en for en gitt mikrosatellitt få mange ulike lengder av de amplifiserte fragmentene. I normalt vev vil en person være heterozygot, med én definert lengde for hvert allel.
DNA sekvensering ved Next generation sequencing KAN være en metode som er egnet, men dette er nylig utviklede metoder som ennå ikke godt utprøvd og validert, og som krever spesiell bioinformatisk analyse for klassifisering.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
PCR + fragmentanalyse for å bestemme lengdene av mikrosatellittene. (1 poeng)
Om studenten svarer NGS bør det legges vekt på hvilken begrunnelse studenten oppgir før det evt. gir poeng. NGS er ikke angitt som foretrukken metode for MSI analyse i forelesninger, og er (ennå) ikke standard metode for å påvise MSI i molekylær patologi.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
På grunn av Siris unge alder (44 år) blir det tatt en blodprøve som blir sendt til Avd. for Medisinsk Genetikk for genetisk analyse. Denne viser at Siri er heterozygot for en inaktiverende mutasjon i MSH2, et protein involvert i DNA mismatch reparasjon (MMR).
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Forklar hovedprinsippene ved DNA mismatch reparasjon.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
MMR er et multiprotein reparasjonsspor som korrigerer ulike typer DNA replikasjonsfeil (unike misinkorporeringer, samt insersjoner og delesjoner). Heterodimerer av MSH2 og MSH6 (komplekset kalles MutS) detekterer mismatcher og enkeltbase insersjoner/delesjoner, mens heterodimerer av MSH2 og MSH3 (komplekset kalles MutSβ) detekterer større «replikasjonsbobler»på opptil 13 baser. Deretter rekrutteres en annen heterodimer, MLH1/PMS2 (kalt MutL) sammen med PCNA. Dette stimulerer tilbakekutting (ved eksonukleasen EXO1) forbi replikasjonsfeilen i dattertråden. Det «tomme» området fylles så igjen med DNA polymerase og ligeres med DNA ligase 1. MMR- systemet foretar alltid korrigeringene i den nysyntetiserte DNA-tråden, men eksakt hvordan templat/dattertråd blir identifisert er enda ikke helt klart. En tror det med jevne mellomrom oppstår midlertidige trådbrudd i den nysyntetiserte tråden (kanskje fordi RNA-baser feilinnsettes oftere enn før antatt, og disse fjernes ved at det først dannes et trådbrudd ved RNA-basen), og at disse tjener til å dirigere reparasjon til riktig tråd.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Hvilke skader som gjenkjennes (0.5 poeng), at reparasjon er dirigert til nysyntetisert tråd (0.5 poeng), + navn og funksjon på protein(kompleksene) involvert (tot 1 poeng)
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Forskning har vist at mikrosatellitt-instabilitet skyldes feil som oppstår under DNA-replikasjonen. I cellene våre finnes flere mekanismer som skal sikre at den akkumulerte feilfrekvensen (Accumulated Error Frequency, AEF) skal holdes på et lavt nivå (under 1 feil per cellegenerasjon). Her spiller blant annet ulike DNA-reparasjonsprosesser en viktig rolle.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke andre mekanismer kjenner du til som bidrar til å senke AEF?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Preferensiell baseparing (A:T/C:G), induced fit (i DNA polymerasen), balansert nivå av A, T, C og G, proofreading (eksonukleaseaktivitet i DNA polymerasen)
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0.5 poeng for hver av de fire mekanismene
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Siri opplyser at hennes 68 år gamle pappa fikk påvist kreft i tykktarmen for tre år siden, og at også hans mamma (Siris farmor) fikk påvist endometriekreft før hun var 60 år. Mutasjon i gener involvert i DNA mismatch reparasjon (MMR) er typisk for Lynch syndrom. Sykdommen nedarves autosomalt dominant, og er karakterisert av tidlig debut av flere kreftformer (kolorektal, i endometrium, duodenum, nyrebekken/ureter, ventrikkel, lever- og galleganger, bukspyttkjertel, eggstokker mfl.), hvorav kolorektal-kreft dominerer i de fleste familier. At Siri er heterozygot for mutasjonen betyr at hennes celler har noe redusert evne til å reparere DNA-skader via MMR, men ikke tilstrekkelig redusert til at det i seg selv fører til kreft
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva er mekanismen som fører til at Lynch syndrom nedarves dominant?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
MMR-gener inngår i klassen tumor suppressor gener. Begge kopiene av et tumor suppressor-gen må inaktiveres eller tapes før en person vil utvikle kreft (Knudsons two-hit hypotese, loss of heterozygosity, LOH). Hvorvidt en person som har en kjønnscelle-mutasjon vil utvikle kreft og hvor kreften vil utvikle seg, avhenger av hvor (hvilken celletype) den andre mutasjonen oppstår.
Ved arv av mutasjon vil alle somatiske celler ha mutasjonen (og da som regel i heterozygot form). Risikoen er derfor stor for at det andre (normale allelet) på et eller annet tidspunkt i en eller annen celle inaktiveres eller tapes. Derfor sees høyere risiko for kreft og tidligere debutalder enn ved sporadisk kreft.
Life time risk for kreft (enhver form) med inaktiverende mutasjon i MSH2 er anslått til 70-80%.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
At MMR gener defineres som tumor suppressor-gener (1 poeng) – samt beskrivelse av prinsippet bak Knudsons two-hit hypotese (1 poeng) (behøver ikke nevne Knudson/LOH, men prinsippet må beskrives)
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Siri har to barn, Marius på 19 og Anne på 15 år. Siri har også en søster, Maren, som er 47 år. Siris fastlege har nå fått beskjed fra Medisinsk genetisk avdeling at Siri har en arvelig mutasjon i MHS2 som gir betydelig økt risiko for kreft.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva bør fastlegen foreta seg i forhold til Siris barn og til Maren?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Ifølge bioteknologiloven §5.9 kan ikke fastlegen på eget initiativ velge å kontakte Maren eller Siris barn.
Det er den som har testet seg som avgjør om familien skal informeres om testresultatet. Vedkommende kan få hjelp av helsepersonell til å gjøre dette dersom han/hun ønsker det. Et unntak gjelder dersom vedkommende ikke kan informere (fordi han/hun er uten bevissthet eller er død). Da kan helsepersonell på eget initiativ oppsøke familien forutsatt at visse kriterier er oppfylt.
Fastlegen bør derfor oppfordre Siri til selv å informere barna og Maren om mutasjonen.
Gentesting av barn skal normalt utsettes til de er fylt 16 år og selv kan bestemme, med mindre testingen gjør at man kan starte forebyggende behandling.
I denne sammenheng kan Marius velge å teste seg om han vil. Anne, som er 15, bør vente til hun er 16 år og selv kan bestemme. Kolorektalkreft ved Lynch syndrom debuterer ofte i yngre alder, og man anbefaler derfor koloskopi annet hvert år fra 25 års alder.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
At fastlegen på egen hånd ikke kan velge å kontakte Maren eller Siris barn (0.5 poeng).
Et svar som at fastlegen ikke bør foreta seg noe gir IKKE poeng.
Fastlegen bør oppfordre Siri til selv å fortelle barna og Maren om mutasjonen. Det er den som har testet seg som avgjør om familien skal informeres om testresultatet (0.5 poeng).
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Maren er frisk, men har nå valgt å teste seg for å se om hun kan ha arvet samme mutasjon som Siri.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilken type test er det her snakk om (diagnostisk, presymptomatisk, prediktiv, bærerdiagnostisk), og hva sier bioteknologiloven om denne typen test?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Gentesting av friske personer er strengt lovregulert. I denne situasjon er det snakk om en ''prediktiv test'' – som sier noe om fremtidig risiko for sykdom (det er viktig å huske at gentester for sykdomsrisiko ikke gir svar på om du helt sikkert kommer til å utvikle sykdommen).
* En presymptomatisk test derimot, som f.eks. ved Huntingtons sykdom, sier noe om du vil, eller ikke vil, utvikle sykdommen.
* En bærerdiagnostisk test sier noe om risikoen for å videreføre en sykdomsassosiert mutasjon til neste generasjon. Ved en bærertilstand (heterozygot) vil ikke den som tester seg selv utvikle sykdommen.
* En diagnostisk test tas innenfor helsevesenet med den hensikt å bekrefte eller avkrefte en diagnose.
Dersom en frisk, voksen person vurderer å ta en gentest som kan gi prediktiv, presymptomatisk eller bærerdiagnostisk informasjon, har du også krav på genetisk veiledning før du eventuelt tar testen. Det er fordi du skal kunne gjøre et valg basert på best mulig informasjon før du eventuelt gir samtykke til å gjennomføre testen. Dette skal gis skriftlig.
Det er stor forskjell på om en syk person blir testet for å kunne få en diagnose og om en helt frisk person ønsker å teste seg for å få vite noe om fremtidig risiko for sykdom hos seg selv eller hos fremtidige barn. De sykdommene man ønsker å teste friske personer for, må derfor godkjennes for dette. Institusjonene som skal utføre gentestingen, må også godkjennes.
Det er ikke krav om skriftlig samtykke for å gjennomføre diagnostiske gentester (som var tilfelle med Siri).
<<imgLink "ICD-2022s-1-A.PNG">>
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Prediktiv test (0.5 poeng) – og at det skal gis genetisk veiledning før du eventuelt tar testen. Evt. samtykke skal være skriftlig (0.5 poeng).
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Mutasjonen som Siri fikk påvist i MSH2 var tap av ett basepar (A:T basepar) tidlig i exon 3.
MSH2-genet har 16 exons som til sammen koder for 934 aminosyrer.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Forklar hvorfor denne mutasjonen med stor sannsynlighet vil gi opphav til et ikke-funksjonelt MSH2 proteinet.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Tap av ett basepar gir leserammeskift. I de aller fleste tilfeller fører den endrede leserammen etter mutasjonen til dannelsen av et prematurt STOP-kodon, og kraftig avkortet polypeptidkjede. I dette tilfellet ligger mutasjonen tidlig i exon 3 (av totalt 16 exons), noe som tilsier at det ikke vil produseres noe funksjonelt MSH2 protein.
Ca 80% av inaktiverende mutasjoner i MSH2 er «truncation mutations» (dvs. gir opphav til leserammeskift og prematurt stopkodon).
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Riktig svar (dvs. leserammeskift og prematurt stop-kodon. At det er tidlig i polypeptidkjeden øker sannsynligheten for inaktivt produkt).
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Du er lege på en helsestasjon. Du møter mor og et barn (jente) på 3 mnd. Mor forteller om et svangerskap uten komplikasjoner. Hun opplevde fødselen noe traumatisk da den endte i et hastekeisersnitt. Det var startvansker med amming, men det gikk seg til etter noen uker. Hun forteller at jenta smilte da hun var 5 uker gammel.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvordan vurderer du jentas sosiale utvikling (normal/unormal) ut ifra disse opplysningene? Begrunn kort.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
* Normal
* Sosialt smil skal senest være til stede ved 6 uker.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
* Normal (0.5 poeng)
* Begrunnelse at sosialt smil skal være til stede senest ved 6 uker (0.5 poeng)
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Ikke egen vignett
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke andre milepæler/ferdigheter ser du etter sammen med det sosiale smilet i løpet av spedbarnets første leveuker? Nevn minst en.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
* Riktig svar kan være:
* Blikkontakt
* Løfte hodet eller snu hodet i mageleie
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 poeng for et av de overstående alternativene
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Ikke egen vignett
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke reflekser er det aktuelt å undersøke ved dette helsestasjonsbesøket (3 mnd)?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
* Søke-sugerefleks
* Mororefleks
* Palmar griperefleks
* Plantar griperefleks
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0.5 poeng for hver riktig refleks
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Mor er litt bekymret for at jenta virker litt slapp i muskulaturen når hun holder henne
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvordan vil du undersøke dette?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
* Traksjonsreaksjon
* Generell observasjon av tonus i ulike stillinger
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 poeng for traksjonsreaksjon (eller en beskrivelse som passer med traksjonsreaksjon), 0,5 poeng for generell observasjon
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Mor og barn kommer tilbake til deg på 6 mnd kontroll på helsestasjonen
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva forventer du av jentas motoriske utvikling på dette tidspunktet?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Riktige svar kan være:
* God hodekontroll
* Underarmstøtte/strakarmstøtte i mageleie
* Ruller fra mage til rygg
* Forsøk på krabbebevegelser
* Pivotering i mageleie
* Leker med hendene i midtlinjen i ryggleie
* Griper etter leker
* Snur hodet mot lydkilder
* Sitter med støtte
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0,5 poeng for et av overstående alternativer (inntil 4 riktige = 2 p)
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Jenta kommer til 1-års kontroll sammen med mor. Mor er bekymret for at jenta ikke går ennå og lurer fortsatt på om noe kan være galt. Du observerer at jenta setter seg opp selv og reiser seg opp fra gulvet og støtter seg til mors knær.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva gjør du? Begrunn hvorfor.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Samtale. Trygger mor på at det er normalt at ikke alle barn går ved 1 års alder, da median alder for å gå i Norge er 13 måneder og det først er ved 18 mnd at det anses som seint og noe som bør undersøkes videre. Du blir ikke bekymret fordi du ser at jenta setter seg opp selv og reiser seg opp til stående med støtte.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
* 1 poeng for samtale om at dette er normalt.
* 0,5 poeng for å begrunne med en av tidsangivelsene
* 0,5 poeng for at jenta setter seg opp selv
* 0,5 poeng for at jenta reiser seg
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Kristian bor sammen med sin søster Lise. Kristian har en alvorlig sinnslidelse og går på medisiner. Ofte vil han ikke ta medisinene, og problemet hans med vrangforestillinger øker. Lise vurderer å blande medisinen i maten hans.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvordan er de legale og etiske forholdene omkring det å blande medisiner i maten til en pasient?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
I helsetjenesten er det å blande medisiner i maten forstått som tvang. Det kreves et vedtak på tvang før man kan gjøre dette. Å blande medisiner i maten kan i noen tilfeller være risikofylt med tanke på tillit. Om det oppdages, kan det være ødeleggende for tillitsforholdet mellom helsearbeider og pasient.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 poeng for å påpeke at dette er å anse som tvangsbehandling når det skjer i helsetjenestens regi. 1 poeng for å ha drøftet tillitsaspektet som er relevant både innenfor og utenfor helsetjenesten.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Kristian har blitt dårligere. Lise mener han bør innlegges for psykiatrisk behandling. Kristian ønsker ikke slik behandling. Behandling under tvang blir da et tema.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvordan kan tvang i helsetjenesten etisk forsvares, når vi samtidig ønsker å respektere pasientens selvbestemmelse?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Det viktigste etiske forsvaret for tvang, er omsorg – at vi bryr oss. Samtidig vil vi mene at tvang ikke nødvendigvis bryter så sterkt mot selvbestemmelsen dersom det er «sykdommen som snakker» og ikke pasienten selv. I så fall er ikke pasienten samtykkekompetent, og vedkommende må respekteres må en annen måte (gjennom økt innslag av omsorg) enn ved respekt for selvbestemmelsen. Mennesker skal ha lov til å velge å gå til grunne i samfunnet vårt, men da må det være som et resultat av et valg, og ikke som et resultat av sykdom.
Videre kan tvang forsvares utfra at pasienten vil være takknemlig for dette, dersom pasienten hadde vært seg selv, eller når pasienten blir seg selv.
I tillegg har samfunnet enn etisk og legitim rett til å beskytte seg mot psykisk syke pasienter som er farlige for andre.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Her er det mange måter å formulere gode svar på, og de kan skjønnsmessig vurderes fra 1-3 poeng avhengig av hvor mange av momentene beskrevet ovenfor som er med.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
I psykisk helsevern vurderer man å legge inn Kristian på tvang. Først av alt må samtykkekompetansen vurderes.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva vil det egentlig si å ha samtykkekompetanse?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Samtykkekompetanse vil i hovedsak si at pasienten har innsikt i og er i stand til å vurdere konsekvensen av sine valg etter at tilstrekkelig informasjon er gitt
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
For å få full pott her, er det viktig at studenten har skjønt at samtykkekompetanse i bunn og grunn er konsekvensforståelse. Om noen studenter velger å fokusere på hva som skal til for at en pasient //mangler// samtykkekompetanse, så er det greit. Men også her er det mest sentrale at pasienten åpenbart ikke er i stand til å ta valg eller forstå rekkevidden av egne valg.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Når Kristian vurderes innlagt med tvang, er det av hensyn til hans egen helse og muligheten til å gi ham god behandling. Det finnes imidlertid et annet kriterium for tvangsinnleggelse i psykisk helsevernloven som ikke primært er begrunnet i den mulige behandlingsgevinsten for pasienten.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva slags begrunnelse kan gis for tvunget psykisk helsevern dersom det ikke primært handler om behandlingsgevinst for pasienten?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
I loven er det to ulike veier inn til tvang - det såkalte «behandlingskriteriet» og «farekriteriet». Her er det altså «farekriteriet» vi er ute etter. Da er det samfunnshensynet som står på spill – hensynet til andre borgeres liv og helse. Pasienten behandles da egentlig ikke for sin egen skyld, men for å verne samfunnet mot fare. Farekriteriet rommer imidlertid også muligheten for tvang når pasienten utgjør en alvorlig fare for sitt eget liv.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Studentene har kun fått en enkel innføring i helseretten på dette feltet, og derfor skal ikke lista legges før høyt. 1 poeng til alle som klarer å si noe om «farekriteriet» eller på en eller annen måte nevner «samfunnshensyn» som er den vesentlige forskjellen fra behandlingskriteriet.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Behandling med tvang står i direkte motsetning til samtykkebasert behandling. Likevel er det mulig å peke på en dypere etisk forbindelse mellom de to. «Antatt samtykke» er et uttrykk som ofte dukker opp i etiske debatter rundt tvangsbehandling.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvordan kan «antatt samtykke» hjelpe oss til å tenke etisk godt rundt tvangsbehandling?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
«Antatt samtykke» er ikke nevnt i lovgivningen vår, men har dukket opp i utredninger om psykiatrien ved flere anledninger. Tanken er at når pasienter behandles med tvang etter behandlingskriteriet, så bør behandlingen kunne bestå en test om at pasienten ville ha ønsket denne behandlingen om han/hun hadde tenkt klart. Eller sagt på en annen måte; pasienten vil være takknemlig for denne behandlingen når han/hun blir frisk. Denne måten å tenke på, er interessant etisk sett. Det ville eksempelvis være en stor etisk utfordring for oss om det store flertallet av pasienter som behandles med tvang i psykiatrien, i ettertid (når samtykkekompetansen er på plass) ikke opplevde tvangen som riktig, nyttig eller nødvendig. «Antatt samtykke» gjør det mulig å se en dypere etisk forbindelse mellom tvang og samtykke, slik at de ikke bare fremstår som enkle motpoler. Legitim tvang skal vi tenke som at tvangen må kunne være ønsket/villet fra pasienten når han/hun er seg selv igjen og sykdommen ikke lenger snakker.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Dette er den mest «filosofiske» og kanskje mest krevende delen av besvarelsen. Samtidig ligger noe av svaret allerede implisitt i begrepet «antatt samtykke». Her må det brukes skjønn og sensor må vurdere hvor solid studentens forståelse er fra 0-2 poeng gitt svar-beskrivelsen ovenfor. Temaet er gjennomgått i forelesning
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Marianne er 35 år og gravid med sitt første barn. Ved kontroll i svangerskapsuke 28 måler legen et blodtrykk på 145/96. Dette er litt for høyt. Pga blodtrykket sendes hun til kontroll ved sykehuset. På sykehuset gjør man ultralyd som viser at barnet er litt lite i vekst og det besluttes derfor også å gjøre en blodstrømsmåling av uterinarterien
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Beskriv forløpet til uterinarterien fra aorta til kapillærene
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
# Aorta deler seg i to, høyre og venstre A. Iliaca communis,
# denne deler seg i A. iliaca interna og A. iliaca externa.
# A. uterina går av fra A. iliaca interna.
# A. uterina kommer inn ved nedre del av uterus (istmus) og går oppover laterale side av uterus og
# spiralarteriene går av fra A. uterina og inn i uterus.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
½-1 poeng for delvis beskrivelse, 1,5 for komplett
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Siden Marianne er gravid, har hun en placenta i uterus.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Beskriv placenta og navlesnorens anatomi makroskopisk
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Svaret må inneholde disse tre poengene:
# Maternell side med lobes mot livmorveggen
# Føtal side med hinner (chorion og amnion) og navlesnor,
# 3 kar i navlesnor
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
½ -1 poeng for delvis beskrivelse, 1,5 for komplett
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Mariannes blodtrykk fortsetter å stige til tross for at hun får blodtrykkssenkende medisiner. Det er også proteiner i urinen. Hun diagnostiseres med svangerskapsforgiftning. Fordi tilstanden til Marianne er alvorlig bestemmes det at hun må forløses med keisersnitt i svangerskapsuke 34.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Ved et keisersnitt er det mange strukturer i bekkenet kirurgen må ta hensyn til. Hvilke organer finner vi i bekkenet hos kvinner?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Urinblæren, uterus, 2 eggledere, 2 ovarier (eggstokker), rektum
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0,4 poeng per organ, totalt 2 (maks)
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Ikke egen vignett
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilket organ er det viktigste organet å tenke på i forbindelse med et keisersnitt (foruten uterus)?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Urinblæren
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Mariannes lille gutt ble født i svangerskapsuke 34^^+0^^
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvor mange uker er det da siden fertilisering fant sted?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
32 uker
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Ikke egen vignett
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Beskriv utviklingen fra fertilisering til implantasjon (uke 1).
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Utviklingen kan deles i flere stadier:
# Fertilisering, hovedsakelig i egglederen. Celledeling;
# 2-cellestadiet,
# 4-cellestadiet,
# morula,
# blastocyst, og
# implantasjon dag 6-8
<<imgLink "ICD-2022s-4-A.PNG">>
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Ca ½ poeng pr stadium, maks 3 poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
En forskergruppe undersøkte sammenhengen mellom vitamin D- nivå og hjerteinfarktrisiko. Studien tok utgangspunkt i et tilfeldig utvalg på 55 000 innbyggere over 50 år i en norsk kommune. 5000 av dem hadde allerede hatt hjerteinfarkt på tidspunktet da studien startet. Serumkonsentrasjonen av vitamin D ble målt hos alle deltakerne. Lavt vitamin D-nivå, definert som serumkonsentrasjon lavere enn 50 nmol/L, forelå hos 22 000 av de 55 000 deltakerne, og hos 20 000 av de 50 000 deltakerne som ikke hadde hatt hjerteinfarkt. Deltakernes forekomst av førstegangs hjerteinfarkt ble deretter undersøkt gjennom de neste 10 årene, og forekomsten av førstegangs hjerteinfarkt i oppfølgingstida ble sammenliknet mellom personer med og uten lavt vitamin D-nivå.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva slags observasjonsstudie er dette? Begrunn svaret.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Kohortstudie. Studien har kjennetegnene til en kohortstudie: Personer med og uten eksponering (her: lavt vitamin D-nivå) inkluderes i en studie og følges deretter opp over tid, og risikoen for utfallet (her: førstegangs hjerteinfarkt) i oppfølgingstida sammenliknes så mellom eksponerte og ueksponerte personer.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Kandidaten må kunne oppgi at det er en kohortstudie (0,5 poeng) og begrunne det med hva som er kjennetegnene ved en kohortstudie (0,5 poeng): Personer med og uten eksponering følges opp over tid, og risikoen for utfallet i oppfølgingstida sammenliknes mellom eksponerte og ueksponerte personer.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Forrige vignett:
<<<
En forskergruppe undersøkte sammenhengen mellom vitamin D- nivå og hjerteinfarktrisiko. Studien tok utgangspunkt i et tilfeldig utvalg på 55 000 innbyggere over 50 år i en norsk kommune. 5000 av dem hadde allerede hatt hjerteinfarkt på tidspunktet da studien startet. Serumkonsentrasjonen av vitamin D ble målt hos alle deltakerne. Lavt vitamin D-nivå, definert som serumkonsentrasjon lavere enn 50 nmol/L, forelå hos 22 000 av de 55 000 deltakerne, og hos 20 000 av de 50 000 deltakerne som ikke hadde hatt hjerteinfarkt. Deltakernes forekomst av førstegangs hjerteinfarkt ble deretter undersøkt gjennom de neste 10 årene, og forekomsten av førstegangs hjerteinfarkt i oppfølgingstida ble sammenliknet mellom personer med og uten lavt vitamin D-nivå.
<<<
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Da studien startet, hva var prevalensen av lavt vitamin D- nivå, og hva var prevalensen av gjennomgått hjerteinfarkt?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Prevalensen av lavt D-vitaminnivå var 40% eller 0,4 (22000/55000), og prevalensen av gjennomgått hjerteinfarkt var 9% eller 0,09 (5000/55000).
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0,5 poeng for hver riktig oppgitt prevalens.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Forrige vignett:
<<<
En forskergruppe undersøkte sammenhengen mellom vitamin D- nivå og hjerteinfarktrisiko. Studien tok utgangspunkt i et tilfeldig utvalg på 55 000 innbyggere over 50 år i en norsk kommune. 5000 av dem hadde allerede hatt hjerteinfarkt på tidspunktet da studien startet. Serumkonsentrasjonen av vitamin D ble målt hos alle deltakerne. Lavt vitamin D-nivå, definert som serumkonsentrasjon lavere enn 50 nmol/L, forelå hos 22 000 av de 55 000 deltakerne, og hos 20 000 av de 50 000 deltakerne som ikke hadde hatt hjerteinfarkt. Deltakernes forekomst av førstegangs hjerteinfarkt ble deretter undersøkt gjennom de neste 10 årene, og forekomsten av førstegangs hjerteinfarkt i oppfølgingstida ble sammenliknet mellom personer med og uten lavt vitamin D-nivå.
<<<
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvor mange av dem med og uten lavt vitamin D-nivå var under risiko for å få førstegangs hjerteinfarkt i oppfølgingstida?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
20 000 med lavt vitamin D-nivå og 30 000 (dvs. 50 000 – 20 000) uten lavt vitamin D-nivå var under risiko for å få førstegangs hjerteinfarkt. (De resterende 5000 personene hadde allerede hatt hjerteinfarkt da studien startet og kunne således ikke få førstegangs hjerteinfarkt i oppfølgingstida.)
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0,5 poeng for hvert av de to riktige antallene.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Blant deltakerne med lavt vitamin D-nivå utviklet 2000 førstegangs hjerteinfarkt i oppfølgingstida på 10 år. Blant dem uten lavt vitamin D-nivå var det tilsvarende antallet 1500.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva var 10-årsrisikoen for førstegangs hjerteinfarkt blant deltakerne med og uten lavt vitamin D-nivå? Og hva var relativ risiko for førstegangs hjerteinfarkt blant deltakerne med, sammenliknet med dem uten, lavt vitamin D-nivå? Fortolk den relative risikoen med egne ord.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
10-årsrisikoen var 10% (eller 0,1) blant dem med lavt vitamin D- nivå (2000/20000) og 5% (eller 0,05) blant dem uten lavt vitamin D-vitamin (1500/30000).
Relativ risiko = 0,1 / 0,05 = 2. Det betyr at risikoen var dobbelt så høy blant dem med lavt vitamin D-nivå som blant dem uten lavt vitamin D-nivå.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Hver korrekt 10-årsrisiko gir 0,5 poeng. Korrekt relativ risiko gir 0,5 poeng. Rett fortolkning gir 0,5 poeng.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Høy kroppsmasseindeks (KMI) kan øke risikoen for både lavt vitamin D-nivå og hjerteinfarkt. Lavt vitamin D-nivå kan øke risikoen for å få frakturer, og i tida etter en fraktur kan risikoen for hjerteinfarkt være økt.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Gitt disse sammenhengene, burde forskerne ha justert for KMI ved studiens start og/eller frakturer i oppfølgingstida i de statistiske analysene av sammenhengen mellom vitamin D- nivå og hjerteinfarktrisiko? Begrunn kort
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Forskerne burde ha justert for KMI fordi det er en konfunder (confounder, konfunderende faktor), det vil si en variabel som er assosiert med både eksponering og utfall, men som ikke er en følge av eksponeringen eller utfallet.
Forskerne burde ikke ha justert for frakturer i oppfølgingstida fordi det er en mediator, det vil si en variabel langs årsakskjeden mellom eksponeringen og utfallet. (Frakturer som har forekommet i oppfølgingstida kan ikke ha påvirket vitamin D-nivået ved studiestart og kan således ikke være en konfunder.)
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Forskerne burde ha justert for KMI (0,5 poeng) fordi det er en konfunder (confounder, konfunderende faktor) (0,5 poeng), det vil si en variabel som er assosiert med både eksponering og utfall, men som ikke er en følge av eksponeringen eller utfallet.
Forskerne burde ikke ha justert for frakturer i oppfølgingstida (0,5 poeng) fordi det er en mediator (0,5 poeng), det vil si en variabel langs årsakskjeden mellom eksponeringen og utfallet
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Forskerne fulgte opp med en studie der deltakere over 50 år fra nabokommunen ble invitert. Halvparten av deltakerne ble tilfeldig trukket ut til å få målt sitt vitamin D-nivå, og dersom lavt vitamin D- nivå ble påvist, ble deltakeren anbefalt å ta vitamin D-tilskudd. Etter 10 års oppfølgingstid var det ingen forskjell i risikoen for hjerteinfarkt mellom dem som ble trukket ut til å få målt vitamin D- nivå og de øvrige deltakerne.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva kan være årsaker til at denne studien ikke fant samme resultat som observasjonsstudien?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
En sannsynlig årsak er at observasjonsstudien er utsatt for konfunderende faktorer, mens i denne randomiserte studien er konfunderende faktorer likt fordelt mellom dem som ble randomisert til vitamin D-måling (og påfølgende behandling) og de øvrige deltakerne. Men det kan også være feilkilder ved den randomiserte studien: Kanskje var etterlevelsen av anbefalingen om D-vitamintilskudd lav, og kanskje førte fokuset på D- vitamintilskudd i kommunen (samt studieresultatet fra nabokommunen) til at også mange i den øvrige halvdelen av befolkningen sørget for å få målt sitt vitamin D-nivå og begynte med tilskudd? Dette kan ha ført til at det ikke var noen vesentlig forskjell i vitamin D-nivå mellom de to gruppene. (Tilfeldige feil kan også ha påvirket resultatene, men det kreves ikke at studentene kan nå.)
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Svar som beskriver at observasjonsstudien er utsatt for konfunderende faktorer, mens i denne randomiserte studien er konfunderende faktorer likt fordelt mellom dem som ble randomisert til D-vitaminmåling (og påfølgende behandling) og de øvrige deltakerne, gir 1,5 poeng. For å få det siste 0,5 poenget kreves at det også nevnes minst én feilkilde ved den randomiserte studien.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Ikke egen vignett
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Dersom resultatene fra den siste studien er valide, kan de overføres til britiske innbyggere i 60-årene? Begrunn svaret.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Ja, det kan de trolig. Det er ikke grunn til å tro at effekten av D- vitaminmangel /-tilskudd på hjerteinfarktrisiko er vesentlig annerledes blant nordmenn enn blant briter i noenlunde samme aldersgruppe. Både Norge og Storbritannia er populasjoner med nokså høy forekomst av D-vitaminmangel.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 poeng for begrunnet svar.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
En 53 år gammel kvinne dør etter kort tids sykdom hvor det ble påvist metastatisk kreftsykdom, med metastaser til hjerne og bekken. Det utføres en medisinsk obduksjon og ved undersøkelse av hjernevevet finner du metastaser i de 3 områdene markert med røde piler, altså et område markert med en sort diamant (♦), et område markert med et kryss (×), og et område markert med en stjerne (*).
<<imgLink "ICD-2023-2-A.jpg">>
Redigerte bilder fra Robbins and Cotran Atlas of Pathology.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
For hver av de tre områdene, angi hva området heter og beskriv hvilken del av hjernen det tilhører.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
# Området markert med en sort diamant (♦) er putamen. Putamen er en del av storehjernens basalganglier som ligger mellom capsula interna og capsula externa og danner sammen med globus pallidus (+) den såkalte nucleus lentiformis.
# Området markert med et kryss (×) er hippocampus, som er et område i storhjernen som ligger basalt i hver av temporallappene.
# Området markert med en stjerne (*) er cerebellum. Den er adskilt fra storhjernens med tentorium cerebelli. Den ligger dorsalt for fjerde ventrikkel og fyller bakre skallegrop. Den består av to hemisfærer som henger sammen i en midtre, litt forhøyet vertikal del (vermis).
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Ca. 0,25 poeng for hvert korrekte svar om hhv. Navn og hvilken del av hjernen de ligger i.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Fra forrige vignett:
<<<
En 53 år gammel kvinne dør etter kort tids sykdom hvor det ble påvist metastatisk kreftsykdom, med metastaser til hjerne og bekken. Det utføres en medisinsk obduksjon og ved undersøkelse av hjernevevet finner du metastaser i de 3 områdene markert med røde piler, altså et område markert med en sort diamant (♦), et område markert med et kryss (×), og et område markert med en stjerne (*).
<<imgLink "ICD-2023-2-A.jpg">>
Redigerte bilder fra Robbins and Cotran Atlas of Pathology.
<<<
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Angi hvilken funksjon hver av de tre hjerneområdene har
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
# Putamen mottar fibre fra forskjellige deler av hjernebarken som inneholder grov, ubearbeidet informasjon som hjelper kroppen å utføre viljestyrte bevegelser som en del av det ekstrapyramidale systemet. Putamen er primært involvert generelt i motorisk kontroll, også finmotorisk kontroll som taleartikulasjon, men også dels involvert i kognitive funksjon, belønning, og avhengighet.
# Hippocampus er sentralt for hukommelse, læring, orientering og konsolidering av faktakunnskaper.
# Forenklet kontrollerer cerebellum-hemisfærene i hovedsak signaler fra den motoriske hjernebarken (gyrus precentralis), mens signaler fra ledd og muskler bearbeides i hovedsak i vermis. Cerebellum har en ren motorisk funksjon inkludert kontroll av kroppens stilling, muskeltonus, koordinering av bevegelser, og læring av bevegelser.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Ca. 0,5 poeng for hvert korrekte svar om funksjon.
Studentene trekkes ikke for følgefeil, men får poeng dersom man svarer fornuftig og riktig mtp beskrivelser av områder, selv om områdene er feil eller ikke besvart på deloppgave 1.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Før pasienten døde hadde pårørende påpekt flere endringer i hennes motoriske og kognitive funksjon.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke symptomer kan man forvente om man mister funksjon av henholdsvis området markert med en sort diamant (♦), området markert med et kryss (×), og området markert med en stjerne (∗).
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Putamenskade vil blant annet kunne gi grovmotoriske utfall som ukontrollerte bevegelser, ataksi og endringer i muskeltonus, men også finmotoriske utfall som påvirket taleartikulasjon/språkfunksjon, samt dels også kunne påvirke kognitiv funksjon, belønning og avhengighet.
Hippocampusskade vil kunne påvirke hukommelse, læring, og evne til å orientere seg, og er hyppig rammet i blant annet Alzheimers sykdom og andre demensformer.
Cerebellærskade kan resultere i blant annet ataksi (ustøhet, famlende bevegelser, gangvansker), talevansker, tremor (skjelving), nystagmus (uvilkårlige rykkende øyebevegelser).
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Ca. en tredel av poengene for hvert korrekt svar på hver av de tre strukturene.
Studentene trekkes ikke for følgefeil, men får poeng dersom man svarer fornuftig og riktig mtp beskrivelser av funksjon for områder beskrevet i deloppgave 2.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Du tar snitt fra området markert med en stjerne (∗), fikserer det, farger det med hematoksylin og eosin, og ser på det i mikroskop. Snittet under traff ikke selve hjernemetastasen, men viser normal morfologi.
<<imgLink "ICD-2023-2-B.jpg">>
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke lagstrukturer (A, B og C) vises her, og hvilke celler er markert med blå piler i dette snittet?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Viser HE-snitt fra cerebellar cortex i form av et tverrsnitt av et enkelt folium. C angir molekylærlaget (stratum moleculare) som ligger like under meningene. B angir kornlaget (stratum granulare) som ligger over den sentralt beliggende hvit substans (A). Mellom molekylærlaget og kornlaget er et enkelt lag med store Purkinje-celler (blå piler).
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0,5 poeng per riktig svar.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Ikke egen vignett
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Du tar også snitt fra de områdene i hjernen som viser sannsynlig patologiske lesjoner. Viser snittet normalt eller unormalt vev? Hvilken tilleggsmetode kan man som patolog bruke for å komme nærmere opphavet til disse cellene?
<<imgLink "ICD-2023-2-C.jpg">>
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
# Studentene bør kunne gjenkjenne at vevet ser unormalt ut, uten at de kan forventes å stille diagnosen adenokarsinom. Bildet viser uregelmessig formede kjertler med atypiske epiteliale celler, med variasjon i størrelse og form på cellekjernene, og omgitt av desmoplastisk stromareaksjon, forenlig med adenokarsinom.
# Her vil immunhistokjemi med markører for de vanligste opphavene til adenokarsinommetastaser til hjerne (colorektum, lunge, etc.) kunne gi en mer informasjon om opphav (studentene behøver ikke nevne hvilke antistoffer).
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 poeng for hvert riktig svar.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Du møter mor og en gutt på 3 mnd. på helsestasjon hvor du er lege. Du snakker med mor og får vite at hun hadde en del plager under svangerskapet, med kvalme i starten og kynnere i slutten av svangerskapet. Fødselen startet spontant i uke 38, vaginal fødsel. Gutten var litt slapp i starten og ble behandlet for gulsott, men kom seg raskt. Han ammes og har lagt godt på seg. Mor forteller at gutten smilte da han var 5 uker gammel.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvordan vurderer du guttens sosiale utvikling (normal/unormal)? Begrunn kort.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Normal
Sosialt smil skal senest være til stede ved 6 uker
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Normal (0.5 poeng)
Begrunnelse at sosialt smil skal være til stede senest ved 6 uker (0.5 poeng)
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Ikke egen vignett
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke andre ferdigheter ser du i løpet av spedbarnets første leveuker? Nevn minst en.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Riktig svar kan være:
Blikkontakt
Løfte hodet eller snu hodet i mageleie
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 poeng for ett av de overstående alternativene
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Mor er litt bekymret for at gutten virker litt slapp i muskulaturen når hun holder ham.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvordan vil du undersøke dette?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Traksjonsreaksjon
Generell observasjon av tonus i ulike stillinger
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 poeng for traksjonsreaksjon (eller en beskrivelse som passer med traksjonsreaksjon), 0,5 poeng for generell observasjon
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Ikke egen vignett
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Bortsett fra undersøkelse av psykomotorisk utvikling, hvilke andre ting gjøres alltid ved denne helsestasjonskontrollen (3 mnd.)? (Nevn minst 2)
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Lengde/vekt, evt samtale om ernæring
Vaksinasjoner (rotavirus, difteri, stivkrampe, kikhoste, poliomyelitt, HiB, hepatitt B, pneumokokk)
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 poeng for hver av de ovenstående svarene
Trenger ikke spesifisere hvilke vaksiner for å få full skår
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Mor og barn kommer tilbake på 6 mnd. kontroll på helsestasjonen.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva forventer du å finne ved guttens motoriske utvikling på dette tidspunktet? (Nevn minst 4 ferdigheter)
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Riktige svar kan være:
* God hodekontroll
* Underarmstøtte/strakarmstøtte i mageleie
* Ruller fra mage til rygg
* Forsøk på krabbebevegelser
* Pivotering i mageleie
* Leker med hendene i midtlinjen i ryggleie
* Griper etter leker
* Snur hodet mot lydkilder
* Sitter med støtte
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0,5 poeng for et av overstående alternativer (inntil 4 riktige = 2 p)
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Gutten kommer til 1-års kontroll sammen med mor. Mor er bekymret for at han ikke snakker noe ennå og lurer fortsatt på om noe kan være galt. Du observerer at gutten ser ut til å følge med på hva mor sier og kommer med en del lyder.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva gjør du? Begrunn hvorfor.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Samtale. Trygger mor på at det er normalt at barn ikke snakker noe særlig ved 1 års alder.
Du blir ikke bekymret fordi du hører at gutten lager lyder og ser ut til å forstå noe av det mor sier til han. Ved 1 års alder er det vanlig at de kan uttrykke noen få enkeltord, som mamma og pappa. Normalt ordforråd ved 2 års alder er 20-50 ord. Språkforståelsen kommer forut for språkproduksjonen
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
* 1 poeng for samtale om at dette er normalt.
* 0,5 poeng for å begrunne med en av tidsangivelsene
* 0,5 poeng for at gutten lager lyder
* 0,5 poeng for at gutten følger med på hva mor sier/språkforståelse kommer før talespråk
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Denne oppgaven går ut på kunnskap om binyrehormoner og deres fysiologi.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Angi hvilke hormoner som lages i binyrebarken og i hvilket anatomisk lag deres syntese finner sted i binyrebarken.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
* Zona Glomerulosa: Aldosteron
* Zona Fasciculata: Kortisol
* Zona Reticularis: Kjønnshormoner
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 poeng for riktig benevnelse soner, 0,5 poeng for delvis riktig benevnelse soner, 1 poeng for riktig benevnelse hormoner, 0,5 poeng for delvis riktig benevnelse hormoner
Ved benevnelse riktige hormoner og riktige lag, men der feil hormon står i feil lag, blir trukket 0,5 poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
En ung kvinne har over måneders tid utviklet utmattelse, ufrivillig vekttap, muskelsmerter, kvalme, og abdominale smerter, og hun er i tydelig redusert allmenntilstand. Du mistenker at hun kan ha primær binyrebarkssvikt.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke hormonelle prøver og hvilke elektrolytter vil du måle? Forklar også hvilke utslag du forventer på prøvene dersom mistanken din stemmer.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
* Hyponatremi
* Hyperkalemi
* Lav kortisol
* Høy ACTH
* Lavt blodsukker
* (Høy Renin)
* (Lav Aldosteron)
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 poeng for benevnelse ACTH, kortisol, Na, K, og Renin eller Aldosteron
1 poeng for riktig benevnelse av hva som forventes lavt og høyt
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Hyperkortisolisme og behandling med høydose glukokortikoider har betydelig innvirkning på glukosemetabolismen
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Beskriv de fysiologiske effektene av kortisol på glukose- metabolismen.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
* Øker glukoneogenesen i lever
* Hemmer glykogensyntesen i lever
* Øker glukagonutskillelse i pankreas
* Senker glukoseopptak og glukoseforbruk i muskulatur, øker insulinresistensen
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 poeng for å nevne mekanismer i alle 3 (lever, pankreas, muskulatur), 0,5 poeng for å nevne 1 eller 2
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Endogen hyperkortisolisme fører til langtidseffekter som vi omskriver som Cushings syndrom.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Benevn de andre fysiologiske effektene (andre enn glukosemetabolismen) av kortisol som du kjenner til
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
* Øker blodtrykket (salt og væskeretensjon)
* Reduserer cellulær og humoral immunitet (immunsuppresjon)
* Hemmer fibroblast proliferasjon og kollagen dannelse (muskel/hudatrofi)
* Osteoporose (Hemmer osteoblaster, stimulerer osteoklaster)
Det er selvfølgelig flere effekter av kortisol, men ovenfornevnte effekter vurderes her som kliniske viktige og obligate å nevne for å få poeng
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 poeng: nevner minst 3, 0,5 poeng nevner minst 2
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Primær hyperaldosteronisme er en kjent årsak til alvorlig hypertensjon, men Aldosteron er også fysiologisk en viktig regulator av blodtrykket.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Beskriv de fysiologiske faktorene som fører til utskillelse av Aldosteron.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
* Angiotensin II
* Redusert plasma Na+ eller økt plasma K+
* ACTH
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 poeng for benevning alle 3 (ATII, Na/K, ACTH), 0,5 poeng for benevning av 1 eller 2
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Noradrenalin virker hovedsakelig på α-adrenerge og litt på β- adrenerge reseptorer. Adrenalin virker i lik grad på α og β- adrenerge reseptorer.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Beskriv de fysiologiske effektene som oppstår ved henholdsvis α-adrenerg og β-adrenerg stimulering.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
α: Mydriase/pupilldilatasjon (α1), Vasokonstriksjon (α1), Bronkokonstriksjon (α1), Insulin redusert / Glukagon økt (α2)
β: Vasodilatasjon (β2), Hjerteakselerasjon (β1), Bronkodilatasjon (β2), økt hjertekontraktilitet (β1)
Det finnes flere alfa og beta adrenerge effekter en det som er nevnt ovenfor, og der studentene har benevnt ytterligere effekter riktig, har det blitt belønnet.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
2 poeng Nevner 2 mekanismer for hhv α og β
1 poeng Nevner minst 1 og < 2 for hhv α og β
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Androgener produsert i binyrebarken har liten klinisk betydning i menn, men har mer betydning for androgen effekt i kvinner.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Nevn androgenene som lages i binyrebarken.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
* Androstendion
* DHEAS/DHEA
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
* 1 poeng: Nevner Androstendion og DHEAS/DHEA
* 0,5 poeng: Nevner enten Androstendion eller DHEAS/DHEA
Mange har nevnt testosteron alene, og det gir 0,5 poeng
Påfallende mange har nevnt østradiol/østrogen, når det her spørres om binyreandrogener, og da har det blitt satt 0 poeng uansett ytterligere svar
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
I førskolealder sover barn typisk 2 perioder i døgnet før det blir vanlig å
bare sove om natten. Når man blir gammel, er det ikke så uvanlig igjen
å sove noe på dagtid.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Forklar hvordan søvnen reguleres gjennom døgnet
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Reguleringen beskrives ved 2-prosessmodellen (0,5p): homeostatisk
faktor (hvor lenge man har vært våken) (0,5p), adenosin (viktig
signalstoff) (0,5p) og døgnrytme, vanligvis ca. 24 timer (0,5p), n.
suprachiasmaticus (NSC) (0,5p). Melatonin har en plass i
døgnrytmereguleringen, men er veldig avhengig av lyset som treffer
netthinnen. I forholdet til utgangs-spørsmålet med å sove henholdsvis
2 og perioder ila døgnet er ikke melatonin så relevant, men er absolutt
relevant for etableringen av døgnrytme generelt (0,5p).
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0,5p for å ha med og forklare de ulike punktene som angitt over, opptil
totalt 3 poeng.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Ingen egen vignett.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvorfor tenderer en som gammel til å gjenoppta «barnslig»
søvnmønster med å sove på dagen?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Utover våkenhetsperioden/dagen hoper det seg opp med
homeostatiske faktorer, bl.a. adenosin – som øker søvntrykket. N.
suprachiasmaticus (NSC), viktigste indre døgnrytmeklokke i kroppen, jobber for å stå imot det økende søvntrykket, men gir seg/tar pause
med 24-timers mellomrom. Kapasiteten til å stå imot søvntrykket
reduseres ofte med årene i NSC – det blir færre celler og
synkronisiteten reduseres (ulike celler med ulik «klokkedrift»). Derfor
kan en bli tvunget til å sove med kortere mellomrom (middagshvil etc.).
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Utover våkenhetsperioden/dagen hoper det seg opp med
homeostatiske faktorer, bl.a. adenosin – som øker søvntrykket (0,75p).
N. suprachiasmaticus er en indre døgnrytmeklokke som jobber mot
økende søvntrykk utover dagen (0,75p), men tar pause med ca. 24
timers mellomrom og lar søvntrykket få full effekt – legger til rette for
innsovning (0,75p). NSC-kapasiteten til å stå imot søvntrykk utover
våkenhetsperioden synker ved aldring (0,75p). Totalt 3 poeng.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Ingen egen vignett.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvordan endres typisk søvnkvaliteten med aldring?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Lavere andel dyp søvn, mer lett søvn iblandet våkenhet – lavere
søvneffektivitet.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Dårligere søvnkvalitet, spesifisert som minst 2 av 3 punkter over –
1,5p
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Ingen egen vignett.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilken type søvn dominerer intrauterint og første tiden etter fødsel?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
REM-søvn.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
REM-søvn, 1 poeng.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Ingen egen vignett.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Normal innsovning hos nyfødte skiller seg fra normal innsovning
senere i livet – beskriv kort på hvilken måte
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Innsovning hos nyfødte skjer typisk til REM-søvn. Etter noen mnd
endres innsovning mot NREM-søvn. Som voksen kommer første REMperiode typisk først etter 70-90 minutter. Ved såkalt Sleep Onset REM
søvn som ses ved narkolepsi, kommer første REM-periode innen
første 15 minutter etter innsovning.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Innsovning – overgang fra våkenhet til REM-søvn hos nyfødte (0,75p) i
motsetning til innsovning mot NREM senere i livet (0,75p), totalt 1,5p.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Å være i arbeid er en viktig kilde til god helse og livskvalitet.
Samtidig er mange arbeidstakere i Norge også eksponert for en
del arbeidsmiljøfaktorer som kan påvirke helsa negativt. To
barndomsvenner av deg startet som henholdsvis frisørlærling og
bakerlærling to år før du startet på medisinstudiet. De har nå tatt
fagbrev og jobber fulltid. Begge sier de trives veldig godt i jobben,
men er samtidig bekymret for forskjellige helseplager de tror
henger sammen med arbeidet. Bakeren opplever litt tetthet i
brystet og tungpusthet på jobb, mens frisøren opplever utslett på
hendene som kommer og går. Frisøren har dessuten litt smerter i
nakke og skuldre av og til. På lørdagskvelder blir de sjeldent med
på fest, for da er de ofte slitne etter travle arbeidsdager. Arbeidstilsynet har en arbeidsmiljømodell som kan brukes ved
vurdering av arbeidsmiljø i ulike yrker. I denne modellen deles
arbeidsmiljøfaktorene inn i 5 hovedgrupper.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
List opp de fem hovedgruppene av arbeidsmiljøfaktorer som
Arbeidstilsynets arbeidsmiljømodell foreslår å bruke ved
vurdering av arbeidsmiljø i ulike yrker. (Alternativ inndeling
hvor kjemiske og biologiske faktorer ikke er slått sammen
kan også aksepteres). <br><br>
Gi totalt minst 7 og maks 12 konkrete eksempler på
relevante arbeidsmiljøfaktorer hos frisører, fordelt på
følgende vis: <br>
- Minst 3 relevante eksempler på kjemiske og/eller biologiske
arbeidsmiljøfaktorer som kan påvirke helsa. <br>
- For hver av de andre 4 hovedgruppene av
arbeidsmiljøfaktorer, angi minst ett konkret eksempel på en
arbeidsmiljøfaktor som kan påvirke helsa.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Kjemiske og biologiske arbeidsmiljøfaktorer bør nevnes.
(Det aksepteres også om disse er delt i to hovedområder) <br>
Som eksempler på kjemiske arbeidsmiljøfaktorer godkjennes: <br>
1) Vann/vått arbeid <br>
2) Frisørkjemikalier som kan medføre hud- og luftveisirritasjon <br>
3) Frisørkjemikalier som kan medføre allergiske reaksjoner, <br>
både hud og luftveier
4) Hårfargemidler<br>
5) Blekemidler<br>
6) Permanentvesker<br>
7) Desinfeksjonsmidler/rengjøringsmidler <br>
8) Nikkel i sakser/frisørutstyr <br>
9) Andre kjemikalier eller faktorer som kan vurderes klart
relevante. <br><br>
Som eksempler på biologiske faktorer godkjennes: <br>
1) «smittefare» fra bakterier / virus / sopp <br>
2) Inneklimaproblematikk/fuktskader (sannsynligvis lite vanlig) <br>
3) Andre eksempler som vurderes klart relevante. <br><br>
Fysiske arbeidsmiljøfaktorer bør nevnes. Som eksempler
godkjennes: <br>
1) støy (hårfønere, mye folk og omgivelser) <br>
2) temperatur (varme instrumenter (krølltang, rettetang, etc.) <br>
3) Andre eksempler som vurderes klart relevante.
(Vibrasjonspåvirkning godkjennes ikke som eksempel fordi det
ikke er typisk for frisøryrket) <br><br>
Psykososiale arbeidsmiljøfaktorer bør nevnes. Som eksempler
godkjennes:<br>
2) Uheldige belastninger som resultat av kontakt med andre, -
f.eks. «håndtere kundens følelser» mm. <br>
3) Mobbing/seksuell- eller annen trakassering. <br>
4) Vold og trusler om vold.<br><br>
Organisatoriske arbeidsmiljøfaktorer bør nevnes. Som
eksempler godkjennes:<br>
1) Ubekvem arbeidstid: (Skiftarbeid/ helgearbeid)<br>
2) Krav til arbeidstempo/produksjonspress/ «stress» ofte
provisjonsbasert <br>
3) Potensielt lite variert arbeid/mye rutiner. <br>
4) Andre eksempler som vurderes klart relevante. <br><br>
Ergonomiske forhold bør nevnes. Dette dreier seg om
tilpasning mellom mennesket og arbeidet. Som eksempler
godkjennes: <br>
1) Ensidig gjentakende arbeid.<br>
2) Ubekvemme arbeidsstillinger, f.eks. stående arbeid, arbeid
med hender over skulderhøyde.<br>
3) Andre eksempler som vurderes klart relevante.<br>
Det er akseptabelt å slå sammen kjemiske og biologiske
arbeidsmiljøfaktorer, eller å slå sammen organisatoriske og
psykososiale faktorer, eller å ha 6 hovedgrupper.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0.4 poeng for hvert riktig hovedområde med minst ett konkret
eksempel, inntil 2 poeng totalt. <br>
0.25 poeng for hvert øvrig riktig eksempel på kjemiske og/eller
biologiske arbeidsmiljøfaktorer, inntil 0.5 poeng totalt.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Frisøren som opplever hudplager knyttet til yrket, sier at hen får
oppbluss av utslett på hendene særlig når hen driver med farging
av hår. Yrkeshygieniker har funnet ut at hårfargeproduktet hen
bruker på jobb inneholder parafenylendiamin, et stoff som kan
tenkes å være årsak til plagene. Hen utredes blant annet med en
epikutantest, også kalt «lappetest» på hudavdelingen, hvor lav
konsentrasjon av stoffet (fortynnet i buffer) settes direkte på
huden på ryggen og legges under okklusjon. Når lappetesten
avleses etter 72 timer er det tilkommet en reaksjon med erytem,
infiltrasjon, papler og vesikler i området for lappetesten. Testen
vurderes som positiv
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilken type hypersensitivitetsreaksjon er årsak til den
positive epikutantesten? Beskriv de immunologiske
mekanismene (viktigste hovedtrekk/faser).
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Det bør angis hvilken type hypersensitivitetsreaksjon og hva som
karakteriserer denne i korte trekk. Svaret under er mer utfyllende
enn hva som forventes fra studentene. De sentrale og
poenggivende momenter er understreket. <br>
Testen viser at det er en kontakt hypersensitivitet og er en type
IV hypersensitivitetsreaksjon. <br>
Kontakt hypersensitivitet er karakteristisk som en eksemliknende
tilstand i kontaktpunktet med allergenet i huden.
Type IV reaksjoner er de eneste som ikke er antistoffmediert,
men aktiveres av antigen-spesifikke T-celler. Dette gir en T-celle
mediert inflammasjon og videre lokale ødemer i vevet. Siden
responsen er forsinket, kalles de delayed-type hypersensitivitets
reaksjoner (DTH). I et sensibilisert individ vil ny kontakt med
allergenet gi en DTH respons som vanligvis har en topp rundt 48
timer. Reaksjonen avtar når antigen elimineres/brytes ned.
Sensibiliseringsfasen tar mellom 10-14 dager. I vårt tilfelle er det
nærliggende å tenke at et av frisørkjemikaliene har bidratt som et
sensibiliserende stoff og har bundet seg til proteiner i huden.
Dette fører til at proteinene modifiseres og oppfattes som
fremmede. I tilfellet med parafenyldiamin (PPD) vet vi at det er
en lavmolekylær forbindelse som nettopp fungerer som et
allergent hapten.
De generelle immunologiske mekanismene i
sensibiliseringsfasen for type IV hypersensitivitetsreaksjon kan
detaljeres som følger; De modifiserte proteinene presenteres for
antigen-presenterende celler (APC) i huden slik som
Langerhanske celler (LC) og dermale dendrittiske celler (dDC).
Antigenet presenteres via MHCII for T-celler (CD4+). Dette
induserer videre en Th1 type respons med sekresjon av INF-y. I
tilfeller hvor frisørkjemikaliet bidrar til en lipid-løselighet av
antigenet, kan antigenet også presenteres via MHCI for CD8+ Tceller. Dette vil også føre til en aktivering av cytotoksisk effektor
responser (CTL). Det er vanlig at både CD4+ og CD8+ er
involvert i en kontakt hypersensitivitets reaksjon. I prosessen blir
også keratinocyttene aktivert, og disse bidrar med cytokiner
(TNF, IL-1) som ytterligere bidrar til aktivering av LC og sDC.
Effektor-fasen: Etter at et individ er sensibilisert kan et nytt møte
med samme antigen (som i epicutan testen) fremlokke en
raskere respons, som vanligvis topper seg rundt 48 timer. Denne
fasen er karakterisert ved en rask produksjon/sekresjon av proinflammatoriske cytokiner, og videre lokal rekrutering av effektor
T celler og monocytter.
Histologisk kan man vanligvis se de første endringene etter 4-8
timer, ved tilstrømming av mononukleære celler rundt blodårer.
Deretter invaderer makrofager og lymfocytter dermis og
epidermis, med en topp rundt 48-72 timer. Haptenspesifikke Tceller stimuleres av DC til å ekspandere. Blant disse er sees
CD4+ Th1 celler (INF-y produserende) og CD8+ T celler (opptil
50%). CD8+ cellene er essensielle for vevskaden og dannelsen
av lokale ødemer.
Informasjon om PPD som ikke forventes, men som nevnes her
for læring; Vi vet at den lavmolekylære forbindelsen PPD svært
effektivt penetrerer hårstrå og har en sterk evne til å binde
proteiner. Kun en liten andel (<1%) av PPD penetrerer huden, og
mesteparten detoksifiseres (vha acetylering via Nacetyltransferase enzymer). Resterende PPD kan imidlertid
oksideres til protein-reaktive PPD. Det brukes også oksiderende
stoffer i hårfargingsprosessen som kan ytterligere eskalere
denne reaktiviteten. PPD i kontakt med proteiner i
dermis/epidermis fører til at det den virker som et allergent
hapten. Den økende bruken av hårfargingsmidler blant unge har
også ført til en økende forekomst av kontakt allergi.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Type IV hypersenstivitetes reaksjon/kontakt hypersensitivitet: 0.5
poeng
Immunologiske mekanismer hvor følgende stikkord er med gir
0.25 pr stikkord, maks 2 poeng;
DTH, T-celle mediert, ikke-antistoff mediert, hapten,
proteinmodifikasjon/konfigurasjonsendring/fremmed,
antigenpresenterende celler (APC, dDC, LC), MHCII/CD4+,
MHCI/CD8+, sensibliseringsfase, effektorfase
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Bakeren har over noen år opplevd plager med rennende nese og
øyne på jobb. Siste året har hen også fått plager med tetthet i
brystet og tungpusthet ved eksponering for melstøv i arbeidet
sitt. Ved utredning påvises blant annet positiv prikktest mot mel.
(Prikktesten utføres ved at løsning med allergenet stikkes inn i
huden med en kanyle, og resultatet avleses etter 15 minutter.)
Hen får beskjed om at hen har utviklet typisk bakerastma.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilken type hypersensitivitetsreaksjon er knyttet til en slik
«bakerastma»? Beskriv de immunologiske mekanismene
(viktigste hovedtrekk/faser)
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Svaret under er mer detaljert enn hva som forventes fra student.
De sentrale og poenggivende delene er understreket. <br>
Bakerastma er en av de mest kjente typer yrkesbetinget astma.
Klassisk bakerastma er forårsaket av en allergisk reaksjon som
er knyttet til Type 1 hypersensitivitet, og kan være forbudet med
atopi/forhøyet IgE.
En baker kan bli eksponert for flere typer allergener som
proteiner/enzymer fra hvete, rug, bygg, sopp, planteproteiner og
midd. α-amylase/trypsin inhibitorer ser ut til å være de allergener
som er mest vanlig knyttet til bakerastma. Komplekser av
hvete/midd allergener kan også være involvert.
Eksponering kan skje ved inhalasjon av hele melpartikler som
deponeres i slimlaget i bronkier. Dette kan videre føre til at
assosierte allergener løser seg i bronkial væsken og trigger en
IgE-mediert allergisk respons.
Vanlige mekanistisk forløp i en type 1 hypersensitivitetsreaksjon
som forventes kort oppsummert;
Sensibiliseringsfase: Antigen presenteres via T-lymfocytter som
stimulerer B-celler til å produsere IgE antistoff via Th2 medierte
cytokiner (IL-4, IL-13). Antigenspesifikke IgE vil binde seg til
mastcellene.
Akutt-fasen: Ved neste eksponering (gjerne repeterende) med
samme antigen binder de seg til IgE på mastcellene. Dette fører
til histamin frigjøring (degranulering i løpet av minutter) og leder
til en rekke akutt-fase reaksjoner; histamin påvirker muskel celler
(sammentrekning), blodårer (sammentrekning), slimkjertler (slim
sekresjon og produksjon), nerver og eosinofile celler. Det skilles
også ut leukotriener og prostaglandiner som fører til ytterligere
påvirkning. Ved astma vil denne reaksjonen spesielt foregå i
lungene (alveoler) og føre til både økt slimproduksjon som
hemmer oksygen-opptak og inflammasjonsresponser (via cytokin
frigjøring).
Kronisk astma/re-modellering: Ved gjentatte/vedvarende
eksponeringer vil immunreaksjoner (histaminer, cytokiner,
aktiverte eosinofiler, monocytter, granulocytter) før til
vevsdestruksjon og reorganisering. Det kan da oppstå lokalt
kollagen deponering som kan forringe lungenes elastisitet.
Ytterligere detaljer som ikke forventes, men kan bidra positivt
(ytterligere 0.5 poeng); Aktivering av lokale mast celler, basofiler
samt eosinofile celler vil videre bidra til å danne et lokalt
inflammatorisk miljø. Viktige cytokiner som IL-4, IL-5, IL-8, IL-13,
GM-SCF, TNF, hvor spesielt IL-4/IL-13 bidrar til en Th2
forskyving viktig for IgE produksjon. IL-5 er spesielt viktig for
rekruttering av eosinofiler i senere fase. Eosinofiler bidrar til å
forsterke inflammasjon og videre i vevsdestruksjon (egen
sekresjon proteaser og ytterlige via rekruttering av og bidrag fra
nøytrofile celler).
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Type I hypersensitivitet/Atopi/forhøyet IgE: 0.5
Utgreiing som inneholder følgende stikkord gir 0.25
poeng/stikkord (opp til 2); Allergisk respons/IgE mediert, Allergen
(evt 1x0.25 for å spesifikke antigen som nevnt over),
inhalasjon/bronkier, sensibilisering/sensitisering, akutt-fase,
kronisk fase, antigensensitisering via IgE bundet til mast-celler,
degranulering/histamin/leukotriener/fysiologiske responser,
cytokiner/inflammasjon/vevsendring
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Yrkesastma kan oppstå både gjennom allergiske og ikkeallergiske mekanismer knyttet til ulike typer eksponering i
forskjellige yrker.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Beskriv kort hva slags forhold/eksponeringer som kan gi
eller forverre astma gjennom ikke-allergiske mekanismer, og
gi inntil 3 eksempler.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Irritant-induced/irritantindusert: klorgass, ammoniakk, SO2, NO2,
ozon, dieseleksos og fosgen. Gjelder i prinsipp alle irritanter som
kan inhaleres til nedre luftveier. <br>
«Provokers»: Kulde og tørr luft
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0,25 poeng for å nevne irritantindusert/irritanter som kan
inhaleres til nedre luftveier. <br>
Inntil 0,25 poeng for 3 riktige konkrete eksempel
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Allergener som kan gi allergisk astma deles ofte inn i forbindelser
med lav og høy molekylærvekt.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Gi minst ett eksempel fra hver av disse gruppene
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
HMW: melstøv, dyreproteiner, pollen og husstøvmidd <br>
LMW: isocyanater (lakk, skumplast, m.m.m.), persulfater
(hårblekemiddel), metallsalter (typisk ved sveising)
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0,25 poeng for et riktig eksempel på HMW <br>
0,25 poeng for et riktig eksempel på LMW
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Ingen egen vignett.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Nevn, i prioritert rekkefølge, det som i det
arbeidsmedisinske fagmiljøet anses som 6 hovedgrupper
av forebyggende tiltak for å beskytte arbeidstakere mot
skadelig luftforurensning i arbeidsmiljøet. Gi minst ett
konkret eksempel for hver hovedgruppe.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
1) Eliminasjon (fjerning av den skadelige påvirkningen, f.eks
avslutte produksjonen av en vare.) <br>
2) Substitusjon (bytte ut et helsefarlig kjemikalium med et annet
som representerer en lavere helserisiko ved eksponering) <br>
3) Innkapsling eller lukking av prosesser (herunder regner vi
avtrekkskap på laboratorier) <br>
4) Ventilasjon/avtrekk (herunder regner vi allmennventilasjon
og punktventilasjon) <br>
5) Organisatoriske/administrative tiltak (herunder
arbeidstidsbegrensninger, rullering, opplæring og skriftlige
arbeidsinstrukser) <br<
6) Personlig verneutstyr, er alltid siste utvei, som kun skal
brukes dersom man ikke klarer å sikre et fullt ut forsvarlig
arbeidsmiljø med øvrige tiltak. (Eks. maske, klær, briller m.m.). <br>
NB: Punkt 3 og 4 er ofte sammenslått til ett område: «tekniske
tiltak».
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Gi 0,2 poeng for hver riktig hovedgruppe med relevant eksempel,
opp til maks 1 poeng, og 0.5 poeng hvis også rekkefølgen er
riktig. Dvs. at dersom man har slått sammen punkt 3 og 4 til ett
område, «Tekniske tiltak», så vil det fortsatt være mulig å få full
pott.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
En mor kommer til deg som fastlege med datteren på 2 år.
Moren er bekymret for språkutviklingen.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Beskriv normale utviklingsmessige milepæler for språk,
motorikk, kognisjon, sosialt og emosjonelt ved 2 års alder.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Kognisjon – barnet koordinerer sanseinntrykk og motoriske
ferdigheter. Begynnende målrettet atferd. Utsatt imitasjon. <br>
Objektpermanens.<br>
Språk – to-ordssetninger. Ordspurt. Sier ca. 200 ord. <br>
Overekstensjon og underekstensjon. <br>
Motorisk – Går stødig (senest 18 mnd.), tegner streker med
tegneblyant (fra 18 mnd.) (hoppe og løpe ikke forventet før 2,5
år). <br>
Sosialt – egosentrisitet, men gjenkjenner andres følelser. <br>
Begynnende empati. Tilknytning til foreldre. Interessert i andre
barn, men leker mest ved siden av. <br>
Emosjonelt – emosjoner er differensiert fra uro og tilfredshet til
primære emosjoner som frykt, sinne, frustrasjon, tristhet, glede
og overraskelse. Barn fremviser egosentrisk empati. Trenger
hjelp fra voksne til å regulere følelser. Bruker andres emosjonelle
uttrykk for å avgjøre hva de skal gjøre i usikre situasjoner.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0,4 poeng for hvert område som er besvart riktig, opptil 2 poeng
totalt.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Ingen egen vignett.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke faktorer kan påvirke språkutviklingen i spe- og
småbarnsalder?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Hvor mye språk de hører (barn med foreldre som snakker mye
og stiller mange spørsmål har mer avansert tidlig språkutvikling).
Dette påvirkes av: <br>
- Barnets personlighet og hvor interessert er det i å prate<br>
- Barnets hørsel<br>
- Omsorgssituasjon <br>
- Eventuell somatisk og/eller psykisk sykdom hos barn
og/eller foreldre <br>
- Samspill med andre barn og voksne (f.eks. går barnet i
barnehage?) <br>
- Kognitivt evnenivå (ord som ‘borte’ og ‘titt-tei’ kommer når
barnet mestrer objektpermanens, korttidshukommelse,
prosesseringshastighet, selektiv oppmerksomhet og
nysgjerrighet) <br>
- Sosioøkonomisk status (mer barnerettet tale, snakker mer
med barna, bruker flere ord, foreldrestil, turtaking, hvor
mye barnet blir lest for, antall og variasjon på bøker i
hjemmemiljø)
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0,5 poeng for hvert riktig svar, opptil 2 poeng totalt
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Mor og datter kommer tilbake til deg som fastlege noen år
senere. Datteren har blitt 9 år og går i 4. trinn på skolen.
Språkutviklingen har bedret seg og er nå normal. Hun er mye
alene og har vansker med å få venner.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke risikofaktorer og beskyttende faktorer kan påvirke
sosial fungering hos jenta?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Hvor mye språk de hører (barn med foreldre som snakker mye
og stiller mange spørsmål har mer avansert tidlig språkutvikling).
Dette påvirkes av: <br>
- Barnets personlighet og hvor interessert er det i å prate<br>
- Barnets hørsel<br>
- Omsorgssituasjon <br>
- Eventuell somatisk og/eller psykisk sykdom hos barn
og/eller foreldre <br>
- Samspill med andre barn og voksne (f.eks. går barnet i
barnehage?) <br>
- Kognitivt evnenivå (ord som ‘borte’ og ‘titt-tei’ kommer når
barnet mestrer objektpermanens, korttidshukommelse,
prosesseringshastighet, selektiv oppmerksomhet og
nysgjerrighet) <br>
- Sosioøkonomisk status (mer barnerettet tale, snakker mer
med barna, bruker flere ord, foreldrestil, turtaking, hvor
mye barnet blir lest for, antall og variasjon på bøker i
hjemmemiljø)
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0,5 poeng for hvert riktig svar, inntil 1 poeng for risikofaktorer og
inntil 1 poeng for beskyttende faktorer. Totalt maks 2 poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Jenta, som nå har blitt 16 år, kommer alene til deg som fastlege.
Hun ønsker p-piller og har en fast kjæreste på 27 år. Hun har blitt
flyttet i fosterhjem for ett år siden etter at far brått døde i en
bilulykke og mor ble alvorlig skadet og senere utviklet
opioidavhengighet.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Beskriv prinsippene for den bio-psyko-sosiale forståelsesmodellen for psykisk
lidelse og gjør en vurdering av jentas risiko for psykisk lidelse utifra denne.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Del 1: I en bio-psyko-sosial forståelsesmodell for psykisk lidelse
samvirker biologiske, psykologiske og sosiale risiko- og
beskyttende (resiliens) faktorer i et tidsperspektiv
(bakenforliggende, utløsende, vedlikeholdende) for utvikling og
opprettholdelse av psykisk lidelse. Forståelsen går ut på at det
sjeldent er enkeltfaktorer som fører til psykisk lidelse, men et
samspill mellom de biologiske, psykologiske og sosiale
elementene i et liv. I tillegg vil økt risiko kunne oppveies av økt
resiliens, og motsatt. <br>
Del 2: Jenta har hatt en delvis trøblete barndom med bekymring
rundt språkutvikling i tidlig alder (utviklingsforstyrrelse), samt
sosiale vansker på barneskolen (utenforskap). Hun har opplevd
tap av nære relasjoner i form av brått dødsfall hos far (traume).
Mor utviklet en opiodavhengighet slik at hun ikke kunne ta vare
på jenta (omsorgssvikt ifb. legemiddelavhengighet). Hun har nå
en eldre kjæreste og ønsker p-piller, noe som tyder på at hun er
seksuelt aktivt med en mye eldre mann (seksuell risikoatferd).
Det fremkommer ikke noen beskyttende faktorer. <br>
Jenta vil ha en forhøyet risiko for psykiske helseplager.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Totalt maks 2 poeng: 0,5 for hvert element i del 1 (bio-psykososial-modell) til inntil 1 poeng, og 0,5 for hvert element i del 2
(vurdering av jenta) til inntil 1 poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
I Norge regnes man som helserettslig myndig ved 16 år, og man
kan bestemme selv om man vil motta helsehjelp eller ikke.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Drøft dette kort opp mot kunnskap om frontallappens
(prefrontal cortex) funksjoner og modningsprosess.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Del 1: Frontallappens (prefrontal cortex) funksjoner er primært de
eksekutive funksjonene i form av å planlegge, organisere, lage
strategier for å gjennomføre langsiktige mål, regulere følelser,
evaluere, vurdere og endre atferd, ha flere perspektiver samtidig
(metaperspektiv), konsentrere seg, holde fokus over tid.
Frontallappen er dermed helt sentralt i evnen til selvregulering
(adaptiv styring av aktivitet, reaksjoner og følelser) og til å lage
planer for å justere atferd for å nå langsiktige mål.
Frontallappen er den delen av hjernen som er senest ferdig
utviklet og den modnes frem til midten av 20-årene (ca. 25 år). I
ungdomstiden er det høy aktivitet i det limbiske området (sterke
følelser) og relativ lav utøvende kontroll fra prefrontal cortex, slik
at ungdom kan ha vanskeligheter med langtidskonsekvenstenkning. De velger lettere det som gir mest
belønningsfølelse her og nå. <br><br>
Del 2:
Dette kan ha betydning for en 16-årings evne til å ta
helsemessige valg, da samtykkekompetanse i helsespørsmål
blant annet fordrer at man kan anerkjenne mulige konsekvenser
av ulike behandlingsalternativer (som er en frontallappsfunksjon).
Eventuelt kan man tenke at en 16 åring har såpass god evne til
metaperspektiv og konsekvenstenkning pga. frontallappens
modning at det er en fornuftig aldersgrense for helsemessig
samtykkekompetanse.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Totalt maks 2 poeng <br>
Del 1: 0,5 poeng per riktig svar om frontallappens funksjon inntil
1 poeng, og 0,5 om rett modningstid. <br>
Del 2: 0,5 poeng ved drøfting der frontallappsfunksjoner drøftes
opp mot helserettslig myndighet ved 16 års alder.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
En tidligere frisk kvinne på 68 år får påvist kreft i tykktarmen. Hun
blir operert med fjerning av deler av tykktarmen. Operasjonen
utføres som en åpen operasjon. Dette er en operasjon som gir
en god del smerte, og for å gi god smertelindring får hun i
forbindelse med operasjonen epidural smertebehandling.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvordan vil du klassifisere smerten etter en slik operasjon?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Dette er en akutt postoperativ smerte som i hovedsak er
nociseptiv.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
«Akutt» eller «postoperativ» gir et poeng, og «nociseptiv» gir et
poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Pasienten får blant annet et lokalanestesimiddel som del av den
epidurale smertelindringen
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvor og hvordan virker lokalanestesimidler smertelindrende
som del av epidural smertebehandling?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Hemmer innstrømming av Na+ ioner gjennom spenningsstyrte
natriumkanaler i primære afferente nociseptor. Slik stoppes
ledningen av smertesignaler i nociseptorene.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 poeng for å angi at man blokkerer natriumkanaler (1/2 poeng
dersom man kun angir «ionekanaler». Et poeng for å angi at
effekten er (i hovedsak) på primære afferente nociseptor (1/2
poeng om man angir «ryggmargsnært»)
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Pasienten får senere tilbakefall av kreftsykdommen med
spredning til lever og bukhule. Hun får regelmessig opioider mot
smertene, men angir likevel mye smerter.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
I forbindelse med kreftsmerte brukes ofte begrepet «total
pain». Hva innebærer dette?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
«Total pain» favner både de somatiske (kroppslige/nociseptive)
delene av smerten og at psykologiske, sosiale og
åndelig/eksistensielle forhold kan oppleves og rapporteres som
smerte.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
2 poeng for å angi somatisk, psykologiske, sosiale og
åndelig/eksistensielle. Trekk med ½ poeng for hvert element som
mangler.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Til tross for at man etter hvert får lindret pasientens jevne smerte
(bakgrunnssmerte) effektivt, opplever hun flere ganger daglige
episoder med intense smerter (smertetopper) som varer 15 til 45
minutter. I forbindelse med disse episodene får hun ekstradoser
med opioider.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvorfor vil det ikke være hensiktsmessig å dosere de
regelmessige dosene med opioider så høyt at de også
dekker smertetoppene?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Med tilstrekkelig høye faste doser av opioider, ville pasienten få
mye bivirkninger, først og fremst i form av trøtthet/sløvhet.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Et poeng for å angi «mye bivirkninger», et poeng til for å
konkretisere med «trøtthet/sløvhet»
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Ingen egen vignett.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Opplevelsen av smerten og smerteadferden kan påvirkes av
psykologiske forhold. Hva er sentrale elementer i hvordan
psykologiske forhold påvirker smerte?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Psykologiske forhold kan først og fremst påvirke fortolkningen av
smerten. Tidligere erfaringer, angst (inkludert
verstefallstenkning), depresjon og oppmerksomhet er særlig
relevante psykologiske faktorer.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 poeng for «fortolkning». 1 poeng for å konkretisere hvilke
faktorer som kan være særlig aktuelle.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Du jobber som fersk LIS1 i et akuttmottak på et lokalsykehus. Det
kommer inn en 6 måneder gammel gutt til mottak. Gutten er frisk
fra tidligere, født til termin. Foreldrene forteller at de har sett en
kul i guttens høyre lyske i forbindelse med bleieskift. Kulen er mer
synlig når gutten gråter, og det virker å plage han.
Du undersøker gutten, og finner slik som foreldrene har beskrevet
en kul i høyre lyske. Du palperer etter begge testikler, du kan
kjenne testikkelen i pungen på høyre side, men venstre side
fremstår tom.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Ut fra det du har lært om lyskekanalens anatomi og
fosterutvikling, kan du forklare hva som er «feil»/diagnosen
på denne guttens høyre og venstre side?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Dette barnet har mest sannsynlig et høyresidig lyskebrokk og
venstresidig kryptorkisme evt. jojo-testikkel. Alle disse tilstandene er relativt vanlig hos små guttebarn, og kan forklares med
lyskekanalens anatomi og nedvandringen av testiklene i fosterlivet
Det er mest sannsynlig høyresidig lyskebrokk da du palperer
testikkelen i pungen på samme side, dermed er det IKKE
testikkelen du palperer i lyskekanalen. Lyskebrokk hos guttebarn
er relativt vanlig nettopp fordi testiklene vandrer igjennom
lyskekanal under fosterutviklingen, og det er ikke alltid at
peritoneum har trukket seg tilbake.
På venstre side er skrotum tom, ergo ingen testikkel å kjenne. Det
vanligste er at testikkelen da ikke har fullført hele nedvandringen
altså en testisretensjon. Det er mer sjeldent at testikkelen mangler
helt. Noen ganger kan en kjenne en kul i lysken, og dette er da den
ikke nedvandrende testikkelen og IKKE et lyskebrokk. Guttebarn
har også noen ganger litt overivrig cremastermuskulatur, slik at
testikkelen heises opp i lyskekanalen – en såkalt jojo-testikkel.
Dette kan også være grunnen til at du ikke kjenner noe testikkel i
venstre skrotum.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Studentene trenger ikke komme med riktig diagnose, men de skal
kunne resonere rundt lyskekanalen at den er en vandringstunnell
for testiklene, og at denne nedvandringen gjennom kanalen gir økt
risiko for lyskebrokk eller ikke fullstendig nedvandring av
testikkelen. <br><br>
1 poeng for riktig forklaring m.t.p brokk på høyre side og at dette
skyldes at testiklene vandrer igjennom lyskekanalen.
1poeng for riktig forklaring m.t.p problemer knyttet til
nedvandring av testikkel (testisretensjon/kryptorkisme), de skal
da ha med at testiklene vanligvis vandrer igjennom lyskekanalen i
fosterlivet, men at det ikke alltid er slik at de er på plass i pungen
ved fødsel. De trenger ikke å ha med cremaster muskel og at denne
kan trekke testiklene opp i lyskekanalen, men det er et pluss.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Ingen egen vignett.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva er lyskebåndet, hvilken struktur danner lyskebåndet og
hvor går lyskebåndet til og fra?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Lyskebåndet er et ligament (ligamentum inguinale) som dannes av
aponeurosen til den ytre skrå bukveggsmuskelen (m. obliquus
externus). Lyskebåndet strekker seg fra spina iliaca anterior
superior (SIAS på os ilium) til skambeinet (os pubis).
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
½ poeng for å nevne at lyskebåndet er et ligament og at det dannes
fra m. obliquus externus – de må ha med begge svarene for å få
poeng.
½ poeng for å si riktig utstrekning av lyskebåndet – de må ha med
begge svarene for å få poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Ingen egen vignett.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Kan du forklare hva lyskekanalen egentlig er i grove trekk, og
hvilke strukturer som danner den?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Det er en avlang traktformet kanal/tunnel som skaper en passasje
mellom innsiden og utsiden av bukhulen. Den dannes av de skrå
fremre bukveggsmusklene og deres muskelfester, der de ulike
musklene og deres ligamenter danner tak, gulv og veggene i
tunnelen. <br><br>
Kommentar etter sensur: her var det veldig mange studenter som
blandet femoralkanalen og lyskekanalen. Det er viktig å huske at
dette er to forskjellige «åpninger» for komplett forskjellige strukturer
selv om de ligger i nærheten av hverandre. Lyskebåndet danner
gulvet i lyskekanalen, men samtidig taket i femoralkanalen.
Lyskekanalen går derfor på oversiden av lyskebåndet og
femoralkanalen på undersiden. Det var også mange som ikke har
skjønt forskjellen på lyskebåndet og lyskekanalen – dette er viktig å
forstå.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 poeng for å forklare at det er en kanal/tunnel, de må ha med en
forklaring om at kanalen går mellom innsiden og utsiden av
bukhulen. <br>
1 poeng for å forklare at lyskekanalen går gjennom de skrå fremre
bukveggsmusklene og deres fester, og at det er disse som danner
de ulike delene av tunnelen med gulv, vegger og taket av kanalen.
Det er ikke et krav om at de vet hvilke spesifikke muskler og ligamenter som danner henholdsvis tak (m. obliquus internus og m.
transversum abdominis), gulv (lig. inguinale), framvegg
(aponeurosen til m. obliquus externus) og bakvegg (transversalis
fascien)
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Ingen egen vignett.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilken/hvilke strukturer går igjennom lyskekanalen hos
henholdsvis en mann og en kvinne?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Ligamentum teres uteri / det runde livmorbåndet / ligamentum
rotundum hos kvinner. <br>
Sædstrengen/funikkelen hos menn. Funikkelen består av flere
komponenter: ductus deferens/vas deferens som er selve
sædledere og kar (vener og arterier til testikkelen).
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
½ poeng for riktig struktur hos kvinner, alle varianter av
svaralternativene godkjennes.
½ poeng for riktig struktur hos menn, godkjennes enten å si
funikkelen/sædstrengen. Alternativet er å si strukturene som går i
funikkelen nemlig ductus deferens/vas deferens og blodkar. Å kun
si ductus deferens er ikke nok.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Ingen egen vignett.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
På bilde ser du et lyskebrokk, kan du forklare om bildet viser
et indirekte eller direkte lyskebrokk og hvorfor?
[img[ICD-2024-2E.png]]
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Dette er et indirekte, også kalt lateralt brokk. Grunnet til dette er
fordi brokket kommer ut lateralt for a. epigastrica inferior og går
den indirekte veien igjennom lyskekanalen (i motsetning til
direkte brokk/mediale brokk som går direkte igjennom
bukveggen) <br><br>
Kommentar etter sensur: mange studenter har sagt at dette er et
medialt brokk siden de ser enden på brokket medialt på bildet, men
det er hvor brokk kommer ut gjennom bukveggen som definerer
dette. Ser en på bildet ser en at åpningen ligger lateralt for a.
epigastrica inferior, dvs. tilsvarende indre lyskeåpning. I tillegg er
det veldig tydelig at brokket passerer gjennom lyskekanalen
sammen med funikkelen. Det var også mange studenter som snakker
om hvilket brokk som er farligst. Det er ikke noe forskjell i
alvorlighetsgrad på en medialt eller lateralt brokk. Derimot er det
større fare for at et femoralbrokk, dvs et brokk som går gjennom
femoralkanalen som ligger under lyskebåndet, skal bli inkarserert.
Dog er ikke dette noe det ble spurt om på eksamen.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 poeng indirekte brokk (lateralt brokk godkjennes også). <br>
1 poeng for å forklare at det er fordi brokket kommer ut lateralt for
a. epigastrica inferior og er et brokk som går igjennom
lyskekanalen. <br>
En får poeng for å forklare at brokk defineres ut fra lokalisasjon i
forhold til a. epigastrica inferior, evt godkjennes også hvis en kun
har sagt at det er et lateralt brokk siden det går gjennom
lyskekanalen/ut gjennom indre lyskeåpning.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Ingen egen vignett.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilken type lyskebrokk er det mest sannsynlig at barnet har,
og hvorfor er denne typen brokk mer vanlig hos guttebarn?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Det er mest vanlig med indirekte/laterale lyskebrokk hos
guttebarn. Dette skyldes embryogenesen. Når testiklene, som ligger
retroperitonealt i fosterlivet, vandrer nedover mot pungen, vandrer
de igjennom lyskekanelen. De dytter en del av peritoneum og
magemusklene med seg nedover. Når testiklene er på plass i
pungen vil en del av peritoneum legge seg rundt testikkelen, og
laget skifter da navn til tunica vaginalis, mens den bakre delen av
peritoneum vil trekke seg tilbake inn i bukhulen igjen. Hos nyfødte gutter som har brokk skyldes dette at peritoneum ikke har trukket
seg helt tilbake ennå.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 poeng for indirekte brokk (lateral brokk godkjennes også) <br>
1 poeng for riktig forklaring med embryogenesen, med vandring av
testikkelen og at tunica vaginalis ikke har lukket seg og trukket seg
tilbake. Godkjenner også om de heller bruker peritoneum som
begrep enn tunica vaginalis. <br>
Studentene får poeng for riktig forklaring om hvorfor laterale
brokk er mer vanlig hos små guttebarn selv om de evt. har sagt at
det er et medialt brokk. Dvs. om en har forklart at en type brokk er
vanligere hos guttebarn grunnet embryogensen og nedvandring av
testikkel gjennom lyskekanalen har vi valgt å gi poeng. Da nesten
ingen hadde tatt med at begrepene tunica vaginal/peritoneum har
vi ikke krevd dette for å gi poeng. <br>
Mediale brokk er sjeldent hos barn, men vanlig hos eldre da det
skyldes en defekt i selve bukveggen grunnet belastning/slitasje
over tid. Både kvinner og menn kan få både laterale og mediale
lyskebrokk.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Å være i arbeid er en viktig kilde til god helse og livskvalitet.
Samtidig er mange arbeidstakere i Norge også eksponert for en
del arbeidsmiljøfaktorer som kan påvirke helsa negativt. <br>
Fire av dine venner arbeider fulltid i følgende yrker: Sveise- og
platearbeider, kokk, tømrer og bonde med melkedrift. Alle fire
trives veldig godt med sine arbeidsoppgaver, men er samtidig
bekymret for forskjellige helseplager de tror henger sammen med
arbeidet. Du er medisinstudent og alle ønsker tips fra deg:
Sveiseren opplever av og til plager i form av muskelsmerter,
feber, hodepine og slapphet utover arbeidsdagen, slik at han må
gå rett til sengs når han kommer hjem fra jobb. Som regel føler
han seg bedre neste dag og kan gå på arbeid igjen da. Ingen økt
tungpusthet ved fysisk aktivitet. <br>
Bonden opplever også lignende plager, kanskje særlig på dager
hvor hun har drevet med nedvask av fjøs. Hun har også litt
hudplager på hendene, i form av litt tørrhet/flassing og perioder
med rødlig utslett. <br>
Kokken har lignende hudplager og plages ofte med hoste i løpet
av arbeidsdagen, særlig de ukene han jobber ettermiddagsskift
når det meste av matlagingen foregår. <br>
Tømreren opplever arbeidsdagen som en god treningsøkt, men
blir enkelte dager nummen i fingrene, særlig når han har jobbet
mye med meisling av flis og betong.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Dersom disse plagene skyldes eksponeringer i arbeid, hvilke
eksponeringer er da mest sannsynlig årsaker til plagene for
hver enkelt av dem? <br>
(Svar stikkordsmessig hvor du knytter yrket og eksponering
sammen, f.eks: Luftveisplager hos baker – melstøv og
bakeforsterkere; Hudplager på hendene hos kokk – ….. osv)
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
(Både bonden og sveiseren beskriver symptomer forenelig med
inhalasjonsfeber. For bonden kan man også mistenke akutt form
av hypersensitivitetspneumonitt som kan ha identisk klinisk bilde)
Eksponeringer som bør beskrives i svaret: <br>
Sveiser: <br>
Eksponering for zinkholdig støv/sveiserøyk (som fører til
metallfeber/sveisefeber, mandagsfeber)
Bonde: Eksponering for organisk støv inneholdende produkter fra
vekst av bakterier og/eller sopp. Særlig er det vist at
endotoksiner fra cellemembranen til gram negative bakterier i
organisk materiale i fjøset, kan gi organic dust toksic syndrom
(ODTS). Dersom man tenker i retning av akutt
hypersensitivitetspneumonitt vil det da også være produkter fra
sopp og bakterier som er mest sannsynlig årsak til slik
sykdomsutvikling. <br>
Hudplager på hendene med flassing og rødlig utslett hos bonde
og kokk er arbeidsutløst kontakteksem inntil det motsatte er
bevist. Kontakteksem kan i disse yrkene utløses både av
hudirritanter og hudsensibiliserende agens, eventuelt gjerne en
kombinasjon av begge deler. Eksponeringer som forårsaker
yrkesutløst kontakteksem i disse yrkene og som bør nevnes i
svaret er: <br>
Bonde og Kokk: <br>
Hudirritanter: Vått arbeid i form av hanskebruk og håndvask.
Kontakt med vaskemidler, hanskematerialer og kremer. <br>
Bonde: Vask av jur/melkeorganer, sprøytemidler, olje og diesel
m.fl. <br>
Kokk: Svært hyppig håndvask, kontakt med hudirriterende
matvarer. <br>
Potensielt sensibiliserende agens: <br>
Bonde: Kuepitel mm <br>
Kokk: Diverse matvarer <br<
Bonde og Kokk: Allergener fra hanskematerialer,
konserveringsmidler i vaskemidler, kremer mm. <br>
Det at kokken opplever plager med hoste bør gi mistanke om
eksponering for luftveisirritanter som f.eks stekeos,
sprayvaskemidler, evt melstøv for noen etc. Det at plagene
kommer i forbindelse med tilberedelse av varmmat bør gi klar
mistanke om stekeos som årsaksfaktor. Eksponeringen for
stekeos vil ofte være høyest på ettermiddagen når det er mest
kunder i restauranten. <br>
Nummenhet i fingrene hos tømrer relatert til arbeid med meisling
bør gi mistanke om akuttsymptomer på eksponering for vibrasjon
fra håndholdt vibrerende verktøy. På sikt kan dette føre til håndarm-vibrasjonssyndrom (HAVS) som kan gi varig og alvorlig
invaliditet med betydelig tap av funksjon og redusert livskvalitet.
De senere årene har flere arbeidsmedisinske avdelinger opplevd
en økning i antall utredninger av relativt unge tømrere med
alvorlig og invalidiserende HAVS. Eksponering som er mest
sannsynlig årsak til nummenhet i eksempelet over og som bør
være med i svaret er: <br>
Vibrasjon fra håndholdt vibrerende verktøy (meiselhammer)
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Sveiser <br>
Slapphet og feber: <br>
- sveiserøyk/støv inneholdende metaller/sink 0,5p <br>
Bonde <br>
Slapphet og feber <br>
- organisk støv med komponenter fra sopp/bakterier 0,5p <br>
Hudplager: <br>
- hudirritanter – håndvask, hanskebruk, vask av jur,
vaskemidler, oljer, diesel, sprøytemidler, m.m. 0,5p <br>
- hudsensibiliserende agens: f.eks.
dyrepitel/proteiner/konserveringsmidler/gummimykgjørere
m.m. <br>
Kokk <br>
Hudplager <br>
- hudirritanter – håndvask, hanskebruk, vaskemidler, div
matvarer 0,5p <br>
- hudsensibiliserende agens: f.eks. div matvarer,
vaskemidler, /konserveringsmidler/gummimykgjørere m.m. <br>
Hoste <br>
- Luftveisirritanter, særlig stekeos 0,5p (evt bare
sprayvaskemidler 0,25 p) (-melstøv kan også være
relevant hos noen, men er mindre sannsynlig) <br>
Tømrer <br>
Nummenhet i fingrene: <br>
- vibrasjon fra håndholdt vibrerende verktøy 0,5p <br>
Maks 0.4 poeng for hver plage og yrke med riktig/relevant
eksempel på type eksponering, inntil 2,4 poeng totalt. 0,1 poeng
ekstra ved god og tydelig formulering som viser god forståelse.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Supplerende vignett: <br>
Gårdbrukere kan oppleve episoder med feberfølelse og slapphet
i relasjon til en del arbeidsoppgaver, som for eksempel nedvask
av fjøs. Som regel er dette en selvbegrensende tilstand som ikke
regnes å ha potensiale til å utvikle seg til kronisk eller alvorlig
sykdom.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva kalles denne tilstanden og hva er den immunologiske
mekanismen som ligger til grunn for reaksjonen?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Tilstanden det siktes til her er inhalasjonsfeber/Organic dust toxic
syndrome (ODTS). <br>
For bonden vil dette typisk utløses av endotoksiner
(lipopolysakkarider; LPS) fra gram-negative bakterier og
tilstanden kalles da ODTS. Eksponering med LPS vil binde seg
til pattern recognition receptors (PRRs) av type toll-like reseptor
4 (TLR4) assosiert med CD14 på monocytter/makrofager. Dette
vil utløse en storm av cytokiner som TNF-α, IL-β og IL-6. Disse
cytokinene er direkte årsak til feberresponsen (virker på feber
senteret i talamus). <br>
(For sveiseren kan eksponering for metaller i sveisestøv føre til
oksidativt stress og celle skade. Dette kan igjen føre til
inflammasjonsresponser som involverer samme cytokiner og
derfor utløser feber. Tilstanden kalles ofte gjerne
«sveisefeber»/«zinkfeber» -NB det er ikke spurt om sveiseren i
oppgaven og dette gir ikke poeng, men er nevnt her til
orientering).
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Navn på tilstanden: Organic Dust Toxic syndrom: 0,5 poeng, evt
0,25 poeng dersom det bare er brukt begrepet inhalasjonsfeber. <br><br>
Immunologiske mekanismer hvor følgende stikkord er med gir
maks 1,5 poeng fordelt på følgende vis; <br>
LPS binding til reseptorene TLR4 (gjennom CD14) – 0,5 poeng,
Cytokiner-feber 0,5 poeng.
Spesifikt cytokiner (0,25 pr cytokin, riktig opp til 0,5 poeng, dvs
det holder å nevne to av disse for full score på denne); TNF-α,
IL-1β, IL-6.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Ingen egen vignett.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke luftbårne eksponeringer er vanlige på kjøkken? Og
hvilke egenskaper ved disse eksponeringene er det som
avgjør hvilke deler av luftveiene som kan affiseres?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Bioaerosoler, kanskje først og fremst stekeos, men noen steder
også melstøv. Aerosoler fra renggjøringsmidler. Noen steder kan
det også være røyk fra vedfyrte ovner. <br>
Aerosolenes svevegenskaper avgjør i stor grad hvilke deler av
luftveiene som affiseres, dette oppgis gjerne som aerodynamisk
diameter, hvilket igjen avgjøres av aerosolenes størrelse, tetthet
og fasong. Forenklet kan man si at aerosoler med gode
sveveegenskaper har større tendens til å trenge lengre ned i
luftveiene, mens aerosoler med aerodynamisk diameter over 10
µm i liten grad kommer seg helt ned til de nedre luftveier.
Stekeos har en stor andel små og ultrafine partikler som kan
trenge langt ned i luftveiene. <br><br>
Det er også et vesentlig poeng at per vektenhet aerosol, (f.eks
milligram) så vil antallet aerosoler øke dess mindre hver enkelt
partikkel er, og det samme gjelder alle disse aerosolenes
samlede overflate som kan reagere med omgivelsene. Dersom
målinger viser at det er omtrent 1 mg aerosoler per kubikk luft i
arbeidsmiljøet, så er vil dette vanligvis utgjøre en større
helsefare dersom aerosolene er små, enn hvis de er relativt
store.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
-Bioaerosoler/stekeos 0,5p, (evt også melstøv,
rengjøringsmidler, røyk) <br>
-Aerodynamisk diameter/sveveegenskaper/størrelse 0,5p
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Supplerende vignett: <br>
Både bonden og kokken beskriver hudplager som man kan
mistenke kan ha sammenheng med yrkeseksponering.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke mulige underliggende årsaker kan være knyttet til
arbeidsrelaterte hudplager? Hvilke tre ulike immunologiske
årsaksmekanismer kan ligge bak?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
De underliggende hudplagene kan skyldes a. allergisk
sensitisering (type I hypersensitivitesreaksjon), b. kontakt
eksem/kontakt hypersensitivitetsreaksjon
(hypersensitivitetsreaksjon IV), c. Irritant utløst kontakt dermatitt.
Symptomene kan også oppstå som en følge av kombinasjon av
disse. <br><br>
Mulighet a: Type I hypersensitivites reaksjon kjennetegnes av
forhøyet IgE og er allergisk betinget. Effektor celler involvert er
mast-celle som binder IgE antistoff (gjennom FC reseptor) og
leder til frigjøring av histaminer/eikosanoider. Reaksjon vil være
utløst av enten hud/oral eksponering av allergener presentert til
dendrittiske celler– for eksempel dyreepitel, proteiner i dyreurin
(bonde) eller også som følge av oral sensibilisering.
Sensibiliseringen og aktivering av mastceller i hud fører til
frigjøring av histaminer/eikosanoider. Reksjonen er drevet av
typiske Th2 cytokiner, slik som IL-4, IL-5 og IL-13. Aktivering av
hudens epitelceller vil bidra til ytterligere aktiveringer gjennom
frigjøring av alarminer (IL-25, IL33 og TSLP). <br>
Mulighet b: Sensibilisering gjennom type IV hypersensitivitets
reaksjon. Dette er en celle-mediert respons (ikke antistoff
mediert) som involverer sensibilisering av dendrittiske celler.
Denne kan utløses av stoffer som virker som haptener, og som
bidrar til at egne proteiner endres og gjenkjennes av dendrittiske
celler/hud makrofager som «fremmed». Et irritant stoff
(kjemikalie slik som isocyanater) kan for eksempel bidra til haptendannelse. Aktiveringen leder til en celle-mediert respons
(CD4+ eller CD8+ T-lymfocytter) og frigjøring av mediatorer som
fører til vevskade (sår eller blemmer). <br>
Mulighet c: Irritantutløst kontaktdermatitt. Hudirritasjon –gjennom
eksponering av kjemiske stoffer som virker som hudirritanter, og
direkte tap av inntakt hudbarriære.Tap av inntakt hudbarriære er
en inngang både for den kjemiske irritanten, allergener og
mikroflora. Tilstanden fremmer aktivering av keratinocytter i hud
og øker produksjonen av epidermale cytokiner (IL-1β, IL-1α, INFƴ og IL-2) samt oppregulering av celle-adhesjons molekyler. Det
skjer både en aktivering og økning av antallet antigenpresenterende celler i hud, og videre en infiltrasjon av Tlymfocytter. Klinisk minner derfor irritant indusert eksem mye om
allergisk kontakt eksem. <br>
Kombinerte muligheter: En hudirritasjon med sår og sprukken
hud, kan lettere lede til at allergener trenger gjennom hud og kan
presenteres for dendrittiske celler og videre til allergi/eksem i
hud. <br>
Risikoen for å utvikle defekt hudbarriære kan økes gjennom
genetiske disposisjoner knyttet til epitel barriærer (for eksempel
defekter i fillagrin) og polymorfismer knyttet til
inflammasjonsgener, patogen sensing, immune toleranse og
cellulær aktivering.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Oppgaven gir maks 3 poeng. <br><br>
Underliggende årsakstyper, totalt 0.9 poeng fordelt på; <br>
Allergisk/type I (0.3 poeng), kontakt hypersensitivitet/type IV (0.3
poeng), irritasjons mediert (0.3 poeng) <br>
Mekanismer (totalt 2.1 poeng, 0.1 poeng pr stikkord gitt
beskrivelse i riktig sammenheng, kan være ujevnt fordelt mellom
mekanismer); <br>
Allergi/hypersensitivitets reaksjon I: IgE, FC mediert mastcelle
aktivering, histaminer/eicosanoider, Th2 cytokiner (IL-4, IL-5, IL13), alarminer fra epitelceller (TSLP, IL-25, IL-33), antigen
presentasjon, allergener <br>
Kontakt hypersensitivitets reaksjon (IV): Celle-mediert, hapten
indusert (kjemikalie), egne proteiner registreres som fremmed av dendrittiske/antigenpresenterende celler i hud, T-celle respons,
vevsdestruksjon (proteaser, cytoksiske effekter).
Irritant kontakt dermatitis: Keratinocytter, cytokiner (IL-1beta, ILa, IL-2, INF-y), permeabel hudbarriære/tap av hudbarriære,
dendrittiske celler, Influx T-lymfocytter.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Supplerende vignett: <br>
Onkelen din jobber som ortoped og ber deg passe deg for
diatermirøyk og stråling når du skal på operasjonsstua i praksis.
Han nevner også at det blir stadig travlere på jobb, særlig på
nattestid da operasjoner som ikke fikk plass på dagtid i økende
grad utføres av vaktteamet på natt.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Nevn, i prioritert rekkefølge, det som i det
arbeidsmedisinske fagmiljøet anses som 5 hovedgrupper
av forebyggende tiltak for å beskytte arbeidstakere mot
skadelig eksponering i arbeidsmiljøet. Gi minst ett konkret
eksempel for hver hovedgruppe, knyttet til arbeidsmiljøet
for en ortoped.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
1) Eliminasjon (fjerning av den skadelige påvirkningen, f.eks
velge konservativ behandling heller enn operasjon. <br>
2) Substitusjon (bytte ut et helsefarlig kjemikalium med et annet
som representerer en lavere helserisiko ved eksponering, bytte
ut helsefarlig prosess med mindre helsefarlig prosess) Bytte ut
latexhansker med allergivennlige operasjonshansker. Droppe
diatermikniv, og bruke skalpell. Droppe gjennomlysning ved
reponering og heller ta kontrollbilde etterpå. <br>
3) Tekniske tiltak: isolere person fra faren eller den negative
påvirkning ved hjelp av tekniske barrierer. (f.eks Innkapsling eller
lukking av prosesser). Bygge inn bedre barrierer mellom
røntgenapparat som brukes til gjennomlysning på
operasjonsstua og personellet (f.eks. mobil eller fastmontert
blyskjerm og blypanel).
Ventilasjon/avtrekk (herunder regner vi allmennventilasjon og
punktventilasjon) – integrert punktavsug på diatermikniven. Godt
dimensjonert ventilasjonsanlegg på operasjonsstue. <br>
4) Organisatoriske/administrative tiltak (herunder
arbeidstidsbegrensninger, rullering, opplæring og skriftlige
arbeidsinstrukser). Opplæring og informasjon om helsefare ved
eksponering for stråling, diatermirøyk etc. Spesifikk informasjon
om risikofaktorer som kan ha betydning ved evt. graviditet, f.eks.
ionisering. Ved St. Olavs hospital er det f.eks. bestemt at gravide
ikke skal utføre gjennomlysningsprosedyrer på røntgen,
operasjon, intervensjon/angiografi, eller assistere pasienter
under svangerskapet. Riktig merking med fareskilt i lokaler hvor
det oppbevares eller benyttes ioniserende stråling. Opplæring i
bruk av riktig personlig verneutstyr dersom bruk av dette er
nødvendig for å sikre et fullt forsvarlig arbeidsmiljø etter at andre
tiltak er vurdert. Redusere mengden arbeidsoppgaver med
potensielt skadelig eksponering. Opplæring i rett arbeidsteknikk /
arbeidsutførelse f.eks. knyttet til gjennomlysning med fokus på å
redusere eksponering (kortest mulig tid ved gjennomlysning,
færrest mulig bilder etc.). Planlegging av tilstrekkelig ressurser.
Ved f.eks. sommerferieavvikling kan det bli mye eksponering
dersom det er planlagt med for få ortopeder i traumemottak.
Overholde forbud mot nattarbeid slik at det kun er ø-hjelp som
utføres på natt, og ikke oppgaver som kan vente til neste dag. <br>
5) Personlig verneutstyr, er alltid siste utvei, som kun skal
brukes dersom man ikke klarer å sikre et fullt ut forsvarlig
arbeidsmiljø med øvrige tiltak. (Eks. sprutvern (munnbind,
skjerm), klær, briller, åndedrettsvern m.m.). Bruk av riktig
åndedrettsvern ved behov. Bruk av
blyfrakk/blykrage/blybriller/vernetøy ved mulig eksponering for
stråling.
[img[ICD-2024-2E_.png]]
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Gi 0,2 poeng for hver riktig hovedgruppe med relevant eksempel,
opp til maks 1 poeng, og 0.5 poeng hvis også rekkefølgen er
riktig. (Det kreves altså ikke så utfyllende besvarelse som gitt i
eksemplet ovenfor for å få 1,5 poeng). I mange tilfeller er det
vanskelig å finne realistiske eksempler under «eliminasjon» slik at dersom dette mangler kan man likevel gi 1,5 poeng hvis alt
ellers er godt besvart.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Kari er lykkelig gravid med Per, og de ser begge frem til å bli
foreldre. Nå har de fokus på at svangerskapet skal bli en god
opplevelse. Kari har fått tilbud om en tidlig ultralydundersøkelse.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Gjør kort rede for mulige formål med denne undersøkelsen
og diskuter hvorfor den har vært politisk kontroversiell i
Norge.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Mulige formål: Gi økt kunnskap om fosteret, dels med tanke på
1) behandlingsmuligheter før, under eller etter fødsel, 2)
muligheten for å kunne avbryte svangerskapet ved et alvorlig
avvik, og 3) å kunne vite om et mulig fosteravvik, for å være
mentalt forberedt.
Tidlig UL har vært kontroversiell pga undersøkelsen kan påvise
risiko for trisomier, og i særdeleshet er det Trisomi 21/ Downs
syndrom som utgjør kjernen i kontroversen. På grunn av dette er
første trimester ultralyd regulert som «fosterdiagnostikk», mens ultralyd i 18. uke er vurdert som å være en rutinemessig del av
svangerskapsomsorgen. Politikerne har vært bekymret for om
man legger til rette for «sortering» dersom man innførte tidlig UL
og hva dette får å si for samfunnets holdning til de svakeste blant
oss. Formålet med tidlig UL er langt mer enn å oppdage
trisomier, men dette har dominert debatten i mange år inntil det
ble bestemt i 2020 at tidlig UL skulle tilbys alle gravide.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
2 poeng gis til alle som har fått med seg forbindelsen mellom
tidlig ul og fosterdiagnostikk (og i særdeleshet Trisomi 21), samt
klarer å gi en dekkende oversikt over den politiske diskusjonen vi
har bak oss.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Supplerende vignett: <br>
Under ultralydundersøkelsen oppdager ultralyd-jordmoren en
unormalt stor nakkeoppklaring. Tilleggsundersøkelser bekrefter
det Kari og Per fryktet – fosteret har Trisomi 21. Kari og Per
henvender seg til deg som lege med spørsmål om hvor alvorlig
en slik trisomi egentlig er.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Forsøk å gi en velbegrunnet vurdering av hvor alvorlig
diagnosen Trisomi 21 er – hvor du er åpen om hva du legger
i uttrykket «alvorlig».
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Alvorlighet kan her handle om barnets livskvalitet og om den i
stor eller liten grad er truet av syndromet. De mange
tilleggsutfordringene for barn med Downs syndrom, kan bidra til
å gjøre diagnosen mer alvorlig. Spennet i diagnosen, stor
variasjon i IQ, osv, bidrar til utfordringer med entydig å slå fast
alvorlighet. Selvrapportert livskvalitet synes å være god – bør
man legge det til grunn? Spørsmålet er nemlig også «alvorlig for
hvem?» – i fosterdiagnostikken er foreldrenes/familiens situasjon
helt relevant å trekke inn. Livslang avhengighet til foreldrene kan
være noe som foreldrene anser som svært alvorlig, selv om
hovedpersonen selv ikke behøver å gjøre det. På en måte er det
åpenbart at Trisomi 21 er mindre alvorlig enn Trisomi 13 og 18 –
de to sistnevnte er i grenselandet mot «dødelige avvik». Downs
syndrom har de siste årene blitt kalt «mulighetenes syndrom».
På den andre siden kan selvsagt foreldre oppleve dødelige avvik
som en kortvarig alvorlig hendelse, mens tanken på å få et barn
med Downs syndrom vil kunne prege hele livet.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
I dette svaret er det stort rom for subjektive oppfatninger,
ettersom spørsmålet om hvor alvorlig Trisomi 21 er, er en «evig»
diskusjon hvor mange har ulike meninger. Poeng gis ut fra grad
av velbegrunnethet i svaret. Viktige temaer er antydet ovenfor.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Supplerende vignett: <br>
Kari befinner seg nå i 19. uke av svangerskapet.
Abortspørsmålet blir aktuelt. Men Kari blir usikker om hun har lov
til å ta abort.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Vil det være mulig for Kari å ta abort i 19. uke? Hvis ja, hvem
bestemmer om hun får lov?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Ja, loven åpner opp for muligheten til å ta abort, dersom
bestemte vilkår er oppfylt. Dette betyr at kvinnen ikke bestemmer
helt selv om hun kan få abort. Etter utgangen av 12. uke, og frem
til utgangen av 22. uke, har vi «nemndbestemt» abort i Norge.
Nemnda har det avgjørende ordet, men det skal legges betydelig
vekt på kvinnens ønske. Abortloven nevner ulike vilkår som kan
gi grunnlag for abort, og ved fosteravvik er det paragraf 2 C som
er mest relevant.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
2 poeng for å ha fått tydelig frem at Ja det er mulig å gjøre abort i
uke 19, men at det må vurderes og godkjennes av en
abortnemnd.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Supplerende vignett: <br>
Kari er i tenkeboksen og må lufte hodet på kafe. Der treffer hun
tilfeldigvis Anja, en gammel bekjent som hun ikke har sett siden
videregående. Hun forteller Anja om sin situasjon. Til Karis store
overraskelse forteller Anja at hun selv har en datter, Lea, som
har Downs syndrom. Anja legger ut om livet med Lea og hvor
mye fint de har sammen.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Abortvalg etter påvist fosteravvik blir ofte omtalt som
spesielt krevende valg for den gravide og paret. Beskriv kort
noen ulike grunner til at disse abortvalgene kan fremstå
som spesielt krevende.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Vignetten gir en antydning om at disse abortvalgene (i
motsetning til abort etter en uønsket graviditet) «angår» folk som
lever ute i samfunnet. I dette tilfelle kan det være krevende for
Kari å velge abort etter å ha møtt Anja som har fortalt så mye
positivt om sin datter, Lea. I den faglige debatten har det blitt
snakket om at abort etter fosterdiagnostikk «signaliserer» eller
«uttrykker» en bestemt oppfatning om de menneskene som lever
med tilsvarende diagnoser. Dette er krevende ting å forholde seg
til. Det er også krevende for paret at de allerede har begynt å se
på seg selv som foreldre i og med at graviditeten var ønsket. Nå
må de «som foreldre» vurdere hva de tenker er best for sitt barn,
seg selv og familien. Og de må vurdere om et ønsket svangerskap skal bli uønsket. Disse to trekkene ved
abortvalgssituasjonen etter påvise fosteravvik, er prinsipielt
forskjellig fra abortvalgssituasjonen ved uønsket graviditet.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Opp til 2 poeng ut fra hvor godt drøftingen får frem poengene
som er nevnt over. Også andre momenter kan gi uttelling,
eksempelvis at vi her snakker om en sen abort og at sene
aborter generelt anses mer krevende enn tidlige.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Supplerende vignett: <br>
Anja sier til Kari at Lea er så mye mer enn diagnosen. Medisinen
er så opptatt av hva som er feil med Lea, mener hun, mens det
man burde være opptatt av er hvordan vi kan endre samfunnet
slik at mennesker som Lea blomstrer.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Forklar kort motsetningen mellom en såkalt medisinsk og en
sosial forståelse av funksjonshemming, og gi din egen
vurdering av medisinens rolle og oppgave i møte med
pasienter som Lea.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Funksjonshemmingsteoretikere har ment at det er bedre og
riktigere å forstå funksjonshemming gjennom en «sosial modell»
enn en «medisinsk modell». I den sosiale modellen, så blir
funksjonshemming mer av et politisk spørsmål enn i den
medisinske modellen hvor funksjonshemmingen lett kan bli en
«feil» i den individuelle kroppen. Fordelen med å gjøre
funksjonshemming til politikk er at det kan gi gruppen som helhet
mer rettigheter, bedre tilrettelegging (jf universell utforming) og
bedre livskvalitet. Samtidig er medisinens oppgave å forholde
seg til individuelle pasienter og løse medisinske utfordringer.
Selvsagt må ikke medisinen bare fokusere på diagnoser og
begrensninger, men i den grad det kan bidra til mer livskvalitet,
blomstring og mestring, så er det rettferdiggjort. Et helhetlig
perspektiv er vel et stikkord her. Funksjonshemmingsteoretikere
har de siste årene gått i seg selv, og påpekt viktigheten av den
medisinske forståelsen, ikke minst med tanke på god livskvalitet.
Det satses mye i medisinen på barn med alvorlige
funksjonsnedsettelser, og det virker rimelig å hevde at medisinen
spiller en viktig rolle i å bidra til at pasienter som Lea kan leve
gode liv.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
2 poeng for den som kan beskrive forskjellen mellom disse to
modellene og samtidig gi en god og selvstendig vurdering av
medisinens muligheter og evt tilkortkommenhet i møte med pasienter som Lea. Stort rom for individuell variasjon i dette
svaret.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
En 73 år gammel tidligere frisk mann legges inn på sykehus som
øyeblikkelig hjelp etter 3 dagers sykehistorie med feber og
redusert allmenntilstand. Dagen etter innleggelsen kommer det
telefon fra mikrobiolog om funn av bakterier i blodkultur, og hvor
de ved mikroskopi av gramfarget preparat har funnet gram
positive kokker i hauger.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke tester kan en benytte for å avklare hvilke bakterieart
dette er? Beskriv kort prinsippet for testene.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
1) Koagulase test; skiller mellom S. aureus og koagulase
negative stafylokokker. S. aureus produserer enzymet
koagulase som omdanner fibrinogen til fibrin, enten
rørkoagulase (fri koagulase) eller slide koagulase test
(bundet koagulase) <br>
2) Massespektrometri med Maldi TOF MS: bakterier i renkultur
settes av på en plate, dekkes av matriks for å beskytte og
ionisere bakterieproteinene, settes maskina, vakuum
opprettes, bakterien bestråles med laser, bakterielle
proteiner (hovedsakelig ribosomale) løsrives fra fast
overflate (desorpsjon) og ioniseres, proteinene akselereres i
et elektrisk felt og treffer detektoren. Massespekter basert
på masse vs ladning sammenlignes med database,
identifikasjon i slekt og art basert på score.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Koagulase test 0,5 p, testprinsippet (enzymet koagulase som omdanner
fibrinogen til fibrin) 0,5p, massespektrometri MALDI-TOF 0,5p,
testprinsippet (må vise at hen har forstått hovedprinsippene, men ikke
nødvendig å ha med alle deletementene) 0,5p
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Supplerende vignett: <br>
Videre diagnostikk identifiserer bakterien som Staphylococcus
aureus (S. aureus).
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilken gruppe antimikrobelt middel er førstehåndsvalg ved
behandling av invasiv infeksjon med S. aureus og hvordan
er virkningsmekanismen?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Penicillinase-stabile penicilliner som kloksacillin og dikloxacillin.
Virkningsmekanisme: Bindes til det aktive setet på
transpeptidaser (også kalt penicillinbindende proteiner, PbP)
som hemmer transpeptidering av peptidsidekjedene i
pepitidoglykanlaget i bakteriens cellevegg. Derved blir
celleveggen ustabil og bakterien autolyserer.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Korrekt førstehandsmiddel 0,5p, virkningsmekanismen (nevner
at AB hindrer transpeptidering av peptidoglykansidekjeder og at
dette fører til lysering av bakterien/bakteriedød): 1,5p
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Supplerende vignett: <br>
Neste dag kommer det beskjed fra mikrobiologisk avdeling om at
bakterien er resistent mot standardbehandlingen.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva er den mest sannsynlige molekylære mekanismen som
gjør S. aureus resistent?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Genet mecA (eller mecC) koder for et alternativ transpeptidase-enzym
(penicillinase-bindende protein) som har lav affinitet for
betalaktamantibiotika inkludert penicillinasestabile penicilliner. Det
alternative PBP vil da kunne sikre transpeptidering av peptidoglykanet i
celleveggen slik at bakterien kan vokse videre selv under behandling
med penicillinase-stabile penicilliner.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Genet mecA 0,5p, beskrivelse av mekanisme (beskrivelsen bør
inkludere at genet koder for alternativ PbB som har lav affinitet for
penicillinasestabile penicilliner som vil sikre transpeptidering av
peptidsidekjendene): 1,5
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Supplerende vignett: <br>
På legevisitten kommer det fram at pasienten nylig har vært på
reise i sørøst-Asia, og var da innom et sykehus og fikk
behandling for betennelse i et sår på en finger. Det er viktig å
hindre spredning av resistente bakterier i norske sykehus.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke resistente bakerier bør en screene for hos denne
pasienten?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
MRSA, VRE og ESBL, karbapenemresistente enterobakterier kan
erstatte ESBL
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
MRSA (0,5p), VRE (0,5p) og ESBL/karbapenemresistente bakterier
(0,5p).
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Supplerende vignett: <br>
I screening av avføringsprøve påvises Klebsiella pneumoniae
med følgende resistensprofil: <br>
Ampicillin (aminopenicillin) R <br>
Cefotaksim (3 gen. cefalosporin) R <br>
Ceftazidim (3 gen. cefalosporin) R <br>
Ciprofloksacin (kinolon) S <br>
Gentamicin (aminoglykosid) S <br>
Meropenem (karbapenem) R <br>
Trimetoprim-sulfamethoksazol R
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke(n) resistensmekanisme(r) er mest sannsynlig årsak til
denne resistensprofilen og hvordan oppstår slik resistens?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
ESBL-karba eller karbapenemresistens, gen som overføres
horisontalt mellom bakterier via plasmider. I tillegg en annen
resistensmekanisme som gir resistens mot TMS (mutasjoner i
folsyresyntese).
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
ESBL-karba (0,5p), horisontal overføring via plasmider (0,5p).
TMS mutasjoner i folsyresyntesen (behøver ikke detaljer mht
mekanisme her, kun at studenten forstår at TMS R representerer en annen mekanisme enn ESBL/ESBL Karba
(0,5)
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Supplerende vignett: <br>
Under sykehusoppholdet får pasienten også symptomer på
urinveisinfeksjon, og det påvises Enterococcus faecalis ved
dyrkning av urinprøve, med følgende resistensprofil: <br>
Ampicillin (aminopenicillin) S <br>
Cefotaksim (3 gen. cefalosporin) R <br>
Meropenem (karbapenem) R
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva er den mest sannsynlige molekylære mekanismen bak
denne resistensprofilen?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Enterokokker har penicillinbindende proteiner (PBPer) som har
ulik affinitet for ulike betalaktamantibiotikaklasser.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Endrede PBPer (0,5p), ulik affinitet for ulike antibiotikaklasser
(0,5p). <br>
Alternativt svar: Enterokokker er naturlig resistente for
cefalosporiner og karbapenemer (0,5p)
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
En mann (74 år) har tendens til ankelødemer og tørr, sprukken
hud på leggene. En dag føler han seg uvel, er kaldsvett og varm
om hverandre og har hodepine. Nederst på høyre legg er et
område av huden illrødt og ømt, og huden her er fortykket og
kjennes fast ut. Legen stiller diagnosen erysipelas, en
hudinfeksjon med streptokokker. En blodprøve viser at
konsentrasjonen av C-reaktivt protein hos mannen er 45 mg/L
(referansenivå < 5 mg/L). Mannen har ikke hatt infeksjon med
denne serotypen streptokokk tidligere.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Forklar hvordan kroppen setter i gang produksjon av antistoff ved
denne infeksjonen, og hvilken type antistoffer som dannes i tidlig
fase.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Fasit: Streptokokker er Gram-positive bakterier med tykk kapsel.
Her er aktivering to typer B-celler aktuelle: <br>
a) B-celler som ligger rett under kapselen i lokale lymfeknuter
samt i milten, og som gjenkjenner karbohydratantigener fra
bakterienes kapsel. (Kalles B1-celler).
De aktiveres av repeterende karbohydratstrukturer på
bakteriene (kryssbinding av antigenreseptorene) og gir raskt
opphav til plasmaceller med produksjon av IgM. De er ikke
avhengige av T-cellehjelp. 1p <br>
b) «Vanlige» / konvensjonelle B-celler (kalles av og til B2-celler)
som vanligvis gjenkjenner proteinantigener fra bakteriene.
Disse bruker lengre tid på aktiveringen, og er i all hovedsak
avhengige av T-cellehjelp. Derfor må det aktiveres Thjelperceller (naive CD4+ T-celler = Th0-celler) til
follikulærdendrittiske celler (Tfh-celler) før B-cellene kan
aktiveres ferdig til plasmaceller i germinalsentrene i lokale
lymfeknuter. Th0-cellen aktiveres av antigen fra bakteriene, som
blir presentert (for T-cellereseptor) på HLA på en dendrittisk
celle (signal 1). Stimulering til reseptoren ICOS og passende
primingcytokiner vrir responsen i riktig retning = mot Tfh. Videre
stimulering til en ferdig Tfh-celle skjer parallelt med aktiveringen
av B-cellen. På B-cellen trigges aktivering via reseptorbinding
av antigen (signal 1) fulgt av internalisering av B-cellereseptor
med antigen i B-cellen, presentasjon av antigen-relatert peptid
for den aktiverte T-cellen på HLA klasse II på B-cellen, og
«samsnakk» mellom den aktiverte B-cellen og den aktiverte
Th0-cellen. Til slutt oppnås kostimulering av B-cellen fra den
ferdige effektor Tfh-cellen (signal 2). [Fremstillingen her er
forkortet / forenklet.] 1 1/2p <br>
I begge tilfelle utvikles aktiverte B-celler til kloner av
plasmaceller, som skiller ut IgM. 1/2 p.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Se ovenfor. Spørsmålet fokuserer på hvordan aktivering settes i
gang, og det forventes noen detaljer om dette. Bare generelt
stoff om B-celleaktivering og videre differensiering etter start av
aktivering er ikke tilstrekkelig.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Ingen egen vignett.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Forklar hvordan komplement aktiveres ved denne infeksjonen.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Generelt: Det er tre mulige aktiveringsveier for komplement:
klassisk, lektin og alternativ vei. I dette tilfellet skjer aktiveringen
slik: <br>
a) Klassisk => vanligvis via antigen-antistoffkomplekser som
aktiverer C1. Videre aktivering av C4 og C2 til dannelse av C3-
konvertasen C4b2a. Denne mekanismen er ikke så aktuell i
starten av infeksjonen, mener viktig når det er dannet IgM (tar
vanligvis minst 1 uke) 1/2 p.
Men i starten av infeksjonen kan klassisk aktivering skje via
CRP, som er forhøyet hos denne pasienten, istedenfor via
antistoff og C1. Det er en viktig mekanisme hos den aktuelle
pasienten. 1/2 p <br>
b) Lektin => Mannose-bindende lektin / fikoliner bindes til
bakterieoverflaten og trigger aktivering av C4. Videre aktivering
gir C3-konvertasen C4b2a. Det er litt omdiskutert hvilken
betydning lektinveien har ved streptokokkinfeksjon (men det
forventes det ikke at studentene vet), så denne veien bør også
være med i svaret. 1/2 p <br>
c) Alternativ pathway => alltid en viss aktivering av faktor B i
plasma. Videre aktivering fører til dannelse av C3b, som normalt
inhiberes på egne celler (omdannes til iC3b). Men
bakterieoverflaten mangler humane komplementhemmere og gir
videre aktivering og dannelse C3-konvertasen C3bBb.
Mekanismen er relevant ved streptokokkinfeksjon. 1/2 p <br>
(Alternativ aktivering fungerer også som forsterker av klassisk
aktivering: fint om dette er med, men ikke et absolutt krav).
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Se ovenfor. Spørsmålet fokuserer på hvordan komplement
aktiveres (dvs. mekanismene for aktivering) og da er det de tre
veiene som er relevante. Svaret skal ta hensyn til typen mikrobe.
Generell oversikt over komplementkaskaden er ikke nok.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Ingen egen vignett.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Forklar hvilke effekter aktivert komplement har ved denne
infeksjonen.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Komplementaktiveringsprodukter fungerer som opsoniner på
bakterieoverflaten => bindes til komplement-reseptorer på
fagocytter og øker fagocytosen (1/2 p). <br>
Komplementaktiveringsprodukter virker proinflammatorisk
(særlig C3a og C5a) (1/2 p). <br><br>
(Feil å nevne lyse: Gram-positive bakterier har for tykk kapsel til
at det terminale komplementkompleks klarer å lage en pore som
fører til lyse.)
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Se ovenfor. Kan gjerne ha med noe mer detaljer om
opsonisering og inflammasjon enn fasit.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Ingen egen vignett.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Forklar mekanismene for hvordan antistoffet bidrar til
bekjempelse av infeksjonen, og hvordan antistoff og komplement
samarbeider om forsvaret i dette tilfellet.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
a) I dette tilfellet er hovedfunksjonen av antistoffet aktivering av
komplement (IgM som bindes til bakterieantigen og gir klassisk
aktivering, se ovenfor) fordi fagocyttene (nøytrofile og
makrofager) ikke har Fc-reseptorer for IgM. 1 p <br>
b) Sent i infeksjonsforløpet kan det også være dannet noe IgG,
og da vil opsonisering av bakteriene for fagocytose kunne skje. I
dette tilfellet bindes Fc-delen av antistoff (når det er i kompleks
med antigen) til Fc-gamma-reseptorer på fagocytter (nøytrofile
og makrofager). Cellene aktiveres, og fagocytosen blir mer
effektiv. ½ p <br>
Opsoniseringen blir mer effektiv hvis både komplement og IgG
er bundet på bakteriene fordi to typer reseptorer på fagocyttene
stimuleres. Fint om dette er med, men ikke et krav. <br>
c) Terskelen for aktivering av B-celler blir lavere når antigenet
(her bakterien) har komplementaktiveringsprodukter på
overflaten, fordi komplementet bindes av B-cellens koreseptor.
½ p
(Ved denne infeksjonen er nøytralisering med antistoff for å
hindre at bakteriene trenger inn i kroppen feil, for infeksjonen er
allerede etablert. <br>
Målstyring for drap (antistoff-mediert direkte cytotoksisitet) er
også feil -> gjelder ved intracellulære infeksjoner. Streptokokker
befinner seg ekstracellulært.)
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Se ovenfor. Det må være noe begrunnelse / forklaring, ikke bare
generelle poenger om antistoff og komplement. Fasit del a) og c)
viser samarbeid mellom antistoff og komplement.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Supplerende vignett: <br>
Mannen behandles med penicillin og blir frisk i løpet av et par
ukers tid. Men etter to måneder oppstår de samme symptomene
igjen, denne gangen på venstre legg. Mikrobiologisk
undersøkelse viser at infeksjonen skyldes samme serotype
streptokokker som sist.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Forklar hvordan forsvarsreaksjonen blir denne gangen. Legg
vekt på hva som er forskjellig fra første gang mannen hadde
erysipelas.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Spørsmålet omhandler sekundærrespons med en
mikroorganisme man har immunologisk hukommelse for. <br>
Forsvarsreaksjonen starter raskere fordi det nå finnes
preformert antistoff, særlig IgM fra den første infeksjonen.
Relativt raskt vil det også dannes IgG etter isotypeskifte, som
skjer når hukommelses-B-celler aktiveres og modnes ferdig til
nye plasmaceller. Isotypeskifte betyr skifte av konstantdelen av
genet for antistoffet fra my (som gir IgM) ved primærinfeksjonen
til en av de andre kjedene, oftest gamma (som gir IgG). <br>
I noen av de aktiverte hukommelsescellene vil det også skje
endringer i det antigenbindende stedet slik at antistoffet som
senere produseres av plasmacellene binder sterkere til
bakteriene = affinitetsmodning av antistoff via somatisk
hypermutasjon. Somatisk hypermutasjon er punktmutasjoner i
genområdene på tung og lett kjede for det antigenbindende
stedet i antistoffet, som oppstår ved celledelingene før cellene
blir ferdige plasmaceller. Cellene testes også for autoreaktivitet. <br>
Det finnes også Tfh-hukommelsesceller etter den første
infeksjonen. Disse gir rask og effektiv hjelp til B-cellene i
forbindelse med isotypeskifte og somatisk hypermutasjon. <br>
Konsentrasjonen av IgM mot bakteriene øker omtrent like mye
som sist. Det kommer også kraftig økt konsentrasjon av
bakteriespesifikt IgG med høyere affinitet (dvs. sterkere
antistoffrespons).
Effektiv komplementaktivering både via IgM og IgG. <br>
Fc- og komplementreseptormediert opsonisering for fagocytose.
Inflammasjonsresponsen blir i starten lik som sist, men avtar
vanligvis raskere fordi infeksjonen bekjempes mer effektivt og
derved varer kortere. (Men pasienten må trolig ha penicilling
igjen – ikke nødvendig at studentene vet).
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Se ovenfor. Det må være noe begrunnelse / forklaring, ikke bare
generelle poenger om antistoff og komplement. Fasit del a) og c)
viser samarbeid mellom antistoff og komplement.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
En 31 år gammel mann kommer for utredning for barnløshet.
Han leverer en sædprøve som viser azoospermi (dvs. ingen
sædceller i ejakulatet). Du tar en blodprøve av mannen.
Prøvesvarene viser at serumkonsentrasjonen av testosteron
er på 2,6 nmol/L (referanse 6,7 – 31,9 nmol/L),
follikkelstimulerende hormon (FSH) er på 0,3 IE/L (referanse
1,3 – 17,9 IE/L) og luteiniserende hormon (LH) er på 0,1 IE/L
(referanse 0,9 – 8,4 IE/L).
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva slags hormonell tilstand har denne pasienten? Begrunn
svaret.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Pasienten har lave nivåer av alle hormoner, både av
hypofysehormonene FSH og LH, men også av testosteron.
Dette kalles hypogonadotropisk hypogonadisme.
Ved så lave nivåer av testosteron vil hypofysen normalt
reagere med å skille ut høye nivåer av FSH og LH for å
stimulere testiklene (Leydigcellene) til å produsere testosteron.
Vi ville da ha målt høye nivåer av FSH og LH.
[img[ICD-2024s-2A.png]]
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Kandidaten må her oppgi at tilstanden kalles hypogonadotrop
hypogonadisme (0,5 poeng). Hen må begrunne dette i
hypothalamus, hypofyse, testis-aksen, gjerne tegne opp denne
og beskrive hva som skjer normalt med negativ feedback på
høyt testosteron og at det her ikke skjer (1 poeng)
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Ingen egen vignett.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke hormoner er involvert i spermatogenese? Beskriv
hvordan hver av disse påvirker spermatogenesen.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
• GnRH (gonadotropin releasing hormone,
gonadotropinfrigjørende hormon) <br>
• FSH <br>
• LH <br>
• Testosteron <br><br>
Fra hypothalamus frigjøres GnRH som stimulerer hypofysen
til å produsere FSH og LH. FSH virker på sertolicellene som
stimuleres til å sette i gang spermatogenesen. LH stimulerer
leydigcellene til å produsere testosteron som igjen stimulerer
spermatogenesen ytterligere (og er helt nødvendig for
denne) (se illustrasjonen i spørsmål 1)
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Kun 1 hormon = 0 poeng
2-3 hormoner = 0,5 poeng
Alle 4 hormoner = 1 poeng
I tillegg må kandidaten beskrive hvordan hormonene påvirker
spermatogenesen, se over (1 poeng for full beskrivelse, 0,5
poeng eller mindre for delvis beskrivelse)
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Ingen egen vignett.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvis du bestemmer deg for å gi pasienten behandling med
testosteron, hva slags effekt vil dette da ha på: <br>
1) nivået av FSH og LH i blodet <br>
2) spermatogenese? <br>
Forklar og begrunn svaret
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
1) Testosteronterapi vil gi en negativ feedback-effekt på
hypofysen og hypothalamus: Når nivåene av sirkulerende
testosteron øker, kan det hemme frigjøringen av GnRH fra
hypothalamus og dermed redusere sekresjonen av både
FSH og LH fra hypofysen. Dette er fordi kroppen søker å
opprettholde hormonbalansen gjennom et feedback-system.
Dersom man måler FSH, LH og testosteron hos en mann
som får testosteronterapi vil man få samme resultater som
ved en hypogonadotrop hypergonadisme-tilstand. <br>
2) Effekt på spermatogenese: Selv om testosteron er
avgjørende for normal spermatogenese, kan direkte (ekstern)
tilførsel av testosteron føre til redusert sædcelleproduksjon.
Dette skyldes at ekstern tilførsel av testosteron kan
undertrykke kroppens egen produksjon av FSH/LH, som
begge er nødvendige for å stimulere testiklene til å produsere
sædceller.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Kandidaten må beskrive hvordan eksternt tilført testosteron: <br>
1) vil virke på hypothalamus – hypofyseaksen <br>
2) vil påvirke GnRH, FSH og LH-nivåene gjennom
negativ feedback (1 poeng). <br>
I tillegg må effekten på spermatogenese beskrives. FSH/LH
nivåene blir så lave at testes ikke vil klare å produsere
spermatozoer, til tross for testosteron som også er
nødvendig (1 poeng).
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Ingen egen vignett.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvis du bestemmer deg for å gi pasienten behandling med
FSH og LH, hva slags effekt vil dette ha på: <br>
1) nivået av testosteron i blodet <br>
2) spermatogenese? <br>
Forklar og begrunn svaret for begge hormoner.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
1) Effekt av LH: LH virker på leydigcellene i testiklene. Disse
er ansvarlige for produksjonen av testosteron. Ved å gi LH
kan man stimulere testiklene til å øke produksjonen av
testosteron. Dette fører til en økning av sirkulerende
testosteronnivåer, noe som er viktig for å opprettholde
sekundære kjønnskarakteristika, seksuell funksjon og
generell helse hos mannen. <br>
2) Effekt av FSH: FSH er primært ansvarlig for reguleringen
av spermatogenese. Selv om FSH ikke direkte øker
testosteronproduksjonen, spiller det en viktig rolle i å
stimulere sertolicellene i testiklene, som igjen støtter
prosessen med sædcelleproduksjon. Dette er spesielt viktig
for pasienter med azoospermi for å forsøke å gjenopprette
normal spermatogenese.
Ved å kombinere disse hormonene kan man potensielt
gjenopprette både normal testosteronproduksjon og
spermatogenese.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Kandidaten må her beskrive både hvordan LH påvirker
leydigcellene til egen testosteronproduksjon (1 poeng) og
hvordan FSH vil kunne virke inn på selve spermatogenesen
(1 poeng).
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Ingen egen vignett.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke kostholds- og livsstilsråd vil du gi til en mann som
ønsker å bedre sin sædkvalitet?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
1) Vekt og diettråd: <br>
Oppnå normalvekt. <br>
Diettråd: Redusere inntaket av prosessert kjøtt,
soyaprodukter, poteter, fete melkeprodukter og sukker. <br>
Øke inntaket av fisk/skalldyr, lyst kjøtt, frukt og
grønnsaker, samt magre melkeprodukter
(middelhavsdiett). <br><br>
2) Rusmidler: <br>
Unngå snus og røyk. <br>
Redusere alkoholinntak. <br>
Unngå (illegale) rusmidler (spesielt marihuana og kokain). <br><br>
3) Fysisk aktivitet: <br>
Øke fysisk aktivitet, men ikke overtrene. <br>
Ikke sitte for lenge i gangen.<br><br>
4) Ha regelmessig utløsning (ejakulasjon)
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Kun 1 punkt = 0,5 poeng <br>
2-3 punkter = 1 poeng <br>
Alle 4 punkter = 1,5 poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Ingen egen vignett.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Ut fra spørsmål 1 – 4, hvordan vil du foreslå angrepspunkter for
hormonell prevensjon til menn? Begrunn svaret.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
1) Preparater som inneholder hormoner: androgener (+/- gestagener,
dvs. kunstig progesteron, ev. GnRH analoger) vil kunne virke negativt
på GnRH frigjøringen fra hypothalamus, som så reduserer FSH/LHsekresjonen fra hypofysen. Når FHS/LH nivåene synker, vil også
leydigcellene i testiklene produsere mindre mengder av testosteron
(blodprøveresultatet vil da vise funn forenlig med hypogonadotropisk
hypergonadisme, siste eksternt tilført).
I tillegg vil det lave nivået av FSH medføre understimulering av
spermatogenesen fra sertolicellene.
Se figur under, høyre del, ref Abbe et al 2020,
https://www.ncbi.nlm.nih.gov/pmc/articles/PMC7513428/pdf/yjbm_93
_4_603.pdf
Her fins både orale, transdermale, subdermale og injiserbare
legemiddelformuleringer som hittil har vist sikkerhet og reversibilitet
på kort sikt i hvert fall.
Effektforsøk av hormonelle mannlige prevensjonsmidler har vist
prevensjonseffektivitet høyere enn kondomer. De vanligste
rapporterte bivirkningene: vektøkning, akne, lett undertrykkelse av
serumkolesterol med høy tetthet, humørsvingninger og endringer i
libido.
[img[ICD-2024s-2F1.png]]
[img[ICD-2024s-2F2.png]]
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Kandidaten må foreslå hormonell prevensjon som (slik som hos
kvinner) i form av eksternt tilført androgen og/eller GnRH analog og at
disse virker via reduserte nivåer av FSH og LH og slik påvirker både
spermigenesen og testotsteronproduksjonen (1 poeng). Hvis hen i
tillegg kan tenke ut at medikamenter også kan slå ut motilitet eller på
annen måte ødelegge funksjonen til spermiene, får de 0,5 poeng.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Som nevrolog skal du undersøke en pasient (dame, 25 år) som nylig
har fått diagnosen multippel sklerose (MS). MR av ryggmargen har
vist en høysignalforandring i Th9-Th10 nivå (ryggmargsnivå over
nerverøttene som går til bena) på venstre side. Du undersøker følgende
i begge ben: <br>
1. muskelkraft <br>
2. smertesans <br>
3. leddsans (propriosepsjon) <br>
4. følsomhet for vibrasjon <br>
5. temperatursans <br><br>
Hver av disse fem angitte undersøkelsene er unormale i kun ett ben. Ut
ifra det du finner ved klinisk undersøkelse konkluderer du med
klassisk Brown-Séquard syndrom, altså en halvsidig ryggmargsskade
med skade av både motoriske og sensoriske baner på én side, i dette
tilfellet venstre halvdel av ryggmargen.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke funn gjør du ved undersøkelse av henholdsvis
muskelkraft, smertesans, leddsans, vibrasjonssans og
temperatursans i hvilket ben?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
- Høyre/kontralaterale ben: nedsatt 2) smertesans og 5)
temperatursans. <br>
- Venstre/ipsilaterale ben: nedsatt 1) muskelkraft, 3)
leddsans (propriosepsjon) og 4) følsomhet for vibrasjon. <br>
Se svar på spørsmål 3 og 4 for utfyllende informasjon om
forløpet til de spinale banene som forklaring på hvorfor funnene
fordeler seg slik.
Se doi: 10.5811/cpcem.2022.2.55317 for en case report av MSpasient med Brown-Séquard syndrom.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Det gis maks 3 poeng <br>
- 1 poeng for å angi både punkt 2 og 5 på høyre side <br>
- 1 poeng for å angi punkt 1 på venstre side <br>
- 1 poeng for å angi både 3 og 4 på venstre side
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Ingen egen vignett.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva kalles de tre sentralnervøse banene som formidler de
motoriske og sensoriske funksjonene du har undersøkt
(hovedbanen for viljestyrt bevegelse fra motorisk korteks og
hovedbanene for sensorisk informasjon til
primærsensoriske korteks)?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
- Tractus corticospinalis/Kortikospinale
bane/Pyramidebanen/Laterale motoriske bane <br>
- Tractus spinothalamicus/Spinothalamiske
bane/Anterolaterale bane <br>
- Dorsal column system/Dorsal columna medial lemniscus
system/Posterior column/Faciculus gracile og faciculus
cuneatus/Bakstrengsbanen
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Hver nervebane har flere navn og kan angis både på latin,
engelsk og norsk. Det gis 0,5 poeng for to riktig navngitte baner,
1 poeng for alle tre. Det trekkes ikke poeng for små skrivefeil.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Ingen egen vignett.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Beskriv forløpet til den motoriske nervebanen fra motorisk
korteks til perifere nerver. Angi hvor det er synapser,
eventuelle krysninger og hvor i ryggmargen nervebanen
forløper (dorsalt, lateralt eller anterolateralt).
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Den kortikospinale banen starter i motorisk (og dels sensorisk)
korteks. Nervebanen går gjennom capsula interna ned til
hjernestammen. I medulla oblongata krysser flesteparten av
fibrene til motsatt side før de følger laterale corticospinale bane
nedover ryggmargen. Når den enkelte fiber når sitt nivå i
ryggmargen dannes synapse mot perifere motornevron i
anteriore horn i grå substans. <br>
https://www.ncbi.nlm.nih.gov/books/NBK507888/
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Riktig beskrivelse gir 1 poeng. For å få godkjent beskrivelse må
minimum følgende momenter være med: <br>
- Kortikospinale bane: Motorisk korteks, krysser i
hjernestammen (medulla oblongata, men
«hjernestamme» aksepteres som presist nok), første
synapse i ryggmargens forhorn.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Ingen egen vignett.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Beskriv forløpet til de to sensoriske nervebanene fra
perifere nerver til sensoriske korteks. Angi hvor det er
synapser, eventuelle krysninger og hvor i ryggmargen hver
av nervebanene forløper (dorsalt, lateralt eller
anterolateralt).
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Den spinothalamiske bane mottar perifer sensorisk informasjon
om smerte, temperatur og diffus berøring (Aδ og C-fibre). De
perifere nevronene kommer inn gjennom dorsalhornet og
synapser i lamina I, II, IV og V i dorsale horn i grå substans.
Informasjonen kan påvirkes av internevroner og nedadgående
fibre. Projeksjonsnevroner som bringer informasjonen til
thalamus går hovedsakelig fra lamina I og V. Aksonene krysser
ryggmargen i omtrent samme nivå som det perifere nevronet
entret ryggmargen. Videre går aksonene oppover i anterolaterale
del av ryggmargen opp til thalamus der de danner ny synapse (i
ventrale posterolaterale kjerne/VPN). Fra thalamus går signalene
videre opp gjennom posteriore del av capsula interna og opp til
primærsensoriske korteks. <br>
https://www.ncbi.nlm.nih.gov/books/NBK507824/ <br>
Bakstrengsbanen mottar perifer sensorisk informasjon om
berøring, vibrasjon, propriosepsjon (Aα og Aβ-fibre). De entrer
ryggmargen via dorsalhornet og avgir kollateraler til dorsale og
anteriore horn for blant annet modulering av smertesignal og
refleksbuer, men hovedbanen går uavbrutt opp dorsalt i
ryggmargen på samme side som fibrene entrer spinalkanalen
(ipsilateralt). Fibre fra underekstremitetene går lengst medialt i
banen som kalles fasciculus gracilis, mens fibre fra
overekstremitetene danner fasciculus cuneatus og går like
lateralt for gracilis. I caudale medulla oblongata når fibrene
nucleus gracilis og cuneatus og danner synapse til andre-ordens
nevron. Fibrene krysser i medulla og danner mediale lemniscus
som går opp til VPN i thalamus. Der er det en ny synapse og
tredje-ordens nevron som fører signalet via capsula interna opp
til primærsensoriske korteks. <br>
https://www.ncbi.nlm.nih.gov/books/NBK507888/
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Det gis 1 poeng for riktig beskrivelse av en nervebane, 2 poeng
for riktig beskrivelse av begge nervebaner. For å få godkjent
beskrivelse må minimum følgende momenter være med: <br>
- Spinothalamiske bane: Første synapse i ryggmargens
dorsalhorn, krysser i ca samme nivå som banen entrer
ryggmargen, forløper anterolateralt, andre synapse i
thalamus. <br>
- Bakstrengsbanen: Forløper dorsalt, første synapse i
hjernestammen (medulla oblongata, men
«hjernestamme» aksepteres som presist nok), krysser like
etter første synapse. Andre synapse i thalaums.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Supplerende vignett: <br>
Pasienten kommer tilbake noen år senere etter et nytt MS-attakk.
Hun har nå fått store og voldsomme involuntære bevegelser i
høyre arm og ben som du gjenkjenner som hemiballisme. MR
viser en lesjon i nucleus subthalamicus venstre side.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvordan kan dysfunksjon av nucleus subthalamicus føre til
involuntære bevegelser? Begrens svaret til den forenklede
modellen om «direkte og indirekte vei» i basalgangliene og
hvordan dette påvirker aktiveringen i motorisk korteks.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Nucleus subthalamicus er en del av den indirekte vei. Striatum
inhiberer globus pallidus externa som inhiberer nucleus
subthalamicus. Økt aktivitet i de nevronene som følger indirekte
vei fra striatum vil føre til lavere signal fra globus pallidus externa
som vil gi mindre inhibering av nucleus subthalamicus. Nucleus
subthalamicus eksiterer globus pallidus interna som igjen
inhiberer thalamus. Altså vil økt aktivitet i indirekte vei øke
aktiviteten i nucleus subthalamicus som vil gi økt inhibering av
thalamus og motorisk korteks. Skade av nucleus subthalamicus
vil redusere signaler i indirekte vei og dermed svekke
inhiberingen av thalamus. Svekket inhibering av thalamus og
dermed også korteks gir igjen en overaktivitet i korteks og
kortikospinale bane med økt og mer tilfeldig aktivering av
kontralateral muskulatur. <br><br>
Hemiballisme som resultat av MS er ytterst sjeldent, men det
finnes kasuistikker som beskriver dette. Se for eksempel
doi: 10.1002/mds.870120644
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Det gis <br>
- 1 poeng for å angi at nucleus subthalamicus er en del av
den indirekte vei <br>
- 1 poeng for å angi at skade av nucleus subthalamicus vil
svekke indirekte veis inhibering av thalamus <br>
- 1 poeng for å angi at dette øker aktiveringen av motorisk
korteks.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Du er fastlege til en 45 år gammel kvinne, som har vært din
pasient i noen år, så du kjenner henne litt. Hun har oppsøkt deg i
gjennomsnitt 5 ganger per år på grunn av lettere somatiske
problemer, egentlig ingenting hun trengte en lege for. Hun
fremstår i hovedsak adekvat, men alltid litt nervøs og nevrotisk. I
dag virker hun mye mer anspent og engstelig. Hun forteller deg
at hun har hatt angst de siste 4 ukene og nå orker hun ikke
lenger dette og ber om hjelp
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Du ønsker i første omgang å finne ut litt mer om hennes
angst. Hva ønsker du å vite og hvilken diagnose tenker du
på ved å stille ulike mer konkrete spørsmål?
Angi 4 lukkete spørsmål som kan bidra til å avklare 4
forskjellige tentative diagnoser.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Eksempler: <br>
Kommer angsten som et anfall som går over av seg selv etter en
stund? – Panikklidelse <br>
Har du angst hele dagen uten at angsten blir utløst av noe
konkret? – Generalisert angstlidelse <br>
Er du engstelig for din egen helse, har du angst for at du kunne
dø av en sykdom? – Hypokondrisk lidelse <br>
Har du angst for noen er ut etter deg? – Schizofreni/psykose <br>
Osv
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Hver meningsfull kombinasjon (det finnes mange mulige) av
ja/nei spørsmål og passende diagnose gir 0,5 poeng.
Kombinasjoner med åpne spørsmål kan ikke gi poeng.
Diagnosebegrepet trengs ikke å vurderes alt for nøye (psykose
kan for eksempel telles).
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Ingen egen vignett.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hun forteller deg at hun våkner opp med angst og er
engstelig gjennom hele dagen uten at hun egentlig vet
hvorfor. Hun har også angst når hun legger seg og hun
bruker 2 timer før hun sovner. Hun kjenner angsten i
kroppen, føler seg anspent og nervøs. Hun har mange
bekymringer om alt mulig hun møter på i hverdagen og
grubler mye om kvelden. <br>
Hvilken diagnose tyder pasientens symptomer mest på?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Generalisert angstlidelse (GAD)
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Bare riktig svar. Kun første angitte diagnose vurderes for poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Ingen egen vignett.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva kaller man tiden hun bruker for å sovne?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Latenstid.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Søvnlatens, latens, innsovningslatens, latenstid, latenstid til
innsovning, lang innsovningstid osv.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Supplerende vignett: <br>
Du bestemmer deg for å i første omgang hjelpe pasienten med
en psykoedukativ tilnærming.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva er psykoedukasjon?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
En behandlingsform hvor man gi pasienten og pårørende faglig
informasjon og kunnskap om egen sykdom ved å forklare dem
symptomer og årsaksforhold og eventuelt lindrende tiltak.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0.5 poeng for hvis det fremkommer at det er en type behandling. <br>
0.5 poeng for hvis det fremkommer at man gi faglig informasjon <br>
0.5 poeng for hvis det fremkommer at det gjøres for å øke egen
kunnskap om sykdom <br>
0.5 poeng for hvis det fremkommer at psykoedukasjon er rettet
mot både pasient og pårørende
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Supplerende vignett: <br>
For å normalisere hennes angst, forklarer du henne mer om
angstens fysiologi.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvordan forklarer du henne hva angst er?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Angst er en normal og fysiologisk reaksjon på en trussel som
forbereder oss kroppslig og mentalt til enten flykt eller
konfrontasjon.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Eksempler på enkeltsvar som gir 0,5 poeng: <br>
Angst er en reaksjon på en trussel/utløser <br>
Angst er en normal reaksjon og vanligvis ikke sykdom <br>
Angst forbereder oss til noe <br>
Angsten forbereder oss til: flukt eller konfrontasjon <br>
Her må det gis poeng litt etter skjønn, om det gis en fornuftig
definisjon av angst.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Supplerende vignett: <br>
Du velger å forklare pasienten mer om angstsymptomer og hvor i
kroppen de kan oppleves
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Nevn 4 forskjellige organer/organsystemer med et
tilhørende symptom som kan forklares med angst.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Respirasjon – Hyperventilasjon, kvelningsfornemmelse,
tungpustet <br>
Gastrointestinal – Diaré, mageplager, kvalme <br>
Hjerte-kar – Høy puls, hjertebank, brystsmerter, høyt blodtrykk <br>
Vegetativ NS – Svetting, munntørrhet, varme <br>
Muskel-skjelett – Anspenthet, muskelsmerter <br>
Sentralnervøs – Skjelving, svimmelhet <br>
Sensorisk – Nummenhet, derealisasjon <br>
Kognitiv – Redd for å dø, for å miste kontroll, for å bli gal; dårlig
hukommelse
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0,5 poeng for hver riktig kombinasjon organ – symptom.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Supplerende vignett: <br>
På slutten av konsultasjonen forteller hun at hun har begynt å
drikke ett lite glass med vin hver kveld, da det er den eneste
måten hun kan roe tankene ned på om kvelden. Hun sier at
vinen også hjelper henne med å sove bedre.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Med tanke på søvn, anbefaler eller fraråder du henne
regelmessig bruk av alkohol som ligger under grensen for
skadelig bruk? Nevn i ditt svar 1 positiv og 2 negative
effekter som alkohol kan ha på søvn.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Positive: <br>
- Kortere innsovning, da alkohol er sederende <br>
- Dypere søvn i første halvdelen av natten <br><br>
Negative: <br>
- Forstyrrer REM søvn <br>
- Fragmenterer andre halvdelen av natten <br>
- Kan ved langvarig bruk føre til insomnia <br>
- Forverrer søvnkvalitet <br><br>
Du råder henne til å ikke bruke alkohol om kvelden som
innsovningsmiddel.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0.5 poeng for en positiv effekt, 0.5 poeng for korrekt negativ
effekt, 0.5 poeng for at du ikke råder henne til å bruke alkohol
som innsovningsmiddel.
</$details>
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
<div class="oppgave">
<div class="vignett">
!!Vignett
En mann 50 år oppsøkte fastlegen pga. dyspepsi, og han ble henvist til gastroskopi. Biopsier fra ventrikkelslimhinnen viste forandringer forenlig med helicobactergastritt.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke histopatologiske forandringer i ventrikkelslimhinnen vil patologen kunne beskrive hos pasienten?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Histopatologi ved helicobactergastritt:
# Kronisk uspesifikk gastritt med lymfocytter, plasmaceller og makrofager i lamina propria, evt. med lymfocyttaggregat og lymfefollikler. 0.5 p
# Kronisk aktiv gastritt med infiltrasjon av nøytrofile granulocytter i lamina propria og i kjertler. 0.5 p
# Atrofisk gastritt: langvarig helicobactergastritt disponerer for en kronisk atrofisk gastritt. 0.5 p
# Intestinal metaplasi. 0.5 p
# Helicobacterkolonier i slimlaget på overflateepitelet (overveiende i antrumregionen). 0.5 p
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Kommentar: for å få 1 p totalt på disse to delspørsmålene kreves det i svaret fra studenten at det skal være både mononukleære celler (lymfocytter og plasmaceller (makrofager ikke så viktig i denne sammenhengen) og nøytrofile granulocytter
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke premaligne/maligne lesjoner disponerer helicobactergastritt for i ventrikkelen?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Helicobactergastritt disponerer for følgende maligne tilstander i ventrikkel:
# Dysplasiutvikling i kjertelepitelet. 0.5 p
# Adenokarsinom i ventrikkel av intestinal type. 0.5 p (bare adenokarsinom 0.25 p)
# Lavgradig malignt B-cellelymfom av typen MALT-lymfom («mucosa-associated lymphoid tissue»). 0.5 p (bare lymfom 0.25 p)
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Kommentar: for å få 1 p totalt på disse to delspørsmålene kreves det i svaret fra studenten at det skal være både mononukleære celler (lymfocytter og plasmaceller (makrofager ikke så viktig i denne sammenhengen) og nøytrofile granulocytter
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Pasienten fikk antibiotika for utrydding av helicobacterinfeksjonen med god effekt. Etter noen år fikk han på ny sterke smerter i epigastriet. Ved gastroskopi ble det nå påvist en akutt gastritt samt et ulcus pepticum i duodenum.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke komplikasjoner til ulcus pepticum i duodenum kan utvikles hos pasienten? (Nevn minst fire)
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Komplikasjoner til ulcus pepticum:
# Blødninger: enten sivblødning med anemi eller en mer alvorlig arteriell blødning.
# Ulcus perforatum (perforasjon ut i fri bukhule).
# Ulcus penetrans (penetrasjon i naboorganer).
# Arrdannelse med fibrose og obstruksjon.
# Peritonitt.
Duodenalsår antas ikke å bli maligne.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Hvert delsvar gir 0.5p
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
En mann i 70-årene ble innlagt medisinsk avdeling med diagnosen hjerneslag. Røntgenologisk undersøkelse bekreftet diagnosen. Pasienten kom ikke til bevissthet. Etter noen dager utviklet han feber og hoste, og han sovnet stille inn. Det ble rekvirert obduksjon. Nevropatologisk undersøkelse avslørte i høyre storehjerne-hemisfære et akutt hemorragisk infarkt samt en fersk tromboembolus i arteria cerebri media dxt. I tillegg ble det påvist betydelige trombemasser i høyre karotisbifurkatur samt en akutt bronkopneumoni. Det viste seg også at pasienten hadde en insulinkrevende diabetes mellitus.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke andre ikke-traumatiske årsaker til intracerebrale/parenkymatøse hjerneblødninger forekommer hos voksne? (Nevn minst fem)
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Andre årsaker til ikke-traumatiske parenkymatøse hjerneblødninger:
# Hypertensjonsblødning.
# Cerebral amyloid angiopati med lobær hjerneblødning. (Én av disse betegnelsene er tilstrekkelig for poeng)
# Blødning i tumor
#* Kommentar: typiske tumores med blødninger er gliomer (især glioblastom) og metastaser (især metastatisk malignt melanom). (Type tumor ikke påkrevet)
# Arteriovenøse malformasjoner.
# Hemangiomer (kavernomer).
# Aneurismeblødninger (som sakkulære aneurismer)
#* Kommentar: slike aneurismeblødninger kan også bare gi subaraknoidalblødning, som er vanligst).
# Hematoproliferative sykdommer (som leukemier).
# Antikoagulantia.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Hvert delsvar gir 0.5p
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Forrige supplerende vignett:
En mann i 70-årene ble innlagt medisinsk avdeling med diagnosen hjerneslag. Røntgenologisk undersøkelse bekreftet diagnosen. Pasienten kom ikke til bevissthet. Etter noen dager utviklet han feber og hoste, og han sovnet stille inn. Det ble rekvirert obduksjon. Nevropatologisk undersøkelse avslørte i høyre storehjerne-hemisfære et akutt hemorragisk infarkt samt en fersk tromboembolus i arteria cerebri media dxt. I tillegg ble det påvist betydelige trombemasser i høyre karotisbifurkatur samt en akutt bronkopneumoni. Det viste seg også at pasienten hadde en insulinkrevende diabetes mellitus.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Sett opp en dødsmelding basert på de funn som ble gjort under obduksjonen
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
* Punkt Ia: Akutt bronkopneumoni
* Punkt Ib: (i denne rekkefølgen:)
** Ferskt hemorrhagisk hjerneinfarkt
**Tromboemboli i art. cererbri media dxt.
**Aterosklerose i karotisbifurkaturen
* Punkt II: Diabetes mellitus
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
En 45 år gammel mann med diabetes type 1 av 15 års varighet kommer på allmennlegekontoret ditt. Han forteller at han for to dager siden merket akutt innsettende flytere i synsfeltet på høyre side. Dette har han ikke oppøevd tidligere. Du undersøker pasienten. Du dilaterer pasientens pupille og finner i rød refleks sorte flak som beveger seg.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva er diagnosen?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Diagnosen er corpusblødning. 1 p
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Forrige vignett:
En 45 år gammel mann med diabetes type 1 av 15 års varighet kommer på allmennlegekontoret ditt. Han forteller at han for to dager siden merket akutt innsettende flytere i synsfeltet på høyre side. Dette har han ikke oppøevd tidligere. Du undersøker pasienten. Du dilaterer pasientens pupille og finner i rød refleks sorte flak som beveger seg.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva er begrunnelsen for diagnosen?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Sykehistorien (akutt innsettende flytere i synsfeltet som han ikke har sett tidligere) og rødrefleksfunnet.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 p for hvert delsvar, totalt 2 p
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Forrige vignett:
En 45 år gammel mann med diabetes type 1 av 15 års varighet kommer på allmennlegekontoret ditt. Han forteller at han for to dager siden merket akutt innsettende flytere i synsfeltet på høyre side. Dette har han ikke oppøevd tidligere. Du undersøker pasienten. Du dilaterer pasientens pupille og finner i rød refleks sorte flak som beveger seg.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva er den mest sannsynlige årsaken til pasientens symptomgivende tilstand?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Karnydannelse i netthinnen som følge av diabetisk proliferativ retinopati.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Forrige vignett:
En 45 år gammel mann med diabetes type 1 av 15 års varighet kommer på allmennlegekontoret ditt. Han forteller at han for to dager siden merket akutt innsettende flytere i synsfeltet på høyre side. Dette har han ikke oppøevd tidligere. Du undersøker pasienten. Du dilaterer pasientens pupille og finner i rød refleks sorte flak som beveger seg.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva er den viktigste alternative årsak til pasientens symptomer?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Retinal rift med påfølgende corpusblødning.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Forrige vignett:
En 45 år gammel mann med diabetes type 1 av 15 års varighet kommer på allmennlegekontoret ditt. Han forteller at han for to dager siden merket akutt innsettende flytere i synsfeltet på høyre side. Dette har han ikke oppøevd tidligere. Du undersøker pasienten. Du dilaterer pasientens pupille og finner i rød refleks sorte flak som beveger seg.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Dersom pasienten hadde merket subakutt innsettende flytere; hvilke diagnoser ville du da ha tenkt på?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Posterior (bakre uveitt), retinal vaskulitt og chorioretinitt.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 p dersom 1 riktig svar, ikke ekstrapoeng dersom 2 eller 3 riktige.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva er det sentrale momentet i utviklingen av proliferativ retinopati og hvilket cytokin er sentralt i denne prosessen?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Retinal ischemi med produksjon av VEGF
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 p for hvert delsvar, totalt 2 p.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Nevn to tilstander i netthinnen som primært kan betegnes som vaskulært betingede retinopatier
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
*Retinal sentral/grenarterieokklusjon
* Retinal sentral/grenveneokklusjon
* Prematuritetsretinopati.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 poeng for hver diagnose oppad begrenset til 2.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Du har vakt på medisinsk avdeling på et lokalsykehus da en 25 år gammel mann fra Iran legges inn med feber (39*C), frysninger og slapphet. Hans faste lege har funnet en bilyd over hjertet og legger pasienten inn med mistanke om infeksiøs endokarditt (IE). Mannen har ingen kjent hjertesykdom, men sier han hadde mange halsinfeksjoner med streptokokker som barn og at han har fått diagnosen reumatisk feber i hjemlandet. Han har også vært innlagt i hjemlandet med IE tidligere.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke risikofaktorer har denne pasienten for IE?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Tidligere gjennomgått infeksiøs endokarditt (IE) utgjør en sterk risikofaktor for ny IE. Reumatisk feber fører til økt risiko for klaffesykdom og IE
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0.5 for hvert riktig svar – totalt 1 p
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Du finner også en diastolisk bilyd over hjertet, og blir styrket i din mistanke om at dette kan være IE. Etter å ha undersøkt pasienten konferer du med din bakvakt, og hun/han spør om det er noen immunologiske eller vaskulære tegn som styrker mistanken om infeksiøs endokarditt.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke immunologiske eller vaskulære tegn er det bakvakten tenker på?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
# Immunologiske tegn (1 poeng):
#* Glomerulonefritt (urin)
#* Oslers knuter (fingerpulpa)
#* Roths flekker (retina).
# Vaskulære tegn (1 poeng):
#* Arterielle embolier (CNS, nyre, milt, tær)
#* Septiske lungeinfarkter (ved høyresidig IE)
#* Mykotiske aneurysmer (CNS)
#* Intrakraniell blødning
#* Janeway lesjoner (hud)
#* Splintblødninger (negleseng)
#* Konjunktivablødninger
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Totalt 2 poeng for begge svar
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Grunnet styrket mistanke om IE legger du pasienten inn på medisinsk avdeling til videre utredning og behandling. Det er lørdag ettermiddag og lav aktivitet på sykehuset ellers.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke undersøkelser mener du bør utføres i løpet av helgen?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
# Repeterte blodkulturer
# Røntgen thorax
# EKG
# Ekkokardiografi (transøsofagal ved sterk mistanke).
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0.5 poeng for hver av de 4 undersøkelsene. Maks 2p
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Videre undersøkelser viser at det er en stor vegetasjon på 1.5 cm i diameter på fremre mitralseil. Vakthavende mikrobiolog ringer også neste dag og sier de finner fule stafylokokker forenlig med Staphylococcus aureus i blodkultur.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilken behandling starter du og hvordan skal pasienten følges opp videre?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
''Behandling'': dicloxacillin i.v. (Diclocil 2g x 4-6) og gentamicin i.v. (Garamycin 1-2 mg/kg x3).
''Oppfølging'': Staphylococcus aureus i blodkultur gir ofte en rask destruksjon av hjerteklaffene og store vegetasjoner (over 1 cm) gir økt risiko for embolisering. Begge disse faktorene indikerer behov for kirurgi. Diskuter derfor pasienten med hjertespesialist og hjertekirurg for å bli enig om videre behandling
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0.5 poeng for hver antibiotika, totalt 1 p. 1 poeng for vurdering for kirurgi.
Totalt 2 poeng for begge svar.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Etter 1 uke med antibiotika blir pasienten plutselig veldig tung i pusten. Et røntgenbilde viser betydelig lungestuvning. Pasienten virker hemodynamisk ustabil.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva tror du har skjedd og hvordan skal pasieten behandles videre?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Pasienten har sannsynligvis fått akutt hjertesvikt. Bakenforliggende årsak kan være perforasjon av klaffeseil, ruptur av mitral chordae, klaffeobstruksjon av stor vegetasjon eller plutselig oppstått intrakardiell shunt på bakgrunn av fisteldannelse.
Ta umiddelbart kontakt med hjertespesialist for ekkokardiografi og gi beskjed til hjertekirurg om situasjonen som har oppstått. Pasienten trenger sannsynligvis raskt kirurgi
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 poeng for hjertesvikt. 0.5 poeng for hvert tiltak – maks 1 poeng.
Maks 2 poeng for alt.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Pasienten overlever denne episoden og ett år etter kommer han til deg for å få råd om hvilke tiltak han skal gjennomføre for å hindre at han får dette tilbake. Han tenker spesielt på en visdomstann han skal operere ut neste uke
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke forebyggende råd gir du til denne pasienten?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Bakteremi med munnhulebakterier som viridans streptokokker utgjør en risiko for IE. Generelt er god munnhygiene viktig for å redusere denne risikoen.
I tillegg anbefales det antibiotika-profylakse til pasienter med gjennomgått IE i forbindelse med kirurgiske inngrep i munnhulen som involverer manipulering av gingiva eller periapikalt tannområde område eller perforasjon av oral mucosa. Denne pasienten trenger derfor profylakse som består av amoxicillin p.o. (Imacillin tbl. 2 g x 1) 30-60 minutter før inngrepet.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0.5 poeng for forebyggende antibiotika og 0.5 poeng for korrekt valg – totalt 1 p.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Nedre luftveisinfeksjoner (i praksis pneumoni) er hyppigste infeksjonsrelaterte dødsårsak. Når det gjelder pneumoni ervervet utenfor sykehus kan vi se et vidt spektrum av kliniske manifestasjoner.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Gjør greie for hva som er karakteristisk for henholdsvis atypisk pneumoni versus akutt alvorlig pneumoni med henblikk på:
# Hyppigste agens
# Kliniske særtrekk
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
# Hyppigste agens
#* Akutt pneumoni: Viktigst S. pneumoniae (pneumokokker) som må være med. Neste alternativer vil kunne variere men vanligst ses H. influenzae, S. aureus og i enkelte geografiske områder L. pneumophila (0.5p)
#* Atypisk pneumoni: Mycoplasma pneumoniae og Chlamydophila pneumonia (0.5p)
# Kliniske særtrekk
#* Akutt pneumoni: Oftest akutt debut, kraftige ledsagesymptomer som høy feber evt frostanfall, frysninger, hodepine og uttalt sykdomsfølelse. Etter hvert mer lokaliserte symptomer som hoste, ekspektorasjon etter hvert mer purulent ekspektorat, evt pleurasmerter. (1p)
#* Atypisk pneumoni: Snikende, mer langtrukket forløp, som regel hatt symptomer på øvre luftveisinfeksjon noen tid forut(dager til 1-2 uker) før symptomene peker klart på pneumoni, ofte mindre feber, allmentilstanden ofte relativt god (kalles av og til "walking pneumonia") (1p)
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Gjør greie for hvilke mikrobiologiske analyser og hvorfor du vil rekvirere disse hos en innlagt pasient med pneumoni for å kartlegge etiologisk agens.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
* Blodkulturer hører med i utredningen; ved pneumokokk-pneumoni vil mange (kanskje opp mot 30 %) ha positiv blodkultur (1p).
* Mikroskopi av ekspektorert materiale vil kunne gi en god indikasjon på aktuell bakterie (forutsetter representativt materiale fra nedre luftveier). (0.5p)
* Dyrkning av ekspektorat gjøres ofte, men vil ofte kunne være noe misvisende på grunn av tilblanding fra øvre luftveier. (0.5p)
* For atypisk pneumoni vil analyse av materiale fra øvre luftveier også være av verdi da det ikke er vanlig med normal flora av Mycoplasma pneumoniae, Chlamydophila pneumoniae. For sistnevnte agens vil PCR analyse være mest hensiktsmessig (halssekret evt nasopharynx aspirat). Ved problemstilling mulig viral årsak vil også PCR analyser være hensiktsmessig (f.eks influensa, metapneumovirus, RSvirus m.fl). (0.5p)
* Ved mistanke om Legionella vil urinantigen kunne være positiv i ca 75 %, men det er viktig å vite at antigentesten bare tar serogruppe 1. PCR er utmerket analyse på materiale fra nedre luftveier. Hvis man ønsker Legionella-dyrkning må dette rekvireres spesifisert da denne bakterien ikke vokser på rutinemessig benyttede dyrkningsmedier (blod og sjokoladeagar). (0.5p)
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilken antibiotikabehandling vil du initialt påbegynne ved en alvorlig, antatt bakteriell pneumoni, med henblikk på aktuelle agens og deres følsomhet/resistens for antibiotika? Begrunn svaret.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Siden det her er spesifisert alvorlig pneumoni vil flere regimer kunne være aktuelle. Primært ville foretrekkes at studenten svarer 3. generasjon cefalosporin + et makrolid (1poeng) da cefalosporinet gir god og bred dekning (inkl resistente H. influenzae, pneumokokker ved evt nedsatt penicillinfølsomhet, S. aureus og mange Gram-negative) og makrolidet dekker Legionella og årsaker ved atypisk pneumoni) (1 poeng). Dette er stresset i forelesning, men samtidig gjort oppmerksom på at nasjonale retningslinjer anbefaler benzylpenicillin + aminoglykosid og evt tillegg av makrolid ved klinisk mistanke om Mycoplasma eller Legionella (1 poeng)
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Mikroskopi av ekspektorat kan være en god indikator på aktuell etiologi. Hvilke momenter ved mikroskopi skal vektlegges for å vurdere om et prøvemateriale er representativt for nedre luftveier?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Primært ønskes spesifisert at materialet skal inneholde lite eller intet med plateepitelceller (mye plateepitel viser tilblanding fra munnhule og materialet vil da ikke være representativt). Tilstedeværelse av mange leukocytter støtter infeksjonsvurdering og funn av dominerende mikrobe vil kunne være en brukbarindikator på etiologisk agens. Jeg synes ikke eksakt tallangivelse trenger å være med (i undervisning sagt: representativt hvis <10 plateepitelceller og > 25 leukocytter per synsfelt ved 100X forstørrelse).
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0.5 poeng for hvert riktig svar – maks 1 poeng.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
En mannlig pasient på 55 år kommer til deg på allmennlegekontoret fordi han har en kul på 2x2 cm under det venstre øret. Den har vokst gradvis siden han oppdaget den for ca. ett år siden. Du tenker at det kan være en infeksjon i ørespyttkjertelen (glandula parotis) og vil se om det kommer puss ut fra utførselsgangen når du masserer over kulen
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvor munner utførselsgangen fra ørespyttkjertelen ut?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
På innsiden av kinnet like lateralt for nest bakerste molar i overkjeven (17 og 27).
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Det kommer intet puss og kulen er uøm. Det har ikke vært sikre infeksjonstegn, og blodprøver inklusive CRP og hvite blodlegemer er innenfor det normale. Det har ikke vært noen sikker størrelsesvariasjon. Du tenker nå at det kan dreie seg om en svulst.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Er det vanligst med ondartede eller godartede svulster i ørespyttkjertelen?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Det er vanligst med godartede svulster (80% godartede og 20% ondartede)
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilken er den vanligste godartede svulsten som forekommer her [ørespyttkjertelen]?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Den vanligste er pleomorft adenom (spyttkjertel blandingstumor).
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Bør godartede svulster i ørespyttkjertelen fjernes? Begrunn svaret.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Disse spyttkjertelsvulstene bør fjernes kirurgisk da de kan transformeres til ondartede svulster over tid, særlig ette 10 år. Antatt transformasjonsrate ca 10% etter 15 år. Man må da selvsagt også ta hensyn til pasientens alder og forventede gjenværende levealder når dette vurderes, sammen med komorbiditet og operasjonsrisiko for øvrig.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Kulen sitter nokså overflatisk under huden [ørespyttkjertelen], og det kan synes som det er ganske enkelt å ta en biopsi i lokalbedøvelse for å få et godt histologisk materiale til rask og nøyaktig diagnose.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvorfor er ikke dette rett fremgangsmåte? Begrunn svaret.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Nei, en kan lett skade facialisnerven – spesielt hvis tumor sitter i den dype lappen og løfter nerven opp mot huden.
Dersom det er en ondartet svulst kan kreftceller spres ut i det omkringliggende vevet og huden og det gjør det vanskeligere å oppnå radikal behandling.
Dersom det er et pleomorft adenom (som er mest sannsynlig) kan dette recidivere (multifokalt) hvis man åpner kapselen og da øker faren for ondartet transformasjon.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva er den riktige fremgangsmåten for å få riktig diagnose?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Det tryggeste er å få utført en punksjonscytologisk prøve. En unngår da problemene ovenfor og en får
vanligvis rikelig materiale til at en erfaren patolog kan stille riktig diagnose, i alle fall skille mellom en ondartet og en godartet svulst i de fleste tilfeller.
En trygg måte å gjøre dette på er ved å henvise til en ”tumor colli poliklinikk” eller annen poliklinikk hvor det tas punksjonscytologiske prøver med samtidig ultralydveiledning. Billeddiagnostikk alene gir ingen eller liten informasjon om histologi (selv om PET er mer sensitiv mhp malignitet).
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Når du gjør en orienterende nevrologisk undersøkelse finner du at pasienten har litt svekket evne til å rynke pannen og lukke øyet skikkelig på venstre side. Han klarer heller ikke å trekke munnviken like langt ut til siden når han blir bedt om dette.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva er det som foreligger her og hvordan forklarer du dette?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Det foreligger en perifer facialisparese (til forskjell fra sentral facialisparese). Dette skyldes at svulsten infiltrerer nerven som passerer gjennom glandula parotis.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Du tenker nå at dette også kan dreie seg om en ondartet svulst i ørespyttkjertelen som alternativ til en godartet.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke andre funn ved en slik klinisk undersøkelse kan støtte at det kan dreie seg om en ondartet svulst?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
# At konsistensen er hard og knudrete (i motsetning til myk og elastisk).
# At tumor er fiksert til hud eller underlag (i motsetning til fritt bevegelig).
# At det foreligger sekundærsvulster (metastaser) på halsen.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Ondartede svulster i en lokalisasjon i kroppen kan være enten primære eller sekundære (metastaser)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilken histologi er vanligst ved metastaser i parotis? Hvor skal en lete etter en mulig primærsvulst?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Ja, det finnes lymfeknuter inne i parotis som kan inneholde metastase. Dette er oftest fra plateepitelcarcinomer (eller maligne melanomer noe sjeldnere). Utgangspunktet er oftest hud fra samme side av hodet, helst tinning, øre og hodebunn.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Du har forvakt på medisinsk avdeling på et mellomstort sykehus, og tilkalles til akuttmottaket for å undersøke en 55 år gammel mann som er innlagt pga økende tung pust, slapphet og respirasjonsavhengige smerter siste døgn. Du tar opp anamnese og gjør en klinisk undersøkelse.
Han er tidligere stort sett frisk, bruker ingen faste medisiner, og sluttet å røyke for ca. 5 år siden.
Han har hatt hoste, sykdomsfølelse og feber ca. 38,5 grader i ca. 10 dager. For 5 dager siden kontaktet han fastlegen og fikk penicillin tabletter for sannsynlig pneumoni, men han har ikke merket bedring etter dette.
Ved klinisk undersøkelse perkuterer du dempning et lite område baktil over høyre lunge. Du hører spredte inspiratoriske knatrelyder over både høyre og venstre lunges bakflater, mest uttalt i midtfeltene. BT 130/90; temperatur 38,6 grader. For øvrig er status normal.
Oksygenmetningen er 95% med 2 liter oksygen på nesekateter
Du får svar på noen blodprøver som er tatt i akuttmottaket: CRP 105 (Ref : <5); Kreatinin clearance normal, litt lav NaCl, men ellers normale elektrolytter.
Du mener pneumoni er mest sannsynlig diagnose og rekvirerer videre utredning, oppfølging og behandling
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke differensialdiagnoser til pneumoni bør du vurdere, og hvilke undersøkelser kan du
utføre eller rekvirere for å utelukke eller bekrefte disse?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Lungeemboli og akutt hjerteinfarkt. Forhøyet D-dimer kan indikere tromboembolisk sykdom, men svært usikkert parameter når CRP er forhøyet. Vurderer indikasjon for CT lungearterier ut fra algoritme for sannsynlighet for lungeemboli. Tar EKG for å utelukke hjerteinfarkt.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Maks 2 poeng; 1 poeng for lungeemboli med forslag CT lungearterier og 1 poeng for akutt
hjertesykdom med EKG (eller ultralyd av hjertet)
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Fra forrige vignett:
<<<
Du har forvakt på medisinsk avdeling på et mellomstort sykehus, og tilkalles til akuttmottaket for å undersøke en 55 år gammel mann som er innlagt pga økende tung pust, slapphet og respirasjonsavhengige smerter siste døgn. Du tar opp anamnese og gjør en klinisk undersøkelse.
Han er tidligere stort sett frisk, bruker ingen faste medisiner, og sluttet å røyke for ca. 5 år siden.
Han har hatt hoste, sykdomsfølelse og feber ca. 38,5 grader i ca. 10 dager. For 5 dager siden kontaktet han fastlegen og fikk penicillin tabletter for sannsynlig pneumoni, men han har ikke merket bedring etter dette.
Ved klinisk undersøkelse perkuterer du dempning et lite område baktil over høyre lunge. Du hører spredte inspiratoriske knatrelyder over både høyre og venstre lunges bakflater, mest uttalt i midtfeltene. BT 130/90; temperatur 38,6 grader. For øvrig er status normal.
Oksygenmetningen er 95% med 2 liter oksygen på nesekateter
Du får svar på noen blodprøver som er tatt i akuttmottaket: CRP 105 (Ref : <5); Kreatinin clearance normal, litt lav NaCl, men ellers normale elektrolytter.
Du mener pneumoni er mest sannsynlig diagnose og rekvirerer videre utredning, oppfølging og behandling
<<<
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvordan resonerer du m.h.t at pneumoni er sannsynlig diagnose, og det faktum at pasienten allerede har fått fem dagers behandling med penicillin, og ellers er tidligere frisk?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Pasienten kan ha pneumoni forårsaket av bakterie som ikke er følsom for penicillin, eks Hemofilus Influenzae. Man må også mistenke en virusinfeksjon som har gitt pneumoni eller en atypisk pneumoni med mycoplasma eller Chlamydia eller legionella som ikke responderer på penicillin.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Maks 3 poeng; 1 poeng for Hemofilus Influenzae og 1 poeng for atypisk pneumoni virus/mycoplasma/chlamydia; 1 poeng for Legionella
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Fra forrige vignett:
<<<
Du har forvakt på medisinsk avdeling på et mellomstort sykehus, og tilkalles til akuttmottaket for å undersøke en 55 år gammel mann som er innlagt pga økende tung pust, slapphet og respirasjonsavhengige smerter siste døgn. Du tar opp anamnese og gjør en klinisk undersøkelse.
Han er tidligere stort sett frisk, bruker ingen faste medisiner, og sluttet å røyke for ca. 5 år siden.
Han har hatt hoste, sykdomsfølelse og feber ca. 38,5 grader i ca. 10 dager. For 5 dager siden kontaktet han fastlegen og fikk penicillin tabletter for sannsynlig pneumoni, men han har ikke merket bedring etter dette.
Ved klinisk undersøkelse perkuterer du dempning et lite område baktil over høyre lunge. Du hører spredte inspiratoriske knatrelyder over både høyre og venstre lunges bakflater, mest uttalt i midtfeltene. BT 130/90; temperatur 38,6 grader. For øvrig er status normal.
Oksygenmetningen er 95% med 2 liter oksygen på nesekateter
Du får svar på noen blodprøver som er tatt i akuttmottaket: CRP 105 (Ref : <5); Kreatinin clearance normal, litt lav NaCl, men ellers normale elektrolytter.
Du mener pneumoni er mest sannsynlig diagnose og rekvirerer videre utredning, oppfølging og behandling
<<<
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke prøver kan du rekvirere for å få en spesifikk mikrobiologisk diagnose?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Blodkulturer, prøve fra nese/svelg for direkte påvisning av mikrober, antigen hurtigtest for påvisning av pneumokokker eller legionella i urin
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Maks 1 poeng; må ha med blodkulturer pluss enten prøve fra nese/svelg og/eller antigen test for å få 1 poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Fra forrige vignett:
<<<
Du har forvakt på medisinsk avdeling på et mellomstort sykehus, og tilkalles til akuttmottaket for å undersøke en 55 år gammel mann som er innlagt pga økende tung pust, slapphet og respirasjonsavhengige smerter siste døgn. Du tar opp anamnese og gjør en klinisk undersøkelse.
Han er tidligere stort sett frisk, bruker ingen faste medisiner, og sluttet å røyke for ca. 5 år siden.
Han har hatt hoste, sykdomsfølelse og feber ca. 38,5 grader i ca. 10 dager. For 5 dager siden kontaktet han fastlegen og fikk penicillin tabletter for sannsynlig pneumoni, men han har ikke merket bedring etter dette.
Ved klinisk undersøkelse perkuterer du dempning et lite område baktil over høyre lunge. Du hører spredte inspiratoriske knatrelyder over både høyre og venstre lunges bakflater, mest uttalt i midtfeltene. BT 130/90; temperatur 38,6 grader. For øvrig er status normal.
Oksygenmetningen er 95% med 2 liter oksygen på nesekateter
Du får svar på noen blodprøver som er tatt i akuttmottaket: CRP 105 (Ref : <5); Kreatinin clearance normal, litt lav NaCl, men ellers normale elektrolytter.
Du mener pneumoni er mest sannsynlig diagnose og rekvirerer videre utredning, oppfølging og behandling
<<<
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva er de respirasjonsfysiologiske forklaringene på hypoksemi ved pneumoni?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Ved interstitiell pneumoni er årsaken primært ventilasjons/perfusjonsforstyrrelser. Ved bronkopneumoni og især lobær pneumoni spiller shunting en større rolle.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Maks 2 poeng; 1 poeng for ventilasjons/perfusjonsforstyrrelser og 1 poeng for shunting
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Du konkluderer med at pasienten har en alvorlig pneumoni ervervet utenfor sykehus.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilken medikamentell behandling vil du gi pasienten?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Behandling av alvorlig pneumoni erhvervet utenfor institusjon:
Dersom tilstanden oppfattes som atypisk pneumoni forårsaket av mykoplasma eller klamydia er riktig antibiotika valg Erytromycin eller doksycyklin. Ved bakteriell pneumoni uten sikker effekt av penicillin (eks H. Influenzae) kan man legge til et aminoglykosid (eks gentamicin) eller seponere pecicillin og gi et tredje generasjons cefalosporin (eks Cefotaksim).
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Maks 2 poeng; 1 poeng for erytromycin og/eller doksylin; 1 poeng for å legge et aminoglykosid til penicillin og/eller seponere penicillin og gi et tredje generasjons cefalosporin (eks Cefotaksim).
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke virulensfaktorer gjør tarmpatogene mikrober i stand til å forårsake infeksiøs gastroenteritt?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
# toksiner (entero, cyto, nevro)
# evne til adheranse til tarmslimhinnen
# evne til å invadere tarmslimhinnen (lokal- systemisk)
# selektiv inhibisjon/destruksjon av absorptive celler i mikrovilli
# andre faktorer (bevegelighet, kjemotaksiner, mucinproduksjon, proteinsekresjonssystem etc)
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva er det viktig å kartlegge i anamnesen hos en pasient med mistanke om infeksiøs gastroenteritt?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
# for å vurdere alvorlighetsgrad: hvor lenge har hun/han vært syk, hvor hyppige uttømninger, diurese, feber, blod i avføringen?
# vurdere etiologi: reiseanamnese
# vertsfaktorer: kroniske sykdommer, graviditet?
# smittevern: flere syke (utbrudd), hvilken jobb har hun/han (arbeid med pasienter i helseinstitusjon, med næringsmidler, i barnehage)?
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvordan tas og forsendes prøve til det mikrobiologiske laboratoriet?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Prøven tas på transportmedium når den skal dyrkes for å sikre at mikroben overlever transporten. Viktig med kort transporttid dersom mistanke om Shigella/ E. histolytica.
Andre prøver kan sendes på steril/ ren beholder. Må være godt skrudd til for å unngå lekkase.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Gjør rede for hvordan mikrober som forårsaker diare kan påvises i det mikrobiologiske laboratoriet
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
# Dyrkning med standard dyrkningsagar. For enkelte agens (feks Vibrio cholera) må en i tillegg benytte egne dyrkningsmedier.
# Mikroskopi (ulike fargemetoder inkl immunfluorescens) for påvisning av protozoer og helminter
# Antigenpåvisning med feks ELISA kan benyttes for tarmpatogene virus
# PCR benyttes i økende grad for både bakterier, virus og parasitter.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva er de to vanligste årsakene til infeksiøs gastroenteritt oppstått i sykehus?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Clostridium difficile og Norovirus
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Du arbeider som allmennlege i en bypraksis, og har bl.a. ansvar for et ektepar som er småbarnsforeldre. En dag kommer kona (38 år) til deg og klager over knip i magen og diare med hyppigere toalett-besøk enn vanlig. Hun sier at ektemannen er utro, og at det vanskelig hjemme for tiden. Hun lurer på hva som feiler henne og ønsker hjelp. Hun er nedtrykt, og plagene virker sammensatte.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke umiddelbare tanker gjør du deg om pasientens plager?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Stress-symptomer, somatoforme plager, funksjonell magetarm-lidelse, kreft? Psykologbehandling,familieterapi
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0.5 poeng hvis 3 momenter
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva er en tests sensitivitet, spesifisitet, positiv prediktiv verdi (PPV) og negativ prediktiv verdi (NPV)? Vis hvordan man beregner disse uttrykkene med en tenkt tabell hvor disse begrepene belyses
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Med en analyses diagnostiske sensitivitet forstås analysens evne til å identifisere syke individer (optimalt
så nær 100% som mulig), og med spesifisitet forstås analysens evne til å ekskludere friske individer
(optimalt så nær 100% som mulig). Diagnostisk sensitivitet og spesifisitet er tekniske egenskaper ved en
test, og angir testens evne til å identifisere friske og syke individer i en gruppe.
Ved screening i en generell populasjon er gjerne prevalensen lav av de sykdomsforandringer man leter etter, og andel falsk positive svar blir derfor mange. Behovet for en klinisk utvelgelse (fremskaffe pre-test sannsynlighet for sykdom 0.3-0.6) før prøverekvirering er derfor større i primærhelsetjenesten, fordi det ved innleggelse i sykehus foretas selektering av pasienter. Det er større forekomst av sykdom i utvalget som legges inn i sykehus sammenlignet med de som er utenfor sykehus. Dette fører til at den prediktive verdi av spesielle analyser er større i en sykehuspopulasjon p.g.a det selekterte pasientmaterialet som prøvene tas fra.
Eksempel: Gitt en sykdom. Man har en gruppe på 100 personer, 53 syke og 47 friske. Testen man bruker plukker ut 48 syke som positiv, men også 2 friske som positiv (falsk positiv). Testen angir 45 friske som negativ, men også 5 syke som negativ (falsk negativ).
| | !Sykdom pos. (+) | !Sykdom neg. (-) | |
| !Test pos. (+) | 48 | 2 | Positiv prediktiv verdi: PPV = 48/50 = 96% |
| !Test neg. (-) | 5 | 45 | Negativ prediktiv verdi: NPV = 45/50 = 90% |
| | Sensitivitet: 48/53 = 91% | Spesifisitet: 45/47 = 96% | |
Positiv prediktiv verdi (PPV)= 96% betyr at pasienten har 96 % sjanse (0.96) for sykdom når testen er positiv.
Negativ prediktiv verdi (NPV)= 90 % betyr at pasienten har 90% sjanse for å ikke ha sykdom ("være frisk") når testen er negativ.
Prediktiv verdi av en test avhenger av/ varierer med forekomsten av aktuell sykdom (prevalens) i den befolkning pasienten kommer fra. [1 moment x 0.5 poeng = 2poeng]. Totalt 2 p
Det forventes å tegne opp en 2x2 tabell
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Du tar pasienten tilbake til kontroll etter 3 uker. Diare og allmenntilstanden er forverret og hun har sterk mageknip. Hb-hurtigtesten på kontoret viser lavere resultat enn sist. Hemofec på hanske er positiv etter 3 sekunder.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva gjør du videre?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Hemofec positiv, vurdere falsk positiv? obs røde flagg! Ikke slipp pasienten! Menstruasjons/gyn-anamnese. Rektal eksplorasjon.
Viktig: Henvise til endoskopi (obs endoskopien kan være falsk negativ). Undersøkelse i forhold til blødningsanemi. Psykolog/familieterapeut er uansett indisert.
''PASIENTEN HADDE CANCER COLON CUM MET OG DØDE ETTER KORT SYKELEIE''
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Henvise videre, og forklare hvorfor: 0.5 poeng.
Blødningsanemiutredning eller famileterapi: 0.25 poeng; "Ikke slippe pasienten"/"følge pasienten tett": 0.25 poeng.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Fra forrige vignett:
<<<
Du arbeider som allmennlege i en bypraksis, og har bl.a. ansvar for et ektepar som er småbarnsforeldre. En dag kommer kona (38 år) til deg og klager over knip i magen og diare med hyppigere toalett-besøk enn vanlig. Hun sier at ektemannen er utro, og at det vanskelig hjemme for tiden. Hun lurer på hva som feiler henne og ønsker hjelp. Hun er nedtrykt, og plagene virker sammensatte.
<<<
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke anamnestiske betraktninger og kliniske undersøkelser kan være relevante å vurdere her og nå, innen rammen av en 15‐20 minutters allmennpraksis-konsultasjon? Begrunn svarene.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Her er det 2 spørsmål, det vil si: anamnese og status/kliniske undersøkelser Anamnestiske momenter: Varighet av aktuelle symptomer, avføringsanamnese, arvelige sykdommer, spesielt mage/tarm, naturlige funksjoner, kosthold, medisiner, psykiske symptomer. Stimulansia (inkl. alkohol). Klinisk us: Palpere/undersøke abdomen. Hepatomegali? Evt. rektal eksplorasjon
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
2 korrekte svar på hver av de 2 gir 0.5poeng hver
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Du tenker at pasientens symptomer kan indikere en funksjonell mage-tarm-lidelse, men rekvirerer blodprøver, avføringsprøve og urinprøve (dvs. supplerende undersøkelser).
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke regnes som de to viktigste funksjonelle mage-tarm-lidelsene? Beskriv hovedtrekkene i ROMA III kriteriene for __en__ av disse lidelsene
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Irritabel colon syndrom = IBS og funksjonell dyspepsi= NUD. [0.5 poeng].
Neste spørsmål: Det kreves minst 2 momenter for å få poeng. (Skille Roma III-kriterier for IBS og NUD; f.eks IBS: Symptomvarighet > 3 mnd + bedring ved defekasjon; http://www.romecriteria.org/assets/pdf/19_RomeIII_apA_885-898.pdf). 1 poeng.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Gjør kort rede for de antatte mekanismer for de to viktigste funksjonelle mage-tarm-lidelsene
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Mekanisme er henholdsvis økt tarmmotilitet og visceral sensitivitet
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilken klinisk relevans har kalprotektin?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Diagnostisere inflammatorisk tarmsykdom IBD
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Fra tidligere vignett:
<<<
Du arbeider som allmennlege i en bypraksis, og har bl.a. ansvar for et ektepar som er småbarnsforeldre. En dag kommer kona (38 år) til deg og klager over knip i magen og diare med hyppigere toalett-besøk enn vanlig. Hun sier at ektemannen er utro, og at det vanskelig hjemme for tiden. Hun lurer på hva som feiler henne og ønsker hjelp. Hun er nedtrykt, og plagene virker sammensatte.
<<<
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke to hovedgrupper av somatiske magetarm-lidelser bør utelukkes ut i fra de opplysningene som foreligger? Nevn minst 3 alarm-symptomer ("røde flagg") for disse lidelsene.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Mage-tarm cancer og inflammatorisk tarmsykdom IBD [0,5 poeng hvis begge ].
Over 45 år ved debut, ufrivillig vekttap >3 kg, nedsatt matlyst, sykdomsfølelse, blødning, anemi, svelgvansker, nattsmerter, smerter som forstyrrer daglige aktiviteter. [0.5 poeng hvis 3 eller flere symptomer].
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Du tar pasienten tilbake til kontroll etter 1 uke. Blodprøver viser Hb = 10.2 g/dL (Hb < 12 g/dL for ikke gravide kvinner i befruktningsdyktig alder regnes som anemi); og ferritin = 5 ug/L (normalverdi 10 – 170 ug/L). Urin stix og hemofec prøve var normale
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvordan vil du tolke blodprøvesvaret i forhold til denne pasienten?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Lav hb og ferritin kan skyldes: Menstruasjonsblødninger? Jernmangel? Kosthold? Blødning fra GI tractus?
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0.5 poeng for minst 2 momenter
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva er sensitiviteten og spesifisiteten for hemofec?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Henholdsvis ca. 70 % og 85 %
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0.5 poeng hvis begge +/- 5 prosentpoeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Drøft kort resultatet og nytten av en enkeltstående negativ hemofec-prøve i forhold til falske negative prøveresultater.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
En enkelt negativ hemofec blir ofte falsk negativ ved intermitterende blødninger i magetarm
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Kolbjørn (65) er kystskipper på Mørekysten. Han er uheldig og faller om bord på båten. Han slår seg nesten ikke, men får en kink i ryggen. I løpet av få dager utvikler han sterke smerter i ryggen som stråler ned i høyre ben. Han oppsøker deg på kommunelegekontoret.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke kliniske undersøkelser er relevante?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Nevrologisk status ved mistenkt isjias:
* Columna: Lasegues prøve. Evt. omvendt Lasegue.
* Inspeksjon av ryggen: Avvergeskoliose, utrettet lordose, smertefokus, palpasjonsømhet.
* Motilitet/muskelkraft: Pareser? Evt. for hvilke bevegelser?
* Sensibilitet: Utfall som passer med et dermatom?
* Reflekser: Bortfall av patellar- eller achillesrefleks?
* Plantarrefleks bør testes rutinemessig for å utelukke sentralnervøs årsak.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Studenten må nevne tester fra minst 3 av 4 domener (gir 1p):
* Columna
* Motilitet
* Sensibilitet
* Reflekser
Hvis alle 4 domener er med og relevante tester er oppført, selv om ikke riktig alle tester i fasit er med: 2p.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Ved undersøkelsen finner du ingen sikre nevrologiske utfall, men Kolbjørn forteller at smertene stråler helt ut i stortåa, og han kjenner det prikke i huden på fotryggen og foran på leggen, og det forverres hvis han sitter lenge.
Ved kontroll 1 måned senere er han fortsatt plaget, sover dårlig og må bruke analgetika. Du finner nå svekket hudfølelse på fotryggen og foran på leggen, og som sist vil han helst ligge eller stå, da han blir verre av å sitte. Det er ellers normale forhold ved nevrologisk undersøkelse. Du bestemmer deg for å utrede ham nærmere.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilken undersøkelse er det mest relevant å henvise til, og hva er det mest sannsynlig at undersøkelsen vil vise? Begrunn svaret kort ut fra klinikken.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
# MR-undersøkelse av lumbosakralkolumna.
# Bildene vil sannsynligvis vise et prolaps som påvirker høyre L5-rot. Som regel vil et slikt prolaps utgå fra skiven L4/L5.Begrunnelse: Intakte reflekser taler imot at L4- eller S1-roten er affisert.
Sensibilitetsutfallet på fotryggen og fortil på leggen passer bra med L5-dermatomet.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
# MR-undersøkelse 0.5 p
# L5-roten: 0.5 p.
Tillegg av god begrunnelse (intakte reflekser og typisk sensibilitetsutfall nevnes): 1p.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Plagene går gradvis over og etter ca. 4 måneder er høyre ben helt i orden igjen. Men i mellomtiden har han tråkket over to ganger med venstre ben, og synes det er tungt å løfte foten når han setter seg inn i bilen. Han har ingen smerter eller parestesier nå. Ved ny undersøkelse finner du at han er svak for både hoftefleksjon og ankeldorsalfleksjon, men kraften er god for de øvrige bevegelsene. Du kan ikke utelukke atrofi av lårmuskulaturen. Samtidig finner du at knerefleksen er livligere på venstre enn på høyre side, og plantarrefleksen er invertert. Sensibiliteten er som før litt svekket fortil på høyre legg, men normal på venstre side.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Kan du diskutere disse symptomene og utfallene i lys av hva som peker mot henholdsvis sentral og perifer patologi?
Finnes det en enkelttilstand som kan forklare alle symptomer og funn?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
# Spørsmål 1:
#* Motilitet: Atrofien i låret taler for perifer skade, da sentral skade gir lite atrofi. Paresene for hoftefleksjon og ankeldorsalfleksjon, men ikke for kneekstensjon og heller ikke for øvrige bevegelser, taler imot sentral skade, da det ville forventes at sentral skade ga pareser i alle muskelgrupper. Paresegrad: Ved sentral skade svekkes muskelkraften forholdsvis mindre enn ved perifer skade.
#* Reflekser: Livligere reflekser taler for sentral skade. Invertert plantarrefleks er et sikkert tegn på sentral skade.
#* Den normale sensibiliteten kan ikke vektlegges så mye, men kunne tale for en dominerende motorisk tilstand.
#* Funnene stemmer ikke så godt overens, for ved perifer parese burde det vært refleksbortfall, ikke livligere reflekser som her. Sentral skade kunne forklart de livlige refleksene, men da burde det ikke vært atrofi, og som regel ville det vært sensibilitetsforstyrrelser.
# Spørsmål 2:
#* En motornevronsykdom kunne imidlertid forklart alle symptomer og funn
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Studenten viser kunnskap om typiske utfallsmønster i motilitet og reflekser ved hhv. Sentral og perifer skade: 1p.
Studenten drøfter funnene mer inngående som i løsningsforslaget: 2p.
Studenten viser evne til å sette funnene i sammenheng, drøfter hvorfor funnene ikke stemmer og foreslår motornevronsykdom som en mulighet: 3p.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Kolbjørn spinalpunkteres. Blant annet ønsker man å utelukke infeksjonssykdom i sentralnervesystemet.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilken infeksjonssykdom er det særlig relevant å utelukke?
Hvilke funn i spinalvæsken kan generelt forventes ved aktuell infeksjonssykdom i CNS?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
# Borreliose er den sykdommen som hyppigst forekommer hos nordmenn bosatt i Norge (1p). Syfilis og tuberkulose sees fra tid til annen (0.5 p hvis en av disse nevnes, men ikke borreliose).
# Funn i spinalvæsken ved infeksjonssykdom:
#* Forhøyet celletall. Normalt 0-5 hvite blodlegemer per kubikkmm, ved infeksjon ofte betydelig forhøyet. Dominerende mononukleære celler.
#* Proteinmengden kan være moderat forhøyet
#* Antistoffer mot aktuelle infeksiøse agens kan påvises, ~IgM-klasse kommer først, men funnet er ofte upålitelig
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
# Borreliose 1p.
# Forhøyet celletall 1p.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvordan måles trykket i spinalvæsken, og hva er normalt intraspinalt trykk?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
# Trykk måles ved avlesning av væskenivået i en slange som holdes vertikalt mot en linjal med nullpunktet på nivå med columna. Trykket angis i cm vannsøyle.
# Normalt trykk er 10-15 cm vann.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
# Vertikal vannsøyle og cm vann målt mot en "linjal": 0.5 p.
# Grensene for hva man regner som normalt trykk varierer. Konsensus er at normalt trykk ligger mellom 7 og 18 cm vann, men åpningstrykket hos en stresset pasient er ikke sjelden over 20. Alle svar som inkluderer området 10-15 cm vann, og ikke går under 7 eller over 20 godtas: 0.5 p.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
En 45 år gammel mann kommer til mottaksavdelingen etter at han har hatt smerter i venstre legg i 3 dager. Det startet gradvis. Etter en dag kom det hevelse i nedre del av låret og leggen og noe rødhet. Han er afebril og kjenner seg for øvrig frisk. Du har mistanke om dyp venetrombose.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke differensialdiagnoser er mest aktuelle?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Erysipelas (1), muskelruptur (1), Baker cyste (1), overflatisk tromboflebitt (1), lymfødem (1)
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Som anført ovenfor: 0.5 p for hvert riktig svar. Maksimum 2 poeng.
Dyp venetrombose er nevnt i oppgaven og gir ikke poeng her
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilken undersøkelse bør du gjøre for å bekrefte/avkrefte dyp venetrombose?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Ultralyd vener på underekstremitet (1p)
Evt: Venografi (0,5 p), d-dimer (0,25 p)
D-dimer er med å øke eller redusere sannsynligheten for trombose. Her spørres det om en undersøkelse for å bekrefte/avkrefte diagnosen, og da må vi opp et hakk til de definitive undersøkelsene ultralyd eller venografi. Ultralyd er den undersøkelsen som foretrekkes og er understreket i undervisningen. Noen sykehus gjør venografi og vi kan ikke si at det er galt.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Som anført ovenfor hvis det svares med ett ord. Hvis studenten redegjør for alle 3 på riktig måte, gir det full pott.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Dyp venetrombose i distale del av lår og i knehase ble bekreftet, og du skal starte behandling. Du er i tvil om du skal starte behandling med lavmolekylært heparin/warfarin eller med nyere
antikoagulasjonsmidler (trombinhemmere/faktor Xahemmere).
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke fordeler og ulemper har warfarin og nyere antikoagulasjonsmedikamenter (trombinhemmere og faktor Xa-hemmere)?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
# Warfarin.
#* Fordeler:
#*# Velprøvd behandling som er godt innarbeidet
#*# Regelmessig kontroll som sikrer at tablettene blir tatt og som fanger opp eventuelle bivirkninger
#*# Lang halveringstid gjør at antikoagulasjonseffekten vedvarer selv om pasienten glemmer å ta en dose.
#* Ulemper:
#*# Tungvint behandling i oppstartsfasen med samtidig bruk av heparin og hyppige kontroller for innstilling av warfarindosen i startfasen
#*# Tungvint med regelmessig monitorering antikoagulasjonsnivå i hele behandlingsperioden.
#*# Relativt lite bivirkninger, men noe mer blødningstendens enn trombinhemmere/faktor Xahemmere.
# Trombinhemmere/faktor Xa-hemmere:
#* Fordeler:
#*# Praktisk mye enklere enn warfarin da de doseres etter vekt og trenger ikke monitorering
#*# Faktor Xa-hemmere trenger ikke midlertidig heparinbehandling i startfasen. Dette gjelder ikke dabigatran
#*# Studier indikerer en lett reduksjon av blødningskomplikasjoner.
#* Ulemper:
#*# Pasienten behøver ikke å gå til kontroll, pasienter som reduserer eller slutter med behandling blir derfor ikke fanget opp,
#*# Kort halveringstid, pasienter som glemmer å ta dosen får flere timer med mangelfull antikoagulasjon
#*# Ved blødninger fins det i dag ikke antidot som reverserer antikoagulasjonseffekten.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Det er angitt i alt 12 momenter som gir 0,5 poeng hver. Det må angis minst 1 fordel og 1 ulempe for begge grupper for full pott.
Maks 3 poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Du skal ta stilling til pasientens risiko for å få ny venetrombose da dette kan ha betydning for hvor lenge han skal ha behandling.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Kan du gi en punktvis oversikt over risikofaktorer for å få dyp venetrombose?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Risikofaktorer for å få dyp venetrombose:
# Alder
# Immobilisering
# Større operasjoner, traumer
# Kreft
# Østrogenholdige medikamenter (substitusjon, østrogenholdige p-piller, andre medisiner)
# Arvelige faktorer (Leiden-mutasjon, mangel på antitrombin, protein S eller protein C pluss flere andre)
# Svangerskap, fødsler og i puerperiet
# Lange flyreiser
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Det er angitt 8 momenter, flere av de inneholder flere delmomenter. Hvert hovedmoment (nummerert 1-8) gir 0,5 poeng
Maks 3 poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Kan du gi en kort forklaring på hvorfor vi må starte med heparin i tillegg til warfarin når vi ønsker å antikoagulere med warfarin?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Det tar 5 dager før full effekt av warfarin setter inn. Det trengs antikoagulasjon også i dette tidsrommet. Heparin virker etter 30 min ved subkutan administrering og brukes de første 5 dagene.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Studenten må få frem dette poenget for å få poeng.
Spørsmålet er vektet: 1 poeng
Utdypende svar er ikke påkrevet for full pott. Eksempel på utdypende svar er for eksempel at warfarin hemmer karboxylering og produksjon av K vitamin-avhengige koagulasjonsfaktorer (II, VII, IX og X). Faktorer som allerede er produsert vil imidlertid være i sirkulasjonen tilsvarende sin halveringstid.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
NSAIDs er en av våre viktigste og mest brukte legemiddelgrupper. Samtidig har gruppen en rekke problemer knyttet til midlenes bivirkningsprofil.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva betyr forkortelsen NSAIDs?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Non-steroidal antiinflammatory drugs / ikke-steriode antinflammatoriske (betennelsesdempende) legemidler.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Enten engelsk eller norsk gir 1 poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva er virkningsmekanismen til NSAIDs?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Hemming av COX-enzymer (syklooksygenase-enzymer) som omdanner arakidonsyre til prostanoider/prostaglandiner
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 poeng for hemming av COX; 0.5 poeng for nedsatt produksjon av prostanoider/prostaglandiner
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Kan du nevne __tre__ risikofaktorer for å utvikle blødende magesår under behandling med NSAIDs?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
* Høy alder
* Magesår i sykehistorien og/eller pågående magesår
* Bruk av antikoagulantia
* Bruk av glukokortikoider
* Bruk av lavdose acetylsalisylsyre
* Bruk av flere NSAIDs samtidig
* Bruk av høye doser NSAIDs
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0.5 poeng per riktig svar opp til maks 1.5.
Hvis noen skriver mer enn tre forslag, teller bare de tre første med i beregningen av poengsum
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
NSAIDs kan føre til nyresvikt.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva er den tilgrunnliggende mekanismen?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Nyregjennomblødningen reguleres av prostanoider/prostaglandiner hvis produksjon hemmes av NSAIDs (jfr. spm. 2). Redusert nyregjennomblødning (redusert GFR) kan videreutvikles til en nyresvikt.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Poengsetting ut fra en totalvurdering av svaret, totalt 1.5 p
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke pasientgrupper er særlig utsatt for å utvikle nyresvikt under behandling med NSAIDs?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Gamle, pasienter med nyresykdom/eksisterende nedsatt nyrefunksjon, med hjertesvikt, diabetes mellitus eller hypovolemi, pasienter som samtidig bruker andre legemidler som kan gi nedsatt nyrefunksjon (som ACE-hemmere, angiotensinreseptor-antagonister m.m.).
Felles for disse pasientgruppene er at de alle er spesielt avhengige av at fungerende prostaglandinsystem for å opprettholde nyrefunksjonen – de har i utgangspunktet økt aktivitet i de vasokonstringerende systemene i nyrene (altså renin-angiotensin-systemet og det adrenerge systemet).
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Poengsetting ut fra en totalvurdering av svaret, der sykdomsgruppene er viktigst. Den underliggende mekanismen kan gi inntil 1 poeng hvis det ikke oppnås full score på sykdommene. Totalt 2 p
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
NSAIDs kan føre til hypertensjon.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva er mekanismen bak hypertensjonsutvikling?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Nyreeffektene formidles av nedsatt prostaglandinsyntese (jfr. spm. 4) som fører til følgende:
# nedsatt GFR,
# økte nivåer av antidiuretisk hormon og
# økte nivåer av bl.a. endotelin-1, noe som gir vasokonstriksjon.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0.5 poeng for hvert delsvar 1-3, totalt 1.5 p
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
NSAID-bruk assosieres også med arteriell tromboembolisk sykdom, som kan føre til bivirkninger som hjerteinfarkt, hjerneslag og plutselig død. Epidemiologisk forskning har vist at nesten alle NSAIDs – med ett unntak (og det er ikke acetylsalisylsyre!) - i større eller mindre grad er beheftet med slike bivirkninger.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilket mye brukt NSAID er ikke vist å gi slike tromboemboliske bivirkninger?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Naproksen
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Rett svar gir 1 poeng, alt annet gir 0
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
En 60-år gammel mann oppsøkte sin fastlege pga. sure oppstøt og litt svie i epigastriet. Av og til hadde han også registrert svelgvansker og litt hoste, oftest om natten. Det fremkom også at han hadde et alkoholproblem.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Epigastriet utgjør en av flere regioner som abdomen er inndelt i. Tegn en enkel skisse av abdomen og angi hvor epigastriet er lokalisert.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
<<imgLink "IIAB-2016-4-A.PNG">>
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Han ble henvist til gastroskopi, og distalt i øsofagus ble det påvist områder med rødlig misfarget slimhinne forenlig med en refluks-øsofagitt. Det ble tatt biopsier herfra som viste kronisk øsofagitt og metaplasi.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva forstår du med metaplasi?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Metaplasi er i prinsippet en reversibel prosess der en celletype (både epitel og mesenkymalt vev) erstattes av en annen celletype som ledd i en cellulær tilpasning (adaptasjon), for eks. som følge av kronisk irritasjon. Forandringene kan gi redusert funksjon og kan disponere for malignitetsutvikling.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Man får poeng for selve definisjon, kommentarer mhp. funksjon, malignitet osv. er ikke nødvendig for "fullt hus"
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke typer metaplasi forekommer hyppigst ved refluks-øsofagitt?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Gastrisk og intestinal metaplasi
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0.5 p for hver entitet.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilken klinisk konsekvens har de ulike typer metaplasi som forekommer ved refluks-øsofagitt?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
''Gastrisk metaplasi'' oppfattes per i dag ikke å være assosiert med malignitetsutvling. I ''intestinal metaplasi'' kan det derimot utvikles dysplasi i kjertelepitelet. Denne dysplasien kan progrediere fra lett til moderat til grov; ved grov dysplasi er det stor risiko for adenokarsinomutvikling i øsofagus. Pasienter med intestinal metaplasi må derfor følges opp regelmessig med biopsier for å fange opp en evt. dysplasi eller et karsinom..
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Kommentar for hver type metaplasi gir 0.5p.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Pga. svelgvanskene ble det rekvirert rtg. av øsofagus med kontrast som viste et divertikkel.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva slags type divertikkel er det mest sannsynlig at denne pasienten hadde og hvor er de gjerne lokalisert?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Zenkers’ divertikkel, pharynx/hypopharynx
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Hvert delsvar gir 0.5 p
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Pasienten ble et par år senere innlagt som øyeblikkelig hjelp pga. hematemese.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Nevn mulige årsaker til denne pasientens hematemese (4 årsaker: 2p, 6 årsaker: 3 p).
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Det kan hos denne pasienten være flere årsaker til hans hematemese, bl.a.:
#Relatert til alkohol: laserasjoner (rifter) i øsofagus eller i den øsofagokardiale overgang (Mallory-Weiss syndrom), refluks-øsofagitt, levercirrhose med utvikling av leversvikt og portal hypertensjon som kan gi øsofagvaricer, akutt erosiv gastritt og ulcus pepticum. Leversvikten kan også gi koagulopati med blødningstendens som følge.
# Relatert til malignitet: pasienten kan ha hatt intestinal metaplasi som har kunnet utviklet seg til et adenokarsinom i øsofagus. Dette alene kan gi blødning, men tumors infiltrerende vekst kan også gi perforasjon/ruptur av øsofagus og fisteldannelse mellom øsofagus og aorta.
# Andre: øsofagusperforasjon/ruptur (eks.: som ledd i Boerhaave syndrom), andre former for øsofagitt (infeksiøs, tabletter m.m.), vaskulitt, plateepitelkarsinom, ulcus oesophagi (mange årsaker), hiatushernie.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Hvert delsvar gir i prinsippet 0.5 p
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Mannens liv lot seg ikke berge, og han døde på operasjonsbordet. Det ble rekvirert obduksjon. Av obduksjonsfunn kan nevnes:
# Betydelig forstørret hjerte med utvidede ventrikler, ingen påfallende fortykket vegg av ventriklene.
# Lett forstørret lever med områder med normal snittflate, men det var også store områder som var inntatt av en diffust voksende tumor med rødlig-rødgul snittflate og spredte områder med blødninger og nekroser (ingen andre tumores ble funnet hos pasienten ved obduksjonen).
# Mikroskopisk undersøkelse av skjelettmuskulatur viste spredtliggende mindre muskelfibre, ingen fibertypegruppering.
# Cerebellum med slanke folier og få Purkinjeceller
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke diagnoser er det mest sannsynlig foreligger her i hhv. hjerte, lever, skjelettmuskulatur og cerebellum? (hvert delsvar gir 0,5 p)
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
De beskrevne lesjoner er alkoholrelaterte sykdommer og omfatter:
# Hjerte: dilatert kardiomyopati.
# Lever: hepatocellulært karsinom.
# Muskulatur: type-2 atrofi.
# Cerebellum: cerebellar atrofi
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Hvert delsvar gir 0.5 p.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Du er turnuslege i en kommune 15 mil fra ditt lokalsykehus. Mannen til en 68 år gammel kvinne ringer en kveld du har vakt og forteller at kona om ettermiddagen, plutselig fikk problemer med å snakke, og hadde vanskelig for å bevege høyre arm. I løpet av en halvtime forsvant symptomene, og hun er nå helt frisk. Han forteller også at kona har god helse, men har fått påvist BT ved legekontroller på 160-170/90-95. Det har ikke vært startet noen behandling. En nabo som er sykepleier har i kveld målt blodtrykket til 170/95.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Mannen spør hva som kan være årsaken til det anfallet som kona nå har hatt. Hva ville du svare mannen for å gi han en forståelse av hva dette anfallet sannsynligvis er?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Anfallet er sannsynligvis et transitorisk iskemisk anfall- TIA - (en forbigående forstyrrelse av blodsirkulasjonen til hjernen - også kalt "hjernedrypp").
I svaret til mannen bør inngå at dette er en forbigående forstyrrelse i blodsirkulasjonen til en del av hjernen, som oftest pga en blodpropp. Blodsirkulasjonen blir gjenopprettet før det har blitt noen permanent skade og symptomene blir derfor ikke varige.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Sannsynlig diagnose TIA: 0.5 poeng. Tilleggsforklaring om hva som forårsaker TIA: 0.5 poeng
Det er ingen god forklaring til en pårørende kun å anføre transitorisk iskemisk anfall (TIA), så derfor kreves for full poengsum at det også er med en tilleggsforklaring.
Max 1 poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Forrige vignett:
Du er turnuslege i en kommune 15 mil fra ditt lokalsykehus. Mannen til en 68 år gammel kvinne ringer en kveld du har vakt og forteller at kona om ettermiddagen, plutselig fikk problemer med å snakke, og hadde vanskelig for å bevege høyre arm. I løpet av en halvtime forsvant symptomene, og hun er nå helt frisk. Han forteller også at kona har god helse, men har fått påvist BT ved legekontroller på 160-170/90-95. Det har ikke vært startet noen behandling. En nabo som er sykepleier har i kveld målt blodtrykket til 170/95.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Nevn 3 typiske kjennetegn ved den tilstanden du oppfatter som den mest sannsynlige forklaring på dette anfallet.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Typiske kjennetegn:
# Plutselig debut
# Av fokale nevrologiske utfall (ev godkjennes også ''FAST''-symptomer- ''F''acialis-parese - ''A''rm-parese, ''S''pråk- eller ''T''aleproblemer)
# Tilbakegang av alle symptomer innen kort tid (vanligvis «frisk» innen 1-2 timer (90 % av alle TIA). Tilbakegang innen 24 timer godkjennes også.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
* 3 av 3 kjennetegn: 1 poeng
* 2 av 3 kjennetegn: 0.5 poeng
* 1 av 3 kjennetegn: 0 poeng
Max: 1 poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Forrige vignett:
Du er turnuslege i en kommune 15 mil fra ditt lokalsykehus. Mannen til en 68 år gammel kvinne ringer en kveld du har vakt og forteller at kona om ettermiddagen, plutselig fikk problemer med å snakke, og hadde vanskelig for å bevege høyre arm. I løpet av en halvtime forsvant symptomene, og hun er nå helt frisk. Han forteller også at kona har god helse, men har fått påvist BT ved legekontroller på 160-170/90-95. Det har ikke vært startet noen behandling. En nabo som er sykepleier har i kveld målt blodtrykket til 170/95.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva ville du som legevaktslege gjøre med denne henvendelsen? Begrunn svaret
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Du bør som legevaktlege når du får en slik henvendelse:
# Tilse pasienten samme dag som anfallet har vært/samme dag som henvendelsen til legevakten- altså i kveld.
# Starte med acetylsalisylsyremedikasjon i tilknytning til konsultasjonen.
# Undersøke, vurdere og avgjøre om pasienten skal innlegges som ø. hjelp eller om raskt poliklinisk behandling i løpet av 1-2 dager kan være et alternativ avhengig av risiko for å få et manifest hjerneslag.
''Begrunnelse'': Uten raskt tilsyn/undersøkelse og start av acetylsalisylsyre er risiko for etterfølgende hjerneslag ved TIA stor. Risikoen reduseres med tidlig medikasjon med acetylsalisylsyre. Hvis pasienten vurderes til å ha høy risiko for hjerneslag skal hun henvises til spesialisthelsetjenesten i form av innlegges som ø. hjelp. Ved lav risiko kan avtales rask poliklinisk utredning (Helsedirektoratets retningslinjer anbefaler i løpet av 1-2 dager).
Hvis svaret inneholder opplysninger om at legen kontakter sykehuset for å drøfte/avgjøre behovet for videre utredning og når, så godkjennes dette.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
* Tilsyn/undersøkelse samme dag: 1 poeng
* Starte med ASA: 0,5 poeng
* Vurdere innleggelse /henvise til innleggelse eller undersøkelse i spesialisthelsetjenesten sykehus: 0,5 poeng
Max: 2 poeng
''Tillegg'':
Vedr ASA: Med 15 mil til sykehus bør pasienten få acetylsalisylsyre enten det blir ø.-hjelp innleggelse i sykehus eller henvising til rask poliklinisk undersøkelse (1 poeng)
Vedr innleggelse: Hvis det her anføres kun innleggelse og ikke nevnes poliklinisk u.s godkjennes det da denne pasienten har høy risiko for manifest hjerneslag etter TIA Men anføres bruk av helikopter til transport ved innleggelse av denne TIA pasient så gis ikke poeng. (Helikopter= misbruk av akutte kostbare transportressurser - uten sikker medisinsk nytte).
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Forrige vignett:
Du er turnuslege i en kommune 15 mil fra ditt lokalsykehus. Mannen til en 68 år gammel kvinne ringer en kveld du har vakt og forteller at kona om ettermiddagen, plutselig fikk problemer med å snakke, og hadde vanskelig for å bevege høyre arm. I løpet av en halvtime forsvant symptomene, og hun er nå helt frisk. Han forteller også at kona har god helse, men har fått påvist BT ved legekontroller på 160-170/90-95. Det har ikke vært startet noen behandling. En nabo som er sykepleier har i kveld målt blodtrykket til 170/95.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva er ABCD2-skår, og hvilken nytte kan en ha av et slikt skåringssystem ved en slik tilstand?
Bør denne pasienten innlegges som ø-hjelp? Begrunn svaret.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
ABCD2 skår er en skår for å vurdere risiko for manifest hjerneslag i den første tiden etter TIA.
Skåren kan være til nytte for vurdering av om pasienten har så høy risiko for å få hjerneslag at hun bør innlegges som ø hjelp eller om hun har såpass lav risiko at hun kan utredes raskt poliklinisk/ev.som dagpasient.
Ja, pasienten bør innlegges som ø-hjelp.
''Begrunnelse'': Med de symptomer pasienten har er ø hjelp innleggelse indisert fordi pasienten har høy risiko for å få et manifest hjerneinfarkt i de første dager. Dette pga. pasientens symptomer, varighet av symptomer alder og blodtrykk som tilsier høy risiko og dette medfører høy skår på den risikoskår (ABCD2-skår) som benyttes for å vurdere risiko og indikasjon for ø hjelp innleggelse ved TIA.
''Tillegg'':
(Det er ikke nødvendig at svaret inneholder nedenstående detaljerte informasjon om ABCD2 skår for å få poeng)
ABCD2 skår med poeng i henhold til den aktuelle pasient (kreves ikke skåring av pasienten for å få poeng):
* ''A'': Alder > 60 år: 1 poeng
* ''B'': BT >140/90: 1 poeng
* ''C'': Clinical symptoms. Afasi og pareser: 2 poeng
* ''D'': Duration (varighet av symptomer) > 10 min: 1 poeng
* ''D''; Diabetes: Trolig nei: 0 poeng
Sum for den aktuelle pasienten: 5 poeng
Spesifikk angivelse av skåren (poengsummen) er altså ikke nødvendig for poeng da det holder å vite at en slik sykehistorie og slike symptopmer tilsier høy risiko og gir indikasjon for innleggelse som ø hjelp.
Når det gjelder detaljert informasjon så har den aktuelle pasienten sannsynligvis 5 poeng på ABCD2 skår, og alle poengsummer over 3 poeng tilsier ø.-hjelp innleggelse.
* Risiko ved poengsum 0-3: < 1 % risk for manifest slag første uka
* Rask poliklinikk er adekvat reaksjon
* Risiko ved poengsum 4-7: 3-10 % risiko for slag første uka
* Ø.-hjelp innleggelse er den riktige reaksjonen
Ref: Helsedirektoratets Nasjoinale retningslinjer for behandling av hjerneslag
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
* ABCD2-skår er en skår for å vurdere risiko for slag: 0.5 poeng
* Nyttig for å vurdere indikasjon for innleggelse som ø-hjelp: 0.5 poeng
* Den aktuelle pasient vil ha så høy risiko for hjerneslag at innleggelse som ø hjelp er indisert. (se svaret ovenfor): 1 poeng
Max 2 poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Forrige vignett:
Du er turnuslege i en kommune 15 mil fra ditt lokalsykehus. Mannen til en 68 år gammel kvinne ringer en kveld du har vakt og forteller at kona om ettermiddagen, plutselig fikk problemer med å snakke, og hadde vanskelig for å bevege høyre arm. I løpet av en halvtime forsvant symptomene, og hun er nå helt frisk. Han forteller også at kona har god helse, men har fått påvist BT ved legekontroller på 160-170/90-95. Det har ikke vært startet noen behandling. En nabo som er sykepleier har i kveld målt blodtrykket til 170/95.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke undersøkelser/utredning bør en pasient med slike symptomer (en slik tilstand) gjennomgå?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
# Klinisk undersøkelse (inkludert en vurdering av nevrologiske utfall f. eks i form av National Institute of Health Stroke Scale (NIHSS) + innhenting sykehistorie om mulige risikofaktorer –levevaner (1 poeng)
# Bildeundersøkelser (1 poeng)
#* av hjernen CT caput eller MR caput
#* av karsystemet spesielt halspulsårene (karotis-arterien) enten med CT eller MR angio eller ultralyd undersøkelse.
# Hjertefunkjsonsvurdering
#* Hjerterytmeundersøkelse EKG og helst monitorering av hjerterytme i misnt 24 timer (det klart viktigste og gir full skår alene (1 poeng)
#* Ekkokardiografi kan være en suplerende undersøkelse, men ikke nødvendig som rutine og det gir ikke poeng hvis kun ekkokardiografi anføres uten å nevne EKG. Men det gis full skår om ekkokardiografi ikke nevnes.
# Blodprøver for kartlegging av aktuell status og risikofaktorer
#* Glukose, lipider, troponiner, infeksjon/inflammasjon (CRP)
#* Øvrige prøver: Hb . Nyrefunksjon. Saltbalanse ( na,K) Koagulasjonsstatus ( eg INR)
#* Anføres bare blodprøver uten noen spesifikasjon gir det 0.5 poeng. Full skår krever: glukose + minst 2 andre prøver
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Se over. Max 4 poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Som allmennlege har du oppfølgingsansvar for Marco, en 28 år gammel mann som nå har fått fast oppholdstillatelse etter å ha søkt asyl i vårt land. Det er sparsomt med opplysninger om tidligere helsetilstand. Marco kan fortelle at han har gått til kontroller hos lege på grunn av en hjerteklaffefeil, mitralstenose.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva er den viktigste årsaken til mitralstenose i et globalt perspektiv?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Giktfeber
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Max 2 poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Forrige vignett:
Som allmennlege har du oppfølgingsansvar for Marco, en 28 år gammel mann som nå har fått fast oppholdstillatelse etter å ha søkt asyl i vårt land. Det er sparsomt med opplysninger om tidligere helsetilstand. Marco kan fortelle at han har gått til kontroller hos lege på grunn av en hjerteklaffefeil, mitralstenose.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Beskriv den bilyd du forventer å høre ved auskultasjon av Marcos hjerte.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
* Diastolisk bilyd
* Lavfrekvent, "roulement"
* "Opening snap"
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Diastolisk bilyd. Max 2 poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva er det vanligste og mest fremtredende symptom hos pasienter med moderat til alvorlig mitralstenose?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Tungpust
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Tungpust eller dyspnoe. Max 2 poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva ønsker du å oppnå med medikamentell behandling av pasienter med symptomgivende mitralstenose?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
* Senke hjertefrekvensen for å bedre diastolisk fylning av venstre ventrikkel
* Forlenge diastolen
* Typisk vil betablokkere gi tilsiktet virkning
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Å senke hjertefrekvensen. Max 2 poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Når vil du starte med antikoagulasjonsbehandling hos pasienter med mitralstenose og atrieflimmer?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Så snart det praktisk er mulig
CHADS-VASC-score har ingen betydning, den gjelder for "non-valvulær"-atrieflimmer
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Oppstart av antikoagulasjonsbehandling så snart som mulig. Max 2 poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
En 58 år gammel kvinne innlegges på sykehus etter 2 døgn med akutt oppstått kald og smertefull høyre underekstremitet. Hun er tidligere behandlet med stentimplantasjon i høyre arteria iliaca communis og har et kjent abdominalt aortaaneurisme. Etter innleggelse ble hun henvist til CT-angiografi. Bilde 1 er en kurvet multiplanar rekonstruksjon fra CT-undersøkelsen.
Bilde 1:
<<imgLink "IIAB-2016s-3-A.PNG">>
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilken tilstand finner du på CT-bildet (bilde 1) som kan forklare pasientens symptomer? (1
poeng)
Med hvilken minimal invasiv bildeveiledede teknikk kan tilstanden behandles? (1 poeng)
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
''Tilstand'': Akutt trombosering av høyre arteria iliaca communis
''Behandling'':
* Kateterbasert trombolyse
* Kateterbasert trombektomi er også en mulighet og må da også gis poeng
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Maks 1 poeng per spørsmål og det må utvises noe skjønn da ordlyden kan variere. Max 2 poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Det er først og fremst 2 bildediagnostiske modaliteter som er egnet for kontroll av abdominale aorta-aneurismer. Hvilke 2 modaliteter er det? Nevn minst 1 fordel og 1 ulempe til hver av modalitetene.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
* Ultralyd:
** Fordeler er lite ressurskrevende, ingen ioniserende stråler eller risiko for kontrastnefropati.
** Ulemper er operatøravhengighet, begrenset innsyn ved tarmluft og adipositas/lang avstand fra hud til abdominalaorta.
* CT(-angio):
**Fordeler er rask undersøkelse, meget god avgrensing av kontrastmarkerte kar, rekonstruksjoner.
** Ulemper er ioniserende stråler og risiko for kontrastnefropati hos pasienter med nyresvikt, relativt ressurskrevende.
* Alternativt MR (-angio):
**Fordeler er at man ikke bruker ioniserende stråling, mulighet for rekonstruksjon av bilder.
** Ulemper er bruk av kontrast, ressurskrevende og langvarig undersøkelse, enkelte kontraindikasjoner og pasienter som ikke orker å være i trommel på grunn av klaustrofobi.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Hver modalitet gir 0.5 poeng. 1 fordel/ulempe gir 0.25 poeng. Ultralyd må alltid være med som ett alternativ, CT og MR teller likt ellers.
Max 2 poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Under oppholdet blir pasienten gradvis mer dyspneisk, temperatur måles til 38.1*C i øret. Blodprøver viser CRP 103 og leukocytter 12.9. Som ledd i generell infeksjonsutredning henvises hun til et røntgen thorax. Bilde 2 og 3 viser røntgen thorax front og side.
Bilde 2:
<<imgLink "IIAB-2016s-3-B.PNG">>
Bilde 3:
<<imgLink "IIAB-2016s-3-C.PNG">>
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Du skal vurdere normalitetskravene til røntgenbilde 2 og 3 (altså at det er riktige og gode røntgen projeksjoner). Hvilke normalitetskrav bruker du (nevn minst 4)?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
''Normalitetskrav'':
* Frontbilde: Caput claviculae står symmetrisk mot midten, processus spinosi står over hverandre midt på trachea, både apex og pleurasinus er med på opptaket, god inspirsjon (kan telle 9 costae baktil)
* Sidebilde: Sternum truffet tangentielt så bare anteriore og dorsale corticalis er synlig, thoracale mellomvirvelskiver truffet tangentialt (ser i mellom virvelcorpora), bakre sinus og costae inkludert.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Det gis 0.25 poeng for hvert riktig svar. Max 1 poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Fra forrige vignett:
Bilde 2:
<<imgLink "IIAB-2016s-3-B.PNG">>
Bilde 3:
<<imgLink "IIAB-2016s-3-C.PNG">>
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Og hvilke strukturer gransker du systematisk i røntgenbildene (nevn minst 6)?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Diafragma, pleurasinus, pleura, mediastinum, lungehili, hjertekontur, lungeparenkym, skjelett, kartegninger, trachea/carina/hovedbronkus, thyroidea, subfreniske strukturer
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Det gis 0.5 poeng for hvert riktig svar. Max 3 poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
På grunn av vedvarende infeksjonsklinikk ble det utført et røntgen thorax frontbilde noen dager senere (bilde 4). På bildet fremkommer en fortetning i lungen.
Bilde 4:
<<imgLink "IIAB-2016s-3-D.PNG">>
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
På hvilken side og i hvilken lapp sitter den? Begrunn svaret ditt (1,5 poeng)
Under diafragma på venstre side er det luft, kan du angi i hvilket organ luften befinner seg? (0,5 poeng)
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Fortetningen ligger i underlappen (hadde den ligget i midtlappen ville høyre hjertekontur vært utvisket/sløret, silhouette-tegn). Den subphreniske luften befinner seg i ventrikkelen (pga luft-væskespeil, dvs ikke fri luft og ikke colon, i colon ville man forvente haustrae)
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Det gis 1 poeng for hvert riktig svar. Max 2 poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
En 60 år gammel mann innlegges i sykehus etter to uker med oppkast, kvalme og lett feber. Han ble operert for cancer coli to år tidligere. Han behandles for hypertensjon og har det siste året vært plaget av tung pust. Han går nå knapt en trapp uten å stanse. Om natten må han opp tre ganger for å late vannet og ligger med to puter under hodet. Han røker en pakke tobakk om uken (ca. 50g). Bruker 2-3 nitroglyserin for dagen. I mottagelsen på sykehuset diagnostiseres mekanisk ileus og han settes opp til operativt inngrep. Medikamenter: Selozok 100 mg (betablokker), Esidrex 25 mg (klortiazid diureticum), Symbicort Forte (inhalasjonssteroid + beta2 adrenergicum), Spiriva inhalasjon (tiotropium – anticholinergicum).
Blodprøver (normalverdier i parentes):
* Hemoglobin 18.4 g/dl (13.5 – 16)
* Levkocytter 13 (5-10)
* Trombocytter 250 (150 – 400)
* Kreatinin 180 micromol/l (60-105)
* Natrium 154 mM
* Blodsukker 5 mM (4.2-6.3)
* pH (urin) 3.0 (5-7)
Arteriell blodgass:
* pH 7,57 (7.36 – 7.45)
* PCO2 6.23 kPa (4.5-5.5)
* BE + 12,4 (+/- 3)
* PO2 7.0 kPa (> 10)
* Oxygenmetning 88%
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvordan kan operativ risiko før non-kardial kirurgi vurderes og kvantiteres, og hvilke
tilstander gir økt risiko for hjerteskade i forbindelse med inngrepet?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Revised Cardiac Risk Index (RCRI) kan gi et rimelig eksakt svar på økt risiko for kardial skade de første 30 dager etter et non-kardialt inngrep. Pasienten har nyresvikt (økt kreatinin), hjertesvikt (klinisk vurdert), koronarsykdom (AP). Alle vil addere seg til risiko ved inngrepet. Revised Cardiac Index gir poeng for 5 lidelser og type kirurgisk inngrep (koronarsykdom, hjertesvikt, insulinkrevende diabetes, nyresvikt (kreatinin > 180), TIA eller slag, høyrisiko kirurgi). Antall poeng er godt relatert til utkomme etter non-kardial kirurgi. ungesykdom har ikke vist seg å øke risiko for hjerte-hendelser etter non-kardial kirurgi
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Max 3 poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Forrige vignett:
En 60 år gammel mann innlegges i sykehus etter to uker med oppkast, kvalme og lett feber. Han ble operert for cancer coli to år tidligere. Han behandles for hypertensjon og har det siste året vært plaget av tung pust. Han går nå knapt en trapp uten å stanse. Om natten må han opp tre ganger for å late vannet og ligger med to puter under hodet. Han røker en pakke tobakk om uken (ca. 50g). Bruker 2-3 nitroglyserin for dagen. I mottagelsen på sykehuset diagnostiseres mekanisk ileus og han settes opp til operativt inngrep. Medikamenter: Selozok 100 mg (betablokker), Esidrex 25 mg (klortiazid diureticum), Symbicort Forte (inhalasjonssteroid + beta2 adrenergicum), Spiriva inhalasjon (tiotropium – anticholinergicum).
Blodprøver (normalverdier i parentes):
* Hemoglobin 18.4 g/dl (13.5 – 16)
* Levkocytter 13 (5-10)
* Trombocytter 250 (150 – 400)
* Kreatinin 180 micromol/l (60-105)
* Natrium 154 mM
* Blodsukker 5 mM (4.2-6.3)
* pH (urin) 3.0 (5-7)
Arteriell blodgass:
* pH 7,57 (7.36 – 7.45)
* PCO2 6.23 kPa (4.5-5.5)
* BE + 12,4 (+/- 3)
* PO2 7.0 kPa (> 10)
* Oxygenmetning 88%
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvordan vil du beskrive pasientens kliniske tilstand, og hvilke tiltak vil du ev. gjøre før planlagt operasjon?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Pasienten er dehydrert (klinikk + høy hemoglobin) og væsketap bør erstattes. Han er metabolsk alkalotisk og bør behandles med kaliumklorid / natrium klorid intravenøst. Han er lett hypoksisk, men en bør overvåke nøye når man gir oxygen pga allerede høy PCO2 som kan stige ved bortfall av ev hypoksisk drive (sannsynligheten for videre PCO2 stigning er liten ettersom denne er en kompensasjon for metabolsk alkalose og ikke en primær hyperkapni pga lungesykdom).
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Max 3 poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Fra forrige vignett:
Arteriell blodgass:
* pH 7,57 (7.36 – 7.45)
* PCO2 6.23 kPa (4.5-5.5)
* BE + 12,4 (+/- 3)
* PO2 7.0 kPa (> 10)
* Oxygenmetning 88%
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Gi en beskrivelse og forklaring på blodgassverdiene.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Alkalose. Metabolsk alkalose med delvis kompenserende respiratorisk acidose. Hypoksi.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Max 1 poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Fra forrige vignett:
Blodprøver (normalverdier i parentes):
* Hemoglobin 18.4 g/dl (13.5 – 16)
* Levkocytter 13 (5-10)
* Trombocytter 250 (150 – 400)
* Kreatinin 180 micromol/l (60-105)
* Natrium 154 mM
* Blodsukker 5 mM (4.2-6.3)
* pH (urin) 3.0 (5-7)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvordan forventer du at kaliumverdien vil være hos denne pasienten, og hva er årsaken?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Sur urin og metabolsk alkalose er et klassisk uttrykk for intracellulær / ekstracellulær hypokalemi. Kaliumtap gjennom oppkast / diuretika
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Max 3 poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Du er turnuskandidat som kjører legevakt, og kommer hjem til en dame på 80 år som virker nokså desorientert. Datteren forteller at hun de siste par ukene har blitt dårlig til beins med flere fall, og i dag har hun blitt ganske forvirret. Hun har tidligere bodd alene, men har trengt litt hjelp og tilsyn fra familien for å håndtere innkjøp, betaling av regninger og ta medisinene sine riktig. Hun virker litt varm, puster fint og har fyldig, rolig radialispuls. Det er ingen sikre patologiske funn ved klinisk undersøkelse. Du ønsker å legge henne inn på lokalsykehuset.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Skriv en __kort__ henvisning til lege i akuttmottak med angivelse av årsak til henvisning, hastegrad og tentativ diagnose.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Henvisningen bør inneholde følgende momenter:
# Sosiale forhold.
# Akutt forvirring/ delirium.
# Akutt funksjonssvikt, falltendens.
# Funn ved klinisk undersøkelse og gjerne en tentativ diagnose.
Forslag: «80 år gammel kvinne som bor alene uten offentlig
hjelp, kun litt bistand fra familien. De siste to ukene flere fall, i
dag nyoppstått forvirring. Hun virker varm, ellers ingen sikre
funn. Hun innlegges som øyeblikkelig hjelp for utredning av
nyoppstått falltendens og delirium. Infeksjon? Malignitet?
Hodeskade?»
(Tentativ diagnose trenger ikke være med for å få full pott, men
kan telle positivt i tvilstilfeller)
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Hver av momentene ovenfor gir 0,5 p, maks 2 p.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
På sykehuset diagnostiseres pneumoni. Under oppholdet er pasienten preget av kognitiv svikt. Hun husker svært dårlig, sover dårlig og hallusinerer. I perioder er hun urolig og vandrende med stor taleflom.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke symptomer taler for at hun har akutt delirium?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Det bør komme fram at den kognitive svikten er oppstått i forbindelse med akutt sykdom, og at tilstanden er fluktuerende, preget av symptomer som uro, forvirring, kognitiv svikt, døgnrytmeforstyrrelser og hallusinasjoner
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Kognitive symptomer som er oppstått i forbindelse med akutt sykdom gir 1p. I tillegg gis 0,5 p for å angi hhv fluktuerende forløp, hallusinasjoner, søvnvansker og uro (ingen av disse er patognomoniske ved delirium), maks 2 p.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ingen egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Er det noe som kan gi mistanke om en underliggende demenstilstand?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
At hun trenger hjelp / tilsyn fra familien til innkjøp, håndtering av økonomi og medisinering. At hun har delirium kan også peke i retning av underliggende demens.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Å påpeke at hun trenger en del hjelp av familien (1 p) i tillegg til å nevne at symptomer på delirium kan peke i retning av underliggende demens (1 p).
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
MMSE under oppholdet gir kun 10 poeng, hun har nedsatt skår på tidsorientering, stedsorientering, hoderegning, gjenkalling, figurkopiering og 3-trinnskommando.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvordan vil du tolke dette resultatet?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Testsvaret er vanskelig tolkbart da det åpenbart er gjort mens pasienten er syk / i en akutt forvirringstilstand.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Å påpeke at testsvaret må tolkes med stor forsiktighet ved interkurrent somatisk sykdom eller forvirring.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ingen egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Nevn kort hva som må gjøres for å fullføre en demensutredning.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Pårørendesamtale, medikamentgjennomgang, ny kognitiv testing og bildediagnostikk (CT eller MR) av hodet.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Pårørendesamtale (0,5 p), CT eller MR av hodet (0,5 p), ny kognitiv testing om noen uker/mnd (0,5 p) medikamentgjennomgang (0,5 p). Vi anser at klinisk undersøkelse og blodprøver er gjort under oppholdet.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Magnus Lien som er 25 år, går til fastlegen fordi han har kjent seg oppfylt i magen, særlig i øvre venstre del. Du undersøker han og mener du kjenner en forstørret milt.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Nevn de vanligste tilstandene (minst 5) som kan gi forstørret milt hos pasienter i denne aldersgruppen
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
# Vaskulære årsaker maksimalt 1 poeng:
#* Vaskulær årsak uten nærmere angivelse gir 0,5 poeng, trombose (miltvenetrombose eller andre lokalisasjoner) 0,5p, karanomalier 0,5p. (Familiær disposisjon, angivelse av en eller flere genetiske disposisjon mm som kan forklare hvorfor en ung person får trombose er ikke nødvendig og gir heller ikke poeng.)
# Infeksjon, maksimalt 1 poeng:
#* Mononukleose 1 p. Andre infeksjoner uten å nevne mononukleose gir 0,5 p uansett hvor mange som nevnes.
# Maligne blodsykdommer maksimalt 1 poeng.
#* KML, myelofibrose, Hodgkins lymfom, ALL, lymfom gir alle 0,5 p.
#* KLL, hårcelleleukemi, AML, akutt leukemi, myelomatose gir ikke poeng (KLL forekommer ikke under 30 år),
#* Gaucher sykdom og andre avleiringssykdommer 0,5 p
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Du bestemmer deg for å utrede de vanligste årsakene til miltforstørrelse i hans alder.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke kliniske undersøkelser ut over undersøkelse av magen er viktig hos denne pasienten?
Gi en kort begrunnelse.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
# Undersøkelse av glandler.
# Infeksjonstegn (inkludert feber)
# Undersøkelse av hals. Begrunnelse: Alle er viktige for undersøkelse av mulig mononukleose.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0,5 for hvert av svarene. Totalt 2,0 p. Hvis riktig begrunnelse mangler (d.v.s.undersøkelse på mulig mononucleose), reduseres poengsummen med 1 p selv om de andre svarene er riktige
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke laboratorieprøver vil du ta for å komme nærmere en diagnose?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Hgb, hvite, differensialtelling av hvite, blodutstryk, CRP, ALAT, d-dimer, EB virus, hurtigtest mononukleose, JAK2 mutasjon
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0.25 poeng for hver av de 10 prøvene, max 2.5 poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilken bildediagnostisk undersøkelse er førstevalget i utredningen?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Enten Thoracal/abominal CT eller rtg. thorax/ultralyd (likestilt)
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
En av disse to modalitetene må nevnes for 1 poeng. MR er ikke direkte galt, men er ikke førstevalget på dette tidspunktet og gir derfor evt. 0,5 p
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Nevn 3 funksjoner som milten har i kroppen.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
# Lymfoid organ som produserer og deltar i modningen av lymfocytter og vårt immunforsvar.
# Renser ut celler på grunn av alder (120 dager for erytrocytter), skade (endret form, sfærocytter, defekte røde), røde som er dekket med antistoffer (autoimmun hemolytisk anemi).
# Reservoir for alle typer blodceller
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0,5 poeng for hver av punktene, max 1,5 poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
En 69 år gammel kvinne kommer til konsultasjon hos deg på fastlegekontoret. Hun har følt seg noe slapp og uopplagt i flere måneder. Hun har vært innom laboratoriet på legekontoret før timen og det ble målt en Hb på 9,2 g/dl (Ref.verdi:.11,5-16,0). Hun har nettopp skiftet fastlege. Du har ikke fått oversendt journal slik at du ikke har opplysninger om henne fra tidligere, men hun forteller at hun ikke har vært blodfattig før.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva kan være mulige årsaker til hennes lave Hb? (Nevn tre hovedområder og minimum 4 underpunkter til disse)
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
# Blødning:
#* Ulcus pepticum, GI cancer, blødninger hud, blødninger slimhinner, blødning urinveier
# Kroniske sykdommer:
#* Inflammatoriske sykdommer, revmatiske sykdommer, nyresvikt, leversykdommer, andre gastrointestinale sykdommer, hypotyreose
# Primær blodsykdom:
#* Jernmangelanemi, megaloblastanemi, hemolytisk anemi, aplastisk anemi, leukemi, lymfom, myelomatose
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Her spørres ganske bredt om mulige årsaker til anemi hos en 69 år gammel kvinne uten andre symptomer enn slapphet og uopplagthet. Man får 0,25 poeng for hver mulige årsak, maksimum 1 poeng innenfor hver av de tre hovedområdene skissert over og totalt inntil 3 poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Anamnese, klinisk undersøkelse og noen få tilleggsundersøkelser er verktøyet du råder over på fastlegekontoret.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke spørsmål vil du stille for å komme nærmere en diagnose? (I tillegg til spørsmål om tidligere sykdommer)
Nevn minst 4 sentrale spørsmål.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Spørsmål: Blødninger (underliv, tarm, hud), sykdomsfølelse, vekttap, feber, nattesvette, medikamenter, kosthold, alkohol.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Her spør en om sentrale elementer ved anamneseopptak hos denne pasienten. Det gis 0,25 poeng for hvert spørsmål og inntil 1 poeng.
Spørsmål om bakenforliggende sykdom (jfr andre kroniske sykdommer under Deloppgave 1) gir ikke poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Du gjør en klinisk undersøkelse med normale funn.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke blodprøver vil du rekvirere (både fra eget laboratorium og fra sentrallaboratorium) (1 poeng), og hvilke andre
laboratorieundersøkelser som du kan gjøre på fastlegekontoret er relevante for å komme nærmere en diagnose? (0,5 poeng)
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Blodprøver: LPK, trombocytter, SR, CRP, retikulocytter, MCV, ferritin, vitamin B12, folat, kreatinin, FT4, TSH, blodutstryk.
Andre undersøkelser: Blod i avføringen (hemofec), urinstix på blod i urin.
Kontroll av Hb bør gjøres. Fint om det nevnes, men det gir ikke poeng
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0.1 poeng for en riktig blodprøve, max 1 poeng for blodprøver.
0.4 poeng for undersøkelse på blod i avføringen da denne undersøkelsen anses som obligatorisk. 0.1 poeng for urinundersøkelse.
Totalt inntil 1.5 poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Blant blodprøvesvarene finner du vitamin B12 på 80 pmol/L (referanseområde 186 - 645 pmol/L) og du mistenker at hun kan ha perniciøs anemi.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke andre blodprøver kan bekrefte eventuelt avkrefte denne diagnosen?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
MCV, anti-IF (antistoff mot intrinsic factor), blodutstryk, MMA (metylmalonat), homocystein
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0.25 poeng for hver blodprøve, inntil 1 poeng.
Makrocytær anemi, vitamin B12-mangel og påvist antistoff mot intrinsic factor (IF) er diagnostisk for perniciøs anemi.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilken behandling vil du forordne hvis denne diagnosen blir bekreftet?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Vitamin B12 injeksjoner i depotform.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Kun parenteralt tilskudd av vitamin B12 gir poeng (0,5 poeng).
Andre forslag kan være korreksjon av kostholdsvaner eller tilskudd av B12 i tablettform, men dette gir ikke poeng. Peroralt tilført vitamin B12 absorberes kun i helt ubetydelige mengder når intrinsic factor mangler, hos denne pasienten som har utviklet perniciøs anemi er injeksjoner den eneste riktige behandlingen
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Redegjør for hvilken rolle vitamin B12 spiller i kroppen, og mulige årsaker til vitamin B12-mangel generelt (ikke bare hos denne pasienten).
Forventet omfang opptil 10-15 linjer.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Vitamin B12 - kobalamin - er et vitamin som er livsnødvendig og viktig for normal nervefunksjon og dannelse av blodceller. Vitaminet kan ikke lages i kroppen og må derfor tilføres gjennom kosten. Kjøtt, fisk, sjømat, egg og melkeprodukter utgjør den eneste kostholdskilden for vitamin B12.
Mulige årsaker til vitamin B12-mangel kan være utilstrekkelig inntak (ensidig kosthold, ses hos vegetarianere og spesielt hos veganere) eller redusert opptak fra tarmen. Redusert opptak fra tarmen (malabsorbsjon) ses hos pasienter med ulike gastrointestinale sykdommer: Syremangel, atrofisk gastritt, ventrikkel- eller ileumreseksjon, sykdommer i tynntarm (cøliaki, Crohns sykdom,ileitt), medikamentbruk (protonpumpehemmere, H2-reseptor blokkere og biguanider (metformin).
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Vitamin B12 sin rolle: 1 poeng for nervesystem, 1 poeng for bloddanning.
0.5 poeng for eksempel på utilstrekkelig inntak og 0.5 poeng for eksempel på malabsorbsjon. Totalt inntil 3 poeng hvis adekvat omfang som antydet
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
En 75 år gammel kvinne kommer alene til deg i mottakelsen for innleggelse på medisinsk avdeling. Hun forteller at hun for 3 timer siden fikk sterk frontal hodepine og samtidig problemer med å bruke høyre arm. Ved klinisk undersøkelse framstår hun lett forvirret med feber (39 grader), og du finner en lettgradig parese i høyre arm. Du mistenker at det kan være hjernesykdom som gir henne disse symptomene, og ønsker å utrede dette med en gang med bildediagnostikk.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke 4 hovedmodaliteter har man i radiologi og hvilke fysiske prinsipper benytter de seg av? Svar kort.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
* Ultralyd (0,25p) - lydbølger (0,25p) som reflekteres fra det som avbildes.
* Røntgen (0,25p) - røntgenstråler (0,25p) som dempes»/absorberes når de går gjennom det som skal avbildes.
* Computer Tomografi (CT) (0,25p) - røntgenstråler (0,25p) benyttet til å lage et tredimensjonalt volum av det som avbildes.
* Magnetresonanstomografi (MR) (0,25p)- radiobølger som påvirker protoner i et statisk magnetfelt (0,25p).
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Understrekede ord må være med for å få full uttelling. Disse
fire er de tradisjonelle «modalitetene» i (nevro)-radiologi.
PET/CT og PET/MR er hybridmodaliteter, og forsåvidt riktig,
men trenger ikke være med for å få full uttelling (skal heller ikke
gi poeng). Digital Subtraksjons Angiografi (DSA) /
gjennomlysnings-røntgen regnes her som en undersøkelse
under røntgen
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilken bildeundersøkelse vil du nå som hovedregel henvise denne 75 år gamle kvinnen til først? Hva er det viktigste å påvise/utelukke på nåværende tidspunkt? Begrunn begge svarene.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
CT (0.5 poeng) fordi den er __lett tilgjengelig__, __rask__ og __avklarer det som haster mest__ (0.5 poeng, må da ha med minst 2 av de 3 punktene).
Det viktigste på nåværende tidspunkt er å utelukke blødning/hematom (0.5 poeng), fordi det da er:
# kontraindikasjon for trombolyse hvis det er aktuelt å gi det,
# man kan vurdere om en blødning/hematom skal evakueres med operasjon (0.5 poeng).
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Understrekede deler (eller tilsvarende forklaring) må være med for å få den poenguttellingen som står i parentes etter understrekingen. CT Caput (både med og uten CT angiografi) godkjennes og gir 0.5 poeng. MR er ikke riktig og gir ikke poeng.
Både begrunnelse A) og B) til hva som er viktigst å påvise/utelukke gir 0,5 poeng hver for seg, men ikke mer uttelling enn 0.5 poeng selv om begge er nevnt.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Sykehistorien til denne kvinnen kan passe med flere ulike diagnoser. Dersom man hadde tatt CT av hjernen til denne pasienten, kunne man f.eks. ha fått følgende beskrivelse: "Blod i subarachnoidalrommet, det meste beliggende i basale cisterner".
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva hadde i så fall vært den mest sannsynlige årsaken til bildefunnet? Hvilke invasive metoder for behandling av denne tilstanden har vi? Svar kort.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Rumpert aneurysme (1 poeng). Endovaskulær coiling (0,5 poeng) eller åpen kirurgi med klipsing (0,5 poeng).
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Et annet mulig CT-svar ville ha vært: "Det foreligger et hyperdens media tegn på venstre side og lavattenuerende insula cortex på venstre side"
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvordan vil du forklare hvert av disse to funnene?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Hyperdens media tegn – __trombe__ i a. cerebri media (0.5 poeng)
Lavattenuerende insula cortex – __ødemutvikling__ som følge av __ischemi__ (0.5 poeng)
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Svarene som er understreket over eller tilsvarende forklaring. Ødem eller ischemi hver for seg gir 0,5 poeng, men ikke mer uttelling enn 0,5 poeng selv om begge er nevnt
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Dersom man hadde tatt MR av hjernen til denne pasienten, kunne man ha fått til svar at diffusjonsbildene viser områder med sterk diffusjonsrestriksjon.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke patologiske tilstander er det som typisk har slik sterk diffusjonsrestriksjon? Nevn minst 2.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Fersk ischemi, abscess og lymfom. Alternativt kan småcellet metastase, medulloblastom, blødnings/hematom-komponenter, eller aktiv demyelinisering også gi diffusjonsrestriksjon.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Fersk ischemi (0,5 poeng) må være med og ett av de andre alternativene (0,5 poeng) må være med for å få full uttelling.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Dersom man hadde tatt MR av hjernen til denne pasienten, kunne man ha fått til svar at det forelå bilaterale lett asymmetriske FLAIR forandringer i mediale temporallapper og insula.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilken tilstand bør man da mistenke?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Encephalitt (1 poeng). Først og fremst herpes encephalitt, men også andre encephalitter er mulige (for eksempel andre agens eller paraneoplastisk limbisk encephalitt).
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Encephalitt (eller herpes encephalitt)
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Når ektemannen kommer til mottakelsen viser det seg at pasienten er dement og har konfabulert hele sykehistorien. Dersom du da hadde tatt CT av hjernen til denne pasienten, kunne du ha fått følgende svar: "Hematom med høy attenuasjon beliggende mellom
hjerneparenkymet og kraniet i nivå med midtre del av gyrus precentralis, og som strekker seg forbi suturene i kraniet"
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilken type hematom er dette og hvor gammelt er det basert på CT-beskrivelsen?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Subduralt hematom. Epidurale hematomer krysser ikke kraniesuturene. Høyattenuasjon tilser et ferskt/akutt hematom (<= 7
dager).
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Subduralt hematom (0,5 poeng). «Ferskt»/ «akutt»/<= 7 dager (0,5 poeng)
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Du har besøk av en mannlig pasient på 45 år på fastlegekontoret. Han har merket en kul like under øreflippen på venstre side av hodet. Den har vært der ca. ett år og vokst gradvis men er ca. 2 cm i diameter, beliggende like under huden. Du mistenker at det kan være en kul i relasjon til en spyttkjertel.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilken spyttkjertel ligger i dette området, og hvilke andre spyttkjertler har vi?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
* Aktuell kjertel: Ørespyttkjertel (gl parotis)
* Andre (3):
** Gl submandibularis
** Sublingualis
** De små spyttkjertler (500-800 stk)
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0.5 poeng pr svar, maks 2 poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Pasienten ønsker å få denne undersøkt og fjernet. Han vet at du gjør mye småkirurgi på kontoret så han spør om du ikke kan ta en liten skjæreprøve (biopsi) for å få en diagnose raskt og kostnadseffektivt.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Er dette greit? Anfør minst to argumenter for din avgjørelse overfor pasienten.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
''Nei'', dette er ikke greit. Årsåker:
* Facialisnerven kan skades
* Cancerceller kan spres dersom den er ondartet
* Oftest pleomorft adenom i spyttkjertler og økt sjanse for multiple recidicer og malignisering dersom dette åpnes
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0.5 poeng for "nei", 1 poeng for hvert punkt som årsak, maks 2.5 poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Pasienten spør også om en ultralydundersøkelse eller MR kan fastslå hvilken type svulst som foreligger.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Er dette riktig? Hva er beste metode for å få riktig diagnose og hva vil du foreta deg?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Nei, billeddiagnostikk kan ikke gi diagnose. Det riktige er finnålsprøve, du kan henvise til tumor colli poliklinikk, spesialist eller gjøre det selv
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0.5 poeng for "nei", 1 poeng for finnålsprøve eller henvisning. Maks 1.5 poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Spyttkjertlene er kjent for å kunne ha svært mange typer svulster.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva er den vanligste svulsttypen i spyttkjertler, hvordan behandles denne og i såfall hvorfor?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Pleomorft adenom (blandingscelletumor).
Kirurgisk fjerning er riktig. Dette fordi den kan bli ondartet over tid.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0.5 poeng pr delsvar, maks 1.5 poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Når du evt skal henvise en pasient er det viktig med opplysninger som gjør at pasienten blir prioritert riktig i spesialisthelsetjenesten. Et av de viktigste prioriteringskriteriene er om det foreligger en ondartet tilstand
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Nevn minst tre kliniske funn som kan tyde på at svulsten i denne spyttkjertelen er ondartet og ikke godartet
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
* Hard og knudrete konsistens
* Fiksert til hud eller underlag
* Perifer facialisparese (ansiktsnervelammelse)
* Suspekte metastaser på halsen
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0.5 poeng for hver, maks 1.5 poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Når du nevner spyttkjertler så forteller pasienten at han har hørt at spyttstein kan være årsak til hevelse i spyttkjertler. Han lurer på om dette kan være årsaken.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva vil du spørre om for å skille mellom stein og svulst?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Spørre om det er hevelse i relasjon til måltid
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Du er allmennlege og oppsøkes av Tora som klager over at hun de siste månedene er blitt mer tung i pusten ved fysisk aktivitet. Tora er 72 år gammel, og for noen år siden gjennomgikk hun et hjerteinfarkt lokalisert i deler av nedre og laterale vegg av venstre hjertekammer. I epikrisen ble det opplyst at hjertet ved ekkokardiografisk undersøkelse hadde upåfallende størrelse, det var lett redusert kontraksjonsbevegelse i det infarktrelaterte området og det ble påvist en moderat mitralinsuffisiens.
For øvrig ble det ikke påvist klaffefeil. Hennes eneste faste medisin er acetylsalisylsyre 75 mg daglig.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Beskriv den bilyd du forventer å høre ved auskultasjon av Toras hjerte
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
* Systolisk bilyd
* Blåsende og høyfrekvent karakter
* Utstråling til aksillen
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Systolisk bilyd
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Fra forrige vignett:
Du er allmennlege og oppsøkes av Tora som klager over at hun de siste månedene er blitt mer tung i pusten ved fysisk aktivitet. Tora er 72 år gammel, og for noen år siden gjennomgikk hun et hjerteinfarkt lokalisert i deler av nedre og laterale vegg av venstre hjertekammer. I epikrisen ble det opplyst at hjertet ved ekkokardiografisk undersøkelse hadde upåfallende størrelse, det var lett redusert kontraksjonsbevegelse i det infarktrelaterte området og det ble påvist en moderat mitralinsuffisiens.
For øvrig ble det ikke påvist klaffefeil. Hennes eneste faste medisin er acetylsalisylsyre 75 mg daglig.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke årsaker til Toras dyspnoe vil du utrede først?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
* Hjertesvikt
* Lungesykdom / KOLS / restriktive lungelideselr
* Thyroideasykdom
* Anemi
* Infeksjon
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Hjertesvikt og lungesykdom må nevnes
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Fra forrige vignett:
Du er allmennlege og oppsøkes av Tora som klager over at hun de siste månedene er blitt mer tung i pusten ved fysisk aktivitet. Tora er 72 år gammel, og for noen år siden gjennomgikk hun et hjerteinfarkt lokalisert i deler av nedre og laterale vegg av venstre hjertekammer. I epikrisen ble det opplyst at hjertet ved ekkokardiografisk undersøkelse hadde upåfallende størrelse, det var lett redusert kontraksjonsbevegelse i det infarktrelaterte området og det ble påvist en moderat mitralinsuffisiens.
For øvrig ble det ikke påvist klaffefeil. Hennes eneste faste medisin er acetylsalisylsyre 75 mg daglig.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke blodprøver vil du benytte for å avklare årsaker til hennes dyspnoe?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
* NTproBNP evt BNP
* TSH, fritt T4
* Hb
* CRP
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
NT-proBNP /BNP må nevnes. De øvrige er relevante
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Fra forrige vignett:
Du er allmennlege og oppsøkes av Tora som klager over at hun de siste månedene er blitt mer tung i pusten ved fysisk aktivitet. Tora er 72 år gammel, og for noen år siden gjennomgikk hun et hjerteinfarkt lokalisert i deler av nedre og laterale vegg av venstre hjertekammer. I epikrisen ble det opplyst at hjertet ved ekkokardiografisk undersøkelse hadde upåfallende størrelse, det var lett redusert kontraksjonsbevegelse i det infarktrelaterte området og det ble påvist en moderat mitralinsuffisiens.
For øvrig ble det ikke påvist klaffefeil. Hennes eneste faste medisin er acetylsalisylsyre 75 mg daglig.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke supplerende undersøkelser vil være nyttige i avklaringen av Toras plager?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
EKG, ekkokardiografi, arbeidsekg, spirometri/lungefunksjonstester, rtg
thorax
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
EKG, ekkokardiografi og arbeidsekg
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Under konsultasjonen tar du et EKG som i tillegg til forandringene forårsaket av det gjennomgåtte hjerteinfarktet også viser atrieflimmer med akseptabel ventrikkelfrekvens.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke behandlingstiltak vil du vurdere nå?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Antikoagulasjonsbehandling med Marevan eller ett av de nye antikoagulasjonsmedikamentene (NOAK).
Konf CHADS-VASc skåringsskjema.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Antikoagulasjonsbehandling (Platehemming med ASA eller Plavix/Brilque er ikke tilstrekkelig)
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
En 37 år gammel kvinne ble innlagt ved hjerteavdelingen med det hun beskrev som brystsmerter. Det ble ikke funnet kardiell årsak. Pasienten hadde imidlertid svakt forhøyede lever- og galleprøver. Man lurte på om pasienten hadde gallesten.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke 3 modaliteter egner seg til påvisning av galleblærekonkrementer (1.5 poeng)?
Ranger disse fra 1-3, der 1 er best egnet (0.5 poeng).
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
# Ultralyd
# MR
# CT
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0.5 poeng pr riktige modalitet, 0.5 poeng for riktig rangering.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Nevn i stikkordsform fordeler og ulemper ved de forskjellige modalitetene ved utredning av konkrementer i galleblære. Nevn minst 1 fordel og ulempe for hver modalitet.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
* UL
** Fordeler
*** tilgjengelig
*** ikke stråling
*** høy sensitivitet
** Ulemper
*** operatøravhengig
*** redusert innsyn pga tarmluft
* MR
** Fordeler
*** høy sensitivitet (også for choledochuskonkrementer)
** Ulemper
*** ikke tilgjengelig akutt
*** kostbart
*** ikke alle er mr-kompatible
*** artefakter
* CT
** Fordeler
*** tilgjengelig
*** god for å avdekke komplikasjoner
*** god anatomisk oversikt
** Ulemper
*** stråling
*** lav sensitivitet (ca 70%)
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
2 poeng for 1 fordel og 1 bakdel pr modalitet. Ellers skjønnsmessig.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Supplerende blodprøver viste også forhøyet bilirubin, ALP, gamma-GT, lipase og amylase. Billeddiagnostikk bekrefter galleblæresten
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilken undersøkelse bestiller du nå?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Må mistenke obstruksjon på papillenivå. Her gir ultralyd dårlig oversikt pga tarmluft. CT vil være å foretrekke om man mistenker malign sykdom, MRCP om man mistenker stensykdom.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 poeng for at ultralyd gir dårlig oversikt over papilleområdet. 0.5 poeng for MRCP ved stensykdom. 0.5 poeng for CT ved mistanke om
pankreascancer
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Pasienten anga også å ha hatt smerter i nedre abdomen samt diare over lengre tid. Det ble gjort CT av abdomen og bekken hos pasienten. Det ble her påvist forandringer som ga mistanke om Crohns sykdom.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke radiologiske funn kjennetegner Crohns sykdom (nevn minst 4)?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
* Veggfortykkelser (ofte terminale ileum)
* Stenoser
* Økt kontrastoppladning
* Økt tetthet i fettvev
* Reaktive lymfeknuter
* Ev. fistulering/abscesser.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0.5 poeng pr funn.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Pasienten fikk behandling og ble utskrevet. Hun kom tilbake etter 1 mnd med økende magesmerter og følelse av oppblåsthet. Hun hadde ikke hatt luftavgang eller avføring på 1 døgn. Man mistenkte tarmobstruksjon på bakgrunn av Crohns sykdom. Det ble rekvirert røntgen oversikt abdomen.
<<imgLink "IIAB-2017f-3-A.PNG" 700>>
<<imgLink "IIAB-2017f-3-B.PNG" 700>>
<<imgLink "IIAB-2017f-3-C.PNG" 700>>
<<imgLink "IIAB-2017f-3-D.PNG" 700>>
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Se vedlagte 4 bilder av pasienten (2 bilder i ryggleie, 1 stående bilde, 1 innskutt bilde).
Beskriv relevante funn (minst 4).
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
* Dilatert tynntarm med luft-/væskespeil
* Væskespeil i ventrikkel
* Ventrikkelretensjon
* Luft i høyre colon og rektum
* Sammenfalt colon
* Ingen fri luft
* Høygradig obstruksjon
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0.5 poeng pr funn.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
En 57 år gammel kvinne ble innlagt på sykehus grunnet vekttap og vedvarende hoste siste 2 måneder. CT thorax viste en perifer 2 cm stor tumor i venstre lunges overlapp. Det ble tatt en ultralydveiledet transthorakal nålebiopsi av tumor. Biopsien ble sendt til patologiavdelingen ved sykehuset. Det ble ikke påvist symptomer eller tegn til sykdommer i andre organer.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Ved mikroskopisk undersøkelse av biopsien ble det påvist atypiske cytoplasmarike epiteliale celler og flere mitoser.
Hva er diagnosen?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Atypiske epiteliale celler med mitoser viser at dette er et karsinom.
Cellene er cytoplasmarike. Derfor er ikke dette et småcellet karsinom (SCLC har lite cytoplasma), men altså et NSCLC. Beskrivelsen gir ikke mulighet til å avgjøre om karsinomet er et plateepitelkarsinom, adenokarsinom eller eventuelt storcellet karsinom.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
''NSCLC (Non-Small Cell Lung Cancer = ikke småcellet lungekarsinom) = 2 poeng''.
Karsinom (omfatter bade SCLC og NCLC) blir derfor bare delvis rett = 0.5 poeng
Plateepitelkarsinom, adenokarsinom eller eventuelt storcellet karsinom blir mer presist enn den oppgitte beskrivelsen gir grunnlag for = 0.5 poeng
Metastase = 0 poeng ("Det ble ikke påvist symptomer eller tegn til
sykdommer i andre organer")
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Kvinnen ble operert. Venstre lunge var normalt fritt bevegelig. Det ble utført lobektomi av venstre overlapp og fjerning av mediastinale lymfeknuter. Lungelappen og lymfeknutene ble sent til patologiavdelingen hvor lappen først ble undersøkt makroskopisk
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke observasjoner/registreringer ved den makroskopiske undersøkelsen av tumor i lungelappen er viktige for videre behandling og prognose?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
TNM klassifikasjon har betydning for videre behandling og prognose. For å gjøre en slik klassifikasjon komplett (utover det klinikere allerede har påvist) må følgende registreringer foretas ved den makroskopiske undersøkelsen: tumor størrelse (største tverrmål/diameter) og relasjon til pleura viscerale (ev. infiltrasjon verifiseres mikroskopisk). Disse observasjonene har betydning for T i TNM-klassifisering.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
* 2 poeng = tumors størrelse + relasjon til pleura
* 1.5 poeng = tumors størrelse (som er viktigere enn relasjon til peura, og som er et gjennomgående prinsipp i T)
* 0.5 poeng = relasjon til pleura Invasjon av naboorganene ikke relevant ("lappen var fritt bevegelig"), og om det var fri reseksjonsrand i lappebronkus er heller ikke relevant for T i pTNM.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Svaret fra patologen viste at det ikke var metastaser til lymfeknuter fjernet fra mediastinum.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva er 5 års overlevelse ved kreft i lungene samlet (lokalisert sykdom + regional sykdom + fjernmetastaser), og hva er 5 års overlevelse dersom sykdommen er lokalisert som hos denne kvinnen?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
* Menn samlet perioden 2010-2014: 13 %
* Menn lokalisert 2010-2014: 38 %
* Kvinner samlet 2010-2014: 19 %
* Kvinner lokalisert 2010-2014: 50 %
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
* 2 poeng = all lungekreft for menn og kvinner < 20 % og lokalisert menn og kvinner 40 til 50 %
* 0.5 poeng = kvinner lever lengre enn menn med denne sykdommen, og de med lokalisert sykdom lever lengre enn gruppen som helhet
* 0.5 poeng = av de store kreftgruppene (etter organ) er kreft i lungene den med dårligst overlevelse.
Her blir det sikkert mange svarvarianter. Håper de tre eksemplene på poeng er tilstrekkelig veiledende
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Fire år senere ble kvinnen innlagt sykehus med metastaser og lungebetennelse.
Lungebetennelsen gikk tilbake med antibiotikabehandling. En morgen ble hun funnet død i sengen og nå oppdaget man hevelse i den ene leggen.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva mener du kan ha skjedd?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
DVT (dyp venetrombose) med embolisering til lunge
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
* 2 poeng = DVT med lungeemboli
* 1.5 poeng = lungeemboli
* 1 poeng = DVT
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Du får beskjed om å fylle ut dødsmelding på kvinnen.
Fra forrige vignett:
<<<
Fire år senere ble kvinnen innlagt sykehus med metastaser og lungebetennelse.
Lungebetennelsen gikk tilbake med antibiotikabehandling. En morgen ble hun funnet død i sengen og nå oppdaget man hevelse i den ene leggen.
<<<
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva skriver du om årsaker til død på henholdsvis Ia (umiddelbar dødsårsak) og Ic
(underliggende dødsårsak)?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
* Ia: Lungeemboli
* Ic: Lungekreft
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
* 2 poeng = Ia: Lungeemboli Ic: Lungekreft
* 1.5 poeng = Ic: Lungekreft (det er denne underliggende tilstand som mht til dødsårsaksstatistikken er viktigst)
* 1.5 poeng = Ia: Lungeemboli Ib: DVT Ic: Lungekreft (dette er jo også riktig, men det spørres ikke om mellomliggende dødsårsak Ib i oppgaven
* 1 poeng = Ia: Lungeemboli
* 0.5 poeng = svar av typen: lungekreft førte til lungeemboli (uten angivelse av Ia eller Ic)
* 0 poeng = Ia: Lungekreft Ic: Lungeemboli (da sier man at lungeemboli førte til lungekreft, og det er jo snudd på hodet)
Ellers: Ia er den umiddelbare DÅ mens Ic er den underliggende DÅ (Ia er altså forårsaket av Ic og ev. bruk av Ib forklarer sekvensen fra Ic til Ia om dette er nødvendig. Så i dette tilfelle kunne man helt fullstendig ha skrevet det slik:
* Ia: Lungeemboli
* Ib: DVT. Metastaser.
* Ic: Lungekreft (NSCLC)
Men, igjen det spørres kun om Ia og Ic.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Legevaktslegen blir tilkalt hjem til Markus (21) søndag formiddag. Markus kom akkurat hjem etter å ha vært på fest i går kveld med påfølgende overnatting hos en venninne. Da han kom hjem reagerte foreldrene hans på at han oppførte seg underlig. Han klarte ikke låse opp ytterdøra og snakket ikke til dem. De ble bekymret og ringte 113. Foreldrene forteller at Markus kom hjem fra ferie i Vietnam for noen dager siden og hadde med seg sprit som var kjøpt der. Når legevaktslegen kommer inn, sitter Markus på senga si, klarer ikke å snakke og sikler litt ut av den høyre munnviken.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Nevn minst to diagnoser som legevaktslegen bør tenke på og hvilke kliniske undersøkelser legevaktslegen bør prioritere i denne situasjonen.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Legevaktslegen bør ta seg tid til en rask generell og nevrologisk status for å avklare nærmere: Hvorfor snakker ikke pasienten? Ansiktet undersøkes for mulig facialisparese (i og med at han sikler). Kraft og smertereaksjon undersøkes i armer og bein. Samtidig er det naturlig å se etter skader.
Det er relevant å mistenke intoksikasjon. Generell undersøkelse bør inkludere blodtrykk, puls, temperatur, respirasjonsfrekvens, hudfarge og pupillestørrelse. I og med at foreldrene presenterer sprit bør legen tenke på metanol. Det kan gi metabolsk acidose og hyperventilasjon. Så tidlig i sykehistorien kan man ikke utelukke andre årsaker som f.eks. hodeskade (vurdere Glasgow Coma Scale skår) eller CNS-infeksjon.
På grunn av mistanke om akutt og alvorlig tilstand skal pasienten innlegges sykehus. Hvis det ikke er tid til å lage innleggelsesskriv, bør legen ringe vakthavende lege på sykehuset og informere om sine funn og vurderinger.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Mistenke og gjøre rask nevrologisk undersøkelse mhp hjerneslag (1 p).
Mistenke annen årsak enn hjerneslag og undersøke mhp dette, f.eks. intoksikasjon, hodeskade eller CNS-infeksjon (1 p).
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
AMK har i tillegg til å sende ut legevakten, også sendt en ambulanse. Ambulansen kommer før legevaktslegen får undersøkt pasienten særlig godt. Siden det ikke er så langt til sykehuset lar legevaktslegen ambulansepersonellet ta Markus med seg. Turnuslegen som tar i mot pasienten i akuttmottaket mottar ingen informasjon utover en kort ambulanserapport hvor det står ”intoksikasjon?” I mottagelsen har pasienten normale vitale parametere, men virker fortvilet og veiver stadig med venstre arm. Legen forsøker å snakke med pasienten, men får ikke svar
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilken bildediagnostisk undersøkelse er særlig relevant i denne situasjonen og hvorfor?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Bildediagnostikk: CT caput er indisert fordi pasienten ikke kan snakke og virker forvirret. Funn ved klinisk undersøkelse kan også understøtte dette. MR-undersøkelse kan eventuelt gjøres akutt, men dette fører ofte til forsinkelse. Derfor utføres oftest CT caput først for å unngå forsinkelse i diagnostiseringen
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1p for CT caput og begrunnelse for hvorfor dette bør gjøres (bare CT eller CT caput alene gir ikke poeng, både CT caput og riktig begrunnelse må være med).
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Turnuslegen forsøker å undersøke pasienten, men syns dette er vanskelig fordi pasienten samarbeider dårlig. Turnuslegen bestiller en CT-undersøkelse som blir beskrevet som normal. Pasienten sendes deretter til sengeposten. En halv time senere kikker en annen lege som er på sengeposten over pasientens journal og synes sykehistorien er noe merkelig. Hun går inn til Markus og finner raskt ut at han har en høyresidig facialisparese og slapp parese i høyre arm, samt afasi.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvordan skal dette håndteres videre og er det aktuelt å starte noen type behandling på dette tidspunktet?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Det er en akutt oppstått hemiparese, og hjerneslag må mistenkes. I og med at CT caput var beskrevet som negativ er det ingen hjerneblødning.
Det kan da være indikasjon for akutt intravenøs trombolyse. Legen må slå alarm og sørge for at dette iverksettes, så fremt pasienten vurderes å være innenfor tidsvinduet for behandling.
Fordi man ikke kjenner til når symptomene oppsto, kan trombolyse i utgangspunktet ikke gis. Selv om hemiparesen først blir erkjent på sengeposten, betyr ikke dette at pasientens symptomer oppsto da. Markus hadde symptomer allerede da foreldrene så at han kom hjem, og symptomene må derfor ha oppstått før dette. Behandlingen må gis innen maksimalt 4,5 timer. Etter dette anses risikoen for å utløse en hjerneblødning å være for høy.
Det vil i denne situasjonen være viktig å kontakte foreldrene og evt. venner av Markus for å få nærmere klarhet i når han sist ble observert frisk.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Studenten foreslår akutt trombolyse på grunn av hjerneslag (0.5 p).
Studenten drøfter tidsaspektet og konkluderer med at trombolyse likevel ikke er indisert (0.5 p).
Studenten foreslår å etterforske når symptomene kan ha oppstått (1 p). (se evt. i svaret på deloppgave 4)
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Ikke lenge etter tilkommer det ny informasjon fra radiologen som ringer og forteller at CT-bildene ikke er helt normale likevel, men viser et ”hyperdens media-tegn” på venstre side.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva betyr dette tegnet? Hvilken betydning kan dette ha for behandling?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
"Hyperdens media-tegn" brukes om funn av en hvit stripe på CT caput svarende til proksimale deler av arteria cerebri media. Funnet taler for en stor trombe i karet, og innebærer at det vil kunne utvikle seg et stort hjerneslag.
Intravenøs trombolyse har liten effekt i denne situasjonen, og er dessuten ikke indisert pga manglende debuttidspunkt. Intraarteriell trombektomi kan derimot gjøres innen et noe lengre tidsrom. Det er svært viktig å få klarhet i når Markus sist ble observert frisk.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Rett forklaring av CT- funnet (trombe i a. cerebri media som gir hjerneslag)1p
Studenten foreslår intraarteriell trombektomi – 1p.
Etterforske når symptomene debuterte – hvis det først foreslås her gir det 1 poeng i forrige deloppgave.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Dessverre var ikke behandlingen vellykket, og tilstanden er uendret. Pasienten vurderes som stabil og er våken, men flyttes likevel til en overvåkningsavdeling.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilken komplikasjon er det særlig grunn til å frykte i dette tilfellet, og hvilken kirurgisk prosedyre bør man da ha beredskap for?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Økt intrakranialt trykk (ICP) pga. hjerneødem (cytotoksisk ødem) i det infarserte hjerneområdet. Dette kan i verste fall føre til herniering (og eventuelt tamponade). Yngre pasienter er mer utsatt for dette enn eldre slagpasienter. Det må være beredskap for å gjøre hemikraniektomi, og da må om nødvendig pasienten flyttes til sykehus med nevrokirurgisk avdeling.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Økt ICP og hernieringsfare (1p).
Hemikraniektomi (1p).
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Tross intensiv behandling dør pasienten av komplikasjoner 4 dager senere. Foreldrene er sinte og fortvilte.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Forklar kort hvilken informasjon som bør gis til foreldrene og hvordan de bør få denne informasjonen.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Foreldrene bør møtes med åpenhet. De bør i samtaler få forelagt all informasjon og forklares hele hendelsesforløpet, også det man føler har gått galt eller burde vært gjort annerledes. Det bør settes av tid til å forklare dette på en grundig og forståelig måte. Foreldrene skal informeres om Norsk pasientskadeerstatning, og om nødvendig få hjelp til å fylle ut meldeskjema. Dersom sykehuset mener det har skjedd et plutselig og uventet dødsfall hvor behandlingssvikt helt eller delvis er en årsaksfaktor, skal saken meldes til Helsetilsynet innen 24 timer
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1p dersom studentene nevner to av poengene som er listet opp ovenfor (åpenhet, muntlig informasjon gjennom samtaler, helhetlig informasjon til pårørende, informasjonen gis på en forståelig måte, informasjon om NPE/klagemulighet, sykehusets meldingsplikt ved mulig behandlingssvikt) i løsningsforslaget.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
En 72 år gammel mann oppsøker legevakten kl 18. Han er pensjonert lærer og storrøyker med kjent KOLS, men er hjertefrisk og uten annen kjent sykdom. Han kommer fordi han de siste 4 timene har hatt akutte stikkende brystsmerter, lokalisert til venstre side av brystet, vesentlig postero-lateralt, og som forverres ved inspirasjon. Brystsmertene har ingen utstråling og er ledsaget av hoste og dyspnoe. Temperaturen er målt til 38.4^^o^^C rektalt. Ikke vekttap eller redusert allmenntilstand før det aktuelle.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Nevn minst 4 differensialdiagnoser.
Hva er sannsynlig smertemekanisme (årsak) bak differensialdiagnosene du foreslo? Begrunn svaret.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Studenten må kunne resonnere:
* Hvilke organ og mekanismer som kan utløse smerte:
** Smertereceptorer – nerveender, aktivert av inflammasjon, traume, strekk av hulorgan etc. Akutte smerter – uten sensitisering, hypestesi og kronifisering, perifer vs sentral, fantomsmerter, «mixed pain»
** Nociceptiv, nevropatisk, visceral, psykogen smerte. Akutt vs kronisk, start-intermitterende-vedvarende, lokasjon, karakter, intensitet, utstråling, forverrende – lindrende forhold
* Akutt dyspnoe og diagnoser / tilstander i dette perspektiv:
** Akutte lungeemboluser – pleuritisk smerte (nociceptiv – somatisk)
** Lungebetennelse – pleuritisk smerte (nociceptiv – somatisk)
** Pneumothorax – pleuritisk smerte (nociceptiv – somatisk)
** Lungekreft – pleuritisk smerte (evt fra skelettmetastaser) (nociceptiv – somatisk)
** KOLS-forverring – m/ pleuropneumoni, pleuritisk smerte (nociceptiv – somatisk)
** Primær infeksiøs pleuritt / empyem (evt immunologisk) – pleuritisk smerte (nociceptiv – somatisk)
** Pericarditt – pericarditisk smerte (nociceptiv – somatisk)
** Mindre sannsynlige:
*** Akutt hjerteinfarkt – ischemisk smerte (nociceptiv – visceral)
*** Akutt abdomen – peritonitisk (nociceptiv – visceral) smerte (inflammasjon / distensjon av hulorgan)
*** Aortadisseksjon – nociceptiv – visceral smerte
*** Hyperventilasjonsanfall – nevromuskulær smerte/intercostalnevralgi (nevropatisk – psykogen)
*** Nevromuskulær tilstand / muskulær hypertensjon
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
4 Differensialdiagnoser (mest sannsynlige) (á 0.5p) med begrunnelse for smertetype i de 4 diffdiagnoser (á 0.5p). Mindre sannsynlige gir ikke poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Pasienten forteller at han nylig har vært innlagt sykehus med lårhalsbrudd og blitt operert for 1-2 uker siden. Han har observert litt blodtilblandet oppspytt. Han fremstår mentalt adekvat og anamnestisk er urin / avføring u.a.
Funn ved undersøkelse: BT er 140/85, puls er 110/min reg, respirasjonsraten er 24/min, og han litt klam i huden. Auskultasjon avslører sidelik vesikulær respirasjonslyd, litt knatrelyd basalt venstre side, og lett dempet perkusjonslyd samme område. Ingen bilyder over cor, ingen ødem i underekstremiteter.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Nevn de to nå (mest) sannsynlige differensialdiagnoser, og begrunn svaret.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
1) Akutte lungeemboluser og 2) Akutt pneumoni (pleuropneumoni)
''Begrunnelse:'' Anamnesen er mest forenlig med ''akutt lungeemboli'' (LE) og/eller ''akutt lungebetennelse'' hvor begge kan gi smertefull pleuraaffeksjon, og anamnesen gir holdepunkt for pleuritisk smerte (smerter forverres ved inspirasjon). Sykdommen har kommet akutt og videre ledsaget av feber, hoste og dyspnoe, samt lett blodtilblande oppspytt. Begge diagnoser kan gi feber, hoste og dyspnoe og hemoptyse og det er ikke opplysninger om lengre tids sykdom, vekttap eller redusert allmenntilstand. Derfor er akutt sykdom mer sannsynlig enn kronisk progredierende sykdom, om enn operasjon og evt lungekreft kan disponere for både lungeemboli og lungebetennelse. ''Lungebetennelse'' og ''lungeembolus'' er ikke sjelden komplikasjon til lengre narkose, operasjon og immobilisering for lårhalsbrudd i pasientens alder, hypoventilasjon / overfladisk grunnet smerte (samt har KOLS). Hemoptyse tyder på at ”primær lungesykdom” er mer sannsynlig enn primær coronarischemisk hjertesykdom, aortadisseksjon, perikarditt, alene infeksiøs pleuritt, hyperventilasjon eller akutt abdomen. ''Primær lungekreft'' debuterer ofte ikke så akutt (men kan naturligvis debutere med komplikasjoner som LE og pneumoni). ''Pneumothorax'' med så betydelige symptomer ville sannsynlig gitt lokal hypersonor perkusjonslyd og redusert respirasjonslyd. Pneumothorax pleier ikke gi feber. Pasienten hadde lette krepitasjoner og perkusjonsdempning, tydende på økt væskeinnhold i lunge som kan forekomme ved begge tilstander (pneumonitis / atelektase og pleuravæske). ''Perikarditt'' pleier ikke være assosiert til respirasjonssyklus (derimot mer kontinuerlig, hjerterytme og frekvens), ei heller med blodig oppspytt, spesielt ikke uten hjertesvikt (pasienten hadde lette krepitasjoner basalt unilateralt – lokalisert sykdom) og pasienten hadde ingen «hjertefrekvenssynkron» bilyd / gnidningslyd over hjertet (ikke oppgitt).
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
# Akutte lungeemboluser (0.5p)
# Akutt lungebetennelse (pleuropneumoni) (0.5p)
# Begrunnelse for 1) og 2) (á 0,5p)
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Du vil bruke et klinisk skåringsverktøy for å bestemme hva slags supplerende undersøkelser du bør bestille
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Nevn to skårings-metoder for slik vurdering, disses funksjon, og aktuell blodprøve med indikasjon.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
# Metoder: Wells skår og Geneva skår (original, revidert, forenklet)
# Funksjon: vurdering av klinisk sannsynlighet for lungeemboli (lav, middels eller høy grad), basert på anamnese og funn
# D-dimer: diskriminerer mht etiologi, sannsynlig venøs trombose eller ikke (hhv positiv eller negativ D-dimer) – tas ved lav/middels klinisk sannsynlighet, mens en avstår fra slik prøve om høy klinisk sannsynlighet for lungeemboli
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
# Wells (0.5p) og Geneva (0.5p)
# Funksjon: inndeling – lav/middels/høy eller lav /høy (1p)
# D-dimer: diskriminere på etiologi – vurdere indikasjon (1p)
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Pasienten ble henvist til utredning på sykehus.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Nevn aktuelle bildeundersøkelser som kan gjøres for å komme nærmere en diagnose, og begrunn hva de er egnet til å påvise.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
# De tre vanligste undersøkelser er: rtg thorax, for differensialdiagnotikk (utelukke to relativt vanlige tilstander), mens Ventilasjons-Perfusjons scintigrafi (påviser redusert perfusjon perifert for embolus) og CT lungearterier (påviser selve embolus) er to bildeundersøkelser for diagnostisering av lungeemboluser
# Rtg thorax – blant annet for å utelukke pneumoni og pneumothorax
# CT lungearterier: er beste undersøkelse for å påvise LE og evt differensialdiagnose hos denne pasienten, tilstand og kveldstid. CT lungearterier kan utføres hele døgnet, gir opplysninger om differensialdiagnoser i ulike thorakale organ, som pneumothorax, lungebetennelse, atelektaser, hjertesvikt, LE, aortaaneurisme - ruptur etc (andre parenchym- og thoraxsykdommer) som alltid er viktig, uavhengig av KOLS og emfysem
# Ventilasjons-perfusjonsscintegrafi (VP-scan) er ofte et alternativ, men egner seg mindre grunnet opplysninger om betydelig røykeanamnese og KOLS, som vanskeliggjør vurdering av match- og mis-match perfusjonsdefekter, som kan være hyppig hos pasienter med obstruktiv lungesykdom. VP-scan gjøres kun på dagtid (mest 09 – 15) og egner seg mindre som Øhj undersøkelse. VP-scan bare gir utsagnsverdi om grad av sannsynlighet for LE, verken mer eller mindre
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
# Ventilasjons-Perfusjons scintigrafi (0.5p)
# CT lungearterier (0.5p)
# Begrunnelse (i kvalitet og tilgjengelighet) (1p for hver us)
</$details><br/>
<div class="oppgave">
<div class="vignett">
!!Vignett
Kombinasjonspreparater med kodein og paracetamol er utbredt i Norge; med salgstall på nær 10 DDD/1000/døgn er vi storforbrukere av slike ikke helt ukontroversielle kombinasjonspreparater i europeisk målestokk. Kombinasjonspreparatene inneholder vanligvis 500 mg paracetamol og 30 mg kodein per tablett.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Morfinliknende preparater – hvor kodein er et eksempel – omtales gjerne med samlebetegnelsene «opiat» og «opioid». Hva betyr disse to begrepene, og hvor vil du plassere kodein?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Opiater er legemidler fremstilt fra opium, og er enten naturlig forekommende eller semisyntetiske derivater fra komponenter i opiumsvalmuen. Opioider er stoffer med morfinliknende effekter; altså stoffer som virker via opioide my-reseptorer.
Kodein er både et opiat og et opioid.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Korrekte definisjoner gir ett poeng. Korrekt plassering av kodein gir ett poeng.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
I vanlige terapeutiske doser er kodein avhengig av metabolsk aktivering for å utøve en smertestillende effekt.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva heter de to farmakologisk aktive metabolittene til kodein?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Morfin og morfin-6-glukuronid.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Ett poeng for hvert riktig svar
</$details><br/>
<div class="oppgave">
<div class="vignett">
!!Vignett
Det første trinnet i den metabolske aktiveringen av kodein utøves av et polymorft distribuert isoenzym i cytokrom P450-familien.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva heter de to farmakologisk aktive metabolittene til kodein?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
CYP2D6
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Ingen andre alternativer gir poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Paracetamol har også et annet generisk navn, som bl.a. er enerådende i amerikansk faglitteratur.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva kalles paracetamol i USA?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Acetaminofen
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Ingen andre alternativer (unntatt annen skrivemåte; acetaminophen etc.) gir poeng
</$details><br/>
<div class="oppgave">
<div class="vignett">
!!Vignett
Paracetamol har to kvantitativt dominerende metabolitter, som begge utskilles i urinen og er farmakologisk inaktive.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva er navnet på disse to metabolittene?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Paracetamol-glukuronid og paracetamol-sulfat
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Ett poeng for hvert riktig svar.
</$details><br/>
<div class="oppgave">
<div class="vignett">
!!Vignett
Paracetamol kan være levertoksisk i overdose. Store overdoser behandles med en motgift.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva heter denne motgiften, og hvordan virker den?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
N-acetylcystein (NAC). Stoffet har, på samme måte som glutation (det tripeptidet som gjør denne jobben fysiologisk, og som NAC skal «kopiere») sulfhydrylgrupper som kan binde seg til den toksiske paracetamolmetabolitten NAPQI og inaktivere denne før det får utrettet skade på hepatocyttene.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
N-acetylcystein og gangbare varianter av forklaringen (her må sensor bruke skjønn) gir to poeng, kun N-acetylcystein gir ett poeng. En redegjørelse for scavengermekanismen (uten å nevne NAC spesifikt) gir også ett poeng
</$details><br/>
<div class="oppgave">
<div class="vignett">
!!Vignett
En 65 år gammel mann innlegges i kirurgisk avdeling pga. økende magesmerter, kvalme og oppkast. Når du undersøker ham i kirurgisk mottak ser du at abdomen er utspilt. Du synes sykdomsbildet er mest forenlig med ileus
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Nevn minst fire mulige årsaker til ileus
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Adheranser (sammenvoksninger), strengileus, alle typer brokk, cancer, tumor, Meckels divertikkel, Crohn med stenose, gallestensileus, fremmedlegemer, diverticulitt, volvulus, invaginasjon
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0.5 p for hvert svar, maks 2p
</$details><br/>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ingen egen vignett)
En 65 år gammel mann innlegges i kirurgisk avdeling pga. økende magesmerter, kvalme og oppkast. Når du undersøker ham i kirurgisk mottak ser du at abdomen er utspilt. Du synes sykdomsbildet er mest forenlig med ileus.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke to røntgenundersøkelser er indisert for å kartlegge diagnosen?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Røntgen oversikt abdomen og CT abdomen
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1p for hvert riktig svar
</$details><br/>
<div class="oppgave">
<div class="vignett">
!!Vignett
Det viser seg at årsaken til hans ileus er en cancer lokalisert i coecum og som stenoserer tarmlumen ved den ileocoecale overgangen.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilken operasjon er indisert for denne mannen?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Høyresidig hemicolectomi
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Hemicolectomi gir også 2 p. Andre forslag gir ikke poeng
</$details><br/>
<div class="oppgave">
<div class="vignett">
!!Vignett
De første par dagene etter operasjonen er han i stadig bedring, men ved morgenvisitten 4. postoperative dag klager han over stikkende smerter i venstre thorax, uten utstråling, de er mest intense ved inspirasjon. Han har ikke feber og ingen hoste.
Pulsoksimeteret viser ~PaO,,2,, 90. Ved auskultasjon er det ingen sikre fremmedlyder, og det er ingen dempning ved perkusjon.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva er den mest sannsynlige diagnosen?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Lungeemboli
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Ikke noe annet svar gir poeng
</$details><br/>
<div class="oppgave">
<div class="vignett">
!!Vignett
En ukes tid senere kan han utskrives og han kommer til kontroll ved kirurgisk poliklinikk ca. 3-4 uker etter operasjonen. Du vet da at verken de pre-operative undersøkelsene eller de operative funnene viste tegn til fjernmetastaser. Du har også rapporten fra patologen som bl.a. viser: «Største tumordiameter er 4 cm, det er ingen vekst av tumor gjennom tarmveggen, det er frie reseksjonskanter. Det finnes 16 lymfeknuter hvorav 4 har malign infiltrasjon.»
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva innebærer dette mht. valg av strategi?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Postoperativ kjemoterapi (6 mndr.)
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Adjuvant kjemoterapi gir også 2 poeng
Kjemoterapi gir også 2 poeng
Radiokjemoterapi gir 0 poeng
</$details><br/>
<div class="oppgave">
<div class="vignett">
!!Vignett
En 80 år gammel tidligere frisk mann tar kontakt på legevakt fordi han våknet i dag med nedsatt syn på venstre øye. Han har ingen smerter og er ellers i fin form. I tillegg har han merket at synet er blitt gradvis svekket på begge øyne over de siste to år og det er vanskelig å kjøre bil i tunneler når det kommer motgående trafikk. Orienterende nevrologisk undersøkelse er normal bortsett fra innskrenket synsfelt ad modum Donders i øvre kvadranter venstre øye. Ukorrigert visus oculus dexter (od): 0.2, oculus sinister (os): fingertelling. Korrigert visus od:(-3.00, -0.00 i 180°): 0.5; os:(-3.00, -0.00 i 180°): fingertelling.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Er det korrigert eller ukorrigert visus som er mest nyttig diagnostisk i denne situasjonen? Begrunn svaret.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Visus med beste korreksjon er mest relevant i en utredning av plutselig synstap. Grunnen til at dette er riktig svar er at du vil ved en slik øyeblikkelig hjelp utredning være mest interessert i synstap som skyldes andre forhold i synsaksen enn refraksjonsfeil.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Riktig svar visus med beste korreksjon gir 1 poeng. Hvis studenten vet den riktige forklaringen gir dette 1 poeng i tillegg.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Forrige vignett:
En 80 år gammel tidligere frisk mann tar kontakt på legevakt fordi han våknet i dag med nedsatt syn på venstre øye. Han har ingen smerter og er ellers i fin form. I tillegg har han merket at synet er blitt gradvis svekket på begge øyne over de siste to år og det er vanskelig å kjøre bil i tunneler når det kommer motgående trafikk. Orienterende nevrologisk undersøkelse er normal bortsett fra innskrenket synsfelt ad modum Donders i øvre kvadranter venstre øye. Ukorrigert visus oculus dexter (od): 0.2, oculus sinister (os): fingertelling. Korrigert visus od:(-3.00, -0.00 i 180°): 0.5; os:(-3.00, -0.00 i 180°): fingertelling.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Basert på alder og det du fant ved undersøkelsen, nevn de tre mest aktuelle diagnosene som kan forklare det nyoppståtte synstapet på venstre øye.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Sentralarterieokklusjon. Grenveneokklusjon. Våt AMD med gjennombruddsblødning. Amotio retina.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Riktig svar er 3 av disse som gir 3 poeng. Hvis studenten nevner kun en eller to riktige gir dette ett poeng per årsak
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Forrige vignett:
En 80 år gammel tidligere frisk mann tar kontakt på legevakt fordi han våknet i dag med nedsatt syn på venstre øye. Han har ingen smerter og er ellers i fin form. I tillegg har han merket at synet er blitt gradvis svekket på begge øyne over de siste to år og det er vanskelig å kjøre bil i tunneler når det kommer motgående trafikk. Orienterende nevrologisk undersøkelse er normal bortsett fra innskrenket synsfelt ad modum Donders i øvre kvadranter venstre øye. Ukorrigert visus oculus dexter (od): 0.2, oculus sinister (os): fingertelling. Korrigert visus od:(-3.00, -0.00 i 180°): 0.5; os:(-3.00, -0.00 i 180°): fingertelling.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Kan pasienten kjøre bil hjem? Begrunn svaret.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Pasienten skal ikke kjøre bil, heller ikke hjem fra undersøkelsen. Dette er begrunnet i Førerkortforskriften. Selv om pasienten har visus 0.5 på høyre øye, skal han ikke kjøre bil på grunn av en plutselig og betydelig visusreduksjon på ett øye (til under 0.3). Det er også mulig at han har en sentralarterieokklusjon som regnes som et slag. Dette er også grunn nok i seg selv til at han ikke skal kjøre nå.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Riktig svar med begrunnelse gir 2 poeng, d.v.s. at pasienten ikke kan kjøre hjem med minst en av årsakene som er hjemlet i Førerkortforskriften. Ingen poeng uten begrunnelse
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Forrige vignett:
En 80 år gammel tidligere frisk mann tar kontakt på legevakt fordi han våknet i dag med nedsatt syn på venstre øye. Han har ingen smerter og er ellers i fin form. I tillegg har han merket at synet er blitt gradvis svekket på begge øyne over de siste to år og det er vanskelig å kjøre bil i tunneler når det kommer motgående trafikk. Orienterende nevrologisk undersøkelse er normal bortsett fra innskrenket synsfelt ad modum Donders i øvre kvadranter venstre øye. Ukorrigert visus oculus dexter (od): 0.2, oculus sinister (os): fingertelling. Korrigert visus od:(-3.00, -0.00 i 180°): 0.5; os:(-3.00, -0.00 i 180°): fingertelling.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Skal pasienten hjem eller skal han henvises videre? Hva vil du si om hastegraden?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Ved plutselig synstap bør pasienten henvises som øyeblikkelig hjelp til vurdering av øyelege.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Riktig svar gir 1 poeng (henvise øyelege som øyeblikkelig hjelp).
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Forrige vignett:
En 80 år gammel tidligere frisk mann tar kontakt på legevakt fordi han våknet i dag med nedsatt syn på venstre øye. Han har ingen smerter og er ellers i fin form. I tillegg har han merket at synet er blitt gradvis svekket på begge øyne over de siste to år og det er vanskelig å kjøre bil i tunneler når det kommer motgående trafikk. Orienterende nevrologisk undersøkelse er normal bortsett fra innskrenket synsfelt ad modum Donders i øvre kvadranter venstre øye. Ukorrigert visus oculus dexter (od): 0.2, oculus sinister (os): fingertelling. Korrigert visus od:(-3.00, -0.00 i 180°): 0.5; os:(-3.00, -0.00 i 180°): fingertelling.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva er en sannsynlig årsak til pasientens gradvise synsreduksjon på begge øyne? Begrunn kort hvorfor dette er en aktuell diagnose.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Katarakt er sannsynlig årsak gitt pasientens alder, at han får bedre visus med -3 sfærisk korreksjon (myopiserende katarakt) og at han beskriver gradvis synsreduksjon med blendingsfenomen.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Riktig svar katarakt gir 1 poeng. Hvis studenten i tillegg nevner enten myopisering eller blending fra motgående trafikk som er nevnt i sykehistorien, så gir dette 1 poeng i tillegg.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
En 54 år gammel overvektig mann har fått ytterligere økende bukomfang den siste tiden og går til fastlegen. Det tas blodprøver som viser forhøyet ALAT 187 (15-70 U/L), ASAT 110 (10-45 U/L), ALP 210 (35-105 U/L)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke ytterligere blodprøver kan fastlegen ta nå for å kartlegge pasientens leverfunksjon?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
INR, bilirubin, albumin. Ammoniakk kan også nevnes, men forlanges ikke.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Alle tre gir 1 poeng. To gir 0.5 poeng. Ammoniakk kan også nevnes, men forlanges ikke
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Forrige vignett:
En 54 år gammel overvektig mann har fått ytterligere økende bukomfang den siste tiden og går til fastlegen. Det tas blodprøver som viser forhøyet ALAT 187 (15-70 U/L), ASAT 110 (10-45 U/L), ALP 210 (35-105 U/L)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Nevn de vanligste kroniske leversykdommene som kan gi slike endringer i blodprøvene?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
# Infeksjoner (hepatittvirus)
# Fettlever: Alkoholisk og non-alkoholisk
# Avleiringssykdommer inkludert hemochromatose
# Autoimmune leversykdommer (autoimmun hepatitt, primær biliær cirrhose / cholangitt, primær skleroserende cholangitt).
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Fire grupper gir 3 poeng. Tre grupper gir 2 poeng, en-to grupper gir 1 poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Det tas blodprøver som tyder på at pasienten også har diabetes mellitus. Hvilke sammenhenger kan det være mellom diabetes og forhøyede leverprøver?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Pasienter med overvekt og diabetes har økt risiko for å utvikle non-alkoholisk steatose (NAFLD) og steatohepatitt (NASH). NAFLD/NASH ses ofte på som en hepatisk manifestasjon av det metabolisk syndrom.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Essensen (se over) bør komme frem i besvarelsen og gir 2 poeng. Delvis svar gir 1 poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Det tas i dette tilfellet en CT abdomen. Hvilke tegn til kronisk leversykdom, samt tegn til minst to komplikasjoner av en kronisk leversykdom vil man kunne finne på en CT?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
* Leverens utseende og kontur kan gi mistanke om cirrhose.
* Lever og milt kan sammenliknes i samme bilde og gi informasjon om sannsynlighet for steatose.
* Komplikasjoner til leversykdom: Tegn til portal hypertensjon med ascites, kollateraler og splenomegali.
* Fokale leverlesjoner (HCC). Portalvenetrombose.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Muligheten for å se tegn til cirrhose gir 1 poeng. Minst to komplikasjoner bør nevnes for å gi ytterligere 1 poeng.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilken nytte kan leverbiopsi ha hos pasienter med spørsmål om kronisk leversykdom?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Leverbiopsi kan
* i noen tilfeller gi informasjon om leversykdommens etiologi.
* skille ut pasienter med NASH (fra de mange med NAFLD) som har større risiko for fibrose, cirrhose og leversvikt.
* si noe om pasienten allerede har utviklet fibrose eller cirrhose
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
To eller tre av punktene over gir 2 poeng. Ett av punktene gir 1 poeng.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Denne oppgaven fokuserer på det mest grunnleggende hygientiltaket: håndhygiene.
Du er lege som skal gå visitt. Du vil utføre håndhygienen på korrekt måte etter WHOs fem anledninger for håndhygiene. Du husker at disse baserer seg på skillet mellom helsetjenestesonen og pasientsonen.
<<imgLink "IIAB-2018f-3.PNG" 500>>
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Ved inngangen til sengeposten er det hengt opp en hånddesinfeksjonsdispenser som du benytter. Du forsyner deg og mens du utfører hånddesinfeksjonen på vei til vaktrommet funderer du over om denne hånddesinfeksjonen var en av de fem anledningene for håndhygiene ifølge WHOs anbefalinger. Hva mener du og hvilken av de fem anledningene fulgte du i så fall?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Denne oppgaven i smittevern tar studentene gjennom en vanlig visittgang og ser om de er i stand til å identifisere anledninger der håndhygiene skal utføres. For videre konsept og teoretisk bakgrunn se [ext[Folkehelseinstituttets Håndhygiene - Nasjonal veileder|https://www.fhi.no/nettpub/handhygiene/]]. Her beskrives også de fem momenter for håndhygiene i detalj.
De fem momentene for håndhygiene har som sentral konsept at det skal utføres håndhygiene når man er i
pasientsonen, altså nær pasienten. Korridoren er i utgangspunktet del av helsetjenestesone og håndhygiene utført der tilhører ikke de fem anledningene. (1 poeng)
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Noe senere går du og en sykepleier visitt hos en pasient, og du bestemmer deg for at du vil undersøke pasienten. Du har holdt kurveboken under visittsamtalen og må legge den fra deg for å undersøke pasienten. Hvor ville du ha plassert boken og hvorfor?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Gi den til sykepleier. Ikke legg den på senga eller andre plasser i pasientsonen (1 poeng). Boka tilhører helsetjenesteområdet mens alt i pasientrommet må oppfattes som pasientsone. (1 poeng)
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Fra tidligere vignett:
<<imgLink "IIAB-2018f-3.PNG" 500>>
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Undersøkelsen av pasienten under visittbesøket vil generere en eller flere anledninger for
håndhygiene etter "dine 5 anledninger for håndhygiene". Når eksakt i forløpet av
undersøkelsen vil du derfor ha utført håndhygiene? Kan du referere hvilke av de fem
anledninger du benytter?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Dette genererer to anledninger
# etter at man ha gitt visittboka til sykepleier og før fysisk kontakt med pasienten (Indikasjon 1 - Før kontakt med pasient eller pasientens omgivelser)
# Etter undersøkelse av pasient (anledning 4 - etter kontakt med pasient)
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 poeng for hver av anledningene, 0,5 poeng hver hvis man
vet tall på anledningene.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Fra tidligere vignett:
<<imgLink "IIAB-2018f-3.PNG" 500>>
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Visitten foregår i en tomannsstue og du fortsetter hos nabopasienten. Du utførte håndhygiene etter at du var ferdig med første pasient (deloppgave 3) og kan egentlig gå i gang med å undersøke den andre pasienten. Beskriv eventuelle hendelser som vil føre til at du likevel utfører en ny håndhygiene.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Ved kontakt med helsetjenestesone eller første pasients sone. F.eks. Ta i kurveboka eller skyve bort den andre pasientens nattbord. (1 poeng)
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Visitten går videre, og i neste tomannsstue har første pasient et leggsår og du vil fjerne bandasjen for å inspisere det. Du vil ta på hansker. Når skal du utføre håndhygiene ved hanskebruk?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Før man tar på hansker og etter at man tar de av. (1 poeng hver)
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Fra tidligere vignett:
<<imgLink "IIAB-2018f-3.PNG" 500>>
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Nabopasienten trenger ingen undersøkelse, men du slår av en alarm på en overvåkningsmonitor over pasientens seng. Vil det være en indikasjon for håndhygiene? Gi en kort begrunnelse.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Dette er kontakt med pasientens omgivelser (Indikasjon 5 - etter kontakt med pasientens omgivelser)
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 poeng for ja, 0.5 for begrunnelsen
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
En 71 år gammel mann med kjent KOLS legges inn kl 19:00 som øyeblikkelig hjelp. Han har
hatt funksjonsdyspne i motbakke frem til det aktuelle. Fra formiddagen innleggelsesdagen
fikk han akutt innsettende og økende tungpust i hvile. Han utviklet feber opp mot 39o C og
smerter i venstre hemithorax.
Du er turnuslege på et lokalsykehus og får presenterte følgende observasjoner av sykepleier
* Blodtrykk 130/67
* Puls 120, regelmessig
* Temperatur 38,5 (temporalt)
* Respirasjonsfrekvens 28/minutt, ubesværet
* O2-saturasjon 93% (med 1 liter O2)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke differensialdiagnoser kan forklare de aktuelle symptomer og funn hos denne KOLS pasienten? (Nevn minst 4)
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
* Akutt infeksiøs forverring av KOLS
* Akutt lungeemboli /lunge infarkt
* Ve. sidig pneumothorax
* Ve. sidig pneumoni / pleuropneumoni
* Ve sidig pleuritt
* Ve.sidig pleuraeffusjon
* Pneumomediastinum
* Akutt perikarditt
* Akutt abdomen
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Spørsmålet dreier seg om differensial diagnoser ved akutt forverring av dyspne, feber og brystsmerter hos en pasient med kjent KOLS. Man får 0.5 poeng for hver man nevner, inntil 2 poeng.
Brystsmerter beskrives som stikkende. Lite sannsynlighet for at dette skyldes akutt myokard iskemi som ustabil angina pectoris eller hjerteinfarkt. Disse svarene gir ingen poeng. Det kan være akutt perikarditt, pneumothorax/ pleuropneumoni, pleuritt, pleuraeffusjon eller pneumomediastinum. Det gis 0.5 poeng for følgende svar:
# Akutt perikarditt
# Pneumothorax/ pleuropneumoni
# Pleuritt, pleuraeffusjon
# Pneumomediastinum
Akutt forverring av funksjonsdyspne med feber hos en KOLS pasient kan være forårsaket av
# Akutt infeksiøs forverring av KOLS (0.5 poeng)
# Akutt lungeemboli /lunge infarkt (0.5 poeng)
Akutt forverring av funksjonsdyspne med feber og stikkende brystsmerter kan en sjelden gang være forårsaket av en akutt abdomen (0.5 poeng) . Det er viktig å ikke glemme at en akutt sykdom nedenfor diagfragma også kan gi akutt dyspne, feber og brystsmerter.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Fra forrige vignett:
En 71 år gammel mann med kjent KOLS legges inn kl 19:00 som øyeblikkelig hjelp. Han har
hatt funksjonsdyspne i motbakke frem til det aktuelle. Fra formiddagen innleggelsesdagen
fikk han akutt innsettende og økende tungpust i hvile. Han utviklet feber opp mot 39o C og
smerter i venstre hemithorax.
Du er turnuslege på et lokalsykehus og får presenterte følgende observasjoner av sykepleier
* Blodtrykk 130/67
* Puls 120, regelmessig
* Temperatur 38,5 (temporalt)
* Respirasjonsfrekvens 28/minutt, ubesværet
* O2-saturasjon 93% (med 1 liter O2)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke symptomer bør du spørre om for å komme frem til den mest sannsynlige diagnose? Nevn minst 4. Gi en kort begrunnelse for dine spørsmål.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
* Hoste
* Ekspektorat - (økt) mengde, farge
* Frostrier
* Svetting
* Kvalme / oppkast
* Hevelse og smerter i underekstremitetene
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Hensikten er å kartlegge om studenten kan komme nærmere en avklaring av en av diagnosene nevnt i spørsmål 1.
Man får 0.25 poeng per følgende svar og inntil 1 poeng.
* Hoste
* Ekspektorat - (økt) mengde, farge
* Frostrier
* Svetting
* Kvalme / oppkast
* Hevelse og smerter i underekstremitetene
Man får 0.25 poeng for følgende begrunnelse for spørsmålene og inntil 1 poeng.
* Forverrelse av KOLS kjennetegnes ved pipelyder, økning av hoste og eller ekspektorat mengde i tillegg til økning i dyspneplager
* Infeksjon er assosiert med frostrier og svetting, og kan gi kvalme og oppkast
* infeksjon i nedre luftveien som bronkitt/ infeksiøs KOLS forverring eller pneumoni er assosiert med hoste og mukopurulent ekspektorat
* Dyp vene trombose kan gi hevelse og smerter i underekstremitetene og føre til lungeemboli med utvikling av en lungeinfarkt, pleuritt og pleuraeffusjon
* Hemoptyse kan være forårsaket av lungeemboli
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Ved undersøkelse av thorax og lungene finner du følgende:
* Inspeksjon: Tønneformet thorax form, symmetrisk thorax ekspansjon, ingen inndragning
* Palpasjon: Ingen ømhet, ingen deviasjon av trakea, sidelike thorax ekspansjon og stemmefremitus
* Perkusjon: Hypersonor perkusjonslyder bilateralt, utvidete lungegrenser, ingen dempning
* Auskultasjon: Sidelike svake respirasjonslyder, stedvis lett forlengelse av ekspirasjon, knatrelyder basalt baktil på venstre side og inspiratorisk gnidningslyd lokalisert til område med knatrelyder
* Over cor høres det regelmessig hjerteaksjon, normale hjertetoner uten bilyder eller andre fremmedlyder.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke tilstander er funnene ved klinisk undersøkelse forenlig med?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Emfysem, ve sidig pleuropneumoni
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Emfysemdiagnose (1 poeng) er svært sannsynlig grunnet tønneformet thorax form, utvidete lungegrenser, hypersonor perkusjonslyder bilateralt og svake respirasjonslyder.
Ve sidig pleuropneumoni (1 poeng) er svært sannsynlig grunnet knatrelyderbasalt baktil på venstre side samt inspiratorisk gnidningslyd lokalisert til område med knatrelyder.
Ve sidig pneumoni gis 0.5 poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Fra forrige vignett:
Ved undersøkelse av thorax og lungene finner du følgende:
* Inspeksjon: Tønneformet thorax form, symmetrisk thorax ekspansjon, ingen inndragning
* Palpasjon: Ingen ømhet, ingen deviasjon av trakea, sidelike thorax ekspansjon og stemmefremitus
* Perkusjon: Hypersonor perkusjonslyder bilateralt, utvidete lungegrenser, ingen dempning
* Auskultasjon: Sidelike svake respirasjonslyder, stedvis lett forlengelse av ekspirasjon, knatrelyder basalt baktil på venstre side og inspiratorisk gnidningslyd lokalisert til område med knatrelyder
* Over cor høres det regelmessig hjerteaksjon, normale hjertetoner uten bilyder eller andre fremmedlyder.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke undersøkelser bør du bestille som ledd i utredning av dine hypoteser etter deloppgave 3?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Blodprøver: Infeksjonsblodprøver som CRP, leukocytter og differensial telling av leukocytter. D -dimer
Mikrobiologiske prøver: blodkulturer x2 for aerob dyrkning, sputum- og nasofarynx sekret prøve til aerob dyrkning, PCR for influenza virus, mycoplasma og chlamydia.
Rtg thorax
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Tentativ diagnose er ve sidig pleuropneumoni. Det er viktig å sannsynliggjøre dette ved tilleggsundersøkelser, og forsøke å identifisere mikrobiologiske agens. Kun følgende undersøkelser anses som relevante og gir poeng:
* Infeksjonsblodprøver som CRP (0.12 poeng) , leukocytter (0.13 poeng) og differensial telling av leukocytter (0.25 poeng) .
* D-dimer ( 0.25 poeng) – D dimer i normal område tilsier lite sannsynlighet for lungeemboli
* Mikrobiologiske prøver: blodkulturer x2 for aerob dyrkning (0.25 poeng), sputum prøver til aerob dyrkning (0.25 poeng), nasofarynx prøver til aerob dyrkning og PCR-undersøkelse (0.25 poeng)
* Rtg thorax (0.5 poeng)
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
<<imgLink "IIAB-2018f-4-A.PNG" 400>>
<<imgLink "IIAB-2018f-4-B.PNG" 400>>
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Nevn 4 unormale funn ved granskningen av rtg thorax undersøkelsen.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
* Dråpeformet hjerte
* Økt retrosternal luft
* Avflatete diafragma kontur
* Løst mettet fortetning basalt baktil ve lunge Hyperinflasjon
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Man får 0.25 poeng per følgende svar, og inntil 1 poeng:
* Dråpeformet hjerte
* Økt retrosternal luft
* Avflatete diafragma kontur
* Løst mettet fortetning basalt baktil ve lunge. Hyperinflasjon
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
<<imgLink "IIAB-2018f-4-C.PNG" 600>>
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Vurder og beskriv spirometri undersøkelse til pasienten i denne kortsvarsoppgaven.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Tilfredsstillende utført undersøkelse. FVC er normal, nedsatt FEV1, FEV/FVC ratio og PEF, samt hengekøye-preget flow -volum kurve. Forenlig med en obstruktiv ventilasjonsinnskrenkning, GOLD stadium III KOLS
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Tilfredsstillende utført undersøkelse - ekspirasjonstid er > 6 s (0.25 poeng)
FVC er normal (0.1 poeng ), nedsatt FEV1 (0.1 poeng ), FEV/FVC ratio(0.1 poeng ) og PEF (0.1 poeng ), samt hengekøy preget flow volum kurve (0.1 poeng ). obstruktiv ventilasjonsinnskrenkning (0.12 poeng ), GOLD stadium III KOLS (0.13 poeng)
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Du er fastlege for en 24 år gammel kvinne. Hun kommer til deg som øyeblikkelig hjelp på fastlegekontoret. Hun merket at hun så litt tåkete på det venstre øyet for noen dager siden, men tenkte ikke så mye over det. I dag oppdaget hun imidlertid at hun så enda dårligere på det venstre øyet, og ringte legen. Hun har hatt litt vondt i det samme øyet en ukes tid, spesielt når hun flytter på blikket. Når hun kommer på kontoret har hun ingen andre smerter og føler seg i fin form.
Du gjør en orienterende nevrologisk undersøkelse som er normal. Du gjør en øyeundersøkelse:
* Visus på høyre øye er 1.25.
* Visus på venstre øye er håndbevegelser ad oculum.
* Yttergrenser ved synsfeltundersøkelse ad modum Donders er normal.
Du undersøker øyemuskelbevegelse og finner nedsatt adduksjon på venstre øye og samtidig nystagmus på høyre øye ved blikk mot høyre. Hun har også smerter i og rundt det venstre øyet når hun beveger øyet. Når du undersøker pupillene er det isokore pupiller. Venstre pupille reagerer tregt på direkte belysning og normalt på indirekte belysning. Du gjør en "swinging-flashlight test", og finner at det foreligger en relativ afferent pupilledefekt (RAPD) på venstre øye.
Det er normal rød refleks. Undersøkelse av fremre segment er normal. Undersøkelse av bakre segment ved oftalmoskopi er normal.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva er mest sannsynlige diagnose? Begrunn kort.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Hos en ung kvinne med denne sykehistorien og slike funn, er det overveiende sannsynlig med en retrobulbær demyeliniserende opticusnevritt.
Begrunnelse:
Symptomer/ sykehistorie som støtter diagnosen: Ensidig synstap som kom ganske raskt (blir ofte verre over flere dager). Ubehag/smerter, som blir verre, eller oppstår ved øyebevegelse. Smertene kommer gjerne i forkant av synssvekkelsen, slik som hos denne pasienten. Ung person (optikusnevritt vanligst mellom 20-45 år). Kvinner er også noe oftere rammet enn menn (kvinne:mann -ratio ved optikusnevritt er 3:2). Denne sykehistorien er ganske klassisk for en optikusnevritt.
Funn som støtter diagnosen:
Relativ afferent pupilledefekt med visus håndbevegelser ad oculum tyder på en lesjon i nervus opticus, eller alvorlig skade av retina/netthinnen,(som sentralarterieokklusjon, sentralveneokklusjon eller stor netthinneløsning). Normal fundoskopi utelukker imidlertid stor retinal skade. Dersom det var en stor netthinneløsning ville en dessuten sett dette som svekkelse i rød refleks, men undersøkelse av rød refleks var normal. Netthinneskade vil heller ikke gi smerter
Pasienten har normale yttergrenser ved undersøkelse av synsfelt ad modum Donders. Synsfeltsutfall er typisk ved optikusnevritt. Det kan være sentralskotom (vil ikke avdekkes hvis en bare tester yttergrenser ved synsfelt ad modum Donders), eller andre typer synsfeltsutfall. Ved iskemisk optikusskade får en ofte horisontale synsfeltsufall, noe som ville gitt innskrenket synsfelt ved undersøkelse ad modum Donders. Yttergrensene ved undersøkelse av synsfelt ad modum Donders vil også være innskrenket ved en stor netthinneløsning.
Visus er svært nedsatt hos denne kvinnen. Visusnedsettelsen hos en pasient med optikusnevritt kan være alt fra nærmest normal visus, til svært nedsatt visus.
Merknad 1: Pasienten har i tillegg en internukleær oftalmoplegi. Dette gir vanligvis dobbeltsyn, men siden pasienten har så dårlig visus på sitt venstre øye, har hun ikke fått dobbeltsyn.
Merknad 2: For å skille mellom skade i synsnerven og netthinnen kunne en undersøkt fargesynet. Ved affeksjon av synsnerven er dette ofte svekket (kan undersøkes med Ishiara fargeplater eller rødt objekt). Dette ble ikke undersøkt hos denne pasienten, og ville nok vært vanskelig på grunn av svært dårlig visus.
Alt i alt peker funnene ved undersøkelsen mot skade av synsnerven. Det kan være ulike årsaker til synsnerveaffeksjon (iskemi, kompresjon, traume, optikusnevritt etc). Smerter ved øyebevegelse er ikke typisk for iskemisk optikusskade, og gir mistanke om inflammasjon av synsnerven, optikusnevritt. Normal fundoskopi innebærer at papillen ser normal ut, det foreligger ikke papilleødem. Det vil si at betennelsen må sitte lenger bak i synsnerven, altså retrobulbær optikusnevritt. Hun har også nedsatt adduksjon på venstre øye og samtidig nystagmus på høyre øye ved blikk mot høyre, altså internuklær oftalmoplegi. Optikusnevritt og internuklær ofalmoplegi (skade i fasciculus longitudinalis mediallis) er begge typisk ved mulitppel sklerose/MS (demyelinserende lidelse).
I sum støtter både sykehistorie og funn opp mot sannsynlig demyelinserende lidelse, og at diagnosen hos denne pasienten er retrobulbær optikusnevritt. Det blir også påvist en internuklær oftalmoplegi.
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<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Riktig svar gir 1 poeng. Hvis studenten grunngir diagnosen med minst tre typiske element fra sykehistorien og/eller funn, gir dette 1 poeng i tillegg (1/3 poeng for hvert element). (Typiske element er skrevet i kursiv i sensorveiledningen, og er ment som en hjelp for sensor.)
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!!Spørsmål {{!!question}} ({{!!points}} poeng)
# Hvordan utføres «swinging-flashlight test» rent praktisk?
# Hvilket funn ved «swinging-flashlight test» vil avdekke en relativ afferent pupilledefekt (RAPD)?
# Forklar kort mekanismen for dette funnet (anatomiske detaljer er ikke påkrevd).
# Forklar hvorfor venstre pupille reagerer normalt på indirekte belysning. Henvis til lysrefleksens baner.
# Hvilken anatomisk del av øyet er vanligvis rammet dersom det foreligger en relativ afferent pupilledefekt (RAPD)?
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<$details class="answer" summary="Svar" state="!!showanswer">
''Punkt 1'': "Swinging-flashlight test" utføres ved at en lyser i vekselsvis høyre og venstre øye. En lyser i det ene øyet i ca. tre sekunder, før en svinger lyset over til det andre øyet. Etter ca. tre nye sekunder svinger en lyset tilbake til det første øyet. Dette gjentas tre-fire ganger, inntil en ser et mønster. (På uketjenesten har studentene blitt lært å si "kurumpa-kurumpa" inni seg, for å få et riktig tempo ved denne undersøkelsen. Ok om de angir dette).
''Punkt 2'': En relativ afferent pupilledefekt (RAPD) vil avdekkes ved at pupillen til øyet med en RAPD ser ut til å utvide seg når en svinger lyset fra det friske øyet og over til øyet med en RAPD. (Dersom en ser etter, vil en se at begge pupillene "vider seg ut" like mye, men i praksis vil en fokusere på det øyet en lyser på.)
''Punkt 3'': Mekanismen for at pupillen med en RAPD ser ut til å vide seg ut når en lyser på dette øyet ved en "swingingflashlight test":
Bakgrunn: Ved "swinging-flashlight test" kan man sammenligne ledningen av synsimpulser i de to synsnervene. Et øye med sykdom i synsnerven, vil lede synsimpulsene dårligere. Pupillene vil derfor trekke seg sammen langsommere, og kun delvis. Det syke/affiserte øyet registrerer fremdeles lys, men i mindre grad enn det friske øyet. Det foreligger en afferent pupilledefekt. (På grunn av at de pupillomotoriske fibrene fra synsnerven krysser i mesencephalon, blir den efferente pupilleresponsen lik på begge øyne. Begge pupiller vil derfor trekke seg sammen like mye/like lite.) Denne forskjellen i reaksjon på direkte lys kan være ganske subtil, og vanskelig å oppdage dersom en ikke direkte sammenligner de to øynene ved å svinge lyset vekselsvis frem og tilbake mellom de to øynene ("swinging-flashlight test"). Når en oppdager den afferente pupilledefekten ved å sammenligne de to øynenes lysrespons ved «swingingflashlight test», benevnes det en relativ afferent pupilledefekt (RAPD).
Riktig svar: Dersom en av øynene har en afferent pupilledefekt, vil pupillene trekker seg sammen i mindre grad (og det virker derfor som de utvider seg!) når lyset svinges fra det friske øyet over til øyet med en afferent pupilledefekt.
Merknad: RAPD kan også observeres dersom begge øynene har nedsatt afferent lysreaksjon, men med asymmetrisk affeksjon. Da vil også pupillene reagere ulikt på lys avhengig av hvilket øye som stimuleres.
''Punkt 4'': Det er normal lysreaksjon i både høyre og venstre øye
ved belysning av venstre øye. (Det er altså normal indirekte lysreaksjon på høyre øye). Forklaringen på dette er at det er normal afferent høyre synsbane inn til hjernestammen (i midthjernen), til første synapse i pretectal nucleus. Fra pretectal nukleus går det fibre frem til både høyre og venstre Edinger Westphal kjerne. Det skjer altså en overkrysning av nervefibre i hjernestammen. Pupillekonstriksjonen starter i Edinger Westphal kjerne, der parasympatiske efferente fibre strekker seg frem til m. constrictor pupillae via ggl. ciliare, og gir lik pupillekonstriksjon på begge øyne.
Merknad: Det skjer også en overkrysning av lysrefleksens baner i chiasma, men det er ikke nødvendig å oppgidette for å få riktig svar.
''Punkt 5'': Den vanligste årsaken til relativ afferent pupilledefekt (RAPD) er skade/sykdom i synsnerven. En RAPD kan imidlertid også ses ved veldig stor skade/sykdom i netthinnen, men riktig svar er synsnerven / nervus opticus, da dette er den vanligste årsaken.
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<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
# Riktig forklaring på utførelsen av «swinging-flashlight test» gir 1 poeng. (Det er nok å angi at en svinger lyset frem og tilbake mellom de to øynene. Det er ikke nødvendig å angi hvor mange sekund en skal lyse på hvert øye).
# Riktig beskrivelse av funnet som avdekker en RAPD ved "swinging-flashlight test" gir 1 poeng.
# Riktig forklaring på mekanismen funnet beskrevet i delsvar 3. gir 1poeng. Avsnittet der det står "riktig svar" er tilstrekkelig for å få 1 poeng.
# Riktig forklaring gir 1 poeng. Svaret må inneholde at lysrefleksens baner kobles i hjernestammen, og at det derfra går friske fibre ut til begge øyne.
# N.opticus/synsnerven som svar på hvilken anatomisk struktur som vanligvis er rammet ved RAPD gir 1 poeng.
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# Hvilke(n) tilstand(er) bør pasienten utredes for?
# Hvilke to andre ikke-oftalmologiske undersøkelser bør gjøres i den videre utredningen?
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<$details class="answer" summary="Svar" state="!!showanswer">
Pasienten bør utredes videre med tanke på MS (eller demyeliniserende lidelse). Hos denne pasienten er det internuklær oftalmoplegi (hjernestammen), og mistanke om optikusnevritt. Det er derfor aktuelt å gjøre MR medulla og MR orbita, i tillegg til MR caput. MR undersøkelsen bør gjøres med kontrast for å avdekke gamle og nye lesjoner (kriteriet for disseminasjon i tid- for å stille en MS diagnose). I tillegg spinalpunksjon.
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<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
# Pasienten bør utredes for MS (eventuelt demyelinserende lidelse): 1 poeng.
# To ikke oftalmologiske undersøkelser:
#* MR undersøkelse: 0.5 poeng (se under hva som kreves for poeng). Her må studenten minst angi MR caput for å få poeng. Fint om studenten også angir MR medulla og MR orbita, men ikke nødvendig for å få poeng. Fint om studenten angir bruk av kontrast, men ikke nødvendig for å få poeng. Dersom studenten angir MR undersøkelse etter MS-protokoll, gir dette også poeng. Dersom studenten angir MR med kontrast er dette også riktig.
#* Spinalpunksjon gir 0.5 poeng.
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!!Spørsmål {{!!question}} ({{!!points}} poeng)
Kan pasienten kjøre bil hjem fra undersøkelsen hos deg? Begrunn svaret.
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<$details class="answer" summary="Svar" state="!!showanswer">
Pasienten kan ikke kjøre bil, heller ikke hjem fra undersøkelsen. Dette er begrunnet i Førerkortforskriften og er på grunn av en plutselig og betydelig visusreduksjon på ett øye (til visus under 0.1).
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<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Riktig svar (kan ikke kjøre bil) gir 1 poeng. Riktig begrunnelse gir 1 poeng.
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!!Vignett
En kvinne på 25 år har kjent astma og bruker Ventoline inhalasjonspulver 4-6 ganger per uke grunnet tung pust. Hun innlegges som øyeblikkelig hjelp pga. akutt innsettende tung pust i forbindelse med løpetur. Ved klinisk undersøkelse er respirasjonsfrekvensen 18/min og ekspiriet forlenget. Ved auskultasjon over lungene høres pipelyder over alle lungeavsnitt.
Arteriell blodgass:
* pO2 7.9 (normalområdet 11-13);
* pCO2 4.9 (normalområdet 4.7-5.5)
* pH 7.37 (normalområdet 7.35-7.45).
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!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilken type respirasjonssvikt er dette?
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<$details class="answer" summary="Svar" state="!!showanswer">
Respirasjonssvikt, type 1
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<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Respirasjonssvikt, type 1
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!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilken medikamentell behandling vil du starte med i akuttmottaket?
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<$details class="answer" summary="Svar" state="!!showanswer">
Beta-2-agonist til inhalasjon på forstøver og steroid peroralt
eller som injeksjon
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<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Beta-2 agonist eller SABA til inhalasjon på forstøver må nevnes for å få poeng (1p), dersom i tillegg steroid tablett eller injeksjon (1p)
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!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke andre tiltak/behandling bør igangsettes i akuttmottaket?
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<$details class="answer" summary="Svar" state="!!showanswer">
Oksygenbehandling
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<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Oksygenbehandling
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!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke tilleggsundersøkelser vil du rekvirere?
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<$details class="answer" summary="Svar" state="!!showanswer">
Rtg thorax (1), infeksjonsstatus med CRP (1)
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<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Rtg thorax (1) og CRP (1)
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!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva er diagnostisk funn ved astma på en spirometriundersøkelse?
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<$details class="answer" summary="Svar" state="!!showanswer">
Positiv spirometri reversibilitetstest (1), minimum 12 % og minimum 200 ml økning i FEV1 etter inhalasjon av beta-2-agonist (1)
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<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Må ha med positiv reversibilitetstest (1), dersom også minimum 12 % (1)
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!!Spørsmål {{!!question}} ({{!!points}} poeng)
Ved mistanke om astma, men normal spirometri, hvilken undersøkelse kan gjøres for å bekrefte/ avkrefte astma diagnosen?
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<$details class="answer" summary="Svar" state="!!showanswer">
Methacholine bronkoprovokasjonstest
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<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Methacholine test eller provokasjonstest (1)
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!!Spørsmål {{!!question}} ({{!!points}} poeng)
Vil du gjøre endringer i hennes faste medisiner? Beskriv i så fall hvilke endringer du vil gjøre.
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<$details class="answer" summary="Svar" state="!!showanswer">
Ja, bør ha inhalasjonssteroid i tillegg til beta-2 agonist Inhalasjonssteroid gir poeng (1)
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!!Vignett
En 72 år gammel kvinne oppsøker sin fastlege på grunn av at hun det siste året har hatt økende plager med smerter i bena. Hun har registrert at smertene kommer når hun går, de er ikke tilstede når hun sitter eller ligger. Smertene er lokalisert til både lår og legger. Smertene i bena er nå av en slik karakter at hun typisk må stoppe opp og ta en pause etter å ha gått 2-300 meter
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!!Spørsmål {{!!question}} ({{!!points}} poeng)
Nevn de to diagnosene du mener mest sannsynlig kan være årsaken til de symptomene hun beskriver i underekstremitetene.
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<$details class="answer" summary="Svar" state="!!showanswer">
Spinal stenose (spinal claudicatio), Aterosklerose (claudicatio intermittens)
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<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Studenten bør ut fra denne sykehistorien først og fremst tenke på spinal stenose (spinal claudicatio) eller aterosklerose (claudicatio intermittens) som årsak til smertene. Bare disse svarene gir riktig poeng og for å få 2 poeng må studenten nevne begge disse diagnosene. Dersom bare en av dem nevnes gis 1 poeng. Spinal stenose og/ eller spinal claudicatio regnes som ett riktig svar. Aterosklerose og/ eller claudicatio intermittens regnes som ett riktig svar.
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Forrige vignett:
En 72 år gammel kvinne oppsøker sin fastlege på grunn av at hun det siste året har hatt økende plager med smerter i bena. Hun har registrert at smertene kommer når hun går, de er ikke tilstede når hun sitter eller ligger. Smertene er lokalisert til både lår og legger. Smertene i bena er nå av en slik karakter at hun typisk må stoppe opp og ta en pause etter å ha gått 2-300 meter
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!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke anamnestiske opplysninger vil være avgjørende for åskille mellom aktuelle diagnoser?
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<$details class="answer" summary="Svar" state="!!showanswer">
# Lindres smertene i bena når du stopper og bøyer deg forover, bøyer ryggen?
# Hjelper det å lene seg forover f.eks over en handlevogn?
# Har du smerter i bena når du sykler?
# Er det mest smerter når du går oppover eller nedover bakke?
# Har du smerter i korsryggen?
# Har pasienten vært røyker?
# Har bena blitt hvite/blå/kalde?
# Har hår på bena blitt borte?
# Har du hatt sår på bena som ikke vil gro?
# Nattesmerter?
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<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Studenten forventes å stille minst ett spørsmål som belyser om pasienten har lindring av smertene i bena ved fleksjon (bøy) av ryggen (smertene lindres ved spinal stenose/spinal claudicatio). Stilles ett spørsmål som belyser dette gis 1 poeng. De 4 første svaralternativene regnes som slike spørsmål.
For å få 2 poeng må studenten svare minst 1 av de 4 første svarene, og minst eller minst ett spørsmål på symptomer som er vanligere ved claudicatio intermittens (spørsmål 7-10).
0.5 poeng for spørsmålet om pasienten har vært røyker er relevant for diagnosen aterosklerose, røyking disponerer for aterosklerose/claudicatio intermittens.
* 1 poeng for minst ett av spørsmål 1-4
* 0.5 poeng for røyking (spørsmål 6)
* 1 poeng for spørsmål 7-10
Spørsmålet om smerter i korsryggen er relevant for spinal stenose, de fleste pasienter med spinal stenose har ryggsmerter og kan trekke opp 0,5 dersom studenten ikke allerede har full skår
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!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke kliniske undersøkelser vil du gjøre for å komme nærmere diagnosen? Forklar kort punkter i undersøkelsen du velger å gjøre
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<$details class="answer" summary="Svar" state="!!showanswer">
* Nevrologisk undersøkelse av underekstremitetene med vurdering av kraft, reflekser, sensibilitet og (Laseques prøve).
* Undersøkelse av sirkulasjon, palpasjon av puls i underekstremitetene (ADP og ATP).
* Hofteundersøkelse
* Ryggundersøkelse
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<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Studenten bør ut fra denne sykehistorien først og fremst tenke på spinal stenose (spinal claudicatio) eller aterosklerose (claudicatio intermittens) som årsak til smertene. For å få 2 poeng må studenten svare både ryggundersøkelse med nevrologisk undersøkelse av underekstremitetene, og undersøkelse av sirkulasjon i underekstremitetene.
Under undersøkelse av rygg og underekstremiteter må det nevnes undersøkelse av rygg (akser og bevegelse) samt kraft, sensibilitet og reflekser for å få 1 poeng. For å få 1 poeng for undersøkelse av sirkulasjon i underekstremitetene må det svares palpasjon av perifer puls. Det kan gis 0,5 poeng for hver av disse undersøkelsene ved ufullstendig beskrivelse.
Det er bra om studentene never hofteundersøkelse, men det gir ikke poeng i seg selv. Ved mangelfull beskrivelse av undersøkelse av rygg og nevrologi kan hofteundersøkelse trekke opp slik at det gis 1 poeng.
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!!Spørsmål {{!!question}} ({{!!points}} poeng)
Symptomene er av en slik art at du blir enig med henne om at det må gjøres videre bildediagnostisk utredning. Hvilken undersøkelse vil du bestille for å avgjøre om symptomene kommer fra ryggen?
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<$details class="answer" summary="Svar" state="!!showanswer">
MR av LS-columna.
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<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
MR er et klart den riktige undersøkelsen for å (CT bare dersom MR ikke kan gjennomføres). Ved mistanke om spinal stenose vil MR være riktig og nødvendig undersøkelse.
Svar MR av LS-columna gir 2 poeng. Ingen andre svar gir poeng
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!!Spørsmål {{!!question}} ({{!!points}} poeng)
Dersom det viser seg at symptomene kommer fra ryggen, hvilken informasjon (kortfattet) vil du gi pasienten om mulighet for behandling av en slik tilstand?
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<$details class="answer" summary="Svar" state="!!showanswer">
Rask progresjon av symptomer eller parese forekommer sjeldent. Symptomatisk behandling av spinal stenose bør utprøves først. Tilstanden kan opereres dersom plagene er så uttalte at pasienten føler at det er nødvendig. Operasjonen går primært ut på å skaffe plass for nervene i ryggmargskanalen, det vil si dekompresjon av lumbale nerverøtter.
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<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Det forventes at studenten kan informere om at tilstanden (spinal stenose) først bør forsøkes behandlet ikke-operativt, f. eks. smertestillende og fysioterapi, eller at pasienten akseptere tilstanden slik den er. Det forventes videre at studenten vet at tilstanden kan opereres med bra resultat om symptomene er så uttalte at pasienten i samråd med legen finner operasjon nødvendig. Det bør nevnes kort at operasjon går ut på å skaffe plass for nerverøttene i ryggmargskanalen/spinalkanalen.
For å få 2,5 poeng må det besvares både at tilstanden bør behandles ikke-operativt i første omgang, og at tilstanden kan opereres dersom symptomene er uttalte.
Dersom det bare gjøres rede for ikke-operativ behandling gis 1 poeng, dersom det bare gjøres rede for operativ behandling gis 1 poeng.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Du ønsker å finne ut mer om effekten av PCSK9-hemmere, en ny gruppe kolesterolsenkende medikamenter. Gjennom litteratursøk finner du en artikkel om effekten av slike medikamenter, og her er et utdrag av artikkelens sammendrag:
<<<
We conducted a randomized, double-blind, placebo-controlled trial involving 27,564 patients with atherosclerotic cardiovascular disease who were receiving statin therapy. Patients were randomly assigned to receive the PCSK9 inhibitor evolocumab or matching placebo. The primary efficacy end point was the composite of cardiovascular death, myocardial infarction, stroke, hospitalization for unstable angina, or coronary revascularization. The median duration of follow-up was 2.2 years. Relative to placebo, evolocumab treatment significantly reduced the risk of the primary end point (1344 patients [9.8%] vs. 1563 patients [11.3%]; hazard ratio (relative risk) 0.85, 95% confidence interval 0.79 to 0.92; P value =0.001).
<<<
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Bruk ''PICO'' til å presentere forskningsspørsmålet som besvares her.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
* P (populasjon/pasient) = statin-behandlede pasienter med kjent (aterosklerotisk) kardiovaskulær sykdom
* I (intervensjon) = PCSK9-hemmeren (-inhibitoren) evolocumab
* C (comparison) = placebo
* O (outcome) = kardiovaskulære hendelser (cardiovascular death, myocardial infarction, stroke, hospitalization for unstable angina, or coronary revascularization)
Har statin-behandlede pasienter med kjent kardiovaskulær sykdom som får PCSK9-hemmeren endret risiko for kardiovaskulære hendelser sammenlignet med dem som får placebo?
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0.5 poeng for hvert rett punkt av P, I, C og O.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva betyr det at relativ risiko var 0.85?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
De som fikk PCSK9-hemmer hadde 15% lavere risiko for det primære endepunktet sammenliknet med dem som fikk placebo.
Alternativ formulering: De som fikk PCSK9-hemmer hadde 0.85 ganger så stor risiko for det primære endepunktet sammenliknet med dem som fikk placebo
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 av alternativene over gir 1 poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Forrige vignett:
Du ønsker å finne ut mer om effekten av PCSK9-hemmere, en ny gruppe kolesterolsenkende medikamenter. Gjennom litteratursøk finner du en artikkel om effekten av slike medikamenter, og her er et utdrag av artikkelens sammendrag:
<<<
We conducted a randomized, double-blind, placebo-controlled trial involving 27,564 patients with atherosclerotic cardiovascular disease who were receiving statin therapy. Patients were randomly assigned to receive the PCSK9 inhibitor evolocumab or matching placebo. The primary efficacy end point was the composite of cardiovascular death, myocardial infarction, stroke, hospitalization for unstable angina, or coronary revascularization. The median duration of follow-up was 2.2 years. Relative to placebo, evolocumab treatment significantly reduced the risk of the primary end point (1344 patients [9.8%] vs. 1563 patients [11.3%]; hazard ratio (relative risk) 0.85, 95% confidence interval 0.79 to 0.92; P value =0.001).
<<<
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke(t) mål på presisjon er oppgitt?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Konfidensintervall. (P-verdi er også delvis rett, men P-verdien påvirkes både av presisjon og av effektstørrelse, så konfidensintervall er et riktigere svar).
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Konfidensintervall gir 1 poeng (uavhengig av om p-verdi også er nevnt).
Bare p-verdi (men ikke konfidensintervall) gir 0.5 poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva betyr det at p-verdien var 0.001?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Resultatene er ikke forenelige med nullhypotesen, som er at risikoen for det primære endepunktet er lik blant dem som får PCSK9-hemmer og dem som får placebo.
Alternativt: Sannsynligheten for å observere en så stor forskjell (eller større) mellom gruppene gitt at nullhypotesen er sann (dvs. at risikoen for det primære endepunktet i virkeligheten er lik blant dem som får PCSK9-hemmer og dem som får placebo), er 0.001.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 av alternativene over gir 1 poeng.
Det gir ikke poeng å hevde at sannsynligheten for nullhypotesen er 0.001 (merk forskjellen fra formulering nr. 2 over, "gitt at nullhypotesen er sann" er noe annet enn "sannsynligheten for nullhypotesen"), eller å hevde at sannsynligheten for at tilfeldigheter forklarer funnene i den konkrete studien, er 0.001.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Studien var randomisert, dobbeltblind og placebokontrollert.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva er fordeler med dette designet, sammenliknet med en kohortstudie?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Randomisering innebærer at konfundere, både kjente og ukjente, vil fordele seg tilfeldig mellom gruppene, slik at en kan trekke slutninger om årsakssammenheng basert på de observerte forskjellene mellom gruppene.
Blinding og placebokontroll reduserer risiko for bias som følge av at studiedeltaker eller –personell agerer eller rapporterer annerledes som følge av at de vet hvilken intervensjon deltakeren får.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 poeng for å angi at randomisering fjerner konfundering.
1 poeng for å angi at blinding og placebokontroll gjøres for å redusere bias
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
PSCK9-hemmere reduserer nivået av LDL-kolesterol, og vil som følge av dette redusere risikoen for kardiovaskulær sykdom.
I denne studien hadde gruppa som fikk PCSK9-hemmer lavere LDL-kolesterolnivå i oppfølgingstida enn gruppa som fikk placebo. Forskerne justerte ikke for deltakernes LDLkolesterolnivå i oppfølgingstida i de statistiske analysene.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Kan du trekke en gyldig konklusjon om PCSK9-hemmerens effekt på det primære endepunktet når slik justering ikke ble gjort? Forklar.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Det at slik justering ikke ble gjort, innebærer at studieresultatet ble korrekt og en gyldig konklusjon kan trekkes. Dersom forfatterne i stedet hadde justert for LDL-kolesterol, ville de ha justert for en mediator og således feilaktig maskert effekten de faktisk var ute etter å finne.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0.5 poeng for å svare at en kan trekke en gyldig konklusjon (studieresultatet er riktig) uten at det justeres for LDL-kolesterol.
0.5 poeng for å forklare at LDL-kolesterol er en mediator og derfor ikke skal justeres for.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Studien ble gjennomført blant voksne i alderen 50-70 år i Danmark, Tyskland og Storbritannia, og det var ikke forskjell i studieresultatene mellom disse landene. Men ingen nordmenn var inkludert i studien
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Anser du studieresultatet som generaliserbart til statinbehandlede nordmenn i alderen 50-70 år med kjent kardiovaskulær sykdom? Og anser du studieresultatet som generaliserbart til norske barn uten kjent kardiovaskulær sykdom? Begrunn vurderingen din.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Resultatet er høyst trolig generaliserbart til statin-behandlede nordmenn i alderen 50-70 år med kjent kardiovaskulær sykdom, for denne gruppen er svært lik deltakerne i studien, og det er ingen biologisk grunn til å tro at nordmenn skulle reagere annerledes på medisinen enn de nasjonalitetene som var inkludert.
Resultatet er ikke generaliserbart til norske barn uten kjent kardiovaskulær sykdom, for i denne gruppen er det primære endepunktet tilnærmet ikke-forekommende (alternativt kan det angis at risikoen for endepunktene er mye lavere, eller at en ikke kan forvente samme patofysiologiske endringer i denne aldersgruppa); det er først i betydelig høyere alder disse endepunktene vil forventes å oppstå.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Resultatet er høyst trolig generaliserbart til statin-behandlede nordmenn i alderen 50-70 år med kjent kardiovaskulær sykdom (0,5 poeng), for denne gruppen er svært lik deltakerne i studien, og det er ingen biologisk grunn til å tro at nordmenn skulle reagere annerledes på medisinen enn de nasjonalitetene som var inkludert (0,5 poeng).
Resultatet er ikke generaliserbart til norske barn uten kjent kardiovaskulær sykdom (0,5 poeng), for i denne gruppen er det primære endepunktet tilnærmet ikke-forekommende (alternativt kan det angis at risikoen for endepunktene er mye lavere, eller at en ikke kan forvente samme patofysiologiske endringer i denne aldersgruppa) (0,5 poeng).
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
I turnustjeneste har du legevakt på ettermiddagen i Rennebu. En erfaren lege er din bakvakt. Kort tid etter vakten starter kommer en pasient du har tilsett noen dager tidligere. Pasienten er en eldre dame som bor alene og som var hos deg pga. lette anginaplager. Hun hadde nylig vært på kontroll på sykehuset og du hadde samstemt hennes legemiddelliste. Pasienten bruker Albyl-E. Pasienten har nå hatt epistaxis på og av siden i dag tidlig. Du tar inn pasienten på legekontoret. Akkurat nå er det ingen blødning.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvordan klassifiseres epistaxis?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Klassifisering etter ''lokalisasjon'': I hovedsak klassifiseres som fremre og bakre blødninger hvor det mest vanlige er fremre blødninger fra locus Kiselbachii ca 90% av alle blødninger. Locus kiselbachii består av anastomoser fra flere små kar (blant annet a ethmodidale anterior og posterior, A sphenopalatina). Bakre blødninger er ofte større blødninger og kommer fra kar i bakre nesekavitet og eller nasofarynx.
Kan også klassifiseres etter ''årsak'':
* erosjon
* fraktur
* neoplasme
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Riktig klassifisering (enten iht lokalisasjon eller årsak) 1 p
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ingen supplerende vignett)
I turnustjeneste har du legevakt på ettermiddagen i Rennebu. En erfaren lege er din bakvakt. Kort tid etter vakten starter kommer en pasient du har tilsett noen dager tidligere. Pasienten er en eldre dame som bor alene og som var hos deg pga. lette anginaplager. Hun hadde nylig vært på kontroll på sykehuset og du hadde samstemt hennes legemiddelliste. Pasienten bruker Albyl-E. Pasienten har nå hatt epistaxis på og av siden i dag tidlig. Du tar inn pasienten på legekontoret. Akkurat nå er det ingen blødning.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Beskriv hvordan du undersøker pasienten.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Jeg tar på frakk, hansker og munnbind med visir, samt beskytter pasientens klær med en duk. Deretter inspiserer jeg i vestibulum nasi. Jeg ser/ser ikke et mulig blødningsfokus på lokus Kiesselbachii. Jeg ser/ser ikke et sannsynlig blødningsfokus på concha inferior eller concha media. Lenger bak i nesen får jeg ikke innsyn.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 ½ poeng for undersøkelsen og ½ poeng for forebygging av blodsøl.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
I forbindelse med manipulasjon i nesen starter blødningen igjen…
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Beskriv hvordan du gir akutt initial behandling til pasienten
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Jeg legger inn en tampong med adrenalin og lokalbedøvelse. Pasienten sitter oppreist med tampongen i 10-15 minutter før tampongen fjernes. Tamponeringsteknikk for å få best mulig kompresjon anlegges ved å legge tampongstrimlen lengst mulig inn i nesen, deretter lagvis tamponering. Alternativt bruker jeg tilgjengelig tampongmateriale fra legevakten innsatt med adrenalin og lokalbedøvelse.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Bedøvelse, adrenalin og sitter oppreist 1p
Tamponering 1p
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Blødningen vedvarer på tross av akutt initial behandling og du greier ikke å identifisere pågående blødning på den mest vanlige lokalisering. Pasienten begynner å bli påvirket og du må forsøke å stanse blødningen på en annen måte. Din bakvakt gir deg utstyret (et foley kateter) og spør deg om du er kjent med prosedyren.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvordan utføres denne prosedyren?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Foley kateteret settes inn med gel og føres bak i epipharynx. Det blåses opp med 7-8 ml væske og kateteret holdes stramt på plass. Fremre tamponade legges sirkulært og lagvis rundt foley kateteret slik at det blir en tett fremre tamponade og en oppnår høyde slik at navlesnorklemmen ikke ligger an mot nesevingen.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Praktisk prosedyre: Foley kateteret settes inn med gel og føres bak i epipharynx. Det blåses opp med 7-8 ml væske. 1p
kateteret holdes stramt på plass. 0,5 p
Fremre tamponade legges sirkulært og lagvis rundt foley kateteret slik at det blir en tett fremre tamponade og en oppnår høyde slik at navlesnorklemmen ikke ligger an mot nesevingen 1,5p
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ingen supplerende vignett)
Blødningen vedvarer på tross av akutt initial behandling og du greier ikke å identifisere pågående blødning på den mest vanlige lokalisering. Pasienten begynner å bli påvirket og du må forsøke å stanse blødningen på en annen måte. Din bakvakt gir deg utstyret (et foley kateter) og spør deg om du er kjent med prosedyren.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke tiltak gjøres videre etter at den overnevnte prosedyren i spørsmål 4 er gjennomført (før konsultasjonen avsluttes)?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Bakre tamponade er smertefullt. Smertelindring er derfor viktig. Ved lang transport bør pasienten få en stor veneflon og vitale parametre må overvåkes. Alle pasienter med bakre tamponade skal legges inn i sykehus/observeres på sykestue el.l. For å vurdere grad av blødning bør man ta en Hb.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Smertelindring 0,5p, henvise sykehus/observere/overvåke vitale parametre 1,5p.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
En 69 år gammel mann kommer til akuttmottaket ved sykehuset etter gradvis økende tungpust fra i går. Han har kjent KOLS. Til vanlig har han funksjonsdyspne ved små/moderate anstrengelser, men ikke i hvile og når han går i svært rolig tempo. Han har nå utviklet hviledyspne og han har fått mer hoste med gulgrønt ekspektorat. Han har feber 38.5ºC.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke differensialdiagnoser overveier du? Nevn fire årsaker (andre enn kols) til akutt dyspne
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Differensialdiagnoser:
* Lungeemboli
* Pneumoni
* Astma
* Pneumothorax
* Akutt bronkitt
* Forverring av interstitielle lungesykdommer
* Hjertesykdom (svikt, infarkt og arytmier)
* Anemi
* Hyperventilasjon.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0.25 poeng pr. årsak til akutt dyspne (maks 1 poeng)
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ingen supplerende vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva forårsaker forverring av kols?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Utløses vanligvis av akutte infeksjoner, der virusinfeksjoner ser ut til å være hyppigere enn bakterielle infeksjoner. Hos noen kan miljøfaktorer som for eksempel økt luftforurensning utøse forverring. Kolonisering med bakterier i de nedre luftveiene er en prediktor for hyppigheten av moderate og alvorlige kolsforverringer. For mange pasienter er årsakene til og mekanismene ved forverringene ukjent
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0.5 for infeksjonsutløst kols forverring (bakterier og virus) og 0.5 poeng for miljø/annet/ukjent (maks 1 poeng)
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Du tar en blodgass på romluft i mottakelsen som viser følgende verdier:
* pH 7.28 (normalområdet 7,35 – 7,45),
* ~PaO2 5.0 kPa (normalområdet 11.0-14.4)
* ~PaCO2 11.2 kPa (normalområdet 4,5 – 5,7)
* O2-metning 63.1% (normalt over 95%)
* Bikarbonat 39 (normalt 22-26)
* BE 8,6 (normalområdet – 3 til +3).
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilken type respirasjonssvikt foreligger?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Her foreligger en respiratorisk acidose (høy ~PaCO2 og acidotisk pH < 7.35) og lav ~PaO2, dvs respirasjonssvikt type 2. Den lave pH tyder på en akutt, ikke – kompensert situasjon. Samtidig er BE så høy som 8,6, noe som tyder på at der fra før har foregått en kompensasjon over tid, og at han derfor forut for denne forverrelsen har en kronisk respirasjonssvikt med metabolsk kompensasjon i bunnen. Altså foreligger akutt-på-kronisk respiratorisk acidose.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0.5 poeng for type 2 respirasjonssvikt og 0.5 for akutt på kronisk (høy bikarbonat/BE)
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ingen supplerende vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke hovedtyper deler man vanligvis respirasjonssvikt inn i?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
* hypoksisk respirasjonssvikt ofte betegnet som type 1
* hyperkapnisk respirasjonssvikt ofte betegnet som type 2
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0.5 poeng for hypoksisk respirasjonssvikt og betegnet som type 1 og 0.5 poeng for hyperkapnisk respirasjonssvikt ofte betegnet som type 2
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ingen supplerende vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Gi en patofysiologisk inndeling i årsaker til hypoksemisk respirasjonssvikt
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Patofysiologisk inndeling:
# ventilasjons-/perfusjonsforstyrrelser
# shunt
# nedsatt diffusjon
# hypoventilasjon
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0.5 p pr riktig svar, maks 0.5 x 4= 2p
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ingen supplerende vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke supplerende (ikke-kliniske) undersøkelser vil du rekvirere i første omgang?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
* Hb tas alltid, viktig å vite om der foreligger anemi som vil gi ytterligere problem med oksygeneringen.
* Videre viktig å få kartlagt om han har tegn på bakteriell infeksjon, ta CRP, hvite med differensialtelling.
* Elektrolytter (Na, K) og kreatinin er rutineprøver som alltid tas i denne situasjonen.
* D – dimer synes ikke jeg er direkte indisert her (ikke spesielt sterk embolimistanke, stor sannsynlighet for forhøyet D – dimer uansett).
* Rtg thorax: Obs tegn til infeksjon/fortetning, pneumothorax, annet), dvs utløsende/kompliserende forhold med tanke på denne forverringen.
* EKG.
* Mikrobiologisk diagnostikk, blodkulturer, dyrkning av ekspektorat.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 poeng for blodprøver med begrunnelse, 0.5 for rtg thorax og 0.5 for mikrobiologisk diagnostikk.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Ut fra sykehistorie og undersøkelser mistenker du at pasienten har en KOLS eksaserbasjon.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilken behandling vil du starte (medikamentell og ikke-medikamentell)?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Bronkodilaterende behandling på forstøver (beta2-stimulator som f. eks ventoline og anticholinerg behandling på forstøver som f. eks atrovent).
Steroider, og da er det greit å gi prednisolon 30 – 40 mg per os pga rask og nærmest fullstendig absorbsjon ved denne adminstrasjonsmåten. Evt gi ~SoluMedrol 30 – 40 mg intravenøst dersom der er grunner som taler mot peroral administrasjon.
Antibiotika, han er klinisk påvirket, har feber og purulent ekspekorat da rimelig å starte med et gram-negativt preparat her, f. eks Ampicillin (Pentrexyl), dersom han klinisk vurderes som dårlig f. eks 2. el 3. generasjons cefalosporin.
Vurdere væsketilførsel.
Der foreligger kritisk lav ~PaO2, noe som normalt gjør at oksygentilførsel er absolutt nødvendig, men oksygen må da gis forsiktig (initialt f. eks 1 liter på nese-brillekateter). Dette siden denne pasienten har kronisk respirasjonssvikt type 2 og er tilvendt forhøyet ~PaCO2 slik at fall i ~PaO2 blir viktig for å drive ventilasjonen her. Ukritisk tilførsel av ~PaO2 vil kunne ta bort «driven» som hypoksemi blir i denne situasjonen.
Så metabolsk sur som denne personen er foreligger imidlertid indikasjon for non-invasiv ventilasjonsstøtte (NIV) med ~BiPAP (ved pH < 7,35) slik at i denne situasjonen vil NIV gis framfor oksygentilførsel alene uten NIV.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0.5 p for antiobstruktiv behandling (forstøver+prednisolon), 0.5p for antibiotika, 0,5p for oksygenbehandling og 0.5 for NIV.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Legemidler som inneholder kombinasjonen paracetamol og kodein, som for eksempel Pinex forte® (500 mg paracetamol og 30 mg kodein) og Paralgin forte® (400 mg paracetamol og 30 mg kodein), er svært populære her til lands. Forbruket har de siste årene vært stabilt rundt 10 definerte døgndoser per 1000 innbyggere per døgn.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Forklar svært kortfattet paracetamols virkningsmekanisme
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
''Ukjent'' (1 poeng). Det er lov å tenke litt høyt rundt diverse foreslåtte mekanismer (COX-3, interferens med cannabinoidsystemet etc.), men usikkerheten er hovedpoenget – og MÅ med.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Ukjent (1 poeng)
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ingen supplerende vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva heter paracetamols to kvantitativt dominerende inaktive metabolitter?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Paracetamol-glukuronid og paracetamol-sulfat
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0.5 poeng for hver av de to metabolittene. Ingen andre alternativer godtas.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ingen supplerende vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvor lang er paracetamols halveringstid?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
2-3 timer
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Man må være «innenfor» (1-3 timer, 3-4 timer etc.) for å få poenget, for store spenn (som 2-8 timer) godtas heller ikke
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Paracetamol har en potensielt toksisk metabolitt som heter Nacetyl-p-benzoquinon-imin, forkortet NAPQI. NAPQI dannes av et alkoholinduserbart isoenzym i cytokrom P-450-familien, og kan utøve potensielt livstruende toksisitet ved å binde seg til makromolekyler i leverceller og derved føre til hepatocellulær nekrose. Det finnes en «motgift» som – forutsatt at den gis tidsnok – kan forebygge eller hindre slik leverskade.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva heter det NAPQI-dannende isoenzymet, og hva heter motgiften?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Det NAPQI-dannende isoenzymet heter CYP2E1 og motgiften heter N-acetylcystein (NAC).
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1,5 poeng totalt, 0,5 poeng for riktig svar på isoenzymet og 1 poeng for riktig svar på motgiften. Ingen andre alternativer godtas.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Kodein er et såkalt prodrug. Dette innebærer at det må metaboliseres til aktivt stoff for å utøve effekt.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva heter de to aktive kodeinmetabolittene?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Kodeins aktive metabolitter heter morfin og morfin-6-glukuronid
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0.5 poeng for hvert riktige svar, ingen andre alternativer godtas.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ingen supplerende vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Nevn de viktigste bivirkningene etter inntak av kodein.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Respirasjonsdepresjon, obstipasjon, eufori (dysfori)/rus, sedasjon, hostestilling/sekretstagnasjon, emese, miose, kardilatasjon/blodtrykksfall, galleveisdyskinesi, urinretensjon, hudkløe/rødming.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Respirasjonsdepresjon og obstipasjon gir 1 poeng hver, de andre bivirkningene gir 0,5 poeng hver, men maksimum 1 poeng. Hvis ikke respirasjonsdepresjon og obstipasjon er nevnt gis det altså maximum 1 poeng. «Like» bivirkninger (kvalme + oppkast etc.) regnes poengmessig som én bivirkning.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Den metabolske bioaktiveringen av kodein er avhengig av et polymorft enzym.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva heter enzymet, og hvor vanlig er forekomsten av de forskjellige variantene av enzymet i en etnisk norsk befolkning?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Enzymet heter CYP2D6. Forekomsten er: 7% PM (langsomme metabolisører), 90% EM (raske metabolisører, kan eventuelt fordeles på 35 % intermediære metabolisører, også kalt heterozygot raske metabolisører, og 55 % homozygot raske metabolisører, men dette kreves ikke for poeng), og 2-4% UM (ultraraske metabolisører).
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0,5 poeng for CYP2D6 (ingen andre riktige svar her), 1 poeng for (noenlunde) korrekt fordeling av enzymaktivitet.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
En 75 år gammel kvinne henvises til deg på Karkirurgisk poliklinikk for hevelse i bena. Hun sluttet å røyke for mange år siden, er frisk så vidt hun vet og mener hun er normalt sprek for alderen. Hun har hatt tyngdefølelse i bena i flere år og noe hevelse, men synes kanskje det har blitt noe mer plagsomt det siste året. Ved undersøkelse ser du at begge ben er hovne, men høyre mer enn venstre.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Nevn minst 4 mulige sykdomstilstander som kan gi hovne ben hos denne pasienten?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Venøs insuffisiens. Lymfødem. Lipødem. Hjertesvikt. Nyresvikt. DVT
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0,25 poeng for hver av følgende:
* Venøs insuffisiens (men det skal ikke gies poeng for varicer, som er et tegn på venøs insuffisiens)
* Hjertesvikt
* Nyresvikt
* Lymfødem
* Lipødem
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Ved klinisk undersøkelse ser du varicer medialt på begge lår. Pasienten bemerker at disse oppstod under sist svangerskap for 40 år siden. Det er hudforandringer distalt på begge legger med noe pigmentering, men ingen tegn til sår.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva er mest sannsynlig diagnose? Forklar hvorfor
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Primær overfladisk venøs insuffisiens. Pasienten bruker ingen medisiner, synes selv hun er sprek og har hatt relativt uendret hevelse i bena i flere år. Dette tyder på at det ikke er annen underliggende årsak, som hjerte- eller nyresvikt. Hun har sykehistorie med debut av varicer etter svangerskap og klinisk funn forenelig med overfladisk primær venøs insuffisiens. Dette er derfor den mest sannsynlige diagnosen. Det er heller ingen opplysninger i sykehistorien om tidligere DVT eller kliniske funn som sikkert peker mot dyp venøs insuffisiens.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Primær overfladisk venøs insuffisiens. (2 poeng)
Venøs insuffisiens. (1 poeng)
I begge tilfeller bør studenten inkludere debut av varicer, varighet av plagene og resonnere rundt hvorfor dette ikke er dyp venøs insuffisiens for å få poeng.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ingen supplerende vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
I hvilket spesifikt anatomisk område antar du at problemet sitter og hvordan har det oppstått? Forklar hvordan du resonnerer ut fra de opplysninger du har i sykehistorien.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Ved venøs insuffisiens er primær overfladisk venøs insuffisiens vanligst. Videre er det beskrevet i teksten at varicer er lokalisert i vena saphena magnas forløp (medialt på begge lår) som er den vanligste affiserte venen ved overfladisk venøs insuffisiens. Det er ingen opplysninger i teksten som tyder på insuffisiens i det dype systemet, verken hva angår tidligere sykehistorie (DVT med utvikling av posttrombotisk syndrom) eller plager som da ofte er mer uttalte med f.eks venøse sår. Det dype venøse systemet transporterer den største mengde venøst blod, og nedsatt transportevne her vil derfor gi de mest uttalte plagene.
Vanligste årsak til utvikling av venøs insuffisiens og varicer er genetisk predisposisjon. Debut under svangerskap er vanlig grunnet hormonelle faktorer samt økt mottrykk mot venøs retur i bekkenet. Eldre har mindre elastiske fibrer i veneveggen og er mer utsatt for dilatasjon av vener. Faktorer som bør nevnes av studenten er: -Venøs refluks grunnet veneklaffesvikt. Svekkelse og dilatasjon av venevegg. Økt hydrostatisk trykk mot veneveggen. Siv fra kapillærer som gir hevelse.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Vena saphena magna /VSM (3 poeng).
Det overfladiske venøse systemet (1 poeng).
I begge tilfeller må studenten ha nevnt klaffesvikt, dilatasjon av venevegg og økt trykk for poenggiving. Graviditeten og pasientens alder bør også kommenteres for full poenggiving.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ingen supplerende vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilken undersøkelse gjør du for å bekrefte din tentative diagnose?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Duplex/UL av underekstremitetsvener er eneste riktige svar. Alle pasienter som utredes for venøs insuffisiens skal undersøkes med ultralyd av underekstremitetsvener, hvor fargekoding og spektraldoppler inngår. Denne vurdering gjøres sammen bruk av trykkmansjett på leggen som gir en oppadrettet blodstrøm. Når mansjetten desuffleres kan man si noe om refluks av venøst blod tilbake forbi veneklaffer, hvor reflukstid over 0.5 s ansees for å være patologisk og tyder på klaffesvikt. Man vurderer både det overfladiske og det dype venøse systemet for å avgjøre hvor det er insuffisient.
I eldre lærebøker nevnes klinisk undersøkelser som Perthes og Trendelenburg test. Disse har lav sensitivitet og bør ikke lenger brukes i diagnostikk.
CT-/MR venografi har ingen plass i primær utredning, men om man har funn på ultralyd som er inkonklusive og tydende på patologi i det dype systemet supplerer man med dette.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Duplex/UL (1 poeng)
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ingen supplerende vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke behandlingsalternativer finnes og hva anbefaler du denne pasienten? Forklar hvorfor.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Kompresjonsstrømper klasse II (ved hevelse) eller III (ved sår, posttrombotisk syndrom eller dyp venøs insuffisens av andre årsaker) er primær behandling for venøs insuffisiens.
CEAP-klassifikasjon brukes til å vurdere alvorlighetsgraden av venøs insuffisiens. C -inndeling (clinical classification) brukes også for å vurdere om pasienten kvalifiserer for operativ behandling i det offentlig helsevesen. Denne pasienten har venøs sykdom tilsvarende C3 (ødem) og vil ved behov tilbyes operativ behandling. Førstevalget er da endovenøs behandling med laser eller radiofrekvensablasjon i dette tilfellet av vena saphena magna. Dette gjøres poliklinisk i lokal bedøvelse. Hos pasienter hvor det anatomisk ikke ligger til rette for endovenøs behandling (veldig overfladisk forløpende og/eller slynget vene) kan åpen kirurgi med stripping av vena saphena magna utføres.
Det er ingen opplysning om at pasienten har forsøkt behandling med kompresjonsstrømper tidligere. Det er ingen grunn til operativ behandling om hun har god effekt av og tolererer behandling med kompresjon.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Studenten må ha kunnskap om kompresjonsbehandling og at det finnes grader av dette. Studenten må vite at det finnes to operative alternativ: endovenøs og åpen kirurgi. Hos denne pasienten er rett behandling kompresjonsstrømper klasse II (evnt bare kompresjonstrømper). Alle disse faktorer bør med for 3 poeng.
Nevnes kun kompresjonsbehandling og operativ behandling uten spesifisering gies 1 poeng.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
En 32 år gammel kvinne sitter i kassen på en Kiwi-butikk når hun merker at det utvikler seg en økende nummenhet i høyre arm. Noen minutter senere oppdager hun at hun ikke klarer å snakke klart til kunden som står foran henne. Selv om hun prøver flere ganger blir det bare uforståelige ord. Noen varer som hun skal scanne glipper ut av høyrehånden hennes. Hun ser fortvilet på kunden, en pensjonert lærer som bor like ved. Han minnes å ha sett en TV-reklame om noe slikt som dette.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke symptomer tror du kunden har hørt om, og hva bør kunden gjøre i denne situasjonen?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
# Kunden bør ringe 113 fordi dette er symptomer som kan tyde på hjerneslag
# Det har vært flere opplysningskampanjer om dette:
#* Luftambulansens ''SOS''-symptomer: ''S''mile - ''o''ver hodet – ''s''nakke
#* Helsedirektoratets kampanje: Løfte, smile, prate.
#* Internasjonalt bruker vi oftest ''FAST''-symptomene: ''F''ace, ''A''rm, ''S''peech, ''T''ime
#** Oversatt til norsk: ''F''jes, ''A''rm, ''S''pråk, ''T''ale/''T''id
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0.5p for hvert riktige delspørsmål
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Bare 20 minutter senere befinner hun seg i nærmeste akuttmottak. I ambulansen er blodtrykket målt til 145/95, puls 90 regelmessig. Sykepleierne rapporterer at pasienten er afebril og at blodprøver er tatt.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke kliniske og supplerende undersøkelser er det viktig å gjøre nå, og hvorfor?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Ved mistanke om hjerneslag er det bildediagnostikk som haster mest. Det skal så raskt som mulig gjøres CT caput. Målet med undersøkelsen er å utelukke akutt hjerneblødning (lett å se, et hematom utgjør et hvitt område i det ellers grå hjerneparenkymet på CT). Det er også nødvendig å se etter hypodense områder som kan tale for et noe eldre hjerneslag (dette kan man se etter noen få timer), og eventuelt differensialdiagnoser som hjernesvulst.
I tillegg må det gjøres en målrettet nevrologisk status med vekt på funksjonsvurdering for å kartlegge eventuelle nevrologiske utfall. Dette graderer vi vanligvis ved hjelp av NIHSS-skalaen.
Oppgaven spør ikke om dette, men det er også viktig å avklare anamnestiske faktorer som medfører at trombolyse er kontraindisert:
* Tidligere hjerneblødning, kjent AVM,
* Økt blødningsrisiko: antikoagulasjon med INR >1.7, NOAK siste 48 timer, heparin/klexane siste 24t, større kirurgi siste 2-3 uker, øsofagusvariser, kjent ulcus, alvorlig leversyk, spinalpunksjon siste døgn
* Svær hypertensjon
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0.5 for CT; 0.5 for klinisk nevrologisk status, og 0.5p tildeles svar som (kort) konkretiserer formålet eller presiserer funn man er spesielt ute etter å påvise eller utelukke på hver av disse (totalt 1p)
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Pasienten får en infusjon. En halvtime senere er nummenheten i armen gått tilbake og talen er blitt mye tydeligere. Hun kan fortelle at hun også har hatt synsforstyrrelser oppad i høyre synsfelt, men at det nesten er borte nå. Men hun har hodepine og er litt kvalm.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Nevn minst to differensialdiagnoser ut fra det vi nå vet. Var behandlingen effektiv?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Hjerneslag, TIA-anfall og migreneanfall.
Et eventuelt hjerneslag kan ha blitt kupert av behandlingen. Et TIA-anfall kan ha gått tilbake spontant, evt. som følge av behandlingen. Et migreneanfall (komplisert migrene/migraine accompagne) kan ha gått over og skapt en illusjon av effektiv terapi.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0.5p for hver fornuftige diff.diagnose som nevnes (opp til 1p). 1p for betraktning rundt hvorvidt behandlingen var effektiv sett i lys av de foreslåtte diff.diagnoser.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Kvinnen overnatter på sykehuset. Neste dag har hun fortsatt hodepine, men er ellers i god form. Rutinemessig blir det gjort EKG og ekko cor, begge med normalt resultat. Det gjøres også MR-undersøkelse med bl.a. diffusjonsvektede bilder. Diffusjonsforandringer sees ikke. Derimot beskrives bildene med uvanlig mange hvitsubstanslesjoner for alderen.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Nevn minst 3 mulige årsaker til at det foreligger flere hvitsubstanslesjoner enn normalt hos denne pasienten.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Generelt skal ikke en 32 år gammel kvinne ha mer enn maksimalt en håndfull hvitsubstanslesjoner (tommelfingerregel: 1 hvitsubstanslesjon for hvert 10. leveår).
Migrenepasienter kan ha flere hvitsubstanslesjoner enn normalbefolkningen.
Hypertensjon er en viktig risikofaktor for hjerneslag. Ved langvarig hypertensjon oppstår det et økt antall hvitsubstanslesjoner. Dette kan derfor være en aktuell årsak hos denne pasienten. Men MR-forandringer som følge av hypertensjon er på den annen side nokså uvanlige i denne aldersgruppen.
Multippel sklerose er en annen viktig årsak til hvitsubstanslesjoner i denne aldersgruppen.
Distribusjonen av lesjonene er ulik ved MS og ved hypertensjon, og dette kan bidra til differensialdiagnostikken.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0.5p per årsak (MS gir ikke poeng) opp til 1 poeng. De vanligste: Migrene og tilstander med småkarssykdom/vaskulære risikofaktorer (hypertensjon, diabetes, røyking).
Følgende forventes ikke at studenten skal kunne, men taes med i sensorveiledningen i tilfelle noen foreslår de:
* Sjeldne, men mulig, og gir poeng: NMO, ADEM, Lyme, SLE
* Sjeldne, og passer ikke med beskrevet pasient/bildefunn, skal ikke gi poeng: PML, PRES, CADASIL, MELAS, Susac, CNS Lymfom, vaskulitt (ikke diffusjonsforandringer(altså ikke fersk ischemi som forventet ved vaskulitt))
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Ved utredningen forteller pasienten at en tante har MS, mens to av besteforeldrene døde av kreft. Hun har hatt litt høyt blodtrykk, men ikke slik at fastlegen har villet behandle henne.
For tre år siden hadde hun en periode hvor hun var litt svimmel, og mens hun gikk på videregående skole hadde hun en del migrene. Ellers er hun tidligere frisk. På grunn av tantens sykdom og informasjon om MR-funnet er hun nå blitt veldig bekymret for at hun kan ha MS.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Drøft om det er indikasjon for MS-utredning i denne situasjonen
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
# MS-sykdom i familien medfører en viss risikoøkning
# Den tidligere svimmelhetsepisoden kan ha representert et symptom på MS, og slik gi økt mistanke om sykdommen.
# MS defineres ved hendelser i CNS adskilt i tid og lokalisasjon. Her er det uklart om det har vært mer enn en episode (svimmelhet), da migrene er sannsynlig årsak til aktuelle hendelse. Det er derfor ikke uten videre anamnestisk grunnlag for å stille diagnosen.
# Det er ikke opplysning om utbredelsesmønsteret eller lokaliseringen av hvitsubstanslesjonene på MR-bildene. Hvordan lesjonene er utbredt kan gi viktig informasjon og gjøre MS som årsak mer eller mindre sannsynlig.
# Pasientens engstelse kan i mange tilfeller i seg selv tilsi at man bør avklare saken.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
En drøfting som inneholder minst 2 av poengene ovenfor gir 1p. Tillegg 0.5p for flere relevante drøftingspunkter. Ytterligere 0.5p for utvist god forståelse i resonneringen.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke undersøkelser er sentrale i utredningen av MS?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
# Klinisk nevrologisk status (for å påvise utfall knyttet til sentralnervesystemet)
# MR caput og medulla spinalis (påvisning av hvitsubstanslesjoner med typisk utbredelse og utseende)
# Spinalvæskeundersøkelse (påvisning av økt antall leukocytter som tegn på inflammasjon, og påvisning av oligoklonale bånd som tegn på immunreaksjon med IgG-syntese i CNS)
# Klinisk nevrofysiologiske undersøkelser (som VEP, SEP og BAER)
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0.5p for hhv. klinisk status, MR caput og medulla, og spinalvæskeundersøkelser, i alt 1.5p. 0.5p for ytterligere punkter, eller hvis studenten viser god forståelse gjennom detaljerte svar (tilsvarende det som står i parentes i svarforslaget).
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
En mann i 60 årene oppsøkte sin fastlege pga. at han hadde registrert at hans avføring var blitt så mørk de siste ukene. Ved rektal eksplorasjon ble det verifisert mørk avføring og det ble påvist blod i den.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva kalles det 1) å kaste opp friskt blod eller kaffegrutlignende oppkast og hva kalles det å ha 2) tynn, tjærefarget og illeluktende avføring?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
# Hematemese
# Melena
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Hvert delsvar gir 0.5 p.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Fra forrige vignett:
En mann i 60 årene oppsøkte sin fastlege pga. at han hadde registrert at hans avføring var blitt så mørk de siste ukene. Ved rektal eksplorasjon ble det verifisert mørk avføring og det ble påvist blod i den.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke årsaker fra nedre gastrointestinaltraktus kan være årsak til blodig avføring hos denne pasienten? (Hvert delsvar 0.5 p, maks 2 p.)
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Blant de mer vanlige årsaker kan nevnes: adenomatøse kolonpolypper (tubulært, tubulovilløst og villøst adenom), kolorektal kanser, angiodysplasi (også kalt vaskulære ektasier eller arteriovenøs malformasjon), divertikulose, iskemisk kolitt, ulcerøs kolitt, infeksiøs kolitt, Mb. Crohn, hemorider, medikamentell tarmblødning
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Hvert delsvar 0.5 p, maks. 2 p (for adenomatøse polypper gis det bare poeng for en av typene (tubulært, tubulovilløst og villøst)). Følgende diagnoser bør være med: kolorektalt karsinom, inflammatorisk tarmsykdom og karlesjon
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Pasienten ble koloskopert uten at det ble observert patologi. Han ble derfor også gastroskopert, og det ble da påvist en ulcerende tumor på majorsiden, diameter 3.5 cm, biopsier herfra viste et adenokarsinom.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke typer adenokarsinomer er vanligst i ventrikkel og hvilken type er det mest sannsynlig foreligger her? Begrunn svaret
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Laurens klassifikasjon av adenokarsinomer i ventrikkel er vel utbredt og det som er undervist: adenokarsinomer av intestinal og diffus type.
Det er den intestinale typen som mest sannsynlig foreligger her pga. at det makroskopisk er en ulcererende tumor. Den diffuse typen infiltrerer diffust i ventrikkelveggen, gjerne i form av signetringceller, og induserer en desmoplasi som gjør veggen fibrøst fortykket og stiv, derav navnet linitis plastica ("lærflaske"-ventrikkel).
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Det gis 0.5 p for hhv. adenokarsinom av intestinal og diffus type.
Videre gis det 0.5 p for at det er intestinal type som mest sannsynlig foreligger og 0.5 p for begrunnelsen.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Fra forrige vignett:
Pasienten ble koloskopert uten at det ble observert patologi. Han ble derfor også gastroskopert, og det ble da påvist en ulcerende tumor på majorsiden, diameter 3.5 cm, biopsier herfra viste et adenokarsinom.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke andre typer maligne svulster i ventrikkelen kan være mulige differensialdiagnoser om det ennå ikke hadde foreligget noe histologisk svar?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Gastrointestinal-stromal tumor (GIST), sarkom, malignt lymfom, metastase.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0.5 p for hvert delsvar, maks. 1 p
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke usikkerhetsmomenter foreligger når man skal vurdere svar på biopsier tatt i eller ved en ulcerasjon som viser irregulært epitel?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Biopsier tatt nær en ulcerasjon kan vise irregulært epitel som kan være vanskelig å vurdere med sikkerhet om er reaktivt som en følge av ulcerasjonen eller representerer et malignt epitel, dvs. dysplasi/karsinom. Videre trenger ikke biopsien være representativ, slik at man kan få et falskt negativt svar.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Maligne svulster i ventrikkelen kan infiltrere og metastasere på ulike
måter.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Gjør kort rede for spredningsmønstre for ventrikkelkarsinomer.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
# Hematogen spredning via v. portae til lever
# Lymfogen spredning, først til regionale lymfeknuter, så evt. via ductus thoracicus til lymfeknuter i fossa supraclav. sin. (her med evt. Virchoffs glandel)
# Gjennomvekst av serosa og spredning ut i abdomen til andre organer (abdominal karsinomatose) (andre tarmavsnitt, oment osv. (hos kvinner til ovarier, såkalt Krukenberg tumor) og samt direkte innvekst i naboorganer (omentum majus, omentus minus, pancreas, duodenum).
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 p for hvert delsvar
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Ragnhild er 68 år og har følt seg slappere siste par måneder, spesielt ved gange i motbakke/motvind. Hun er også plaget med hjertebank. Det blir derfor mye stillesitting. I de siste dagene har hun notert et prikkformet utslett på bena som du mistenker at er petekkialt.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke blodprøver trengs for å vurdere om benmargen fungerer? Angi maksimalt 4 enkeltanalyser
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Hemoglobin, trombocytter, granulocytter. Retikulocytter. Leukocytter og differensialtelling
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Hemoglobin, granulocytter, og trombocytter gir 1 poeng hver. Maksimalt 3 poeng
Retikulocyttall, leukocytter og differensialtelling er ikke helt feil heller og gir 0.5 p hver opp til max 3 poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilken blodprøve kan bidra til din vurdering av benmargsfunksjonen i erytropoesen?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Retikulocytt-tallet
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Retikulocytt-tallet 1p
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Kan du tenke deg benigne benmargslidelser som årsaker til lav Hb, lave granulocytter og lave trombocytter samtidig?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Mangel av B12, folat. Aplastisk anemi. Legemiddelbivirkning. Arvelige benmargssviktssyndromer
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1p for hvert alternativ maksimalt 2 poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Om man har mistanke om malign lidelse bør man gjøre en benmargsundersøkelse.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Diagnosen akutt leukemi baseres på andel blaster.
# Angi minste prosentandel blaster for diagnosen akutt leukemi.
# Foruten mikroskopi benytter man ofte en annen teknikk for å skille på om blastene er lymfatiske eller myeloide. Hvilken?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
# 20%
# Flowcytometri
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
# Angivelse 20%-30% gir 1 poeng
# Flowcytometri 1p
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
En annen pasient har fått utført utført den cytogenetiske undersøkelsen karyotypering (også kalt G-banding, dvs inspeksjon kromosomene i 20 metafaser) for karakterisere sin antatte akutte myelogene leukemi. Der finner man translokasjon mellom kromosom 15 og 17, såkalt t(15:17).
Tumorcellene har uttalt blokkering sitt differensieringsprogram, karakteriseres av uttalt blødningstendens pga hyperfibrinolyse og skal i tillegg til cytostatikabehandling behandles med høye doser vitamin A (retin-syre eller ATRA). Akutt behandling og rask diagnose angis som spesielt viktig ved denne typen AML
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilken diagnose er mest sannsynlig?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Akutt promyelocyttleukemi APL
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Synonymene akutt promyelocyttleukemi, APL eller AML-M3 gir alle det maksimale 1p
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Ragnhild får cytostatikabehandling for sin akutte leukemi og blir deretter benmargstransplantert med søster som stamcelledonor.
Ragnhild utvikler et rødprikket utslett og betydelig diare, noe legen behandler med corticosteroider i høy dose og andre sterke midler og forklarer som en avstøtningsreaksjon.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva heter komplikasjonen Ragnhild har fått på fagspråk?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Graft vs host disease (eng)/Transplantat mot vertssykdom (no)
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
GVHD 1p
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
En 74 år gammel mann fra Glomfjord er på juleferie hos sin datter og innlegges grunnet dyspne i sykehuset du er turnuslege på vakt i mottak. Han sier at han hadde hjerteinfarkt for 3 år siden og ble da utskrevet etter 3 dager uten komplikasjoner. Han har ellers vært frisk, men grunnet hofteplager har han vært lite aktiv de siste årene. Han har ikke bedrevet trening eller harde anstrengelser i senere tid. Dyspneen har utviklet seg over uker.
EKG fra mottak:
<<imgLink "IIAB-2019f-4.PNG" 600>>
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Beskriv EKG-funn som gjør det mer eller mindre sannsynlig at pasienten har hatt et tidligere hjerteinfarkt?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
EKG viser Q-takk i avledning II, III og aVF. Det er derfor sannsynlig at pasienten har gjennomgått et nedreveggsinfarkt tidligere. For øvrig noe uspesifikke EKG forandringer med T-inversjon i V5-V6.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 poeng for beskrivelse av Q-takkene i nedveggsavledningene og 1 poeng for å sannsynliggjøre tidligere hjerteinfarkt. Øvrige EKG-funn gir ikke poeng.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Ved klinisk undersøkelse finner du pitting-ødemer på føtter, ankler og legger og ved auskultasjon hører du en nokså tydelig holosystolisk bilyd, med blåsende karakter. Du finner at bilyden er tydeligst ved apex og du synes også at du hører en kort, svak lyd ganske tidlig i diastolen. Du mistenker mitrallekkasje.
* Blodtrykk er 120/80
* Puls 86, regelmessig
* Temperatur 37,3 grader målt rektalt
* Respirasjonsfrekvens 17 per minutt
* Saturasjon 95% uten oksygentilførsel
* Hemoglobin 11,7 (referanse 13,4-17,0) g/dl
* Leukocytter 6,0x109 /L (referanse 4,1-9,8x109/L)
* CRP 8 (referanse <5) mg/L.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Angi de mest sannsynlige årsakene til mitrallekkasje hos pasienten?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Mest sannsynlig er årsaken knyttet til tidligere gjennomgått hjerteinfarkt. Etiologisk kan det dreie seg om iskemisk papillemuskeldysfunksjon, dilatasjon av venstre ventrikkel og sekundær lekkasje, men (partiell) papillemuskelruptur etter hjerteinfarktet er også aktuell etiologi. Chordaruptur og mitralprolaps er også aktuelle etiologier, men mindre sannsynlig enn de foregående. Det vil også være riktig å svare etter klasseinndeling; dvs type 1 (normale seilbevegelser, med annulusdilatasjon), type 2 (økte klaffebevegelser pga patologi i papillemuskel eller chorda) og type IIIB (restriktiv klaffebevegelse grunnet som en følge av remodellering etter infarktet).
Det er angitt at pasienten i hovedsak har vært frisk, foruten hjerteinfarktet. Det er videre oppgitt at han er afebril og uten forhøyede inflammasjonsmarkører. Derfor er medfødte tilstander og infeksiøs endokarditt mindre sannsynlig. Revmatisk mitrallekkasje er sjelden etiologi i vestlig verden (Mitrallekkasje type IIIA vil derfor være minst sannsynlig).
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
For å få 2 poeng må minst 2 av de aktuelle etiologiene inkludert tilknytning til forandring etter gjennomgått nedreveggsinfarkt nevnes. For øvrig gis 0.5 poeng for hver aktuell etiologi som beskrives, men maksimalt 1.0 poeng om ikke til etiologiene er knyttet til tidligere gjennomgått nedreveggsinfarkt.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Tidligere vignetter:
En 74 år gammel mann fra Glomfjord er på juleferie hos sin datter og innlegges grunnet dyspne i sykehuset du er turnuslege på vakt i mottak. Han sier at han hadde hjerteinfarkt for 3 år siden og ble da utskrevet etter 3 dager uten komplikasjoner. Han har ellers vært frisk, men grunnet hofteplager har han vært lite aktiv de siste årene. Han har ikke bedrevet trening eller harde anstrengelser i senere tid. Dyspneen har utviklet seg over uker.
EKG fra mottak:
<<imgLink "IIAB-2019f-4.PNG" 600>>
Ved klinisk undersøkelse finner du pitting-ødemer på føtter, ankler og legger og ved auskultasjon hører du en nokså tydelig holosystolisk bilyd, med blåsende karakter. Du finner at bilyden er tydeligst ved apex og du synes også at du hører en kort, svak lyd ganske tidlig i diastolen. Du mistenker mitrallekkasje.
* Blodtrykk er 120/80
* Puls 86, regelmessig
* Temperatur 37,3 grader målt rektalt
* Respirasjonsfrekvens 17 per minutt
* Saturasjon 95% uten oksygentilførsel
* Hemoglobin 11,7 (referanse 13,4-17,0) g/dl
* Leukocytter 6,0x109 /L (referanse 4,1-9,8x109/L)
* CRP 8 (referanse <5) mg/L.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Skriv en kortfattet henvisning til ekkokardiografi og inkluder de 4 momentene du synes er viktigst fra sykehistorie, undersøkelse og funn
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Alder, kjønn og adresse antas være gitt av identifikasjon. De mest sentrale opplysningene i sykehistorie, undersøkelse og funn er: Tidligere (nedreveggs) hjerteinfarkt, symptomer i form av dyspne, utvikling over tid, funn av bilyd og sannsynlig 3. hjertetone, afebril, ingen tegn til infeksjon i blodprøver. Kvantitering av dyspne i form av respirasjonsfrekvens oppfattes også som et sentralt moment.
Saturasjon, blodtrykk, funn av deklive ødemer og lettgradig anemi momenter er ikke uten klinisk informasjon, men de er i denne situasjonen ganske uspesifikke og oppfattes derfor ikke som sentrale momenter
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0.5 poeng per sentralt moment, maks 2 poeng totalt.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Beskriv sentrale deler av patofysiologien bak dyspne ved mitrallekkasje i stikkordsform?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Sentral momenter er: Regurgitasjonsvolum/lekkasjevolum til venstre atrium gir trykkstigning i venstre atrium og lungekapillærene. Trykkstigningen i lungekapillærene er årsak til lungestuvning som gir opphav til dyspne.
Det er en ubalanse mellom drivkraften som presser væske ut i alveoli og mekanismene for fjerning av væsken. Den initiale endringen er trykkøkningen (drivkraften).
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Om de sentrale momentene regurgitasjonsvolum/lekkasjevolum, trykkstigning i lungekapillærene og stuvning er med gis 2 poeng. Trekk 0.5poeng for hver som mangler, 0 poeng om ingen av de tre er med.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Hjertespesialist gjennomfører ekkokardiografisk undersøkelse basert på din henvisning. Hun beskriver blant annet følgende funn; ejeksjonsfraksjon 50% (normalverdi; ≥50%), endediastolisk volum 250 ml (normalverdi; <150 ml), stor mitrallekkasje
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvordan vil du vurdere venstre hjertekammers systoliskefunksjon?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Basert på oppgitte tall tømmes 125 ml blod ut fra venstre ventrikkel per systoliske fase, dette volumet utgjøres av blodstrøm som leveres til aorta og lekkasjevolumet til venstre atrium. Ved stor mitrallekkasje er lekkasjevolumet signifikant og oftest minst 60 ml. Stor mitrallekkasje gir derfor redusert afterload for venstre ventrikkel da trykket i venstre atrium er vesentlig lavere enn i systemkretsløpet. Lekkasjevolumet vil derfor inngå i likningen for beregning av ejeksjonsfraksjonen, og bidra til at funksjonen av venstre ventrikkel feilaktig kan vurderes som bedre enn den.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
For å få 2 poeng kreves det at studenten beskriver at venstre ventrikkels funksjon kan være nedsatt eller betydelig nedsatt. Beskrivelse av at venstre hjertekammer er dilatert, eller at venstre hjertekammer har god funksjon gir ikke poeng.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Du er lege på helsestasjon og hjelper en dag helsesøster med 4 årskontroll av ei jente. Hun har hatt normal utvikling frem til nå, men mor synes hun skjeler innover av og til. Du forsøker å gjennomføre visustesting med Lea-tavle, men hun vil ikke samarbeide. Du får henne ikke til å si noen av symbolene, men du får til cover/uncovertest som er normal.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke to andre øyeundersøkelser er det viktig å gjennomføre og hvorfor?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
''Corneal lysrefleks'' (Hirschberg) som viser om øynene er rettstilte og ''rød refleks'' som viser om det er klare medier
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Riktig svar gir 2 poeng, 1 poeng for hvert av de to teknikkene med begrunnelse.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hun vil ikke samarbeide til visustesting og mor lurer på om datteren skjeler. Hvordan håndterer du dette videre?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Ved manglende samarbeid til visusundersøkelse på helsestasjon ved 4-årsalder skal testen gjentas etter 1-2 måneder. I tillegg indikerer det at mor har sett innoverskjeling at barnet bør undersøkes av øyelege mtp. strabisme.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 poeng for riktig svar om oppfølging om 1-2 måneder. 1 tilleggspoeng for å nevne foreldrenes observasjon og at hun bør oppfølges mtp strabisme.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Du treffer barnet noen måneder senere når hun følger mor og en yngre bror på kontroll på helsestasjon. Denne gangen samarbeider hun til test av visus:
* o.d.: 0.63
* o.s.: 0.3
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Er dette forventet visus for en 4 åring?(begrunn svaret)
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Visus på høyre øye (0,63 ved 4 års alder) er normalt, men visus på venstre øye er for lavt.
Det er ikke normalt at det er sideforskjell i visus.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 poeng for svaret: visus er normalt på høyre, men for lavt på venstre.
1 poeng for kommentar om at det ikke skal være sideforskjell i visus mellom øynene.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Mor forteller at venstre øyet hennes glir inn av og til, hun synes det har blitt verre i det siste.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hun lurer på om det er noen grunn til bekymring? Begrunn svaret.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Ja, nyoppstått skjeling kan skyldes alvorlig øyesykdom som kreft og mindre alvorlige tilstander som refraksjonsfeil, som kan medføre amblyopi om det ikke blir oppdaget og behandlet
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 poeng for at det er grunn til bekymring. 1 poeng for å svare at alvorlig øyesykdom kan være årsak til skjeling
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva kan være årsaker til funn hos dette barnet?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Funnene du gjør er at visus er nedsatt på det venstre øyet, og at det er sideforskjell i visus mellom høyre og venstre øye. Årsaker til dette kan være
* amblyopi av det venstre øyet (som igjen kan skyldes ulike ting som skjeling, brytningsfeil/brillebehov, uklarhet i brytende medier,
* dvs. hornhinne, linse, corpus vitreum etc, eller sykdom/skade i netthinne eller synsnerve). Barnet vil bruke det øyet som gir det skarpeste bildet. Det andre øyet får ikke en normal synsutvikling og blir amblyopt. Hos dette barnet ville en spesielt tenkt på skjeling som årsak til amblyopi, da mor forteller at hun har sett barnet skjele.
* Viktige differensialdiagnoser er sykdom i øyet som hindrer/endrer bildedannelsen på netthinnen. Alvorlige sykdommer som retinoblastom og Coats sykdom, kan debutere de første leveårene.
* Medfødt katarakt er heller ikke uvanlig (1/3000 barn).
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 poeng for amblyopi
1 poeng for angi minst to mulige årsaker til amblyopi hos denne pasienten, der skjeling må være en av dem (1 grunn: 0.5 poeng).
Andre årsaker kan være brillebehov/brytningsfeil, katarakt, corpus vitreum blødning, skade/uklarhet av hornhinne, ptose, sykdom i netthinne (som retinoblastom eller Coats), eller synsnerve.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
En 66 år gammel mann kommer til kontroll hos deg som fastlege
grunnet hypertensjon og kostregulert diabetes mellitus. LDL-kolesterol er tidligere målt til 5,5 mmol/L (2,2-5,8) uten bruk av kolesterolsenkende medikasjon. Han hadde en episode med brystsmerter og generell uvelhet for 2 måneder siden og oppfattet selv dette som influensa. Du tar et EKG og mistenker ut fra det at han har gjennomgått et hjerteinfarkt.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva er det mest spesifikke funnet i EKG for gjennomgått hjerteinfarkt? Det er ikke nødvendig å oppgi tallverdier for funnet.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Signifikante Q-takker i minst 2 avledninger som registrerer samme område i hjertet
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Q-takker er obligatorisk og gir 1 poeng alene. Det må opplyses om at det må være Q-takker i minst 2 avledninger som registrerer samme del av hjertet for å få full skår 1.5 poeng.
"Nærliggende avledninger" eller andre adekvate begreper godtas. Krever ikke spesifisering av hvilke avledninger som hører sammen (II, III og aVF, V1-V4, eller V5, V6, aVL og I).
Grenseverdier for dybde og vidde av Q i ulike avledninger gir ikke ekstrapoeng. Ingen av følgende svar gir poeng: Manglende R eller R-progresjon; er lite spesifikt. ST-elevasjon; er tegn på akutt hjerteinfarkt. T-inversjon; er uspesifikt.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Pasienten er uten plager og klinisk undersøkelse er normal. Du velger å starte med medikamenter for å forebygge nye koronare hendelser og henviser han til utredning ved sykehuset.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke to medikamenttyper er det riktig å starte med, og hvilke to undersøkelser er det viktigst å få utført ved sykehuset?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Acetylsalisylsyre (platehemmer) og kolesterolsenkende medikasjon i form av et statin (HMG-CoA reduktasehemmer).
Ekkokardiografi og koronar angiografi.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0.5 poeng for hvert riktig svar.
Det er ikke spurt om dose av medikament. Om det oppgis annen platehemmer i tillegg til acetylsalisylsyre er det greit. Betablokker gir ikke poeng.
Indikasjonen er usikker og det antas at betablokker ikke hindrer nye koronare episoder. Ved mistanke om hjerteinfarkt vil det være vesentlig å gjøre ekkokardiografi for å vurdere myokardskade og koronar angiografi for å vurdere koronarpatologi.
Arbeidsbelastning vil neppe bli utført før koronar angiografi. Annen vurdering av koronar anatomi og funksjon som CT-koronarkar og stressekko vurderes som ikke klinisk adekvat.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Pasienten hadde gjennomgått et stort infarkt i nedrevegg av venstre ventrikkel og ble behandlet for dette ved sykehuset. Han kommer nå direkte til legekontoret grunn et anfall med hjertebank og uvelhet. Du tar et EKG som du tolker som atrieflimmer.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke 3 funn er typiske i EKG ved atrieflimmer?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
# Uregelmessig QRS-avstand
# Fravær av P-bølger
# Uregelmessig grunnlinje
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0.5 poeng for hver
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Atrieflimmer er forbundet med økt risiko for embolier fra hjertet. En kan bruke CHADSVASc-skår for å vurdere slik risiko.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke kriterier inngår i CHADSVASc-skår, hvilke to kriterier gir 2 poeng i skåren og hva er pasientens skår?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Hjertesvikt, hypertensjon, alder over 65 år, diabetes mellitus,
tidligere slag eller TIA, kjent karsykdom, alder over 75 år, kvinne.
Alder > 75 år og tidligere slag/TIA gir 2 poeng i skåren, de andre
1 poeng.
Pasientens skår er 4.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0.25 poeng for hvert kriterium. Fratrekk med 0.25 poeng for hvert 2-poengskriterium som ikke er nevnt. 0.5 poeng for riktig pasientskår.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Ett år senere legges pasienten inn på lokalsykehuset med akutt oppstått uvelhet og tung pust. EKG viser en regelmessig takykardi 180/min med brede QRS-komplekser. Han er dårlig perifert sirkulert og har systolisk blodtrykk på 90 mmHg
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Nevn 3 mulige arytmidiagnoser ved regelmessig takykardi med brede QRS-komplekser?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
# Supraventrikulær takykardi med grenblokk (kalles også aberrasjon)
# Supraventrikulær takykardi over aksessorisk bane
# Ventrikkeltakykardi
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0.5 poeng for hver arytmidiagnose jfr punkt 1, 2, 3. En spesifikk supraventrikulær arytmi som AVNRT, AVRT, atrietakykardi eller atrieflutter med grenblokk godtas under punkt 1. og over aksessorisk bane godtas under punkt 2., men det gis ikke flere poeng dersom flere er nevnt under hvert punkt. Dersom noen mot formodning angir supraventrikulær takykardi med ventrikkelpacing som et alternativ, må det godtas.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva er mest sannsynlig arytmidiagnose hos pasienten og hva er riktig akuttbehandling?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Ventrikkeltakykardi. Sedasjon og elektrokonvertering
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Ventrikkeltakykardi er overveiende sannsynlig og gir 0.5 poeng. Atrieflutter med grenblokk er mindre sannsynlig med frekvens på 180/min.
Elektrokonvertering gir 0.5 poeng. Sedasjon trenger ikke være nevnt. Behandling med antiarytmikum som for eksempel amiodaron (Cordarone) anses ikke som adekvat behandling i sykehus med så sirkulatorisk påvirket pasient.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Den diagnostiske nøyaktigheten for en test beskriver hvordan testen er i stand til å skille mellom personer som har en spesifikk tilstand, dvs. en sykdom, og de som ikke har tilstanden. Sentrale begreper for å beskrive den diagnostiske nøyaktigheten er sensitivitet og spesifisitet.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Forklar begrepet diagnostisk spesifisitet og beskriv viktige faktorer som påvirker denne
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
# Den diagnostiske spesifisiteten for en test angir andelen av de som ikke har den aktuelle tilstanden som har negativt testresultat, dvs andelen friske som får negativt testresultat. Begrepet forutsetter at resultatene for testen er dikotome, dvs. er enten positive eller negative. For diagnostiske undersøkelser med kontinuerlige resultater innebærer det bruk av en beslutningsgrense ("cut-off") for å klassifisere resultater som enten positive eller negative, avhengig av om resultatet er over eller under beslutningsgrensen.
# Spesifisiteten påvirkes av beslutningsgrense og resultatfordeling blant de friske.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
# 0.5p: Andelen friske med negativt resultat eller TN/(TN+FP) eller lignende beskrivelser
# 0.5p: beslutningsgrense eller resultatfordeling blant friske
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Forklar begrepet positiv prediktiv verdi (prediktiv verdi av positivt testresultat) og viktige faktorer som påvirker denne
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
# Positiv prediktiv verdi (PPV) angir andelen av de med positivt testresultat som har den aktuelle tilstanden. Positiv prediktiv verdi er først og fremst bestemt av testens diagnostiske spesifisitet og pretestsannsynligheten (prevalensen av den aktuelle tilstanden). Begrepet forutsetter at resultatene for testen er dikotome, dvs. er enten positive eller negative. For diagnostiske undersøkelser med kontinuerlige resultater innebærer det bruk av en beslutningsgrense ("cut-off") for å klassifisere resultater som enten positive eller negative, avhengig av om de er over eller under beslutningsgrensen.
# Positiv prediktiv verdi påvirkes av testens spesifisitet (og i mindre grad sensitivitet), som igjen er avhengig av resultatfordeling blant friske (og syke) og valg av eventuell beslutningsgrense. I tillegg påvirkes PPV av prevalens av tilstanden i populasjonen som testes.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
# 0.5p: andelen syke av de positive, TP/(TP+FP) e.l.
# 0.5p: spesifisitet/diagnostisk nøyaktighet og sykdomsprevalens/pretestsannsynlighet
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvordan bør man tolke et positivt resultat for en test med høy diagnostisk spesifisitet?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Resultatet innebærer høy sannsynlighet for den aktuelle tilstanden foreligger hos pasienten. I tillegg til spesifisitet vil pretestsannsynlighet (prevalens av tilstanden) i stor grad være bestemmende for tolkningen. Ved svært lav pretestsannsynlighet vil derfor sannsynligheten for at tilstanden foreligger hos pasienten kunne være relativt lav
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Høy sannsynlighet for at pasienten har tilstanden og lignende angivelser. Det kan eventuelt problematiseres at denne tolkningen er avhengig av pretestsannsynlighet.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvordan bør man tolke et negativt resultat for en test med
høy negativ prediktiv verdi?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Resultatet medfører lav sannsynlighet for at pasienten har den aktuelle tilstanden. I tillegg til sensitivitet vil pretestsannsynlighet (prevalens av tilstanden) i stor grad være bestemmende for tolkningen. Ved svært høy pretestsannsynlighet vil derfor sannsynligheten for at tilstanden foreligger hos pasienten kunne være relativt høy
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Lav sannsynlighet for at tilstanden foreligger eller at tilstanden er "utelukket" o.l. Det kan eventuelt problematiseres at denne tolkningen er avhengig av pretestsannsynlighet
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva kan man gjøre for at en diagnostisk test med et kvantitativt resultat, f.eks. en konsentrasjonsmåling, skal bli mer sensitiv for å påvise en spesifikk tilstand?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Diagnostisk sensitivitet er bl.a. avhengig av beslutningsgrense. Ved å endre beslutningsgrensen kan man endre sensitiviteten for en kvantitativ test. Hvis personer med aktuell tilstand vanligvis har høyere verdier enn de uten tilstanden, så vil en lavere beslutningsgrense gi en mer sensitiv test. Hvis personer med den aktuelle tilstanden har lavere resultatverdier, så vil en høyere beslutningsgrense gi økt sensitivitet.
Man kan også tenke seg andre løsninger, som å gjenta undersøkelsen, f.eks. etter noe tid eller benytte en bedre analysemetode o.l., men det gir ikke poeng slik spørsmålet er formulert
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Endre beslutningsgrense
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
I en klinisk studie ønsket man å undersøke hvor effektiv en test var for å påvise en bestemt tilstand ved screening. To ulike populasjoner ble studert og man fant at positiv prediktiv verdi for testen i de to populasjonene var ganske forskjellig. Hvilke faktorer kan forklare denne forskjellen?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Mest sannsynlig skyldes forskjellen ulik i sykdomsprevalens i de to populasjonen, f.eks. pga ulike alderssammensetning, kjønnsfordeling eller andre egenskaper som er assosiert med sannsynligheten for å ha den aktuelle tilstanden. Forskjellen kan også skyldes at graden av sykdom i gjennomsnitt var ulik for de med den aktuelle tilstanden i de to populasjonen, dvs at det var en tendens til at de syke var mer alvorlig syke i den ene populasjonen. Man kan også ha benyttet ulike beslutningsgrenser for de to populasjonene, men det vil være en elementær feil og gjøre resultatene vanskelig å sammenligne i utgangspunktet. Man kan også ha benyttet to ulike målemetoder eller måleinstrumenter i de to populasjonene, eventuelt behandlet prøvene ulikt. Dersom de ulike målemetodene i gjennomsnitt gav noe ulike resultater, så vil det ha samme effekt som å operere med ulike beslutningsgrenser i de to populasjonene.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
* 1p: ulik prevalens/pretestsannsynlighet i populasjonene, eller ulik sammensetning mht faktorer som er assosiert med sannsynligheten for å ha tilstanden (kjønn, alder) o.l.
* 1p: ulik sykdomsgrad i populasjonene, f.eks. pasienter ved sykehus vs. i allmennpraksis
* 1p: ulike beslutningsgrenser eller ulike målemetoder
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
<<imgLink "IIAB-2019s-3.PNG">>
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Figuren viser 2 ROC-kurver som beskriver to forskjellige kvantitative laboratorieanalyser benyttet for diagnostikk av den samme tilstanden. Forklar hva kurvene beskriver og beskriv forskjellen i diagnostisk nøyaktighet mellom den røde og den blå analysen.
ROC: receiver operating characteristics
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
''Del en'': ROC-kurver er ofte nyttige for å beskrive den diagnostiske nøyaktigheten for undersøkelser som gir kontinuerlige resultater, hvor valg av ulike beslutningsgrenser gir ulik sensitivitet og spesifisitet. ROC-kurver kan benyttes for å sammenligne den diagnostiske nøyaktigheten for ulike tester, eller for å sammenligne den diagnostiske nøyaktigheten for en test i ulike populasjoner eller ved bruk på ulike problemstillinger.
ROC-kurven viser verdier for diagnostisk sensitivitet og spesifisitet ved ulike beslutningsgrenser. På y-aksen vises sensitiviteten som prosent eller fraksjon. På X-aksen vises falsk positiv fraksjon, som tilsvarer 1-spesifisitet eller, som her, at xaksen viser spesifisitet på en akse med omvendt akseretning, dvs. høyeste akseverdier mot venstre på aksen. I tillegg til å vise sensitivitet og spesifisitet for ulike beslutningsgrenser vil arealet under kurven være uttrykk for testens diagnostiske nøyaktighet, uavhengig av beslutningsgrense. Ved en "perfekt" test, med 100% sensitivitet og spesifisitet ved en spesifikk beslutningsgrense, vil ROC-kurven gå igjennom punktet øverst til venstre i diagrammet (0%,100%, dvs 100% sensitivitet og spesifisitet) og ha arealet 100%. En test uten diskriminerende evne vil ha arealet 50% og gå langs diagonalen fra nedre venstre hjørne (0%,0%) til øvre høyre hjørne (100%,100%).
''Del to'': Det presenterte diagrammet viser at rød test har bedre diagnostisk nøyaktighet enn blå test fordi den røde kurven ved enhver beslutningsgrense har både høyere sensitivitet og høyere spesifisitet enn blå test.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
# 1p: kurvene viser sensitivitet og spesifisitet/falsk positiv fraksjon ved ulike beslutningsgrenser
# 1p: den røde testen er bedre enn den blå (til å skille mellom syke og friske, for alle/de fleste beslutningsgrenser), eller sensitivitet OG spesifisitet er høyere for rød test for alle beslutningsgrenser
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Som vakthavende lege mottar du telefon fra en legevaktslege. Legen har rykket ut til en 65 år gammel mann som er funnet forkommen på sofaen av kona. Hun så ham frisk 30 minutter tidligere. Rommet er mørkt, og han nekter å bevege seg, da han sier han ikke ønsker dette. Han klager over hodepine, er svimmel og har kastet opp. Han er kaldsvett og har en regelmessig, fyldig pulsasjon over a. radialis på 100 slag/min. Legevaktslegen tror han har feber (men har ikke målt).
Din bakvakt ber deg forberede et mottak med spørsmål om bakteriell meningitt og ønsker at du gjennomfører en lumbal spinalpunksjon
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke vurderinger vil du gjøre for å bestemme om pasienten skal spinalpunkteres eller ikke?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
# Indikasjonsstillingen: Er det grunnlag for meningitt-mistanke (eller andre tilstander hvor spinalpunksjon er indisert) når du har vurdert pasienten
# Kontraindikasjoner
#* Viktigste kontraindikasjoner
#** Økt intrakranielt trykk grunnet ekspansiv prosess (fare for herniering)
#** Hemorrhagisk diatese uavhengig av årsak
#* Øvrige kontraindikasjoner
#** Spinal epidural abscess
#** Infeksjon i eller nær innstikksstedet
#** Ikke-kommuniserende obstruktiv hydrocefalus
#** Spinal stenose eller ryggmargskompresjon over punksjonssted
#** Spinale eller craniale utviklingsanomalier
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Studentene får 0.5p for 1 nevne 1, 1.5p for å nevne 2 og 2.5p for å nevne alle tre punkter under
* Drøfte indikasjonsstilling
* Nevne ekspansiv prosess/hernieringsfare/undersøke etter stasepapille med oftalmoskopi
* Nevne vurdering av blødningsfare
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Du får oppdatert informasjon når pasienten er i ambulansen. Du får du vite at hjerterytmen er 100, regelmessig, Temperatur 37.1℃, respirasjonsfrekvens 16, blodtrykk 175/95. Glasgow coma scale (GCS) 14 (lukkede øyne). Glucose 9 mmol/L. Pasienten er kaldsvett og har en gusten ansiktsfarge.
Det rapporteres at han var ute av stand til å sitte eller gå stødig, i en slik grad at han måtte transporteres med båre fra sofa ut i ambulansen. Han har kastet opp flere ganger
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Nevn andre differensialdiagnoser enn bakteriell meningitt som du vurderer er viktigst å avklare basert på det du nå vet.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Pasienten har meningealia (hodepine, kvalme/oppkast), men ikke infeksjonsklinikk for øvrig. Meningitt fortsatt aktuell diffdiagnose, men andre årsaker til meningealea må også vurderes:
* Høyt ICP grunnet raskt ekspanderende prosess (mest sannsynlig blødning)
* Varselblødning/subarachnoidal blødning
* Andre alvorlige hodepinetilstander: Sinusvenetrombose
* Alvorlig intoksikasjon/annet alvorlig metabolsk avvik
* Sirkulasjonsforstyrrelse i bakre gebet (infarkt/blødning cerebellum)
* Perifere vestibulære sykdommer
Mindre sannsynlig, men kan nevnes hos en klinisk dårlig pasient
* Hypovolemi, sepsis, anafylaksi. Takykardi forenlig med dette, men blodtrykket er høyere enn forventet, slik at sirkulatorisk sjokk ikke er riktig. 1 av 4 SIRS (lpk ikke kjent) og qSOFA 0-1/3 (man kan argumentere for endret mental status ut i fra GCS på 14). Det er ikke feil å tenke på sepsis hos en klinisk dårlig pasient, men ikke den mest sannsynlige diagnosen.
Mindre viktig å avklare i akuttfasen
* Migrene
* Gastroenteritt
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
* 1 p for å vise en overordnet strukturert tilnærming til problemstillingen hvor man viser at man vurderer alvorlige tilstander viktigere enn ufarlige tilstander
* 0.5 p for å vise at man tenker på meningealea (lysskyhet, hodepine, kvalme/oppkast, nakkestivhet) og nevner tilstander som høyt ICP/SAB o.l.
* 0.5 p for å nevne akutt intoksikasjon, alvorlig metabolsk avvik, sinusvenetrombose eller andre relevante indremedisinske tilstander
* 0.5 p for sentrale vestibulære årsaker
Primært skal helgarderinger, altså tilfeller hvor mange mindre aktuelle/irrelevante diff.diagnoser nevnes, føre til at man ikke får poeng for strukturert besvarelse (første setning denne rubrikk). I særlige tilfeller kan man trekke ytterligere poeng der besvarelsen tydelig mangler forståelse for problemstillingen.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
I mottaket angir pasienten at han har en vedvarende svimmelhetsfølelse med en opplevelse av å være på en karusell. Det oppstod brått. Du oppfatter at pasienten har et akutt vestibulært syndrom.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke differensialdiagnoser er mest relevant ved et akutt vestibulært syndrom?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Vestibularisnevritt
Slag i bakre sirkulasjon
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 poeng kun ved begge diagnosene (virus på balansenerven godtas som betegnelse på vestibularisnevritt)
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Du undersøker etter NIHSS, men finner ingen nevrologiske utfall etter denne scoringsmetoden. Du finner imidlertid at pasienten er betydelig ustø sittende og stående. Det er ingen hørselssymptomer som tinnitus eller hørselstap.
Du rekvirerer en standard CT undersøkelse av hodet som ikke påviser patologi.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke(n) nevrologisk klinisk undersøkelse(r) bør du gjøre i tillegg til NIHSS?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Pasienten bør undersøkes for å differensiere vestibularisnevritt mot sentralnervøs årsak. Dette gjøres med HINTS test, altså hodeimpulstest, vurdering av nystagmus og alternerende cover test (test of skew)
Det er også rimelig å undersøke etter truncal ataxi og i stående
stilling (Rombergs prøve hvis mulig). Øvrige aktuelle
* Plantarrefleks
* Øyemotilitetsundersøkelse utover de som inngår i NIHSS (f.eks. sakkadetesting)
* Utvalgte hjernenerver (ganeseglsparese, tungedeviasjon, gnissetest ad choncam, pupillemotorikk) , men ikke lukt, visus etc.
* Oftalmoskopi
* Andre cerebellære prøver: f.eks. diadokokinese
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 poeng for å nevne HINTS test (eller elementene som inngår i denne). Det kan gjøres trekk hvis studenten ramser opp unødvendige mange undersøkelser i tillegg til HINTs, da det må sees mer som en helgardering, og i praksis ville vært en betydelig tidstyv som ville forsinket behandlingen. Tilleggsundersøkelser nevnt i fasit gir ikke trekk.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Du gjør undersøkelsene og ringer din bakvakt for råd om det skal gis intravenøs trombolyse
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke vurderinger og opplysninger er viktigst for vurderingen om det skal gis intravenøs trombolyse?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Indikasjonsstilling: Er det grunnlag for å mistenke en akutt cerebrovaskulær hendelse ut i fra klinikken?
Kontraindikasjoner
* Absolutt: intracraniell blødning
* Tidsvindu: 4,5 timer siden sist sett frisk eller debuttidspunkt
Øvrige viktige relative kontraindikasjoner
* etablerte infarktforandinger > 1/3 av mediagebetet
* Pågående blødning andre steder i kroppen
* Bruk av antikoagulasjon
** INR >1.7
** Nye perorale antikoagulasjonsmidler (NOAK) inntatt for < 12 timer siden.
* BT skal være < 185/110 før, under og etter trombolyse. Rask behandling av BT hvis høyere.
Øvrige mindre viktige relative kontraindikasjoner
* Trombocytter < 100.000/ml;
* Glukose <2,8 eller >22,0 umol/l
* Heparin siste 48 timer
* Tidligere hjerneblødning/SAB, intrakranielt aneurysme (se under), CNS-nevrokirurgi <2 mnd, hjerneslag <2 mnd, nylig gjennomgått blødning, hemorragisk retinopati, øsofagusvariser, aortaaneurisme (kontraindikasjon ved kjent/mistenkt aortadisseksjon, forsiktighet ved stort aneurysme (>5 cm)), ulcererende GI sykdom <3 mnd, større kirurgi eller traume <2 uker, punksjon av ikke komprimerbart kar <10 døgn, graviditet, fødsel <10 døgn, infeksiøs endokarditt
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Oppgaven slik den er laget, kan gi inntrykk av at indikasjonsstillingen allerede er vurdert. Således godtas at man ikke diskuterer selve indikasjonsstillingen (dvs. studentene trekkes ikke for å ikke nevne at det må foreligge sannsynlig mistanke om akutt hjerneslag)
Det gis 0.5 p for tidsvindu på 4.5 timer, 0.5 p for absolutt kontraindikasjon i intracraniell blødning (alternativt formulert som et absolutt krav om fravær av blødning på CT caput før initiering av behandling).
Øvrige 1 p for å diskutere andre relative kontraindikasjoner, men her må utvises skjønn. Minst 2 fra listen over bør være nevnt.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Disse MR-bildene ble tatt av pasienten.
<<imgLink "IIAB-2019s-4.PNG">>
Bildetekst: MR-bilder (FLAIR) som fremstiller pasientens infarktforandringer. For sagitalt og coronalt snitt mangler er dessverre nedre aspekt av cerebellum ikke med i bilde, det presiseres derfor at infarktforandringene streker seg helt ned til nedre cerebellære pol.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilket blodkar mistenker du er okkludert i dette tilfellet?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Arteria cerebellaris inferior posterior (PICA)
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 p for riktig svar
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
En 62 år gammel mann med kjent hypertensjon og diabetes mellitus får sterke, sentrale brystsmerter med utstråling til venstre arm under jakttur. Jaktkameraten ringer 113 og ambulanse kommer etter 20 minutter</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Beskriv tre tiltak ambulansepersonalet bør iverksette umiddelbart.</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Ta EKG, legge venflon, gi morfin.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Poeng hvis tre tiltak er nevnt. I tillegg til enkelttiltakene nevnt over godkjennes også som ett av tre tiltak: Gi kvalmestillend, gi ASA, gi nitroglycerin under tungen.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
EKG viser akutt fremreveggsinfarkt med 4 mm ST-elevasjon i prekordialavledningene. Det er mer enn to timer biltur til nærmeste lokalsykehus og ca. to timer transport til PCI-senter med bruk av helikopter (litt usikkert flyvær).
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilken reperfusjonsstrategi vil du velge - prehospital trombolyse eller primær PCI? Begrunn svaret.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Prehospital trombolyse.
Begrunnelse: Kort sykehistorie, da har trombolyse god effekt. Store EKG-forandringer som kan føre til stort infarkt om ikke rask reperfusjon. Usikker transporttid til PCI-sykehus og det kan ta mer enn to timer før PCI. Ingen opplysninger om kontraindikasjoner mot trombolyse.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Må svare prehospital trombolyse for å få poeng. Som begrunnelse kreves ett av punktene: Kort sykehistorie, usikker transporttid, ingen kjente kontraindikasjoner, risiko for stort infarkt om ikke rask reperfusjon.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
I forløpet får pasienten utført PCI av LAD med medikamentavgivende stent. Ekko viser at han kun har fått en moderat infarktskade i fremre vegg
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilken antitrombotisk behandling vil du gi pasienten ved utreise?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Dobbel platehemming (acetylsalicylsyre og ADPreceptoranatgonist)
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Dobbel platehemming, evt. med navn på preparater gir poeng.
</$details>
<div class="oppgave">
<div class="vignett">
!!Tidligere vignetter
<<<
En 62 år gammel mann med kjent hypertensjon og diabetes mellitus får sterke, sentrale brystsmerter med utstråling til venstre arm under jakttur. Jaktkameraten ringer 113 og ambulanse kommer etter 20 minutter.
EKG viser akutt fremreveggsinfarkt med 4 mm ST-elevasjon i prekordialavledningene. Det er mer enn to timer biltur til nærmeste lokalsykehus og ca. to timer transport til PCI-senter med bruk av helikopter (litt usikkert flyvær).
I forløpet får pasienten utført PCI av LAD med medikamentavgivende stent. Ekko viser at han kun har fått en moderat infarktskade i fremre vegg.
<<<
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke livsstilsråd vil du gi pasienten ved utreise. Svar med stikkord på hvilke tema du vil ta opp.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Tobakk, kosthold, mosjon, vekt, evt. forhold relatert til jobbsituasjon (stress)
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Hvis tre av disse momentene er nevnt.
</$details>
<div class="oppgave">
<div class="vignett">
!!Tidligere vignetter
<<<
En 62 år gammel mann med kjent hypertensjon og diabetes mellitus får sterke, sentrale brystsmerter med utstråling til venstre arm under jakttur. Jaktkameraten ringer 113 og ambulanse kommer etter 20 minutter.
EKG viser akutt fremreveggsinfarkt med 4 mm ST-elevasjon i prekordialavledningene. Det er mer enn to timer biltur til nærmeste lokalsykehus og ca. to timer transport til PCI-senter med bruk av helikopter (litt usikkert flyvær).
I forløpet får pasienten utført PCI av LAD med medikamentavgivende stent. Ekko viser at han kun har fått en moderat infarktskade i fremre vegg.
<<<
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Pasienten skrives ut med statinbehandling. Hvor lenge vil du anbefale at han bruker statin?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Statinbehandling gis på ubestemt tid, i utgangspunktet livslangt
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Ubestemt tid. Livslangt
</$details>
<div class="oppgave">
<div class="vignett">
!! Vignett
Du er invitert til å undervise for ambulansepersonell om behandling av STEMI-pasienter. Det blir en diskusjon om oksygenbehandling ved akutt hjerteinfarkt. Pasienten beskrevet i denne oppgaven hadde en arteriell oksygenmetning på 92% uten surstoff.
!!Tidligere vignetter
<<<
En 62 år gammel mann med kjent hypertensjon og diabetes mellitus får sterke, sentrale brystsmerter med utstråling til venstre arm under jakttur. Jaktkameraten ringer 113 og ambulanse kommer etter 20 minutter.
EKG viser akutt fremreveggsinfarkt med 4 mm ST-elevasjon i prekordialavledningene. Det er mer enn to timer biltur til nærmeste lokalsykehus og ca. to timer transport til PCI-senter med bruk av helikopter (litt usikkert flyvær).
I forløpet får pasienten utført PCI av LAD med medikamentavgivende stent. Ekko viser at han kun har fått en moderat infarktskade i fremre vegg.
<<<
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Var det indikasjon for oksygenbehandling av denne pasienten?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Nei. Retningslinjene sier at pasienten med metning > 90 % ikke skal ha surstoff.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
At det svares nei.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Du blir som legevakt i Volda tilkalt til en 40 år gammel mann som er tidligere frisk. I forbindelse med vedhogst i går fikk han en plutselig innsettende hodepine, som har vedvart. Når du ankommer virker han noe sløv, men gir adekvate svar. Du mistenker at han har fått en subaraknoidal blødning.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke symptomer vil du spørre pasienten om, og hva vil du se etter ved din klinisk-nevrologiske undersøkelse?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
* Anamnese (akutt hodepine, nakkesmerter, lysskyhet, kvalme/oppkast)
* Klinisk-nevrologisk undersøkelse: Fokalnevrologiske utfall, nakkestivhet, bevissthetsnivå (Glasgow coma scale (GCS)), pupillereaksjon.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
* Studenten må i sitt svar få frem om det er en intens og (hyper)akutt innsettende hodepine. Mange pasienter beskriver den ofte som den verste hodepinen noensinne, helt annerledes enn tidligere hodepine. Spørsmål omkring hodepinekarakter (intens og akutt innsettende hodepine) og relevante tilleggssymptomer som nakkesmerter, lysskyhet, kvalme/oppkast gir 1p.
* Svar hvor man får frem at det er undersøkt for mulige nevrologiske utfall (inkl hjernenerver), nakkestivhet og bevissthetsnivå (GCS) gir totalt 1 poeng. Studenten trenger ikke å beskrive delundersøkelse som inngår i GCS for å få poeng.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Etter å ha undersøkt pasienten mistenker du fortsatt subaraknoidal blødning, og bestemmer deg for å legge ham inn på nærmeste sykehus.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilken type bildediagnostikk vil mest sannsynlig bli utført på sykehuset for å utrede pasienten for subaraknoidal blødning?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
CT caput + CT angio
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
CT caput alene gir 0.5p. CT angio gir ytterligere 0.5p. MR alene gir 0 poeng da det ikke er den mest sannsynlige undersøkelsen (lite praktisk i akuttsituasjoner).
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Det gjøres en helt normal billedundersøkelse, men man mistenker fortsatt at det er snakk om en subaraknoidal blødning.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilken annen undersøkelse/prosedyre bør man da utføre for å bekrefte/avkrefte mistanken? Når skal den gjøres, og hvordan skal den fortolkes?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Ved normal CT og sterk mistanke om subaraknoidalblødning skal spinalpunksjon utføres. Man bør vente minst 12 timer fra hodepinedebut. Utseende av spinalvæsken bedømmes av legen, og på laboratoriet før og etter sentrifugering. Spektrofotometri må gjøres for å kunne avgjøre med sikkerhet om det foreligger bilirubin i spinalvæsken, som tegn på nedbryting av blod in vivo. Er punksjonen foretatt 12 timer etter debut, og spektrofotometri negativ, kan SAB utelukkes.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
* Spinalpunksjon 1p.
* Riktig tidsangivelse før spinalpunksjon gir 0.5p.
* Spektrofotometri med riktig fortolkning gir ytterligere 0.5p.
Kun visuell bedømmelse av utseende av spinalvæske gir ikke poeng.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Diagnosen subaraknoidal blødning har nå blitt bekreftet, og supplerende utredning med konvensjonell røntgen angiografi påviser et lite aneurysme på a. communicans anterior, som ble oversett på undersøkelsene utført tidligere.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke to behandlingsmetoder vil nå være aktuelle for å hindre reblødning?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
* Endovaskulær okklusjon av aneurysme (coiling).
* Operasjon (kranotomi) med klipsligatur (klipsing).
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
* Coiling gir 0.5p
* Operasjon med klipsligatur (klipsing) gir 0.5p.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke problemer i tillegg til reblødning kan true pasientens liv i akuttfasen etter en subaraknoidal blødning?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
* Høyt intrakranielt trykk og medfølgende sekundær hjerneiskemi med infarktutvikling i forbindelse med selve blødningen.
* Hydrocefalus kan oppstå både akutt og forsinket som følge av blod i spinalvæsken.
* Karspasmer (vasospasmer) kan oppstå i forløpet, og gi hypoperfusjon og sekundære hjerneinfarkter.
* Per- og postoperative komplikasjoner som blødning, infarkt og infeksjoner ved operasjon. Okklusjon av intrakranielle kar, intrakranielle tromboser/embolier, infarkt og perforasjon/reblødning ved coiling.
* Intensivmedisinske komplikasjoner (som pneumoni, dyp venetrombose med lungeemboli, elektrolyttforstyrrelser++)
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Betraktninger omkring
* Høyt intrakranielt trykk og iskemi i forbindelse med selve blødningen gir 0.5p
* Akutt eller forsinket hydrocefalus gir 0.5p.
* Karspasmer/vasospasme gir 0.5p.
* Per-/Postoperative komplikasjoner gir 0.5p.
* Intensivmedisinske tilstander gir 0.5p (max 2p totalt)
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Arterielle aneurysmer er den vanligste årsaken til subaraknoidale blødninger.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke andre årsaker/tilstander kan gi blod i subaraknoidalrommet?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Subaraknoidal blødning betyr at det er blod i subaraknoidalrommet. Dette kan skyldes flere forhold. Andre årsaker kan være
* blødning fra arteriovenøse malformasjoner (AVM)
* venøse aneurysmer
* perimesencephale venøse blødninger
* traume
* postoperativt betinget
* cerebrale infeksjoner
* vaskulitter
* iatrogent etter spinalpunksjon
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Hver av punktene gir 0.5p, max 2 poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
En mann i 60-årene falt om, fikk kramper og ble innlagt på sykehuset pga. redusert bevissthet. Etter en uke på intensiv avdeling sovnet han rolig inn. Det ble rekvirert obduksjon. Ved undersøkelse av hjernen fant man forandringer som vist på bildet ([[kilde|http://neuropathology-web.org/]])
<<imgLink "IIAB-2020-3-A.jpg">>
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva er den mest sannsynlige diagnosen? (0.5 poeng). Nevn noen aktuelle differensialdiagnoser. (Hvert delsvar 0.5 poeng, maks 1.5 poeng).
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Lesjonen representerer mest sannsynlig et akutt hemorrhagisk hjerneinfarkt pga. lokalisasjonen (typisk for mediagebetet) og at man ser hjernevev med blødning (ikke et rent hematom). Aktuelle differensialdiagnoser kan være:
* lobær hjerneblødning
* blødning i tumor (især gliomer som glioblastom og metastaser fra malignt melanom)
* blødning i arterviovenøs malformasjon
* blødning i hemangiom
* blødning ved bruk av rusmidler ("drug abuse" kokain, heroin, amfetamin, alkohol)
* blødning ved blodsykdom (f.eks. leukemi (bl.a. pga. trombocytopeni))
* blødning som komplikasjon til medikasjon (især antikoagulantia)
* blødning ved vaskulitt
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Hvert delsvar, inkludert sprs. a) og b), gir 0.5 poeng, maks. 2 poeng. (For tumores og rusmidler får man bare 0.5 poeng selv om flere eksempler nevnes).
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
I kanten av lesjonen fant man forandringer mikroskopisk som vist på bildet:
<<imgLink "IIAB-2020-3-B.jpg">>
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
# Beskriv kort de histopatologiske forandringene som her foreligger. (1 poeng).
# Hva representerer/betyr disse forandringene? (1 poeng).
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Lesjonen representerer mest sannsynlig et akutt hemorrhagisk hjerneinfarkt pga. lokalisasjonen (typisk for mediagebetet) og at man ser hjernevev med blødning (ikke et rent hematom). Aktuelle differensialdiagnoser kan være:
# Mikroskopisk sees såkalte røde nevroner.
# Dette representerer en irreversibel anoksiskade som har inntrådt akutt, som ved et akutt/ferskt hjerneinfarkt.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Ett poeng for 1 og 2, totalt 2 poeng.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Som et bifunn ble det funnet et lite gammelt infarkt i oksipitallappen.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
# Hvilken hjernearterie kan her ha vært okkludert? (0.5 poeng).
# Beskriv kort de histopatologiske forandringene som er typiske for et gammelt hjerneinfarkt. (0.5 poeng for hvert histopatologisk trekk, maks 1.5 poeng).
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
# Arteria cerebri posterior kan her ha vært okkludert.
# Ved et gammelt infarkt finner man mikroskopisk vanligvis
## svinn av nevroner,
## gliose,
## cystisk degenerasjon,
## makrofag (mikroglia)ansamling,
## demyelinisering,
## mineraliserte/ferrugeniserte nevroner.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
# Navn på riktig arterie gir 0.5 poeng.
# Hvert histologisk trekk gir 0.5 poeng, maks. 1.5 poeng.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Ulike typer betennelsesceller kan gi en indikasjon på infarktets alder samt type infarkt
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
# Hvilke inflammatoriske celler finner man i et akutt hjerneinfarkt av to dagers alder? (0.5 poeng).
# Hva slags type infarkt kan ha foreligget om man finner rikelig med hemosiderinmakrofager? (0.5 poeng).
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
# Nøytrofile granulocytter.
# Hemorrhagisk infarkt
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
# 0.5 poeng for riktig svar. Bare angivelse av «granulocytter» gir ikke poeng.
# 0.5 poeng for riktig svar. Angivelse av blødning gir også poeng.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
En slik lesjon som her kan medføre herniering og komplikasjoner derav.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
# Hvilken arterie kan bli avklemt ved herniering under falx cerebri?
# Hvilken arterie kan bli avklemt ved herniering gjennom tentorialslissen (incisura tentorii)?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
# Art. cerebri ant.
# Art. cerebri post.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Hvert delsvar gir 0.5 poeng, i alt 1 poeng.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Også ved //hjerteinfarkt// foreligger det typiske histopatologiske forandringer som kan indikere dets alder
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
# Hva er de typiske histopatologiske forandringene for et hjerteinfarkt av en ukes alder? (0.5 poeng for hvert delsvar, maks. 1.5 poeng).
# Hva er en fryktet komplikasjon til infarktet ved dette tidspunktet? (0.5 poeng)
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
# Typiske histopatologiske forandringer etter en uke omfatter
## Kontraksjonsbånd,
## nekrotiske muskelfibre,
## makrofager,
## granulasjonsvev
# Ruptur og hjertetamponade
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
# Hvert delsvar gir 0.5 poeng, maks. 2 poeng.
# Angivelse av en eller begge tilstander gir 0.5 poeng.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Det kommer en gammel mann, 77 år, til deg på legekontoret. Han plages med tungpust og svelgsmerte Han føler seg i dårlig form og sover ikke bra. Han har gått ned flere kg i vekt. Du gjennomfører ØNH status og kjenner en kul på halsen på høyre side.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Du henviser til tumor colli poliklinikken på ØNH. Hva skjer der?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
* 0.5 anamnese
* 0.5 p ØNH status
* 0.5 p ultralyd collum
* 0.5 p PNAC (punksjonscytologi av tumor)
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Totalt 2 p
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Prøvene og undersøkelsene på ØNH gir viser kreft i lymfeknuten og en tumor bak i hypofarynx.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva er vanligste histologi i forbindelse med ØNH cancer og hvilke behandlingsalternativer foreligger?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
* 1.0 p plateepithel cancer
* 0.5 p kirurgisk fjerning
* 0.5 p strålebehandling ( 2 svar gir poeng)
* 0.5 p cytostatika
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Totalt 2.5 p
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Pasienten legges inn for staging
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
* Hvordan klassifiseres tumor?
* Hvilke undersøkelser trenger man for å klassifisere tumor og velge behandlingsstrategi?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
* 0.5 p TNM klassifikasjon
* 0.5 p CT collum evt MR collum
* 0.5 p CT thorax og abdomen
* 1.0 p Panskopi og biopsi av primærtumor
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Totalt 2.5 p
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Pasienten legges inn for behandling. Under oppholdet blir pusten verre og han plages veldig med pusten, det piper og surkler når han puster.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva er mest sannsynlige årsak til at han puster så dårlig tror du? Hvordan kan man behandle dette?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
* 1 p. tumor vokser sannsynligvis inn i larynx og fører til trange luftveier
* 1 p det kan gjøres tracheostomi for at pusten kan bedres
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Totalt 2 p
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Etter ferdig behandling på ØNH sengepost kan pasienten reise hjem.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Trenger han videre oppfølging og hvordan gjør man det?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
* 0.5 p ja han må følges opp, første behandlings kontroll 2-3 mnd etter utskrivelse med billeddiagnostikk
* 0.5 p deretter hver 3 mnd 2 første år, deretter hver 6 mnd inntil 5 år etter avsluttet behandling
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Totalt 1 p
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
En mann på 64 år kommer til mottakelsen 3 timer etter at han fikk symptomer på slag. Bildediagnostikk viser et hjerneinfarkt som affiserer store deler av høyre a. cerebri medias forsyningsområde.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke utfall er det sannsynlig at du vil finne ved nevrologisk undersøkelse (minst 5)? Angi også sidelokalisasjon.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
* Venstresidige pareser i arm
* Venstresidig sensibilitetstap
* Synsfeltutfall mot venstre
* Venstresidig facialisparese
* Dysfagi
* Dysartri
* Neglekt
* Invertert plantarrefleks venstre side
* Hyperrefleksi venstre side
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0.2 poeng per utfall. Maks 1 poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Han får trombolysebehandling, og allerede dagen etter hjerneslaget begynner han å få tilbake noe funksjon.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke prosesser foregår i hjernen når en pasient blir bedre den første tiden etter et hjerneslag (timer-uker)?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Fysiologiske prosesser bedres/ normaliseres, ev. penumbrasonen «reddes» (ødem går tilbake, perfusjon bedres, oksygenering bedres, blødning resorberes)
Plastiske endringer, dvs lokal omforming. Det skjer da cellulære prosesser med knoppskyting, nye synapser, modulering av synapser.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Totalt 2 poeng. 1 poeng på hvert punkt. Trekk ned til 0.5
hvis veldig knapt. F.eks er ikke bare ordet «plastisitet» nok
til å få 1 p på siste del. De må ha med noe om mekanismer
(at det handler om synapser f.eks).
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Etter en uke på slagenhet har han fortsatt store funksjonsvansker og må ha hjelp i de fleste aktiviteter, men han har stadig litt økende funksjon. Du tenker at han har behov for videre rehabilitering, selv om det faktisk ser ut til at en del bedring skjer uansett.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva er antatt som forklaringer på at rehabilitering i tidlig fase (timer-uker) gir en bedre funksjon enn spontan forbedring alene?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Rehabilitering tilfører et «brukspress». Ved at pasienten samtidig med spontanbedringen utfører målrettete bevegelser og repeterer på ønskete bevegelser og aktiviteter, styrkes de nye synapsene som trenger å være sterke, mens uviktige, nye synapser svekkes (noe som antakelig er bra).
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Totalt 1 poeng. Det gir poeng å si at det tilføres et brukspress. Det gir også poeng om dette forklares omtrent sånn som det står i veiledningen, selv om ikke ordet brukspress er nevnt. Men det må gå fram at studenten har skjønt at det er nyttig å forsterke de forbindelsene som inngår i ønsket aktivitet.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Teamet på rehabiliteringsavdelingen tar utgangspunkt i WHO sin International classification of functioning, disability and health (ICF) når de skal sette opp en rehabiliteringsplan.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Beskriv og forklar de 5 elementene i ICF. Gi eksempler på hvert av de ulike elementene
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
''Kroppsstruktur og kroppsfunksjon'': skader på organer og kroppsdeler (eks infarkt i hjernen, brudd i ekstremitet) og redusert kroppsfunksjon (eks nevrologiske utfall, lammelser, afasi, dårlig balanse mm)
''Aktivitet'': funksjon, ferdighet i utøvelse av daglige aktiviteter (eks: grad av gangfunksjon, ADL funksjon, kommunikasjonsevne mm)
''Deltakelse'': evne til å delta i samfunnet (eks utføre oppgaver i arbeidslivet, ha en rolle i familieliv, omgås venner, delta i organiserte fritidsaktiviteter mm)
''Personlige faktorer'': beskriver egenskaper og forhold knyttet spesifikt til den personen som beskrives (eks: helsetilstand forøvrig, personlighet, strategier for å møte utfordringer, tidligere kunnskap og erfaringer, rusmiddelbruk mm)
''Miljøfaktorer'': beskriver forholdene rundt personen (eks nettverk, bolig, arbeidsforhold, tilgang på transport mm)
Tegning av modellen
<<imgLink "IIAB-2020f-1.PNG">>
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0.2 poeng per riktig element, maks 1 poeng. 0.2 poeng per eksempel som viser at studenten har forstått elementet, maks 1 poeng
Referanse:
* Pran F. ICF et felles språk for funksjon.
* Fagartikkel i Fysioterapeuten nr. 7/2007
* http://www.who.int/classifications/icf/en/
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke elementer / prinsipper er viktige i rehabilitering av funksjonstap etter hjerneskader?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
* Tidlig start av rehabilitering
* Høy treningsintensitet (eks trening mer enn en gang om dagen, mengdetrening).
* Funksjonsrettet trening (eks: gangtrening ute og inne, trappegang, trening på sammensatte motoriske handlinger som ledd i ADL trening).
* Spesifikk trening rettet mot utfallene (eks balanseøvelser, styrketrening, koordinasjonsøvelser).
* Motivasjon for trening, opplevelse av å trene mot viktige mål, opplevelse av mestring.
* Rehabilitering i hjemlig miljø, relevante aktiviteter
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0,5 poeng for hvert svar som direkte eller indirekte inneholder dette. Maks 2 poeng
Referanse: Nasjonal faglig retningslinje for behandling og rehabilitering ved hjerneslag.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke kognitive og emosjonelle endringer er vanlige etter store hjerneslag i høyre hjernehalvdel?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
* Neglekt (halvsidig uoppmerksomhet)
* Rom-retnings vansker (visuospatiale problemer)
* Generelle oppmerksomhetsvansker
* Anosognosi (manglende innsikt i egen funksjonssvikt)
* Apati (likegyldighet, manglende motivasjon)
* Egosentrisitet (mindre interesse for andre)
* Fatigue
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0.5 pr punkt på lista inntil 2 poeng. Ett av ordene i parentes kan også godkjennes innenfor punktet.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
En kvinne på 26 år med to barn på 2 og 4 år kommer til fastlegen etter noen anfall med smerter i epigastriet og under høyre costalbue den siste mnd. Smertene stråler ofte opp i høyre thorax/hø skulder og er av 1-4 timers varighet, og ledsages noen ganger av kvalme. Pas bruker P-piller.
Du tar blodprøver som viser:
* Hb 13,8 g/dL (13,4–17,0)
* CRP 2 (2-12)
* Hvite 6,0 (4,0–11)
* Bilirubin 23 micromol/L (5–25)
* ALP 90 U/L (35–105)
* ALAT 66 U/L (10–70)
* ASAT 98 U/L (15–45)
* GT 99 U/L (15–115)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
# Hva er mest sannsynlige årsak til pasientens symptomer?
# Hvordan vil du utrede pasienten videre?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
# Gallestein 1 p
# Ultralyd galleveier 1p
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 poeng for hvert riktig svar
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Fra forrige vignett:
En kvinne på 26 år med to barn på 2 og 4 år kommer til fastlegen etter noen anfall med smerter i epigastriet og under høyre costalbue den siste mnd. Smertene stråler ofte opp i høyre thorax/hø skulder og er av 1-4 timers varighet, og ledsages noen ganger av kvalme. Pas bruker P-piller.
Du tar blodprøver som viser:
* Hb 13,8 g/dL (13,4–17,0)
* CRP 2 (2-12)
* Hvite 6,0 (4,0–11)
* Bilirubin 23 micromol/L (5–25)
* ALP 90 U/L (35–105)
* ALAT 66 U/L (10–70)
* ASAT 98 U/L (15–45)
* GT 99 U/L (15–115)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke overveininger kan tale for operasjon? Hvilke overveininger kan tale mot operasjon?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Gjentatte plagsomme gallestensanfall taler for operasjon med laparoskopisk kolecystectomi.
Sjeldne anfall og lette smerter taler mot operasjon, og likeså pasientenes ønske.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Konservativ behandling kan anbefales om pas har sjeldne anfall og tolererer smertene: 2 poeng
Hvis pasienten får symptomer på steinvandring med forhøyede leverprøver eller pancreatitt eller gjentatte anfall med sterke smerter må operasjon anbefales: 2 poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Pas ønsker å se det hele an uten operasjon.
2 år senere kommer pasienten til fastlegen som øhj med smerter i epigastriet av 8 timers varighet. Smerteutstråling til hø skulder og rygg, takvis forverrelse. Ingen effekt av Voltaren 100 mg supp. Pas er sterkt smertepåvirket, kaldsvett men greier såvidt å gå selv inn på legekontoret. BT 90/60, puls 120
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke årsaker kan man tenke seg til pasientens symptomer?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
# Cholangitt
# Pancreatitt
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 riktig svar gir 1 poeng
2 riktige svar gir 2 poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Du tar blodprøver som viser:
* Hb 15,8 g/dL (13,4–17,0)
* CRP 80 (2-12)
* Hvite 23,0 (4,0–11)
* Kreatinin 130 U/L (35-105)
* Bilirubin 50 micromol/L (5–25)
* ALP 90 U/L (35–105)
* ALAT 66 U/L (10-70)
* ASAT 98 (15–45)
* GT 99 U/L (15–115)
* Amylase 3000 U/L (60–180)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva er beste tiltak for denne pasienten?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Øhj. innleggelse i sykehus til videre utredning og behandling
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
2 poeng for riktig svar
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Fra forrige vignett:
* Hb 15,8 g/dL (13,4–17,0)
* CRP 80 (2-12)
* Hvite 23,0 (4,0–11)
* Kreatinin 130 U/L (35-105)
* Bilirubin 50 micromol/L (5–25)
* ALP 90 U/L (35–105)
* ALAT 66 U/L (10-70)
* ASAT 98 (15–45)
* GT 99 U/L (15–115)
* Amylase 3000 U/L (60–180)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Nevn minst tre aktuelle radiologiske prosedyrer for denne pasienten slik hennes tilstand er nå?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Ultralyd galleveier, CT abdomen, MRCP, MR pancreas
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 poeng for hvert riktig svar inntil 3 stk
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
En kvinne i 50-årene ble lagt inn på kirurgisk avdeling fra den lokale legevakten under diagnosen «akutt abdomen». Hun var tidligere frisk og brukte ingen faste medisiner, men hun hadde de siste månedene vært plaget med litt takvise smerter i nedre del av magen samt litt løs avføring, intet blod per rectum.
Det aktuelle var relativt akutt innsettende smerter i nedre høyre del av buken. Ved klinisk undersøkelse var hun smertepåvirket, hun hadde lett forhøyet blodtrykk og puls, var subfebril og var trykk- og slippøm i
buken, især i nedre høyre del, ingen blod på hansken etter rektal eksplorasjon.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Presis angivelse av lokalisasjon av abdominale smerter er viktig. Abdomen er inndelt i ni anatomiske regioner. Hva er navnene på disse områdene? (0.25 p for hvert delsvar, maks 2 p).
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
# Regio hypochondrica dxt./sin., evt. hø. og ve. hypokondrium
# Regio epigastrica/epigastriet
# Regio lumbalis dxt./sin., evt. regio abdominis/lateralis dxt./sin., evt. hø. og ve. flanke
# Regio umbilicalis/umbilicalregionen (navleregionen)
# Regio inguinalis dxt./sin., evt. hø. og ve. fossa iliaca
# Regio pubica/hypogastrium/hypogastriet
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0.25 p for hvert delsvar, maks. 2 p
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Angi noen aktuelle differensialdiagnoser for akutte smerter i nedre høyre del av buken som kan være relevante for denne pasienten (ikke tumorrelaterte tilstander og ikke tilstander relatert til urogenitalia (organsystem for St. IID)). (0.5 p for hvert delsvar, maks. 3 p).
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Noen aktuelle differensialdiagnoser er bl.a.: akutt appendicitt, divertikulitt, volvulus, ileus, duodenalsår, Mb. Crohn, betent Meckels divertikkel, kolecystitt, trombose/emboli av mesenteriale blodkar, abscesser (psoasabscess).
Det kan her være andre relevante tilstander som ikke er nevnt over, så her må det vises skjønn ved poengberegningen.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0.5 p for hvert forslag, maks. 3 p.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Pasienten ble operert, og det viste seg å være en obstruerende tumor i cøcum som hadde gitt pasienten de akutte abdominalsmertene.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke typer premaligne og maligne tumores kan forekomme i colon? (0.5 p for hvert delsvar, maks 2 p).
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Adenomatøse polypper (tubulært/tubulovilløst/villøst adenom (angivelse av en av disse entitetene regnes som én tumor), adenokarsinom (kolorektalt adenokarsinom), nevroendokrin tumor, nevroendokrint karsinom, metastase, gastrointestinal stromal tumor (GIST), lymfom (også sjeldne tumores som sarkomer o.l. kan forekomme)
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0.5 p for hvert delsvar, maks 2 p
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Det ble utført en høyresidig kolektomi. Peroperativt ble det også påvist en solitær velavgrenset lesjon i venstre leverlapp med diameter ca. 2 cm. Denne ble eksidert, og resektatene ble sendt til Avd. for patolog for undersøkelse. Mikrobildene er fra leverlesjonen (øverste bilde med 100x forstørrelse, bildet under 200 x forstørrelse).
<<imgLink "IIAB-2020f-3-A.PNG" 700>>
<<imgLink "IIAB-2020f-3-B.PNG" 700>>
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Beskriv bildene (1.5 p). Hvilke/hvilken diagnose/-r er det mest sannsynlig foreligger her i cøcum og lever? (1.5 p). (Totalt på hele oppgaven 3 p)
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
''Histologibeskrivelse'': Det foreligger levervev med tilstedeværelse av irregulære kjertler bekledt med atypiske epitelceller. Kjertlene varierer i form og størrelse. Kjertelepitelet er flerradet, det er svinn av begerceller. Det atypiske kjertelepitelet viser celle- og kjernevariasjon (pleomorfi), mange av kjernene er hyperkromatiske, andre mer vesikuløse, nukleoler er lite fremtredende, enkelte apoptotiske figurer og mitoser sees, ingen nekroser.
''Diagnoser'': Det foreligger atypiske kjertler i lever forenlig med et adenokarsinom. Ut i fra sykehistorien med obstruerende tumor i cøcum, er det mest sannsynlig at det her foreligger et primært adenokarsinom i cøcum som har metastasert til lever (adenokarsinommetastase i lever)
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
''Ang. histologibeskrivelse'': For hver histopatologisk forandring som nevnes, gis 0.5 p, eksempelvis: flerradethet, irregulær/-e kjertler/kjertelarkitektur/vekstmønster, kjerneatypi, celle- og kjerneatypi (om begge nevnes; angivelse av atypi uansett gir bare 0.5 p), pleomorfi, kjernevariasjon, hyperkromasi, vesikuløse kjerner, nukleoler, mitoser, apoptoser, nekroser (fravær av).
Det må her brukes skjønn når poengberegning skal gjøres. Maks. poengsum: 1.5 p.
''Ang. diagnose'': Angivelse av adenokarsinom i kolon med metastase til lever gir 1.5 p. Poengsetting her må også baseres på skjønn ut i fra kandidatens formuleringer, eksempelvis gir bare angivelse av karsinom 0.5 p, angivelse av karsinom pluss metastase 1 p.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Kvinne 25 år oppsøkte fastlegen grunnet hevelse på halsen som hun har hatt i tre måneders tid. De har variert litt i størrelse, samtidig har allmenntilstand vært dårligere enn vanlig. Hun er fra før nyretransplantert og står på immunsuppressiv behandling.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Nevn de vanligste tilstandene (minst 4) som kan gi hevelse på halsen hos pasienter i denne aldersgruppen
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
# Infeksjon av ulike slag
# Inflammasjon
# Autoimmune sykdommer.
# Maligne blodsykdommer.
#* KML, myelofibrose, Hodgkins lymfom, ALL, lymfom gir alle 0.5 p.
#* KLL, hårcelleleukemi, AML, akutt leukemi, myelomatose gir ikke poeng (KLL forekommer ikke under 30 år),
# Metastaser fra annen kreftsykdom
# Cyster
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Maligne blodsykdommer, infeksjon, autoimmun sykdom, cyste: 0.5 p hver
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Fra forrige vignett:
Kvinne 25 år oppsøkte fastlegen grunnet hevelse på halsen som hun har hatt i tre måneders tid. De har variert litt i størrelse, samtidig har allmenntilstand vært dårligere enn vanlig. Hun er fra før nyretransplantert og står på immunsuppressiv behandling.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke kliniske undersøkelser ut over undersøkelse av halsen er viktig hos denne pasienten? Gi en kort begrunnelse.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
# Undersøkelse av alle overfladiske glandelstasjoner.
# Infeksjonstegn (inkludert feber)
# Innvendig undersøkelse av hals.
# Undersøkelse av abdomen inkl lever og milt
# Utelukke infeksjon f eks mononukleose
# Utelukke sykdom i skjoldbrukskjertel
# Utelukke malignitet som følge av immunsuppresiv behandling
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Undersøkelse av overfladiske glandelstasjoner, og abdomen inkl milt må være med for å gi full score
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Pasienten frykter hun kan ha fått en ondartet sykdom.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke symptomer og funn skal i et slikt tilfelle gi mistanke om lymfekreft?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Økt infeksjonstendens; vedvarende feber av ukjent årsak; blødningstendens; blodpropp i armer/bein eller lunger; utilsiktet vekttap; nattesvette; forstørrede lymfeknuter; forstørret milt
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0,5 p for hver av følgende feber, nattesvette, vekttap, forstørret glandelsvulst/forstørret milt
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Fra hvilke celler oppstår lymfomer?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Lymfomer oppstår i forskjellige stadier I lymfocyttenes differensiering fra umodne lymfoide forstadier i benmarg og thymus til modne lymfocytter og terminalt differensierte plasmaceller
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Alle elementene må være nevnt
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Nevn 4 normale funksjoner som milten har i kroppen.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
# Lymfoid organ som produserer lymfocytter, deltar i modningen av lymfocytter, deltar i immunforsvaret
# Renser ut celler på grunn av alder (120 dager for erytrocytter), skade (endret form, sfærocytter, defekte røde), røde som er dekket med antistoffer (autoimmun hemolytisk anemi)
# Reservoir for alle typer blodceller
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0.5 poeng for hver av punktene, max 1 poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Pasienten står på immunsuppressiv behandling. Hva er den viktigste årsaken til at immunsuppressiv behandling gir økt kreftrisiko?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Den viktigste kjente risikofaktor for å utvikle B-celle neoplasier er forandringer i immunsystemet, enten ved immunsuppresjon eller autoimmunitet. Såkalt posttransplantasjons-lymfoproliferative tilstander (oftest B-celle lymfomer) forekommer hos pasienter som er organtransplanterte og bruker immundempende medikamenter i den hensikt å forhindre "graft versus host"-sykdom og avstøting av transplantater. Her er sannsynligvis redusert immunstatus sammen viktig for patogenesen.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Nedsatt immunstatus
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva er tumorlysesyndrom, og hvordan kan det forebygges og behandles?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Dette betegner en tilstand med hyperkalemi, hypermagnesemi, hyperfosfatemi, hyperurikemi samt forhøyet kreatinin og urinstoff som tegn på nyresvikt og som oppstår når et stort antall kreftceller går raskt i oppløsning. (1 p) Det er viktig å være oppmerksom på og forebygge utvikling av denne livstruende komplikasjonen ved kreftformer der oppstart av behandling medfører raskt celledrap. Problemet ses ofte ved akutte leukemier, lymfoblastlymfom og Burkitt lymfom, mindre hyppig ved andre aggressive B og T-celle lymfomer, og fortrinnsvis der det foreligger store tumormasser.
Profylakse mot tumorlyse syndrom består av forsert diurese (alkalinisert diurese ved forhøyet urinsyre og / eller ved bruk av høydose metotreksat), man tilstreber en diurese på 4–5 l per døgn med pH helst over 7 døgnet før og de første 2–3 døgn etter oppstart av terapi, samt behandling med allopurinol tabletter i 2–3 uker. (1p ) Alkalinisert diurese øker presipitasjon av kalsiumfosfatkrystaller i nyrene, men nedsetter utfelling av urinsyrekrystaller og gir lavere nyretoksisitet av metotreksat.
Pasientene bør observeres nøye de første døgn og undersøkes daglig mht elektrolytt-forstyrrelser og stigning i urinsyre, kreatinin og urea. Pasienter som på forhånd har redusert nyrefunksjon, er mer utsatt.. Rasburicase (Fasturtec®) hindrer og reduserer hyperurikemi. Dette er en rekombinant urinsyre oksydase og er svært effektivt.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Elektrolyttforstyrrelsene og nyresvikt må nevnes for å få 1 p
Profylakse med forsert diurese og alkalinisert diurese m virkningsmekanismer 1 p
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Som fastlege vet du at du har mulighet for å beregne risiko for at en pasient har en gitt tilstand ved å kjenne til hvilke symptomer og funn pasienten har.
Mange pasienter kommer innom med halsvondt og du ønsker å finne de som har en sannsynlig streptokokk halsbetennelse, og vet at det finnes et sett med kriterier som kan hjelpe deg med dette.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
# Hva heter disse kriteriene?
# Hvilke kriterier er det?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
# De kalles Centorkriteriene
## Akutte halssmerter,
## Feber over 38.5°C
## Belegg eller pusspropper på tonsillene
## Hovne, ømme fremre cervikale lymfeknuter
## Fravær av hoste
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
# Centorkriteriene (0.5 poeng)
# 0.5 poeng per kriterium
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
En 25 år gammel kvinne kommer til deg som fastlege. Hun har følt seg syk i 3 dager med halsvondt, svelgsmerter og feber. Hun hadde ingen sekresjon fra nesen og ingen hoste. Du ser pusspropper på begge tonsillene
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
# Hva er mest sannsynlige diagnose? Begrunn svaret kort
# Hvordan skal dette behandles?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
# A. Streptokokk tonsilitt. Alle Centor kriterier er ikke listet opp i teksten, men likevel har man nok opplysninger til å argumentere for diagnosen.
# Fenoksymetylpenicillin (660mg x3-4 i 10 dager)
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
# Streptokokk tonsilitt (1 poeng). Bakteriell tonsilitt gir også 1 poeng, det står ikke noe om strep test i oppgave teksten. Bare tonsilitt gir 0.5 poeng
# Penicillin/fenoksymetylpenicillin gir 1 poeng. Kun antibiotika gir 0.5 poeng. Ikke krav at vet lengden eller styrken på behandlingen
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Hun kommer tilbake til ny time en uke senere fordi hun for 3 dager siden ble økende medtatt, fikk kraftig halssmerte på høyre side og gradvis vansker med å gape (kjevesperre).
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
# Hva er mest sannsynlige diagnose nå?
# Hva er et typisk klinisk funn ved undersøkelse av svelg og munnhulen ved denne tilstanden?
# Hvordan er det riktigst å behandle denne tilstanden nå?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
# Symptomene pasienten presenterer nå er typisk for en peritonsillær abscess (1p).
# Man forventer å se en forskyvning av tonsillen mot medialt (svelg) og hevelse peritonsillært (munnhule), evt også deviasjon av uvula og asymmetri av ganebuer (1p)
# Behandlingen er incisjon (primært) og målrettet antibiotika (0.5p).
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 poeng for (1) og (2). 0.5 poeng for (3). Gir poeng dersom står kun incisjon/tømme abscessen
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Denne kvinnen har hatt samme tilstand en gang tidligere. Hun kommer tilbake til deg etter avsluttet behandling og ønsker å drøfte forebyggende tiltak som kan gi best mulig beskyttelse mot samme tilstand i fremtiden.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
# Hvilken forebyggende behandling er det riktigste for denne pasienten?
# Medfører dette tiltaket noen i risiko? Begrunn kort.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
# Du anbefaler pasienten tonsillektomi.
# Den kirurgiske prosedyren har risiko for smerte, ernæringsvegring med dehydrering og vekttap, blødning, postoperativ infeksjon og narkoserisiko
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
# Tonsillektomi 0.5 poeng
# Risiko ved tonsillektomi må minimum angi blødning (0.5p). I tillegg minimum 2 av disse 3 ytterligere 0,5p: smerte (0.25p), ernæringsvegring (0.25p) og narkoserisiko (0,25p)
Maks 1,5 poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Om det var indisert eller ikke, så ble pasienten anbefalt en prosedyre. Denne prosedyren kan utføres som kurativ behandling, symptomlindrende behandling eller som diagnostisk avklaring
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Nevn minst 3 andre tilstander hvor denne prosedyren er indisert. Skriv om det er ment kurativt, symptomlindrende eller diagnostisk.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
* Residiverende tonsillitter (3-4 ganger årlig), kurativ behandling
* Tonsillehypertrofi og OSAS voksne, symptomlindring
* Tumor i tonsillen og/eller tumor colli uten kjent primætumor, diagnostisk.
* Kroniske svelgsmerter/tonsilitt, kurativ
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0.5 poeng for hvert riktige svar, maks 1.5 poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
En mann 76 år gammel kommer til fastlege på grunn av økende slapphet siste uken. Han har ingen magesmerter og avføringen har normal farge. Han har fra tidligere hatt et hjerteinfarkt og bruker acetylsalisylsyre (Albyl E 75 mg x 1). Han har hypertensjon og nyresvikt og bruker en angiotensin-II-hemmer.
Du tar blodprøver som viser
|! |! | !Referanseområde |
| Hb | 8.6 | 13.4 – 17.0 g/dL |
| MCV | 73 | 81-95 fL |
| MCH | 26.1 | 27.1-32.6 pg |
| ferritin | 15 | 30-383 µg/L |
| folat | 15 | 7-29 nmol/L |
| vitamin B12 | 214 | 186-645 pmol/L |
| CRP | <5 | <5 mg/L |
| kreatinin | 194 | 60-105 µmol/L |
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvordan vil du klassifisere anemien hans?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Jernmangelanemi. Mikrocytær, hypochrom.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
* Jernmangelanemi: 1 poeng
* Mikrocytær og hypochrom 1 poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Albyl-E øker risiko for GI-blødning. Hvorfor?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
# Albyl-E er ulcerogent og øker risiko for magesår som i seg selv kan blø.
# Albyl-E hemmer blodplatefunksjon og øker derfor risiko for blødning fra blødningskilder som i seg selv ikke er forårsaket av Albyl-E, f.eks svulster i tykktarm.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Ett poeng for hvert av svarene
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Pasienten er i god form og vil gjerne dra hjem.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke diagnostiske tiltak iverksetter du?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Henvise til gastroskopi
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
2 poeng for gastroskopi.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Pasienten blir to dager seinere akutt uvel og svimmel før han kortvarig mister bevisstheten. Han hadde en stor tømning løs, svart, illeluktende avføring tilblandet med litt friskere blod i forkant av denne episoden.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Mistenker du nå en øvre eller nedre gastrointestinal blødning? Begrunn svaret
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
En øvre GI-blødning. Ut fra beskrivelsen har pasienten melena.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 poeng for øvre. 1 poeng for en begrunnelse som inkluderer mistanke om melena.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Du følger ambulansen på hjemmebesøk og tilser pasienten en halv time etter at han mistet bevisstheten. Du måler BT 96/62, puls 92 regelmessig. Han er varm og tørr i huden
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvordan vurderer du blødningens alvorlighetsgrad og pasientfaktorer som gir økt risiko for død? Begrunn svarene
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
* Alvorlig GI-blødning. Bevissthetstap, hypotensjon, lav Hb før akutt blødningsepisode. Mistanke om blodtilblandet melena og dermed et fokus i øvre GI-tractus med betydelig blodtap.
* Pasient med høy alder og komorbiditet (coronarsykdom og nyresvikt) har økt risiko for død.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
* 1 poeng dersom blødningen vurderes som alvorlig.
* 1 poeng dersom 3-4 av faktorene som tyder på alvorlig blødning nevnes. 0 poeng dersom kun 1-2 faktorer nevnes
* 1 poeng for alder som risikofaktor
* 1 poeng for komorbiditet som risikofaktor (coronarsykdom og eller nyresvikt)
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Pasienten blir innlagt på sykehus. Albyl-E seponeres. Man finner et ulcus ventriculi og stanser blødningen. Det startes behandling med protonpumpehemmer.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Bør pasienten starte Albyl-E igjen? Begrunn svaret
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Ja. Blødningskilden er lokalisert og pasienten er stabil. Pasienten har coronarsykdom og har en god indikasjon for bruk av Albyl-E. Seponering av Albyl-E øker risiko for død hos pasienter med coronarsykdom.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Riktig svar og begrunnelse, som over. 1 poeng for riktig svar. 1 for en god begrunnelse.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Pasienten var Helicobacter pylori positiv og du gir en eradikasjonskur. Ved kontrollgastroskopi er magesåret tilhelet og han er H pylori negativ.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Bør han fortsette behandlingen med protonpumpehemmer?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Ja. Pasienten har god indikasjon for Albyl-E og bør fortsette med protonpumpehemmer.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Riktig svar Ja = 1 poeng.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
En kvinne på 23 år henvender seg til akuttmottaket da hun opplever at bena ikke bærer henne lenger. Hun forteller at hun i de to forutgående dagene har opplevd endring i hudfølelsen i bena. Hun beskriver en nummenhet som startet i tærne og som har steget oppover begge bena. Det er først i dag hun har opplevd at bena svikter
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Nevn diagnoser du tenker er særlig viktig å avklare med denne sykehistorien?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
# Inflammatorisk polynevropati (Guillain Barre syndrom, AIDP)
# Inflammatorisk tilstand i medulla (myelopati)
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 poeng gis hvis inflammatoriske polynevropatier (eller tilsvarende betegnelser som AIDP eller Guillain Barre syndrom) er nevnt. Hvis dette ikke er nevnt gis ingen poeng.
Tilstander som gir en gradvis utviklende myelopati bør nevnes i tillegg, men da dette behandles i senere oppgaver, er det tilstrekkelig og nødvendig å nevne inflammatoriske tilstander i det perifere nervesystemet for å få full uttelling her.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Pasienten har grad 4 pareser i alle stasjoner i begge underekstremiteter. Din nevrologiske undersøkelse finner holdepunkter for centralmotorisk årsak til paresene
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke ledsagende tegn ved parese i underekstremitetene gir mistanke om affeksjon av øvre motornevron?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
* Hypertoni av typen spastisitet
* Økte reflekser
* Temposvikt som er større en paresens grad
* Oppadvendt plantarrefleks
* (ingen facikulasjoner)
* (ikke større atrofi (ikke aktuelt da så kort sykehistorie))
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0,5 for 2/4 kulepunkt, 1 p for 4/4 kulepunkt. Punktene i parentes er ikke direkte feil, men mindre relevante her.
Det kan skjønnsmessig trekkes poeng hvis det er angitt mange gale svar (helgardering)
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Ved undersøkelse av sensorikk finner du at pasienten har god sensibilitet for lett berøring og vibrasjon i begge bena. Hun kan ikke skille stikk fra lett berøring eller varme fra kalde gjenstander fra et nivå med navlen og nedenfor (kaudalt). Kranialt for dette nivået er sensibilitetsundersøkelsen helt normal.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Sanseinformasjon for modalitetene stikk og vibrasjon formidles i forskjellige signalsystemer. Beskriv nervestrukturene som leder signaler for disse to modalitetene fra hudreseptorer i underekstremiteter til thalamus, inkludert plassering av synapser og krysninger.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Vibrasjonssans:
* Mekanoreseptorer i huden
* A-alfa/Abeta (tykke myeliniserte fibre) fibre til medulla spinalis
* Fortsetter direkte i bakstrengen (fasciculus gracilis)
* Synapse i nucleus gracilis (medulla oblongata)
* 2. ordens nevron løper som lemniscus medialis og krysser i decussatio lemniscorum medianum og videre til thalamus.
Stikk:
* Frie nerveender (nociseptorer)
* Aδ fibre/tynne myeliniserte fibre, i mindre grad C-fibre (umyeliniserte fibre)
** Skarp, stikkende smerte formidles særlig via Aδ fibre
** Varme, brennende, pressende smerte formidles særlig i C-fibre
* Synapse i dorsalhornet i lumbale medulla spinalis
* 2 ordens nevron krysser i anteriore commissur (commisura alba anterior)
* Løper i tracus spinothalamicus i det anterolaterale system til thalamus
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Vibrasjon: For 0.5p må korrekt angivelse av sted for synapsene og hvor kryssningen skjer. For 1p må riktig betegnelse av perifere fibre*, bakstreng og lemniscus-systemet fremgå av besvarelsen,
Smerte: For 0.5p må korrekt angivelse av sted for synapsene og hvor kryssningen skjer foreligger. For 1p må riktig betegnelse av perifere fibre*, anterior kommisur og tractus spinothalamicus fremgå av besvarelsen
*Beskrivelsen av perifere fibre bør vise at kandidaten kjenner til at det er forskjellige typer perifere fibre for de forskjellige modalitetene. Detaljer som navn på fibre, eller å skille mellom A-delta/c-fibre for nocicepsjon er ikke nødvendig for å få poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Ut i fra det du vet, hvor er det rimelig å anta at lesjonen sitter?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Anterior-syndrom, ca nivå Th10
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Examinanden må få frem at det mistenkes en partiell affeksjon av ryggmargen, i dette tilfelle kun fremre del. I tillegg bør det være en beskrivelse av nivå, men besvarelser som midtre/nedre thorakale medulla er tilstrekkelig.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvis det var en akutt (vaskulær) debut av dette sensoriske og motoriske utfallet, hvilken paraklinisk undersøkelse ville du prioritere først i akuttmottaket?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
CT angiografi av aorta. Denne bildeundersøkelse er tilgjengelig i akuttmottak og kan påvise disseksjon aorta abdominalis.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 poeng: CT angiografi av aorta
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
I dette tilfelle fant man grunn til å mistenke demyeliniserende lidelse. Sykehistorien gav mistanke om et tidligere schub med forbigående styringsvansker i venstre arm og L’Hermittes fenomen.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Redgjør kort for de overordnede krav som gjelder for å stille diagnosen multippel sklerose (MS)?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
# Ekskludere andre årsaker, da MS er en eksklusjonsdiagnose.
# Fravær av andre påviste årsaker er ikke tilstrekkelig, man må oppfylle et eget kriteriesett for å stille diagnosen (MacDonald-kriteriene). Et sentralt prinsipp i dette kriteriesettet er kravet om å dokumentere spredning (disseminasjon) i tid og sted.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
* 0.5 poeng for å ekskludere andre årsaker (at eksaminanden viser forståelse for at MS er en eksklusjonsdiagnose)
* 0.5 poeng hvis kandidaten i besvarelsen viser forståelse for at man må oppfylle et kriteriesett for diagnosen. (Kriterisettes navn eller detaljene om dette er ikke forventet i en overordnet besvarelse)
* 1 poeng for å nevne prinsippet om spredning (disseminasjon) i tid og rom.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke supplerende diagnostiske undersøkelser (i tillegg til nevrologisk status og anamense) er det vanlig å gjennomføre for å stille MS diagnosen?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
* MR nevroakse (både hjerne og ryggmarg) med intravenøs kontrast
* Spinalpunksjon for undersøkelse etter oligoklonale bånd.
* Relevante nevrofysiologiske undersøkelser, VEP/SEP/BAER
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
* 0.5 hver av kulepunktene (MR nevroakse, spinalpunksjon, evoked potential undersøkelse)
* 0.5 ekstra hvis det er presisert at det skal gjøres MR av hele nevroaksen med intravenøs kontrast.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
En 61 år gammel mann oppsøker legekontoret da han et par ganger har merket blod på toalettpapiret etter avføring. Han er tidligere stort sett frisk, og er i full jobb. Han har hatt "litt urolig mage" i senere tid samt tidvis magesmerter, men tilskriver dette økt stress i arbeidssituasjonen.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke opplysninger er viktige å få svar på i anamnesen?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Vekttap, friskt eller mørkt blod på papiret eller i avføring. Endret farge på avføringen Endret avføringsmønster. Redusert almenntilstand, Familieanamnese
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Friskt eller mørkt blod (0.5p), vekttap (0.5p), endret avføringsmønster (0.5p) de øvrige max 0.5p tilsammen
</$details>
<div class="oppgave">
<div class="vignett">
!!Forrige vignett
<<<
En 61 år gammel mann oppsøker legekontoret da han et par ganger har merket blod på toalettpapiret etter avføring. Han er tidligere stort sett frisk, og er i full jobb. Han har hatt "litt urolig mage" i senere tid samt tidvis magesmerter, men tilskriver dette økt stress i arbeidssituasjonen.
<<<
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Nevn de vanligste tilstandene (minst 4) som kan gi blod i avføringen hos pasienter i denne aldersgruppen
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Colorektal cancer, inflammatorisk tarmsykdom, fissurer og haemorrhoider. Divertikulitt, Infeksiøs eller ischemisk kolitt kan også være relevant.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Kreft, inflammatorisk tarmsykdom og fissur eller hemorrhoider må være med for å få max poeng.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Du bestemmer deg for å utrede de vanligste årsakene til blod i avføringen hos denne pasientgruppen
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Nevn de viktigste kliniske undersøkelsene du bør gjøre under konsultasjonen
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Klinisk undersøkelse av abdomen. Rektaleksplorasjon, undersøkelse av overfladiske glandelstasjoner, lytte på lunger.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0.5 poeng hver for us av abdomen og rektaleksplorasjon, 0.5 dersom en eller begge de øvrige punktene er med
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke laboratorieprøver vil du ta for å komme nærmere en diagnose?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Hemoglobin, hemofec og CRP. SR, ferritin, ASAT eller ALAT, GT og ALP kan også være aktuelt,
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Hemoglobin, hemofec må være med for å max poeng, de øvrige max 0.5 for ett av disse.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Du har fått svar på laboratorieprøvene, og mener det er viktig å henvise pasienten til videre undersøkelse.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilken undersøkelse er førstevalget i utredningen?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Endoskopi, primært colon/rektoskopi for å vurderer blødningskilde
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0.5 poeng for hver av punktene.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Pasienten kommer tilbake etter at videre undersøkelser er gjennomført. Du har fått tilbakemelding fra patologisk avdeling om at biopsi fra tarm viser adenocarcinom. Du ser også at pasienten er registrert i et pakkeforløp
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva slags kreftdiagnose er mest sannsynlig hos pasienten, hva er pakkeforløp og hva formidler du til pasienten?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Mest sannsynlig dreier det seg om colorektal cancer. Dette er blant de hyppigste kreftypene i pasientens aldersklasse og er økende i forekomst i Norge. Som fastlege bør man si at det er påvist ondartet sykdom (kreft) og at han er henvist til sykehuset for behandling. Hovedbehandling er kirurgi. Enkelte skal ha neoeller adjuvant kjemoterapi etter kirurgi.
Pakkeforløp er Retningslinjer utgitt av Helsedirektoratet som skal sikre at pasienten utredes og kommer til behandling innen de oppgitte tidsfristene som er utarbeidet av faggruppen for de enkelte diagnosene. Implementert jan 2015
De er ikke juridisk bindende, men veiledende i forhold til tid fra henvisning mottatt for utredning til start behandling. Fra henvisning mottatt til behandling starter 35 kalenderdager (kirurgi/kjemoterapi), 39 dager (strålebehandling)
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Diagnose (0.5p), og hovedbehandling (0.5p), til sammen 0.5 for de to, prinsipper for pakkeforløp (0.5p)
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Pasienten rapporterer at han siden siste kontroll har blitt mer slapp og trenger å hvile hver dag etter jobb. Du bestemmer deg for å ta utvidede blodprøver, og kontakte pasienten når svar foreligger. Blodprøvene viser forhøyet ALAT, GT og ALP.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Nevn mest sannsynlig differensialdiagnose Hva gjør du videre?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Levermetastaser.
Andre differential-diagnoser (mindre sannsynlige): Gallesten er ofte ledsaget av smerter. Hepatitt er som regel infeksjonspreget, ingen opplysning om reiseanamnese (HepA) og lite sannsynlig blodsmitte (Hep B). Cholangiocarcinom; sjelden tilstand i forhold til colorektal cancer med levermetastaser. Leverchirrose.
Primærlegen bør bestille billediagnostikk snarlig hvis det allerede ikke er gjort for å avklare om det foreligger metastatisk sykdom. Både CT, UL og MR har høy sensitivitet for å avdekke levermetastaser. Vanligvis brukes CT abdomen eller UL lever/abdomen. MR mer kostnadskrevende og som regel lenger ventetid. Ved mistanke om spredning til lever skal pasienten henvises til UL-eller CT veiledet biopsi.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Levermetastaser (0.5) Billedundersøkelse (0.5p)
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Noen pasienter trenger systemisk kreftbehandling i tillegg til lokalbehandling.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke hovedgrupper medikamenter til bruk i kreftbehandling finnes, og nevn typiske trekk ved de forskjellige gruppene mht bivirkninger
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Cytostatika (synonym: kjemoterapi, cellegift) – virker i stor grad også på raskt delende normalvev, akutte bivirkninger som hematologisk toksisitet, mucositt, polynevropati osv. Langtidsbivirkninger som kardiomyopati, sekundær malignitet, kronisk tretthet (fatigue) mfl
Ikke-cytostatika
* Monoklonale Antistoff -infusjonsrelaterte bivirkninger, lite akutte bivirkninger, langtidsbivirkninger?
* Småmolekylære hemmere/signal hemmere (TKI og andre) bivirkningsprofil er ulik avhengig av angrepspunkt, generelt mer tolererbar enn cytostatika, i liten grad hematologisk toksisitet, langtidsbivirkninger dels ukjent
* Immunterapi (PD-1 hemmere mfl) generelt lite bivirkninger, men ulike autoimmune manifestasjoner er et hovedtrekk, ukjent langtidsbivirkninger?
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Cytostatika 0.5 p. Ikke-cytostatika, minst en av de tre undergruppene her bør nevnes for 0.5 p
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
En 75 år gammel kvinne oppsøker fastlegen med subjektivt nedsatt kraft i venstre hånd som har kommet snikende siste 2 uker. Hun forteller også at hun har vært kvalm og svimmel i noen dager, og føler seg mer søvnig enn vanlig. Hennes mann forteller at hun for 3 uker siden falt i trappen hjemme, hvor hun slo hodet. Hun var ikke bevistløst, men har begynte «å rote» mer den siste uken. Fra tidligere stort sett frisk, men bruker warfarin grunnet en dyp venetrombose i låret for 3 måneder siden.
Du som fastlege er bekymret og henviser henne til en bildediagnostisk undersøkelse samme dag.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke modaliteter har man i radiologi (1 poeng) og hvilke fysiske prinsipper benytter de seg av (1 poeng)? Svar kort.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
__Ultralyd __(0,25p) - __lydbølger __(0,25p) som reflekteres fra det som avbildes
__Røntgen __(0,25p) - __røntgenstråler __(0,25p) som «dempes»/absorberes når de går gjennom det som skal avbildes
__Computer Tomografi __(CT) (0,25p)- __røntgenstråler __(0,25p) benyttet til å lage et tredimensjonalt volum av det som avbildes
__Magnetresonanstomografi __(MR) (0,25p) - __radiobølger __som påvirker __protoner __i et statisk __magnetfelt __(0,25p)
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Understrekede ord må være med for å få full uttelling. Disse fire er de tradisjonelle «modalitetene» i radiologi. PET/CT og PET/MR er hybridmodaliteter, og forsåvidt riktig, men trenger ikke være med for å få full uttelling (skal heller ikke gi poeng). Digital Subtraksjons Angiografi (DSA) / gjennomlysnings-røntgen regnes her som en undersøkelse under røntgen.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Bilder fra undersøkelsen du henviste henne til er vedlagt (figur 1).
<<imgLink "IIAB-2021-1-A.PNG">>
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilken modalitet er dette?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
CT
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
CT
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Ikke egen vignett
<<imgLink "IIAB-2021-1-A.PNG">>
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Er undersøkelsen normal eller foreligger det patologiske funn og i så fall hvilke?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Patologisk (0,25 poeng) CT Caput med et subakutt subdural hematom (1poeng) med kompresjon av venstre sideventrikkel (0,25poeng) og midtlinjeoverskyting (0,5 poeng).
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Dersom studenten glemmer å skrive at CT Caput er patologisk, men det framgår klart at han/hun tolker det slik i form av bildefunnene som oppgis, kan det likevel gies 0,25 poeng som ledd i en samlet vurdering.
Det er noe bevegelses-artefakter på høyre side, så dersom studentene nevner dette som mulig patologi skal det ikke trekkes for dette.
Feil tidsangivelse (akutt vs subakutt vs kronisk) av hematomet skal ikke gi trekk.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Pasienten blir lagt inn på sykehuset. Pasienten har KOLS noe som er kjent i fra før. I løpet av sykehusoppholdet blir hun tungpust, får hoste med ekspektorat (hoster opp slim), smerter på den ene siden av thorax. Hun blir svært dårlig med sepsisutvikling. CRP måles til 400 mg/L (Referanseområde < 5 mg/L). Leukocytter 25 x 10^^9^^ /L (Referanseområde 4,1 – 9,8 x 10^^9^^ /L).
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilken diagnose er mest sannsynlig årsak til kvinnens tilkomne symptomer og funn? Man ønsker å undersøke pasienten ytterligere med bildediagnostikk, hvilken undersøkelse er førstevalget å henvise til?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Pasienten har høyst sannsynlig fått en bakteriell pneumoni (høy CRP og typisk klinikk). Hvis det er aktuelt med bildediagnostikk ved utredning av infeksjon i luftveier, så skal man alltid starte med rtg. thorax. Ved typisk funn på rtg. thorax så bekreftes diagnosen. Man skal ikke starte utredning med CT som førstevalg. Dette gir sjeldent tilleggsinformasjon til røntgen thorax, men kan bl.a. brukes ved mistanke om komplikasjoner til pneumoni som f.eks. spørsmål om empyem, abscess, alternative diagnoser eller mistanke om bakenforliggende årsak til infeksjon f.eks. lungekreft
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Nedre luftveisinfeksjon/Pneumoni (0,5 poeng). Hvis man sier luftveisinfeksjon så gir ikke dette poeng, man må si at det er nedre luftveisinfeksjon eller pneumoni.
Røntgen thorax (0,5 poeng)
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Bilder fra undersøkelsen du henviste henne til er vedlagt (figur 2 a og b).
<<imgLink "IIAB-2021-1-B.PNG">>
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Kan du beskrive patologien på bildene og hva det kan representere?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Basalt på venstre side ses en stor, diffust avgrenset fortetning også kalt konsolidering. Man ser i tillegg luftbronkogram retrokardielt. På sidebildet ser man fortetningen basalt posteriort/dorsalt. Dette er typisk utseende som en lobær pneumoni. Man ser i tillegg avrundet venstre pleurasinus på frontbildet som kan indikere litt pleuravæske, og i såfall høyst sannsynlig parapneumonisk effusjon pga. infeksjon i lungen.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Riktig lokalisasjon: Venstre side (0,25 poeng). Basalt eller nedre del (0,25 poeng). Retrokardielt eller dorsalt eller posteriort eller baktil (0,25 poeng).
Utseende på fortetning: Diffust avgrenset eller konsolidering eller infeksiøst utseende fortetning (0,25 poeng). Det er ikke forventet at man beskriver eller ser luftbronkogram, men noen vil nok kanskje også beskrive dette og gir ytterligere 0,25 poeng.
Forandring kan representere eller passer med pneumoni eller nedre luftveisinfeksjon (0,25 poeng). Lobær pneumoni gir ikke tilleggspoeng. Om man foreslår type agens, f. eks. sannsynlig streptokokk-pneumoni, så gir ikke det tilleggspoeng, selv om dette er mest sannsynlig, men bildefunn er ikke spesifikk med tanke på type agens.
Hvis man beskriver pleuravæske så gir dette 0,5 poeng. Ingen tilleggspoeng for lokalisasjon av denne. Ingen tilleggspoeng om man nevner at dette sannsynligvis representerer parapneumonisk effusjon.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Pasienten ble behandlet og skrevet ut av sykehuset. Du er pasientens fastlege og bestiller et kontroll røntgen thorax ca. 2 måneder etter utskrivelse. Når røntgenbilder ble tatt, så hadde pasienten ingen symptomer. Kontroll røntgen thorax er vedlagt (figur 3a og 3b).
<<imgLink "IIAB-2021-1-C.PNG">>
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Kan du beskrive hovedfunnet på bildene og si hva det mest sannsynlig kan representere? Som hennes fastlege, hvordan håndterer du bildefunn videre?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Basalt dorsalt på venstre side ses en rund, skarpt avgrenset fortetning, som kan passe med tumor. Man vet ikke om dette er en benign eller malign tumor, men funn kan representere primær lungecancer, spesielt med tanke på pasientens alder, hun har kjent KOLS, og man ser en stor tumor.
Riktig håndtering blir å henvise videre til pakkeforløp for lungecancer, evt. henvise til lungeavdelingen eller tilsvarende avdeling som utreder med tanke på lungekreft.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Riktig lokalisasjon gir ikke poeng på denne oppgaven.
Utseende: rund (0,25 poeng), skarpt avgrenset (0,25 poeng)
Kan passe med tumor eller primær lungecancer (0,5 poeng). Om man sier tumor, så gir det full uttelling.
Henvisning til pakkeforløp eller lungeavdelingen (1 poeng). Hvis man sier henvisning til CT (thorax eller thorax/abdomen) så gir også poeng, men kun 0,25 poeng i stedet for 1 poeng.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Du er LIS-lege i akuttmottaket. En 62 år gammel mann er henvist fra legevakt for smerter og hevelse i venstre legg siste fire dager. Han fikk diagnostiert hjerteinfarkt for 10 år siden og diabetes mellitus type II for syv år siden. Han opplyser om tørste siste tid, samt vekttap 5 kg.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke differensialdiagnoser er aktuelle? (Nevn minst 5)
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Dyp venetrombose (DVT), rumpert bakercyste, bløtdelsinfeksjon, blødning, hjertesvikt, tumor i bekkenet med lymfødem eller venøs stase
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
En mann i denne alderen og med underliggende hjertesykdom og diabetes har mange differensialdiagnoser ved hevelse og smerte i leggen. Artrose er ikke uvanlig i denne alderen og vil kunne disponere for bakercyste. Diabetes vil øke risikoen for bløtdelsinfeksjon. Postinfarkt hjertesvikt med asymmetrisk ødem (ofte mere ødem i venstre ben fordi v. iliaca klemmes av ved krysningen over promontoriet) er heller ikke usannsynlig. Etter hjerteinfarkt er det vanlig å bruke platehemmer, som igjen vil disponere for blødning. Dyp venetrombose vil også være aktuelt, både alder og diabetes vil kunne disponere for dette. Alder og vekttap gjør at også kreftsykdom er aktuelt.
Man får 1 poeng for DVT og 0.5 poeng for øvrige riktige differensialdiagnoser inntil 3 poeng maksimalt.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Ikke egen vignett
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke symptomer vil du spørre om for å komme nærmere en sikker diagnose?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Slapphet, dyspne ved aktivitet, dyspne om natten (ligge flatt?), hoste, hemoptyse, feber, frostrier/frostanfall, andre smerter (eks kne, mage, bekken, rygg, bryst), svimmelhet/syncope, hjertebank, traume, polyuri.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Slapphet over lang tid vil gi mistanke om kreftsykdom. Hvis DVT vil man også kunne ha lungeemboli som kan gi dyspne, hemoptyse og pleurale brystsmerter. Bløtdelsinfeksjon vil være forbundet med feberfølelse, og frostanfall vil indikere alvorlig infeksjon. Klemmende brystsmerter kan bety koronare stenoser med mulighet for nytt hjerteinfarkt eller ischemirelatert hjertesvikt. Svimmelhet/syncope/hjertebank er relevant mhp massiv lungeemboli eller hjerterytmeforstyrrrelse. Traume mot venstre ben vil øke sannsynligheten for blødning. Polyuri vil indikere dårlig regulert diabetes, som igjen vil kunne forklare tørste og vekttap.
Man får 0.5 poeng per symptom inntil 2 poeng. Dyspne og feber/frostrier må med for å få full skår. Hvis ingen av disse er nevnt kan man maksimalt oppnå 1 poeng.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Under anamneseopptak kommer det fram at pasienten har hatt funksjonsdyspne i 1-2 uker. Han har ellers vært i god allmentilstand og har ikke hatt feberfølelse. Blodtrykket er 130/80, Puls 85 og regelmessig. Temperatur er 38.3 grader Celcius målt rektalt. O2 saturasjon 95% uten oksygentilførsel. EKG viser dyp S-takk i avledning I, og i avledning III dyp Q-takk og invertert T-takk.
Ved undersøkelse finner du:
* Venstre legg er hoven. Det er spent/konsistensøket tykklegg med smerter ved palpasjon av denne. Rødme i huden med uskarp avgrensning til normal hud.
* Orofarynx: Tørre slimhinner.
* Cor: Regelmessig aksjon. Ingen bilyder.
* Pulm: Sonor perkusjonslyd, normale lungegrenser, normale og sidelike respirasjonslyder.
* Andre organsystemer som ikke er beskrevet ble funnet normale.
Laboratorieverdiene viser:
|!Analyse |!Verdi |!Referanseverdi |
|CRP |85 mg/l |<5 mg/l |
|D-dimer |8.9 mg/l |<0.5 mg/l |
|Glukose |28 mmol/l |4.2-6.3 mmol/l |
|Troponin T |26 ng/l |<14 ng/l |
|Leukocytter |7.5 x10^^9^^/l |3.7-10.0 x10^^9^^/l |
Trombocytter, alat, alp, kreatinin: Normale.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva anser du nå som mest sannsynlige diagnose?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
DVT
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Kun riktig svar gir 1 poeng. Lokale funn på leggen sammen med lungeembolisymptomer og funn (EKG og troponin) åpner ikke for andre sannsynlige diagnoser. Bløtdelsinfeksjon er viktigste differensialdiagnose og gir 0.5 poeng. Ingen andre diagnoser gir poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Ikke egen vignett
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilken undersøkelse vil du rekvirere for å støtte din mistanke?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
UL dype vener.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Kun riktig svar gir 1 poeng. Hvis studenten har svart bløtdelsinfeksjon på spørsmål 3 vil blodkultur også gi 1 poeng. Venografi er kun aktuelt ved inkonklusiv UL og gir 0.5 poeng. Ekko Cor vil kunne vise hø belastning ved LE og gir også 0.5 poeng.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Ikke egen vignett
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilken medikamentell behandling vil du forordne hvis den diagnosen du har foreslått er sikker?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
DOAK
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
DOAK er førstevalg ved VTE. Man får 1 poeng hvis man kun svarer DOAK. Warfarin/LMWH er et godt alternativ, men gir litt større fare for hjerneblødning og bør bare velges hvis det er kontraindikasjoner mot DOAK (lever/nyresvikt eller interagerende medikamenter på Cyp3A4/P-gp systemet). Denne pasienten har normale lever og nyrefunksjonsverdier og kan sånn sett få DOAK. Unntaket vil være hvis han står på medisiner som interagerer. Hvis man svarer warfarin/LMWH uten begrunnelse gir dette 0.5 poeng. Med god begrunnelse og med beskrivelse av «warfarinisering» (dobbeltbehandling med LMWH første fem dager og i tillegg INR over 2.0 i minst ett døgn før LMWH-seponering) kan man gi 1 poeng.
Ved følgefeil, f.eks hvis man svarer penicillin som behandling av bløtdelsinfeksjon, kan dette gi full skår.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Ikke egen vignett
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Beskriv virkningsmekanismen for den medikamentelle behandlingen
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Ved VTE: Hemming av fibrindannelse.
DOAK:
* Apixaban/Rivaroxaba/Edoxaban: Faktor Xa.
* Dabigatran: Faktor II
Warfarin: K-vitaminavhengige faktorer (II, VII, IX og X)
LMWH: Faktor Xa
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Ved VTE er det hemming av fibrindannelse (antikoagulasjon) som gjelder, til forskjell fra platehemming på arteriesiden. Har man med dette gir det 1 poeng. I tillegg får man 1 poeng for å angi hvilke(n) koagulasjonsfaktor som hemmes ved foreslåtte behandling som angitt over.
Ved følgefeil, f.eks hvis man beskriver virkningsmekanismen av penicillin, kan dette gi full skår.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Karen 56 år, tidligere frisk, kommer til sin fastlege på grunn av hoste, feber og nedsatt allmenntilstand. Ved auskultasjon av lungene høres basale knatrelyder høyre side. Temperatur måles til 39,5°C og CRP er 110 (< 5mg/L). Fastlegen konkluderer med at hun har en nedre luftveisinfeksjon.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Nevn to vanlige kliniske diagnoser forbundet med infeksjon i nedre luftveier, og de vanligste mikrobielle agens som kan forårsake disse
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Kliniske diagnoser: Bronkitt og pneumoni (0,5p) Evt. Trakeitt, bronkiolitt, empyem kan også gi poeng.
Bakterier: S. pneumoniae/pneumokokker, M. pneumoniae, C. pneumoniae, H. influenzae (0,5p)
Virus: Influensavirus, RS virus, metapneumovirus, parainfluensavirus, coronavirus, rhinovirus (0,5p)
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Oppgaven tester studentenes grunnleggende kunnskap om nedre luftveisinfeksjoner.
To vanlige nedre luftveisinfeksjoner må nevnes for å få 0,5 p i del 1
To vanlige patogener ved nedre luftveisinfeksjoner (pneumokokker/S. pneumoniae, Mycoplasma pneumoniae, Chlamydia/chlamydophila pneumoniae, Influensavirus, SARSCoV-2/koronavirus, RS virus, metapneumovirus, parainfluensa, rhinovirus) gir 0,5 poeng, 4 vanlige patogener gir 1 poeng.
Ved mindre fullstendige svar i hver del kan studenten gis inntil 1p totalt
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Ikke egen vignett
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Nasofarynksprøve, halsprøve og ekspektoratprøve er materialer som kan brukes til mikrobiologisk diagnostikk av luftveisinfeksjoner. Hvilke mikrobiologiske analyser (metoder og agens) er disse tre prøvematerialene egnet/uegnet til ved diagnostikk av nedre luftveisinfeksjon? Svar kort/stikkordsmessig.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
* ''Nasofarynksprøve ''(maks 1p): Egnet for PCR undersøkelse for luftveisvirus, M. pneumoniae og C. pneumoniae (0,5 p). Ikke egnet for bakteriedyrkning ved nedre luftveisinfeksjon (0,5 p).
* ''Halsprøve ''(maks 1p): Egnet for PCR undersøkelser for luftveisvirus, M. pneumoniae og C. pneumoniae (0,5 p). Ikke egnet for bakteriedyrkning ved nedre luftveisinfeksjon (0,5 p).
* ''Ekspektoratprøve ''(maks 1p): Egnet for bakteriedyrkning ved nedre luftveisinfeksjon (0,5p) og til PCR undersøkelser for luftveisvirus, M. pneumoniae og C. pneumoniae, L. pneumophila (0,5 p).
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Se over – hvert svar vektlegges likt. Her ønsker vi å kartlegge hvorvidt studenten forstår at ulike prøvematerialer fra luftveiene har ulik nytteverdi avhengig av mistenkt infeksjonsfokus og agens.
Studenten må gi minimum ett eksempel på en agens som undersøkes med PCR for å få poeng for å svare PCR som en fordel.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Fastlegen starter empirisk behandling for samfunnservervet pneumoni og pasienten reiser hjem. Nasopharynxprøve til PCR for atypiske luftveispatogener (Mycoplasma pneumoniae, Chlamydia pneumoniae) og influensa ble tatt, og senere besvart negative. To dager senere blir fastlegen kontaktet av pasientens ektefelle fordi kona har blitt betydelig verre. Pasienten klarer ikke prate på grunn av dyspne, har målt temperatur på 41 grader og kommer seg ikke opp av sengen. Du rekvirerer ambulanse og legger pasienten inn på lokalsykehuset. Ved ankomst sykehuset er pasientens tilstand så alvorlig at hun innlegges på intensivavdelingen.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
På sykehuset rekvireres det ekspektorat til aerob dyrkning. Hvilke andre prøver bør også tas til mikrobiologisk diagnostikk og hvilke mikrobiologiske analyser bør rekvireres?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
* Urin til Legionella antigen-test/pneumokokkantigen-test
* Blodkultur
* Legionella PCR/legionella dyrkning av ekspektoratet
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
* Urin til Legionella antigen-test /pneumokokkantigen-test (0,5p)
* Blodkultur (0,5p)
* Legionella PCR/legionella dyrkning av ekspektorat (0,5p)
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Neste dag kommer det svar fra mikrobiologisk avdeling at ekspektoratprøven som ble tatt i akuttmottaket ikke var representativ for nedre luftveier
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvordan bør ekspektorat tas, og hvordan kan man vurdere hvorvidt materialet er representativt for nedre luftveier (makroskopisk og mikroskopisk)?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
* Ekspektoratprøve bør tas om morgenen etter å ha skylt munnen med vann
* Makroskopisk bør man se slimklatter/purulente klatter og prøven bør ikke kun bestå av serøst slim
* Mikroskopisk skal den inneholde <10 plateepitelceller/synsfelt når man mikroskoperer ved 100x forstørrelse/10x ocularet
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
* Studenten må nevne at det skal tas om morgenen, inneholde slimklatter/purulente klatter + ikke inneholde ≥10 plateepitelceller/synsfelt for å få 1 poeng.
* Et mindre utfyllende svar som inneholder noe av det i svarteksten gir 0,5p
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
På førstedagsvisitt forteller pasienten at hun har hatt hoste, ufrivillig vekttap, uvelhetsfølelse og nattesvette i flere uker i forkant av det aktuelle. Hun forteller at hun bodde med sine foreldre i en liten landsby i Kongo fra hun var 9 til 14 år. Du mistenker at pasienten kan ha tuberkulose. Hun er fortsatt ikke i stand til å produsere representativt ekspektorat
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Basert på den informasjonen du nå har, hvilke prøver er aktuelle til mikrobiologisk diagnostikk, hvordan bør de tas og hvilke analyser bør rekvireres?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
* Prøver: Indusert sputum (1/2 p), BAL/bronkialskyllevæske (1/2 p)
* Hvordan prøvene tas: Indusert sputum tas etter saltvannsforstøver (1/2 p), BAL tas med bronkoskopi og skylling med NaCl (1/2 p)
* Analyser: Mycobacterium tuberculosis PCR (1/2 p), mykobakteriedyrkning (1/2 p), mikroskopi av Ziehl-Neelsen preparat/auraminpreparat/mtp syrefastestaver (1/2 p)
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Se over – hvert svar vektlegges likt, maks 3 p totalt
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
EKari, 25 år kommer til kontroll hos deg i allmennpraksis. Hun er tidligere frisk.
For 2 måneder siden utførte du rhinoskopia anterior og diagnostiserte forandringer i begge nesekavitetene hos Kari som på vedlagte bilde.
<<imgLink "IIAB-2021-4-A.PNG">>
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Ved ØNH undersøkelseskurs blir dere trent i hvordan dere skal beskrive rhinoskopia anterior. Hvordan vil du beskrive en normal rhinoskopia anterior?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Rhinoskopia anterior beskrives som følger: Septum er midtstilt, slimhinne er blek, ingen patologisk sekresjon og god luftpassasje (Det er 4 punkter som skal beskrives ved rhinoskopia anterior)
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
* 1 poeng Septum midtstilt
* 1 poeng Slimhinne blek
* 1 poeng Sekresjon
* 1 poeng Luftpassasje
TOTALT: 4 poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Fra forrige vignett:
Kari, 25 år kommer til kontroll hos deg i allmennpraksis. Hun er tidligere frisk.
For 2 måneder siden utførte du rhinoskopia anterior og diagnostiserte forandringer i begge nesekavitetene hos Kari som på vedlagte bilde.
<<imgLink "IIAB-2021-4-A.PNG">>
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvordan vil du beskrive rhinoskopia anterior hos denne
pasienten?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
I venstre nesekavitet har pasienten en ''romoppfyllende/blokkerende/obstruerende forandring/tumor som obstruerer/blokkerer'' nesen. Evt svarer nesepolypp.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 poeng for romoppfyllende/blokkerende/obstruerende forandring/tumor (evt nesepolypp) i venstre nesekavitet (dvs at studenten må beskrive at det er en forandring eller tilsvarende ord som blokkerer nesekaviteten)
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Fra forrige vignett:
Kari, 25 år kommer til kontroll hos deg i allmennpraksis. Hun er tidligere frisk.
For 2 måneder siden utførte du rhinoskopia anterior og diagnostiserte forandringer i begge nesekavitetene hos Kari som på vedlagte bilde.
<<imgLink "IIAB-2021-4-A.PNG">>
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke symptomer er vanligvis til stede ved tilstanden som er vist på vedlagte bilde?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Ved symptomer på nesepolypper er de vanligste symptomene nesetetthet, nasal sekresjon og tap/redusert luktesans
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
* 0.5 poeng for nesetetthet
* 0.5 poeng for nasal sekresjon
* 0.5 poeng for tap/redusert luktesans
Totalt 1.5 poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Fra forrige vignett:
Kari, 25 år kommer til kontroll hos deg i allmennpraksis. Hun er tidligere frisk.
For 2 måneder siden utførte du rhinoskopia anterior og diagnostiserte forandringer i begge nesekavitetene hos Kari som på vedlagte bilde.
<<imgLink "IIAB-2021-4-A.PNG">>
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilken behandling er viktig å iverksette ved diagnosetidspunkt ved denne tilstanden?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Lokale nasale steroider/steroid nesespray
Lokale nasale steroider/steroid nesespray er viktigste behandling for å redusere størrelsen på nesepolyppene. Saltvannskyllinger kan brukes i tillegg for å rense nesen, men gir ingen reduksjon i størrelsen på nesepolyppene. Lokale nasale slimhinneavsvellende medikamenter slik som Rhinox/Otrivin m.fl. virker karkontraherende slik at blodårene i nesen trekker seg sammen, og gir således en kortvarig reduksjon i slimhinnevolum. Lokale nasale slimhinneavsvellende medikamenter reduserer ikke størrelsen på selve nesepolyppene, og anbefales ikke som behandling av nesepolypper (har også et avhengighetsskapende potensiale)
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 poeng for lokale nasale steroider/steroid nesespray
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Fra forrige vignett:
Kari, 25 år kommer til kontroll hos deg i allmennpraksis. Hun er tidligere frisk.
For 2 måneder siden utførte du rhinoskopia anterior og diagnostiserte forandringer i begge nesekavitetene hos Kari som på vedlagte bilde.
<<imgLink "IIAB-2021-4-A.PNG">>
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvordan håndterer du dette videre dersom medikamentell behandling ikke er tilstrekkelig for å oppnå symptomkontroll ved denne tilstanden?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Pasienten bør utredes med CT av bihulene for å få oversikt over omfanget av tilstanden samt henvises til ØNH lege for vurdering kirurgi. CT gir god oversikt over bein og slimhinne i bihulene og avgrensning til orbita og cerebrale strukturer. For nesepolypper er dette er god metode for å kartlegge omfanget av polypputbredelsen.
MR gir oversikt over bløtvev, men ikke de beinede begrensninger til bihulene, og ved henvisning til bihulekirurgi er det viktig å ha oversikt over disse beinede begrensningene.
Blodprøver gir ikke tilleggsinformasjon ved ukompliserte nesepolypper.
Bakteriologisk dyrkning kan gjøres, men antibiotika behandling fører ikke til reduksjon av nesepolyppene. Det kan være aktuelt med bakteriologisk dyrkning dersom man ser nesepolypper med puss, og deretter behandle en bakteriell superinfeksjon
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
* CT bihuler 1 poeng
* Henvise ØNH lege 1 poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Pasienten ble operert og fikk fjernet forandringene. Pasienten kommer til kontroll, og forteller at hun har det bedre.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilken medikamentell behandling er det viktig at pasienten fortsetter med?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Det er veldig viktig at lokale nasale steroider kontinueres også etter kirurgisk fjerning av nesepolypper
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0.5 poeng Lokale nasale steroider
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
En 70 år gammel kvinne Oppdal henvises grunnet dyspne til poliklinikken hvor du jobber. Hun har ellers vært frisk, men grunnet hofteplager har hun vært mindre aktiv de siste årene. Det siste halvåret har hun utviklet dyspne og et lettere trykk i brystet når hun går trapper eller bakker. Disse symptomene har økt på litt siste to uker. EKG fra poliklinikken:
(EKG-bildet ikke publisert)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Beskriv EKG-funn som gjør det mer eller mindre sannsynlig at pasienten unormal myokardstruktur?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
* Rytme: Sinus.
* Akse: Venstredreid QRS-akse (R er rent positiv i avledningene I og aVL).
* QRS: Høyvoltsutslag. Dyp S i V1-V3 og høy R i V5-V6.
**(Sokolow-Lyon-kriterier: S i V1+ R i V5 eller V6 ≥35 mm (her ca 38 mm) og Cornell voltage kriteriene: S in V3 + R in aVL > 20 mm (kvinne) – her ca 39 mm.
* ST-segment: Sekundære forandringer («belastningstegn»):
* ST-senkning og asymmetrisk T-inversjon i V4–V6, samt I, II og aVL.
* EKG viser tegn til hypertrofi, og ingen funn er spesifikke for hjerteinfarkt.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 poeng for beskrivelse av høyvoltsutslag og 1 poeng for å knytte ST-forandringene til dette. Øvrige EKG-funn gir ikke poeng.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Blodtrykk er 177/92, puls 64, regelmessig. Temperatur 37,3 grader målt rektalt. Respirasjonsfrekvens 13 per minutt, saturasjon 96% uten oksygentilførsel. Hemoglobin 11,7 (referanse 11,7-15,3) g/dL, leukocytter 6,0x10^^9^^/L (referanse 4,1-9,8x10^^9^^/L), CRP 8 (referanse <5) mg/L.
Ved klinisk undersøkelse finner du lette pitting-ødemer på føtter og ved auskultasjon hører du en nokså tydelig ru systolisk bilyd, som initialt øker i styrke før den avtar i siste del av systolen. Du finner at bilyden er tydeligst i andre høyre interkostalrom. Du synes også at du hører en systolisk bilyd over begge siders halsårer. Du mistenker aortastenose.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Skriv en kortfattet henvisning til ekkokardiografi og inkluder de 3 momentene du synes er viktigst fra sykehistorie, undersøkelse og funn
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
De mest sentrale opplysningene i sykehistorie, undersøkelse og funn er:
* Gradvis økende anstrengelsessymptomer i form av dyspne og trykk for brystet.
* Funn av bilyd med angitte karakteristika for aortastenose (ru/crescendo-decrescendo/pm aortastedet/svekket andre hjertetone/forplantning halskar).
* Funn av høyvoltsutslag forenlig med venstre ventrikkelhypertrofi i EKG.
Mindre sentrale momenter: Alder, kjønn og adresse antas være gitt av identifikasjon. Kvantitering av dyspne i form av respirasjonsfrekvens oppfattes som mindre sentralt moment nå, da symptomene er anstrengelsesrelaterte. Saturasjon, blodtrykk, funn av deklive ødemer og lettgradig anemi momenter er ikke uten klinisk informasjon, men de er i denne situasjonen ganske uspesifikke og oppfattes derfor ikke som sentrale momenter
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
For å få 2 poeng må alle de tre sentrale momentene (anstrengelsesrelaterte symptomer, bilyd med minst en av karakteristikkene typisk for aortastenose og EKG-forandringer) være inkludert, men alle karakteristika hørt ved auskultasjon og alle komponentene i EKG analyse trenger ikke være med. Ellers gis 0.5 poeng per sentralt moment og ingen poenger for de mindre sentrale momentene.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvor alvorlig tror du hennes klaffesykdom er? Begrunn svaret (stikkord)
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Dette fremstår som en alvorlig aortastenose. Ved auskultasjon er det beskrevet at maksimal styrke kommer sent i systolen og at andre hjertetone er svekket. Bilyden har også klassisk forplantning til halskar. I EKG er det tegn til betydelig venstre ventrikkelhypertrofi. Pasienten har økende anstrengelsesrelaterte symptomer med dyspne og brystsmerter.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
For å få 2 poeng må det svares alvorlig aortastenose (0.5 poeng), og begrunnes med alle tre momentene: sykehistorie med anstrengelsesrelaterte symptomer, EKG funn av venstre ventrikkel hypertrofi og auskultasjonsfunnene beskrevet over, som gir 0.5 poeng hver.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Pasienten ble henvist hjertemedisinsk dagpost og det ble utført ekkokardiografi og venstresidig hjertekateterisering. Det forelå normale koronarkar uten stenoser
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Beskriv sentrale deler av patofysiologien som kan forklare dyspne og brystsmerter ved aortastenose?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Sentral momenter er: Aortastenosen gir økt afterload til venstre ventrikkel. Økt myokardmasse og økt afterload gir økt oksygenforbruk av myokard. Ejeksjonstiden forlenges også (stenosen forsinker tømming av venstre ventrikkel), med følgelig fall av tid til diastole. Som en følge av obstruksjonen (aortastenosen) faller trykket i aorta (og dermed perfusjonstrykket i koronarkarene.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Det gis 0.5 poeng for hvert av de fire sentrale momentene:
* økt afterload
* venstre ventrikkel hypertrofi
* redusert tid for diastol
* redusert perfusjonstrykk.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
En hjertespesialist gjennomfører ekkokardiografisk undersøkelse basert på din henvisning. Hun beskriver blant annet følgende funn; max blodstrømshastighet gjennom aortaklaffen er 4.4 m/s, middelgradient 46 mmHg. Estimert klaffeareal basert på kontinuitetslikningen er 0.8 cm^^2^^
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva er prinsippene for beregning av aortastenosens areal basert på kontinuitetslikningen?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Kontinuitetslikningen: Areal,,1,, x Flow,,1,, = Areal,,2,, x Flow,,2,,
For en aortastenose betyr det at ligningen over løses med tanke på areal av aortastenose. Det vanlige er at «1» svarer til venstre ventrikkels utløpstrakt og «2» til aortastenosen.
Arealet av aortastenosen beregnes basert på måling av følgende tre parametre. Areal i venstre ventrikkels utløpstrakt, blodstrømsmål i venstre ventrikkels utløpstrakt og blodstrømsmål gjennom aortastenosen. Arealet av venstre ventrikkels utløpstrakt estimeres ved å måle diameter basert på formel for areal (π x r^^2^^ ), hvor r (radien) er 0.5 x diameter.
Blodstrøm (flow) måles med Doppler, hhv pulset Doppler i venstre ventrikkels utløpstrakt og kontinuerlig Doppler gjennom aortaostiet.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
For å få 2 poeng kreves det at studenten beskriver at kontinuitetslikningen tilsier at det er en gitt sammenheng mellom blodstrøm (hastighet) og areal, og hvor man benytter seg av å måle blodstrømshastigheten før stenosen (venstre ventrikkels utløpstrakt) og gjennom stenosen, samt at arealet (evt størrelsen) måles før stenosen. Dersom kun blodstrømsmål eller areal før stenosen er angitt gis 1 poeng.
Det gis ikke poeng for andre svar
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Er det indikasjon for å anbefale kvinnen klaffeoperasjon? Begrunn svaret med stikkord.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Hun har en symptomgivende alvorlig aortastenose. Beregnet åpningsareal er 0.8 cm^^2^^. Maksimal blodstrømshastighet er 4.4 m/s. Middelgradient er oppgitt til 46 mmHg.
Symptomgivende alvorlig aortastenose gir indikasjon for kirurgi. Alvorlig aortastenose klassifiseres med bakgrunn i areal <1.0 cm^^2^^, maksimal hastighet >4,0 m/s eller middelgradient >40 mmHg.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
For å få 2 poeng må studenten beskrive at hun har symptomgivende alvorlig aortastenose (1 poeng) og gi tilleggsopplysninger som indikerer at ekkokardiografi har avdekket alvorlig aortastenose (areal, blodstrømshastighet og/eller gradient) (0.5 poeng) som gir indikasjon for kirurgi (0.5 poeng).
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
En 70-årig røykende mann oppsøker deg som lege på mottakelsen på et sykehus. Han har plutselig fått dårlig kraft i hø bein. Han har atrieflimmer og har hatt et hjerteinfarkt tidligere. Det er første gang han har plager i noen bein. Du mistenker at tilstanden kan være avhengig av dårlig sirkulasjon i beinet.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke symptomer og tegn søker du for å verifisere din mistanke?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Man må angi de 5 P som er klassisk ved akutt ischemi:
* Pulsless,
* Pain,
* Paralysis,
* Pallor,
* Paresthesia.
Pas plager kom plutselig
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Det gis 2 poeng hvis 4 av de fem er på plass. 1,5 poeng for 3 variabler. Et poeng hvis 2 er på plass og ingen poeng for kun en eller ingen av ovenstående. Ordene kan være skrevne på norsk.
</$details>
<div class="oppgave">
<div class="vignett">
!! Forrige vignett
<<<
En 70-årig røykende mann oppsøker deg som lege på mottakelsen på et sykehus. Han har plutselig fått dårlig kraft i hø bein. Han har atrieflimmer og har hatt et hjerteinfarkt tidligere. Det er første gang han har plager i noen bein. Du mistenker at tilstanden kan være avhengig av dårlig sirkulasjon i beinet.
<<<
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Du undersøker pulsene i beinet og finner alle pulser som går å palpere på motsatt side(ve). Ingen puls på noen plass til hø. Hvilke pulser palperer du?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Du palperer pulsene a. femoralis, poplitea, dorsalis pedis og tibialis posterior.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
3 av fire pulser må være riktig for et poeng. 2 pulser eller mindre 0 poeng.
</$details>
<div class="oppgave">
<div class="vignett">
!! Tdligere vignett
<<<
En 70-årig røykende mann oppsøker deg som lege på mottakelsen på et sykehus. Han har plutselig fått dårlig kraft i hø bein. Han har atrieflimmer og har hatt et hjerteinfarkt tidligere. Det er første gang han har plager i noen bein. Du mistenker at tilstanden kan være avhengig av dårlig sirkulasjon i beinet.
<<<
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva er den mest sannsynlige diagnosen?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Den mest sannsynlige diagnosen er a/arteriell emboli i hø lyske siden det ikke fantes noen puls på noen plass på aktuell side (hø) og normal pulsstatus kontralateralt (ve). Pas har ikke hatt plager tidligere i beina.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Det gis 1.0 poeng for rett diagnose
</$details>
<div class="oppgave">
<div class="vignett">
!! Tdligere vignett
<<<
En 70-årig røykende mann oppsøker deg som lege på mottakelsen på et sykehus. Han har plutselig fått dårlig kraft i hø bein. Han har atrieflimmer og har hatt et hjerteinfarkt tidligere. Det er første gang han har plager i noen bein. Du mistenker at tilstanden kan være avhengig av dårlig sirkulasjon i beinet.
<<<
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva gjør du nå på mottakelsen i den akutte situasjonen?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Du gir b/ 5000 IE Heparin, c/smertestillende og bestiller en d/CTa
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1.0 poeng for to av tre (b/ - d/) 0.5 poeng for en av tre (b/ - d/)
</$details>
<div class="oppgave">
<div class="vignett">
!! Tdligere vignett
<<<
En 70-årig røykende mann oppsøker deg som lege på mottakelsen på et sykehus. Han har plutselig fått dårlig kraft i hø bein. Han har atrieflimmer og har hatt et hjerteinfarkt tidligere. Det er første gang han har plager i noen bein. Du mistenker at tilstanden kan være avhengig av dårlig sirkulasjon i beinet.
<<<
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke behandlingsmuligheter er det i den akutte situasjonen? Hvilken behandling anbefaler du og hvorfor?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Akutt arteriell emboli kan prinsipielt behandles med trombolyse eller åpen embolectomi. I dette tilfelle dreier det seg om en pasient med nedsatt kraft i beinet hvilket er tegn på kraftig nedsatt sirkulasjon og derved må revaskulariseringen skje raskt. Det kan bare nås via åpen embolectomi. Trombolyse kan ta 2 døgn.
I tillegg er det sannsynlig at embolien finnes i femoralisbifurkasjonen siden det ikke fantes noen puls i beinet (inkluderer ingen puls i a femoralis). Da er åpen kirurgi å foretrekke grunnet anatomisk lokalisasjon av embolien.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Et poeng hvis begge behandlingsalternativene er på plass. 0.5 poeng for et riktig alternativ. Trekk i total summen hvis ord som bypass eller stent finnes med som svar.
Et poeng for riktig behandlingsforslag og et poeng hvis et av de to motivene er gidd.
</$details>
<div class="oppgave">
<div class="vignett">
!! Tdligere vignett
<<<
En 70-årig røykende mann oppsøker deg som lege på mottakelsen på et sykehus. Han har plutselig fått dårlig kraft i hø bein. Han har atrieflimmer og har hatt et hjerteinfarkt tidligere. Det er første gang han har plager i noen bein. Du mistenker at tilstanden kan være avhengig av dårlig sirkulasjon i beinet.
<<<
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Når den akutte tilstanden er avklart så må forebyggende tiltak vurderes. Hvilke og hvorfor?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
# Pasienten har atrieflimmer og dette er en sannsynlig embolikilde. Hvis pas ikke har antikoagulasjon så skal slik behandling begynnes.
# I tillegg så må røykestopp komme på plass. Røyking øker risikoen for trombedannelse.
# Pas er røykere og har tegn på atherosklerotisk sykdom siden han har hatt et hjerteinfarkt. Han skal derved ha platehemmende medisin og statin behandling.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Det gis en poeng for hver 1-3 om forslag og motiv er til stede. Kun 0.5 poeng om bare behandlingsforslag er på plass.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
En kvinne på 23 år kommer inn til akuttmottaket med redusert bevissthet. En venninne fra studentkollektivet fant henne liggende lite kontaktbar på soverommet om morgenen.
Venninnen oppgir at pasienten skal ha klaget over noe hodepine de siste dagene.
Ved undersøkelse virker pasienten urolig, hun ligger med øynene igjen og mumler på tiltale. Pupillene er sidelike, med normal reaksjon på belysning. Under undersøkelsen dreier blikket mot venstre og hun har lette rytmiske bevegelser i underkjeven. Det er ingen sikre fokalnevologiske utfall for øvrig, men det er lite bevegelse i ekstremitetene. BT 140/90, puls 100 regelmessig, kjernetemperatur 39 C.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva mer vil du spørre venninnen om?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
* Tidligere sykehistorie
** Epilepsi – beskrivelse av pasienten ved undersøkelsen gir mistanke om at hun har et epileptiske anfall. Det er relevant å avdekke om hun har kjent epilepsi eller om dette er hennes første anfall
** Kjent hodepine – man bør se hodepinen de siste dagene i sammenheng med det aktuelle (for eksempel forårsaket av neoplasi eller meningitt).
* Gjøremål siste dager
** Søvn
** Aktiviteter
** Rusmiddelbruk
* Debut og utvikling av aktuell sykehistorie (hodepine), inkludert når pasienten ble sett sist før hun ble funnet; hvordan pasienten ble funnet (i seng/utenfor, urinavgang).
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Ett poeng for hvert moment:
* For tidligere sykehistorie må epilepsi være nevnt for å få 1 poeng, ellers gis et halvt poeng.
* For gjøremål siste dager må minst 2 av underpunktene være nevnt for 1p, ellers gis et halvt poeng.
* For å få 1 poeng for det tredje momentet (debut og utvikling av aktuelle sykehistorie) er det viktig at studenten får fram at det er viktig å kartlegge hva som har skjedd, og kommer med relevante eksempler på hva man bør spørre om.
</$details>
<div class="oppgave">
<div class="vignett">
!!Tidligere vignett
<<<
En kvinne på 23 år kommer inn til akuttmottaket med redusert bevissthet. En venninne fra studentkollektivet fant henne liggende lite kontaktbar på soverommet om morgenen.
Venninnen oppgir at pasienten skal ha klaget over noe hodepine de siste dagene.
Ved undersøkelse virker pasienten urolig, hun ligger med øynene igjen og mumler på tiltale. Pupillene er sidelike, med normal reaksjon på belysning. Under undersøkelsen dreier blikket mot venstre og hun har lette rytmiske bevegelser i underkjeven. Det er ingen sikre fokalnevologiske utfall for øvrig, men det er lite bevegelse i ekstremitetene. BT 140/90, puls 100 regelmessig, kjernetemperatur 39 C.
<<<
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke kliniske undersøkelser utover den nevrologiske vil du gjennomføre av denne pasienten i akuttmottaket?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
* Tester for nakkestivhet
* Inspeksjon av hud (petekkier, stikkmerker, tegn til traume)
* Inspeksjonav eventuelt tunge-/leppebitt/urinavgang
* Auskultasjon av hjerte og lunger
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Ett poeng for hvert moment: To poeng ved tre eller flere kliniske undersøkelser. Ett poeng ved to kliniske undersøkelser, et halvt poeng for en klinisk undersøkelse.
</$details>
<div class="oppgave">
<div class="vignett">
!!Tidligere vignett
<<<
En kvinne på 23 år kommer inn til akuttmottaket med redusert bevissthet. En venninne fra studentkollektivet fant henne liggende lite kontaktbar på soverommet om morgenen.
Venninnen oppgir at pasienten skal ha klaget over noe hodepine de siste dagene.
Ved undersøkelse virker pasienten urolig, hun ligger med øynene igjen og mumler på tiltale. Pupillene er sidelike, med normal reaksjon på belysning. Under undersøkelsen dreier blikket mot venstre og hun har lette rytmiske bevegelser i underkjeven. Det er ingen sikre fokalnevologiske utfall for øvrig, men det er lite bevegelse i ekstremitetene. BT 140/90, puls 100 regelmessig, kjernetemperatur 39 C.
<<<
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke differensialdiagnoser er mest aktuelle?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
# Postiktal fase etter gjennomgått FTK (fokalt til tonisk klonisk) anfall
# Fokale epileptiske anfall med utgangspunkt i høyre hemisfære på bakgrunn av meningitt/encefalitt;
# blødning/ischemi i høyre eller venstre hemisfære;
# evt neoplasi høyre hemisfære.
# Rusmiddelutløst anfall (abstinens).
# Intoksikasjon.
# Systemisk infeksjon med påvirkning av sentralnervesystemet.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Tre poeng ved tre eller flere diff.diagnoser, to poeng ved to diff.diagnoser, ett poeng ved en diff.diagnose. Lokalisasjon (hemisfære) må ikke oppgis. Oppgis flere årsaker til meningitt/encefalitt gis det ett poeng; oppgis flere årsaker til blødning/ischemi (inkludert subarachnoidalblødning og sinusvenetrombose) gis ett poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Tidligere vignett
<<<
En kvinne på 23 år kommer inn til akuttmottaket med redusert bevissthet. En venninne fra studentkollektivet fant henne liggende lite kontaktbar på soverommet om morgenen.
Venninnen oppgir at pasienten skal ha klaget over noe hodepine de siste dagene.
Ved undersøkelse virker pasienten urolig, hun ligger med øynene igjen og mumler på tiltale. Pupillene er sidelike, med normal reaksjon på belysning. Under undersøkelsen dreier blikket mot venstre og hun har lette rytmiske bevegelser i underkjeven. Det er ingen sikre fokalnevologiske utfall for øvrig, men det er lite bevegelse i ekstremitetene. BT 140/90, puls 100 regelmessig, kjernetemperatur 39 C.
<<<
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke parakliniske undersøkelser er aktuelle å gjennomføre i akuttmottaket og hvilke kan eventuelt være aktuelle senere?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
* Mottak: CT caput,spinalpunksjon, blodprøver, blodgass
* Senere: MR caput og EEG
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
To poeng dersom CT, spinalpunksjon, MR og EEG nevnes. Ett poeng dersom CT/MR eller spinalpunksjon. Null poeng dersom CT/MR og spinalpunksjon mangler. Blodprøver og blodgass gir ikke poeng, selv om de også er relevante for eksempel ved metabolske årsaker til kramper.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Det kommer en ung mann, 27 år, til deg på legekontoret. Han plages med nesetetthet og sekresjon fra nesen. Han føler seg i dårlig form og sover ikke bra.
Du tror han har allergi
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvordan behandles allergisk rhinitt? Angi 4 vanlige alternativer
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
# Antihistaminer
# Nasale steroider
# Systemiske steroider
# Allergivaksinasjon
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0.5 poeng for hvert riktig svar maks 2 p
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Etter tre måneder kommer pasienten tilbake til deg. Han har fortsatt plager med sekresjon og nesetetthet. Den siste tiden har luktesansen blitt nesten borte.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Du gjør fremre rhinoskopi. Hva kan man vanligvis inspisere ved fremre rhinoskopi?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
* 0.5 p neseskilleveggen
* 1 p concha inferior + ev. concha media
* 0.5 p neseslimhinnen
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Totalt 2p
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Undersøkelsen gir lite informasjon, bortsett fra at du ser litt sekret i midtre nesegang. Pasienten føler seg slapp og ikke i form. Du tar CRP, men den er ikke forhøyet.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Du henviser til ØNH. Hvilke undersøkelser er det rimelig å gjøre hos ØNH lege?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
* 0.5 p ØNH status med endoskopi i nesen
* 0.5 p CT bihuler/MR bihuler
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Totalt 1.0 p
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Endoskopi viser puss i midtre nesegang, og polypper som fyller store deler av nesen.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvordan behandles vanligvis kronisk bihulebetennelse? Nevn 4 mulige tiltak.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
* 0.5 p nasale steroider for å redusere inflammasjon og polypper
* 0.5 p systemiske steroider noen dager for å krympe polyppene
* 0.5 p målrettet antibiotika etter dyrkningssvar
* 0.5 saltvannskylling av nesen for skylle ut sekret og event puss
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Totalt 2 p
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva er vanlige differensial diagnoser ved nesetetthet? Nevn opptil 7 differensial diagnoser
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
* 0.5 p septum deviasjon
* 0.5 p allergisk rhinitt
* 0.5 p kronisk bihulebetennelse uten polypper
* 0.5 p kronisk bihulebetennelse med nesepolypper
* 0.5 p hypertrofi av nesemuslinger
* 0.5 p misbruk av avsvellende nesespray (otrivin, rhinox etc)
* 0.5 p forstørret adenoid vev hos barn
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0.5p pr svar, max 3 poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Innenfor fagområdet gastroradiologi benyttes alle bildemodaliteter. Av disse er CT (computertomografi) den mest universelle og hyppigst brukte modaliteten.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Nevn 2 sykdomstilstander i abdomen hos voksne der ultralyd vil være foretrukket fremfor CT.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
# Galleblærekonkrementer
# Appendicitt hos unge voksne.
# Akutt cholecystitt.
# Vurdering av hvorvidt det foreligger dilaterte intrahepatiske galleveier hos pasienter med stille ikterus.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Minst 2 av overstående (1 poeng per tilstand)
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Ikke egen vignett
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilken type bildeundersøkelse er førstevalg ved spørsmål om gallegangskonkrementer og hvorfor?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
MR
Høyere sensitivitet ved MR (>90%) da ikke alle galleveiskonkrementer har høy nok tetthet til at de skiller seg ut på CT (sensitivitet 60-70%). Det er ofte vanskelig å få innsyn til choledochus med UL grunnet overliggende tarmluft.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Lav sensitivitet ved CT da ikke alle konkrementer er røntgentette.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Ikke egen vignett
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke faktorer spiller inn når man vurderer om pasienten skal ha intravenøs kontrast eller ikke?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
# Om problemstillingen krever det: Krav til å skille ut detaljer i bilder, f.eks diffuse leverlesjoner ses ikke uten i.v. kontrast, mens f.eks forkalkninger (nyresten) og fri luft ses fint uten.
# Nyrefunksjon. Hvis pas har eGFR<30 bør pas oppvæskes før undersøkelse. Man bør vurdere om undersøkelsen kan gjøres uten i.v. kontrast eller med redusert kontrastdose.
# Ved tidligere alvorlig reaksjon på i.v. kontrastmiddel må man vurdere å gjøre undersøkelsen uten i.v. kontrast, eller prøve et annet kontrastmiddel hvis det er sterkt indisert med i.v. kontrast.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Minst 2 av overstående (1 poeng per punkt)
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Ikke egen vignett
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvorfor vil CT nesten aldri være førstevalg ved utredning av abdominale plager hos barn?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
CT er modaliteten med høyest strålebelasting. Barn regnes for å være mer strålesensitive enn voksne, derfor prøver man å unngå CT av forsiktighetshensyn.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Stråledose og strålefølsomhet. (1 poeng på hver)
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Både ultralyd og CT kan brukes som bildeveiledning ved perkutan biopsi/drenasje av patologi i abdomen.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke faktorer avgjør om man velger CT eller ultralyd i slike situasjoner?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Ultralyd egner seg til strukturer der innsynet er godt, f.eks overflatenære strukturer, strukturer som er i bevegelse pga pusting (f.eks. lever) der man krever «live-bilder».
CT egner seg godt til strukturer som ikke er i bevegelse, ligger dypt, eller der det interessante området skjules delvis eller helt av luft/ben (der innsynet er dårlig med UL) eller der man må unngå vitale strukturer som vises bedre på CT enn på UL (kar/nerver).
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Helhetsvurdering, men innsyn, oversikt over vitale strukturer og dybde er essensielt.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Mannen til en 69 år gammel kvinne ringer legevakten en kveld kl 20.00 da du har legevakt i en kommune med ca 20 minutters reisetid med bil fra lokalsykehuset. Han forteller at kona, som tidligere har vært frisk og ikke bruker noen medisiner, plutselig fikk nedsatt kraft i v. arm og bein så hun må støtte seg når hun går og har vansker med å bevege armen mot tyngdekraften. Symptomene startet for en halv time siden og har avtatt litt, men hun har fortsatt tydelig nedsatt kraft og store gangvansker.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva bør du som legevaktlege gjøre med en slik henvendelse?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Ved plutselig debut av halvsidige lammelser er akutt hjerneslag en sannsynlig årsak og i henhold til Nasjonal retningslingslinje for behandling og rehabilitering ved hjerneslag bør du ringe 113 og informere om behov for øyeblikkelig innleggelse uten tidsforsinkelse. («rød respons») Rask innleggelse og akutt behandling (eventuell trombolyse) kan bidra til å redusere en eventuelle hjerneskade ved hjerneslag som skyldes hjerneinfarkt. Ved 20 minutters avstand til sykehus vil ambulanse være den transportmetode som bør benyttes
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Alle svar som innebærer akutt innleggelse uten tidstap gir 2 poeng. Honorering med 2 poeng gis fordi riktig og rask reaksjon av legevaktlege her er en forutsetning for videre behandlingsmuligheter.
Svar som angir at pasienten bes komme til undersøkelse på legevakt-legekontor eller at legevakt skal komme på hjemmebesøk gir ikke poeng.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Du er lege i akuttmottaket. Denne pasienten innkommer kl 21.15 fortsatt med tydelige lammelser i venstre arm og bein. Du mistenker at dette er hjerneslagsymptomer.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvordan vil du kartlegge alvorligheten av slagsymptomene?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Alle pasienter som innkommer med symptomer som oppfattes som sannsynlig betinget av et hjerneslag skal undersøkes med National Institutes of Health Stroke Scale (NIHSS) som er en skala som kan gi informasjon om alvorlighet av hjerneslagsymptomer (alvorligheten av hjerneslaget)
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Alle svar som angir at det bør benyttes skalaen NIHSS for å vurdere alvorligheten av hjerneslagsymptomene/hjerneslaget gir 1 poeng. Svar som angir grundig klinisk og eller nevrologisk undersøkelse gir ikke poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Ikke egen vignett
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Nevn tre supplerende undersøkelser du vil prioritere å få utført raskt før du kan ta stilling til den videre akuttbehandlingen.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
CT caput for å utelukke at symptomene skyldes en hjerneblødning.
CT angio hals/caput for å vurdere karstatus og eventuell indikasjon for trombektomi
Glukose konsentrasjon for å utelukke at glukose er lav (<3mmol/l) eller høy (> 22mmol/l) da så store forstyrrelser i glukosenivå i blodet begge kan gi symptomer som kan mistolkes som hjerneslagsymptomer. Høye glukosenivåer kan også gi økt risiko for bivirkninger (blødningstendens) ved ev trombolyse.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
* CT caput gir 1 poeng
* CT angio hals/caput gir 1 poeng
* Glukosebestemmelse gir 1 poeng
Det er ikke nødvendig å angi de spesifikke grenser for glukosekonsentrasjon – å angi utelukkelse av hypo eller hyperglykemi holder
Nevnes bare ett av alternativene gis 1 poeng.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Pasienten blir trombolysebehandlet i akuttmottaket pga av et sannsynlig akutt hjerneinfarkt og ble så overflyttet til slagenheten. Det var ingen indikasjon for trombektomi.
3 timer etter at trombolysebehandlingen er avsluttet får pasienten plutselig forverring av lammelsene og blir trøtt.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva gjør du?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Rekvirere akutt CT caput for å utelukke den alvorligste bivirkningen av trombolyse som er hjerneblødning
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Akutt CT caput gir 1 poeng. Ingen andre forslag gir poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Etter den initiale forverringen første døgn kom pasienten seg godt og responderte fint på opptrening. Det ble påvist et hjerneinfarkt. Dag 7 etter innkomst er hun klar for utskrivning til hjemmet med oppfølgingen av slagenhetens tidlig støttede utskrivningsteam.
Utskrivningsdagen tas en del undersøkelser/prøver med følgende resultater:
* BT gjentatte målinger: 160-165/90-95.
* EKG monitorering: sinusrytme.
* Ultralyd halskar: Høyre carotis interna: Ingen signifikante stenoser men en del mindre plakk. Venstre carotis interna: Stenose i carotis interna med diameterreduksjon ca 70 %
* Telemetri viser sinusrytme
* Lipider: Totalt kolesterol: 5.3 mmol/L (3.9 – 7.8 mmol/L). LDL-kolesterol: 3.0 mmol/L (2.2 – 5.8 mmol/L).
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke medikamentelle eller kirurgiske sekundærprofylaktiske tiltak vil du anbefale for denne pasienten?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
* BT behandling- mål 140/90.
* Lipid senkende behandling Statin - LDL mål <1.8
* Antitrombotisk behandling: Platehemmende behandling:
* Enten: Clopidogrel monoterapi eller ASA + Dipyridamol
Hvis det angis ASA + Clopidogrel som kortvarig initial behandling 2-3 uker med overgang til enten Clopidogrel eller ASA + Dipyridamol er det også korrekt, da det snart vil komme nasjonal retningslinje om en slik kortvarig dobbelt platehemning ved hjerneinfarkter som ikke er for alvorlige (NIHSS 0-3). Vi vet ikke hos denne pasienten hva NIHSS er etter trombolyse og derfor er svaret like korrekt uten at det tas med det siste alternativet
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
* BT behandling: 1 poeng,
* Lipid senkende behandling (Statin): 1 poeng,
* Antitrombotisk behandling som anført: 1 poeng.
* Behandlingsmål kreves ikke angitt
* Hvis det angis operasjon på carotis interna v side, så trekkes 1 poeng da denne carotis ikke er symptomatisk og det er ikke indikasjon for operasjon på asymptomatiske carotisstenoser.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
En 69 år gammel kvinne som har røkt siden ungdommen, kommer til fastlege med palpable lymfeknuter på halsen og smerter i høyre side av thorax. Fastlege bestiller et røntgenbilde av thorax:
<<imgLink "IIAB-2021s-3-A.jpg">>
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Beskriv røntgenbildet (kortfattet)
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Tumor høyre lunge
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 poeng for riktig svar
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Fastlegen henviser til lungekreftforløp ved sykehuset
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva bør videre utredning inneholde?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
* Anamnese
** Yrkesanamnese
* Blodprøver
* Spirometri
* Radiologiske undersøkelser
** CT (thorax/abdomen), PET-CT evt. MR caput
* Vevsprøver
** Bronkoskopi, UL/CT-veiledet biopsi, pleuratapping
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Innhold: 2,0 poeng for 5 av 5 hovedgrupper. 1,5 poeng for 4 av 5 hovedgrupper, 1,0 poeng for 3 av 5 og 0,5 poeng for 2 av 5.
Detaljer: 1,0 poeng for å nevne yrkesanamnese, radiologi og bronkoskopi/biopsi, 0,5 poeng for 2 av disse.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Ikke egen vignett
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva er de viktigste elementene i anamnesen?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
* Yrkesanamnese
** Kreftfremkallende stoffer
* Røykehistorie
** Antall, varighet, pakkeår
* Symptomer
** Generelle symptomer som fatigue, nattesvette og ufrivillig vekttap
** Hoste og oppspytt, hemoptyse, tung pust, tilbakevendende luftveisinfeksjoner, heshet
** Paraneoplastiske fenomener
** Plager fra tumorvekst/metastaser
* Komorbiditet
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Innhold: 1,5 poeng for svar med 3 av 3 elementer, 1,0 poeng 2 av 3 og 0,5 poeng for 1 av 3.
Mulige detaljer: 1,5 poeng for 3 av 3, dvs av 1) kreftfremkallende stoffer 2) pakkeår og 3) for noen relevante
symptomer. 1,0 poeng for 2 av 3 og 0,5 poeng for 1 av 3
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Ikke egen vignett
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke grupper medikamentell behandling finnes for behandling av lungekreft
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
# Kjemoterapi
# Immunterapi
# Målrettet behandling (evt «TKI»)
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Alle tre 1 poeng, to av tre 0,5 poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Noen dager etter at hun var hos fastlege første gang, blir hun ganske raskt merkbart tyngre i pusten og hoven på halsen og i ansiktet
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva er sannsynlig diagnose og hvordan behandles det?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Diagnose: Vena cava superior syndrom - Stokes krage.
Behandling: Steroider, kjemoterapi, stråling, stenting
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Diagnose: 1 poeng for riktig diagnose
Behandling: 1 poeng for 4 av 4 behandlingsmuligheter, 0,25 poeng for hver av behandlingsmulighetene.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
En 65 år gammel mann kommer til deg som fastlege fordi han har vært plaget med smerter distalt i bena i lengre tid. Sykehistorien er suspekt på polynevropati.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke funn ved klinisk undersøkelse er typisk for polynevropati?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
1 Svake senereflekser, 2 redusert sensibilitet, 3 redusert kraft, 4 muskelatrofi, 5 mest uttalt distalt i bena (lengdeavhengige symptomer, tegn og funn).
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 Svake senereflekser, 2 redusert sensibilitet, 3 redusert kraft, 4 muskelatrofi, 5 mest uttalt distalt i bena (lengdeavhengige symptomer, tegn og funn).
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Denne pasienten hadde ikke tydelige kliniske funn ved undersøkelse.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Du vurderer videre utredning med supplerende undersøkelser. Med utgangspunkt i pasientens symptomer, hvilken metode tar mål av seg å undersøke de mest aktuelle perifere strukturer? Begrunn svaret.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Termotest er avhengig av funksjonen i tynne myeliniserte og umyeliniserte nervefibre som også formidler smerte.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Termotest og riktig begrunnelse - smertefibre
Maks 2 poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Ikke egen vignett
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva er begrensninger ved den valgte diagnostiske metode?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Termotest er også avhengig av 1 sentrale sensoriske baner, 2 kognitive evner og 3 motivasjon. 4 Undersøkelsen er ikke objektiv. 2 av 4 nødvendig for full skår.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Vite at det er mange andre årsaker enn tynnfibernevropati som kan gi unormale svar. Maks 1 poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Ikke egen vignett
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilken annen supplerende undersøkelse har mest diagnostisk verdi ved denne problemstillingen? Begrunn svaret.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Nevrografi og begrunnelse, hyppigste brukt us ved perifere nevropatier/relativt objektiv us
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Nevrografi og begrunnelse. Maks 2 poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Ikke egen vignett
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva er begrensninger ved denne diagnostiske metoden?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Undersøkelsen er uavhengig av pasientens sentrale sensoriske baner, kognitive evner og motivasjon. Undersøkelsen er i stor grad objektiv. Vanskelig å undersøke urolige, overvektige (mye vev over nervene) og nedkjølte ekstremiteter (normalverdier er funnet hos pasienter med > 32-34 grader celsius på huden over nervene som undersøkes) innsmurt med fete kremer (isolerer – vanskelig å aktivere nerven med strøm). Full skår om de husker temperatur.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 poeng om det huskes temperatur
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Ikke egen vignett
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilken problemstilling er EMG best egnet til å undersøke?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Redusert muskelkraft
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Redusert muskelkraft 1 poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
En 75 år gammel mann, fra tidligere stort sett frisk foruten paroksystisk atrieflimmer, tar kontakt med deg som legevaktslege på grunn av en minimal hodeskade da han slo hodet mot en dørkarm samme dag. Han mener han har fått talevansker etter skaden, han synes det kan være vanskelig å finne de rette ordene. Dette har gått over når han kommer til deg. Foruten dette har han ikke hatt symptomer.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke differensialdiagnoser er aktuelle?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Mest aktuelle differensialdiagnoser er: hjernerystelse. Mindre sannsynlig på grunn av lav-energi traume er intrakraniell blødning (akutt subdural blødning, subarachnoidal blødning, kontusjonsblødninger).
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Man får 1,5 poeng for hjernerystelse og 0.5 poeng om en eller flere intrakranielle blødninger nevnes, inntil totalt 2,0 poeng.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Du rekvirerer en CT av hodet. Du vurderer CT bildene før du får beskrivelsen fra radiolog.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilken side av hodet og hvilken hjernelapp vil du være mest oppmerksom på når du vurderer bildene og hvorfor?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Frontallappen venstre side.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Pasienten angir symptomer mest forenlig med ekspressiv afasi. Det er naturlig å se etter forandringer på CT på venstre (dominant) side og ved det ekspressive språksenteret (Brocas område) i frontallappen. Venstre side gir 1 poeng. Frontallappen gir 1 poeng (eventuelt spesifisering som Brocas område, gyrus frontals inferior gir 0.5 poeng siden det man spør spesifikt om hjernelapp). Totalt max. 2 poeng. Det gis ikke poeng for andre språkområder.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Ikke egen vignett
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva slags medikamenter er det mest viktig å spørre pasienten om han tar?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Blodplatehemmere eller antikoagulantia gir økt risiko for blødning. Andre medikamenter gir ikke poeng.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Blodplatehemmere 1 poeng. Antikoagulantia 1 poeng. Max. 2 poeng totalt.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
CT ble beskrevet av radiolog som normal uten patologiske funn foruten aldersnormale funn. Pasienten sendes hjem. Etter 6 uker tar han på nytt kontakt med deg på legevakt på grunn av hodepine og økt trettbarhet.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva er den mest sannsynlige diagnosen og hvorfor?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Kronisk subduralt hematom (KSD) er helt klart den mest sannsynlige diagnosen. Følgende informasjon styrker diagnosen:
* eldre mann med normale aldersforandringer på CT vil vanligvis inkludere lettgradig global atrofi som øker risiko for KSH
* nye symptomer forenlig med KSD noen uker etter et lav-energi traume
* paroxystisk atrieflimmer, pasienten er sannsynligvis antikoagulert
* Primær CT normal gjør at andre primære blødninger er lite sannsynlige
Det er ingen andre sannsynlige diagnoser enn KSD med denne sykehistorien
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
KSD 1 poeng. 0,5 poeng per angitte årsak til at KSD er mest sannsynlig diagnose, max 1.0 poeng. Totalt max 2 poeng.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Det tas en ny CT av hodet der man ser en romoppfyllende prosess som ikke er relatert til hjernens ventrikkelsystem. Pasienten opereres av nevrokirurg som anlegger et borehull.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva er målet med inngrepet? Hvorfor blir de fleste pasientene bedre nærmest umiddelbart etter operasjonen?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
* Hva er målet med inngrepet? Evakuering av et hematom via borehullet.
* Hvorfor blir de fleste pasienten bedre nærmest umiddelbart etter operasjonen? Redusert masseeffekt er årsaken til umiddelbar bedring. Fjerning av selve blodproduktene kan tenkes å gi effekt over dager/uker, og vil redusere sannsynligheten for tilbakefall, men å nevne dette vil ikke gi poeng i denne oppgaven.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Evakuering av hematomet 1.0 poeng. Redusert masse effekt 1.0 poeng.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Pasienten er en 61 år gammel mann som er tidligere frisk. I dag kommer han til akuttime ved fastlegekontoret ditt i Trondheim sentrum pga smerter i brystet. Smertene startet for cirka 30 minutter siden og er lokalisert sentralt i brystet. Han føler seg nummen i venstre arm og er kvalm og uvel. Etter en rask vurdering av pasienten på venterommet mener du at det kan dreie seg om et hjerteinfarkt.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Beskriv minst fem risikofaktorer for hjerteinfarkt som du kan avdekke under anamneseopptak eller i tidligere journal.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Røyking (både nåværende og tidligere), hereditet/familiehistorikk for hjerte-kar sykdom, overvekt, inaktivitet, hypertensjon, hyperlipidemi, diabetes mellitus. Evt kronisk nyresykdom, revmatisk/autoimmun sykdom, psykososialt stress, sørasiatisk etnisitet.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
* 5 riktige risikofaktorer for hjerte-kar sykdom gir 1 poeng.
* <3 gir 0 poeng.
* 3-4 riktige gir 0,5 poeng.
Maks: 1 poeng.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Helsesekretæren ved kontoret ditt tar raskt et EKG som er vedlagt oppgaven.
<<imgLink "IIAB-2022-2-A.jpg">>
<<imgLink "IIAB-2022-2-B.jpg">>
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvordan vil du tolke vedlagte EKG?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
EKG viser signifikante ST-elevasjoner i avledning V2-V5. EKG er diagnostisk for et akutt fremreveggsinfarkt (STEMI i fremrevegg). Tillegg: Det er resiproke ST-depresjoner i II, III og aVF (nedrevegg) og også lett løft i avledning I og aVL.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 poeng for STEMI-diagnosen, 1 poeng for riktig anatomisk lokalisasjon (fremrevegg, anteriort, evt svarende til LADs forsyningsområde). Noen vil også kunne svare anterolateralt (pga ST-løft i I og aVL), dette er også riktig. Angivelse av resiproke forandringer i nedrevegg gir ikke tilleggspoeng. Maks: 2 poeng.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Pasienten har smerter i brystet mens du snakker med han. Du legger derfor inn en veneflon og gir han 5 mg morfin intravenøst. I tillegg gir du han en brusetablett med 300 mg acetylsalisylsyre.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Forklar hvorfor acetylsalisylsyre er en gunstig behandling av pasientens tilstand. I svaret ditt skal du inkludere patofysiologiske mekanismer ved pasientens tilstand og virkningsmekanismen til medikamentet.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Pasienten har et ST-elevasjonsinfarkt som (høyst sannsynlig) er forårsaket av en plakkruptur eller plakkerosjon i koronarkar (embolisk hjerteinfarkt er en hypotetisk mulighet, men ansees klart mindre sannsynlig). Ved ruptur eller erosjon av plakk i koronarkar vil det skje en kraftig lokal aktivering og aggregering av trombocytter. Dette medfører igjen en aktivering av koagulasjonskaskaden. Acetylsalisylsyre (ASA) gis til alle med mistenkt hjerteinfarkt dersom det ikke er kontraindikasjoner. ASA hemmer irreversibelt trombocyttenes evne til aggregering via hemming av enzymet cyklooksygenase.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 poeng for patofysiologi som inkluderer plakkruptur (evt erosjon) og aktivering og aggregering av trombocytter. 1 poeng for virkningsmekanismen til ASA. Maks 2 poeng.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Du bestemmer deg for å legge pasienten inn på sykehus for videre behandling.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva er riktig akuttbehandling av pasienten i sykehus?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Pasienten trenger akutt revaskularisering av okkludert koronarkar (sannsynligvis LAD). I og med at pasienten er lokalisert i Trondheim sentrum er det kort reiseveg inn til sykehuset (St.Olavs hospital). Den foretrukne behandlingen er derfor primær PCI. Ved primær PCI skal pasientene ha dobbel platehemmende behandling i forkant av stentinnleggelse. Det gis 600 mg Clopidogrel (Plavix) i tillegg til acetylsalisylsyre. Et alternativ er 180 mg Ticagrelor (Brilique) eller 60 mg Prasugrel (Efient). Disse medikamentene gis som regel av innleggende lege, i ambulansen på veg inn til sykehuset eller med en gang pasienten ankommer hjerteavdelingen. Ved STEMI er det en stor fordel om innleggende lege tar direkte kontakt med PCI-senter for å planlegge behandlingen.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 poeng gis for primær PCI. Dersom studentene svarer trombolyse og begrunner dette (fordi de ikke har fått med seg at pasienten er i Trondheim) gis 0,5 poeng. Kort sykehistorie er i seg selv ikke et argument for noen av behandlingene, så lenge det er kort reiseveg til PCI-senter.
I tillegg gis 1 poeng for å diskutere at pasienten trenger dobbel platehemmende behandling, dvs en platehemmer i tillegg til ASA som allerede er gitt. Dersom studentene svarer trombolyse (og får 0,5 poeng for dette) må de diskutere andre medikamenter i tillegg til Tenecteplase (Clopidogrel, Klexane iv og sc) som gis ved trombolyse for å få poeng på dette punktet.
Noen vil kanskje også diskutere intensivbehandling og behandling av potensielle komplikasjoner. Dette gir i utgangspunktet ikke tilleggspoeng, men man kan vurdere 0,5 poeng dersom resten av besvarelsen er svak. Maks 2 poeng.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Pasienten er innlagt i sykehus i totalt 4 dager. Du møter han igjen på fastlegekontoret fire uker senere. Han har da en rekke spørsmål om medikamentene han har blitt anbefalt å bruke etter sykehusinnleggelsen.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Et av medikamentene pasienten bruker er Ramipril (salgsnavn Triatec®). Ramipril er en såkalt ACE-hemmer (ACE = angiotensin converting enzyme). Forklar virkningsmekanismen for dette medikamentet. Nevn deretter minst to potensielle indikasjoner for at pasienten har fått utskrevet Ramipril.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
ACE-hemmere virker ved å hemme enzymet dipeptididylkarboksypeptidase 1 (ACE). Dette enzymet katalyserer omdannelse av angiotensin I til den den aktive vasokonstriktoren angiotensin II, samt nedbrytning av den aktive vasodilatatoren bradykinin. Angiotensin II stimulerer til vaskulær og kardiell hypertrofi og fører også til frisetting av aldosteron. Aldosteron er et viktig hormon som regulerer væske- og saltbalansen og fører til fibrosedannelse i kar og hjertet. Hemming av ACE fører derfor i sum til vasodilatasjon og redusert perifer motstand (afterload) og hemmer utvikling av kardial og vaskulær fibrose.
Potensielle årsaker til at pasienten har blitt anbefalt slik behandling er:
* Infarktskadet venstre ventrikkel med redusert ejeksjonsfraksjon (mest sannsynlig)
* Påvist hypertensjon under innleggelsen
* Medikamentene er gitt som ledd i sekundærprofylakse etter akutt hjerteinfarkt uten påvist skade på venstre ventrikkel
* Nyoppdaget type 2 diabetes eller kronisk nyresvikt
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 poeng for riktig virkningsmekanisme av ACE-hemmer. Studentene trenger ikke å oppgi det spesifikke enzymnavnet for å få poeng. 1 poeng gis for >= 2 riktige indikasjoner. Maks: 2 poeng.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Før pasienten forlater konsultasjonen, gjør dere en avtale om ny time om cirka 2 måneder.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Skisser i hovedtrekk hva du mener er de viktigste punktene i oppfølgingen av pasienten.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Følgende punkter ansees som sentrale i videre oppfølging etter hjerteinfarkt:
* Røykestopp dersom aktiv røyking. Tilby hjelp til røykavvenning.
* Oppfølging av behandlingsmål for kolesterolverdier (verdier spesifikt for LDL-kolesterol brukes i oppfølgingen) og toleranse for statinbehandling.
* Årlig screening mht type 2 diabetes (HbA1c) eller oppfølging av behandlingsmål for etablert type 2 diabetes.
* Kontroll av blodtrykk og oppfølging av behandlingsmål for etablert hypertensjon.
* Samtale om og motivasjon for økt fysisk aktivitet og evt råd og tilrettelegging av dette (henvisning til rehabilitering, råd om bruk av frisklivssentral og lignende)
* Samtale om symptomer på koronarsykdom eller hjertesvikt.
* Samtale om psykososiale forhold etter gjennomgått hjerteinfarkt med spesielt fokus på angstsymptomer og seksualliv.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 poeng gis dersom > 3 punktene over er med i svaret. Studentene bør nevne kolesterol, blodsukker og blodtrykk, men trenger ikke å oppgi spesifikke behandlingsgrenser (som heller ikke er oppgitt i svaret over).
0,5 poeng gis dersom < 3 punkter, men der sekundærprofylakse likevel er diskutert. Maks: 1 poeng.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
En 65 år gammel kvinne med kjent migrene og hyperkolesterolemi er brakt til akuttmottak med plutselig synstap i høyre øye. Symptomene startet uten forvarsel. Hun mistet synet i øvre del av høyre synsfelt først og deretter mistet synet i hele høyre synsfelt. Hun hadde ingen smerte. Hun tar fra tidligere ingen medisiner.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Nevn 3 mulige differensial diagnose
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Amaurosis fugax, migrene aura, optikus nevritt, CRAO, branched retinal arterie okklusjon, TIA i occipital lapp og retinal detachment gir poeng.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Spørsmål er om diff diagnose til smerteløs akutt synstap. Hvert riktig svar gir 1 poeng – maks 3 poeng. Kroniske og smertefulle systap gir ikke poeng, som feks makula degenerasjon, glaucom, temporalis arteritt, retinopati. Optikus nevritt kan presentere med smerte ved øyebevegelse, men gir poeng fordi ikke alle har smerte
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Synet begynte å bedre seg i akuttmottaket og ble fullstendig restituert innen 30 minutter fra symptomdebut. Ved undersøkelse i akuttmottaket før synet ble bedre var det funnet fullstendig tap av syn i høyre øye (monokulært synstap).
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Av de forskjellige differensial diagnoser, hva er mest sannsynlig diagnose?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Amaurosis fugax
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Riktig svar gir poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Pasienten ble utredet for å utelukke patologi intrakranielt. MR caput viste ingen unormale funn.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Nevn de tre viktigste undersøkelsene som må gjøres i utredningen
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
* Carotis Doppler /Angiografi av pre-kranielle kar (1p)
* Rytmeregistrering/Ekko cor (1p)
* Blodprøver for å sjekke kolesterol status (1p)
* Blodprøver for å utelukke hyperkoagulasjon status kan også godkjennes (1p)
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Ett poeng for hvert riktig svar, maks 3.
* Utredning for å avdekke patologi i carotis, enten carotis Doppler eller CTA, eller MRA gir 1 poeng.
* Utredning for å utelukke kardiale årsak til emboli også gir 1 poeng – enten ekko kor, monitorering av hjerterytme (R-test, telemetri, EKG).
* Blodprøver for å vurdere vaskulære risiko faktorer som lipid status gir 1 poeng.
* Blodprøver for å utelukke hyperkoagulasjon gir 1 poeng (protein C&S, Faktor V Leiden mutasjon, antifosfolipid antistoff)
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Pasienten hadde ingen symptomer ved utskrivelse.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva er de viktigste tiltakene som bør iverksettes ved utreise for å unngå residiv av symptomer? Nevn minst tre tiltak.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
* Platehemmende behandling (1p).
* Kolesterolsenkende behandling / statin (1p).
* Råd om livstil endring (mer fysisk trening / sunn kost) (0,5 p)
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Ett poeng for platehemmende behandling og kolesterolsenkende / statin.
0.5 poeng for livsstilsråd.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Ikke egen vignett
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Kan pasienten kjøre bil ved utskrivelse?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Nei
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Amaurosis fugax og TIA pasienter kan ikke kjøre bil i minst 1 mnd.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
En 62 år gammel mann kontakter deg som fastlege grunnet gradvis økende smerter i brystet og tungpust den siste tiden.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke ti differensialdiagnoser vil du foreslå her om du skal tenke bredest mulig differensialdiagnostisk og samtidig vektlegge både alvorlighetsgrad og sannsynlighet?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
* Kardial årsak:
** Stabil/ustabil angina pectoris
** Hjerteinfarkt gammelt/ferskt
** Hjertesvikt (ulike årsaker)
** Arrytmier
** Klaffestenoser/-insuffisiens
** Perikarditt/endokarditt.
* Aorta:
** Disseksjon
** Aneurisme/ruptur
* Lunge/luftveier:
** Lungeemboli
** Lungebetennelse
** Pneumothorax
** KOLS/astma
** Øvre/nedre luftveisinfeksjon.
** Pleuritt/pleuraeffusjon primær/metastatisk kreft
** Diffus parenkymatøs lungesykdom
* Øvre GI-traktus:
** Refluks
** Ulcus
** Pankreas/galle-relatert smerte.
* Muskel/bindevev:
** Interkostalmyalgi/kostokondritt
** Herpes zoster
** Smerter fra thorakalkolumna/ribben (ulike årsaker)
* Blod:
** Anemi
* Psykisk betinget
** Panikkangst, stress/somatoform tilstand.
Årsaker til kontakt grunnet brystsmerter i allmennpraksis har en slik fordeling (Klinkman et al., J Fam Pract. 1994 Apr;38(4):345-52), selv om oppgaven ber studentene vektlegge både alvorlighetsgrad og hyppighet:
* 36% - muskelskjelett
* 19% - gastrointestinal
* 10% - stabil angina
* 2% - ustabil angina
* 4% - annen kardial årsak
* 8% - psykiatrisk sykdom
* 5% - lungerelatert
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0,2 poeng for hver relevante diff.diagnose (inntil 2 poeng). 0,5 i tillegg poeng i tillegg dersom studenten viser at han/hun har tenkt bredt ved å ha med diagnose fra minst 5 av de 7 kategoriene over.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Ikke egen vignett
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Anamnestisk utelukker du akutte livstruende årsaker, og du får frem at hovedsymptomene er gradvis tilkommede overveiende venstresidige brystsmerter og dyspne. Hvilke supplerende undersøkelser (blodprøver / bildediagnostikk / annet) kan være aktuelle initialt __i allmennpraksis__ (maks 10 undersøkelser/prøver inkludert ulike typer blodprøver, ekskludert klinisk undersøkelse)? Angi også spesifikt hvilke differensialdiagnoser de enkelte undersøkelsene er relevante for.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
* EKG i hvile, evt. henvis til belastnings-EKG (KORONARSYKDOM, RYTMEFORSTYRRELSER OG ANNEN HJERTEPATOLOGI)
* Rtg. thorax (LUNGEBETENNELSE, LUNGETUMOR, PLEURAVÆSKE, RIBBEINSBRUDD, HJERTESVIKT)
* Pro-BNP (HJERTESVIKT)
* Lipidstatus (LDL/HDL/TG - KORONARSYKDOM)
* Hb (ANEMI)
* CRP/leukocytter (PNEUMONI, PLEURITT, ENDOKARDITT, ANDRE INFEKSIØSE)
* D-dimer (LUNGEEMBOLI)
* Spirometri (RESTRIKTIV/OBSTRUKTIV LUNGESYKDOM)
* Halsprøve mikrobiologi (ØVRE/NEDRE LUFTVEISINFEKSJON / PNEUMONI).
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0,5 poeng per relevante tilleggsundersøkelse med minst en relevant differensialdiagnose, evt. andre tilleggsundersøkelser som sensor anser som like relevante for å bekrefte/avkrefte de aktuelle differensialdiagnosene som studenten har satt opp. Det gis kun 0,5 poeng per kategori anført over som studenten dekker tilstrekkelig. Maksimalt 3 poeng. Rtg thorax med kun pleuravæske og/eller tumor som differensialdiagnose gir ikke poeng, da dette framgår av neste deloppgave. Om studenten foreslår svært spesialiserte undersøkelser som koronar angiografi, lungediffusjonsundersøkelser, bronkoskopi, etc. som del av en første utredning, bør det trekkes for det. Om studentene har nevnt flere enn 10 tilleggsundersøkelser, bør poengene per relevant prøve justeres ned.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Ikke egen vignett
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Ved røntgen thorax ses venstresidig økt mengde pleuravæske samt en oppfylning nær hilus i øvre lapp venstre lunge. Foreslå minst fem mulige differensialdiagnoser.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
# Primær lungekanser
# Metastase med pleural affeksjon.
# Lymfom.
# Sarkoidose
# Tuberkulose
# Lungeabscess av annen årsak
# Benign lungetumor (hamartom/chondrom/fibrom/etc.) og samtidig relatert/urelatert pleuravæske: Infeksiøs pleuritt/empyem, traume med hemothorax, chylothorax, asbest-/silica-utløst, autoimmun årsak, etc.
# Medikamentutløst pleura-effusjon (metotrexat, B-blokkere, ...) og samtidig urelatert tumor i hilus.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0,3 poeng for hver relevante differensialdiagnose (maksimalt 1,5 poeng), men malign/benign lungetumor bør være med, samt potensielle infeksiøse årsaker. Det bør vektlegges å kunne tenke bredt differensialdiagnostisk. Det kan åpnes for forslag om at funnene i pleura og hilus er urelaterte, selv om dette er mindre sannsynlig.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Ikke egen vignett
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Du mottar pasienten som sykehuslege. Hvilke mer spesialiserte spesifikke tilleggsundersøkelser vil du nå bestille for å avkrefte/bekrefte hver av dine differensialdiagnoser fra spørsmål 3?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Tilleggsundersøkelser: CT thorax (0,5p), samt at diagnosen bekreftes histologisk/cytologisk ved pleuravæsketapping med cytologi (0,5 p), samt bronkoskopi med biopsi/BAL (0,5 p). Ytterligere spesialiserte lungeundersøkelser gir poeng om relevante for oppgitte differensialdiagnoser fra spm. 4
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0,5 poeng for hver relevante tilleggsundersøkelse.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Ikke egen vignett
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Som patolog mottar du følgende vevsprøve. Hva viser bildet, Hvilke differensialdiagnoser (minst to) er nå mest relevante og hvilke supplerende histopatologiske undersøkelser vil du be om som patolog for å avklare diagnosen?
<<imgLink "IIAB-2022-4-A.jpg">>
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Bildet (hentet fra Gartner, Leslie P., PhD, Textbook of histology, 5, 79-102 e2) viser adenokarsinom. Studentene bør kunne vite at dette kan bety både primær lungetumor og metastase til lunge.
Tilleggsundersøkelser:
* Immunhistokjemisk undersøkelse som kan skille primær lungetumor fra metastase og hvilken subtype det er (behøver ikke nevne navn på markører, men eks. TTF1, CK5/6, P40, CD56, CK20, CK7, etc.).
* Sekvensering/mutasjonsundersøkelser av tumor DNA for å avklare behandling og prognose (behøver ikke nevne navn på gener, men eksempelvis EGFR, ALK, PD-L1, KRAS, BRAF, etc. avhengig av de immunhistokjemiske svarene).
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0,5 poeng for metastase og primære lungetumor. 0,5 poeng for hver relevante tilleggsundersøkelse.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Evne til metastasering er ofte den egenskapen ved kreft som er mest alvorlig for pasienten. Menneskekroppen har mange forsvarslinjer som beskytter mot spredning av kreftceller.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke egenskaper må karsinomceller utvikle for å kunne løsrive seg fra en primærtumor?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
I et friskt epitel er cellene avhengige av kontakt med naboceller og/eller basalmembranen for å overleve (forankringsavhengighet). Denne tillatelsen til å leve gis av signaler som formidles via adhesjonsmolekyler som for eksempel cadheriner eller integriner. Celler som løsriver seg, overlever bare dersom de har gjort seg uavhengige av disse signalene. Det kan de oppnå ved å nedregulere uttrykket av adhesjonsmolekyler og samtidig erstatte signalene fra disse ved å aktivere onkoproteiner som gir tilsvarende signaler til overlevelse. Delvis kan dette skje ved at cellene gjennomfører et omfattende skift i uttrykket av mange gener, en omprogrammering av celledifferensiering som vi kaller epitelial- til-mesenkymal transisjon (EMT).
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Bryte forankringsavhengigheten (0,5 poeng) ved nedregulering av adhesjonsmolekyler (0,5 poeng) og aktivering av (proto)onkogener 0,5 poeng. Nevner EMT (0,5 poeng).
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Ikke egen vignett
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke egenskaper må karsinomceller tilegne seg for å kunne bryte gjennom basalmembranen og vokse invasivt?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
De må kunne produsere proteolytiske enzymer (proteaser) som for eksempel serinproteasene plasmin og/eller urokinase- plasminogeaktivator (u-PA), eller kollagenaser.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Produksjon av proteolytiske enzym (1), navngiving av ett eller flere enzym (0,5).
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Ikke egen vignett
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Nevn mulige årsaker til at bestemte svulsttyper har en tendens til å velge bestemte målorganer når de metastaserer.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Den mest åpenbare årsaken er det vi kan kalle en filtereffekt, det fenomenet at metastaser oppstår der svulstceller i sirkulasjon møter det første kapillærgebetet (levermetastaser fra vena porta, lungemetastaser fra vena cava). Andre årsaker til spesifikk «homing» kan være en kombinert effekt av at svulstceller i sirkulasjon påvirkes av kjemokiner som tiltrekker dem til bestemte lokalisasjoner samtidig som svulstcellene har beholdt adhesjonsmolekyler og andre reseptorer som gir dem feste og gunstige signaler fra mikromiljøet i bestemte vev.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Filtereffekt i kapillærer (1 poeng). Tiltrekkes av kjemokiner (0,5) og feste og signaler fra spesifikke adhesjonspunkter (0,5).
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Røde og hvite blodceller tenker vi gjerne på som celler i sirkulasjon, og de har dermed tilsynelatende noen fellestrekk med metastaserende maligne celler under vandring i sirkulasjonen.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Kan du resonnere deg fram til egenskaper ved blodceller som kompenserer for den tilsynelatende manglende tilhørigheten til et bestemt organ og som hindrer kreftutvikling?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Røde blodceller og blodplater i sirkulasjon mangler kjerne og kan dermed ikke bli kreftceller. Flere av leukocytt-typene er programmert med kort levetid i sirkulasjonen og har begrenset eller ingen mulighet til å proliferere mens de sirkulerer. Granulocytter lever i gjennomsnitt bare 7 dager. Monocytter lever høyst 24 – 48 timer i sirkulasjon før de må vandre inn i et vev der de kan leve i måneder eller år, men da med forankring i andre celler eller matriks. B-lymfocytter i sirkulasjon lever i snitt ca. 3 dager, men kan leve lenge i sekundært lymfoid vev som lymfeknuter og milt, men da med forankring.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Manglende kjerne i RBC og plater (1 poeng). Kort levetid i sirkulasjon for leukocytter (inntil 1,5 poeng avhengig av detaljnivå).
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Ikke egen vignett
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvordan skjer ernæringen av en voksende metastase?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Som alle celler i kroppen er kreftceller avhengige av å få oksygen og andre næringsstoffer tilført via blodet. Dersom en svulst skal kunne vokse mer enn til en viss diameter, må den danne blodkar som forsyner den. Dette skjer ved at normale endotelceller stimuleres til å danne utløpere som vokser inn i tumor. Kreftceller produserer ofte vekstfaktorer som stimulerer denne prosessen. Noen av de sentrale vekstfaktorene for endotelceller er VEGF (vaskulær endotelial vekstfaktor), HGF (hepatocyttvekstfaktor) og fibroblastvekstfaktor (FGF). Det finnes også forskningsrapporter om at svulstceller kan danne blodkar- liknende strukturer uten involvering av normalt endotel. (Det siste er ikke blitt forelest for årets studenter).
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Svulster må danne egne blodkar, oftest ved innvekst av endotelceller (0,5). Kreftcellene lager vekstfaktorer for endotelceller (0,5). Navn på vekstfaktorer (0,5).
Svulstceller kan selv danne blodførende strukturer (0,5).
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
En mann på 64 år kommer til fastlegen på grunn av slapphet. Du tar blodprøver som viser Hb 13.5 g/dL (13.4 - 17,0), ALAT 250 U/L (10 – 70), ASAT 289 U/L (15 – 45), ALP 90 U/L (35 – 105), GT 170 U/L (15-115), INR 1.4 (0.9 – 1.2), bilirubin 32 μmol/L (5 - 25). Albumin 34 g/L (36 – 45) (kreatinin 72 μmol/L (60 – 105).
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvordan vil du beskrive leverfunksjon og enzymmønster?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Leverfunksjon er lett redusert ut fra lav albumin-verdi, og lett forhøyet bilirubin og INR. Enzymene viser et hepatitt-mønster.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Lett redusert leverfunksjon: 1 poeng. Hepatittmønster 1 poeng.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Du mistenker at pasienten kan ha en leversykdom
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Du undersøker ham videre klinisk spesielt med henblikk på leversykdom, hvilke tegn ser man etter?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Ascites. Ødemer i underekstremiteter. Hemoroider. Caput medusae. Spider nevi. Palmart erythem. Tap av sekundær kroppsbehåring. Hudblødninger. Flapping tremor (asterixis).
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
7-9 av 9: 2 poeng. 4-6 av 9: 1 poeng. 0-3: 0 poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Pasienten drikker ca 1 flaske rødvin pr uke.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Regnes dette som skadelig alkoholbruk for menn slik at det mest sannsynlig er årsaken til leversykdom? Begrunn svaret.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Nei. Ved alkoholinntak over 21 E / uke regnes risiko for utvikling av leversykdom som høy og 1 flaske rødvin er betydelig mindre enn 21 E. Man må lete etter andre årsaker til leversykdom i tillegg
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Svaret «Nei». Begrunnelse tilsvarende den beskrevet i feltet over
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Ikke egen vignett
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilken blodprøve er mest nyttig for å vurdere om alkoholinntaket har vært høyt i løpet av den siste uken?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
PEth (Fosfatidyletanol) regnes som den beste blodprøven i denne situasjonen.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 poeng for PEth.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Ikke egen vignett
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Pasienten har hatt diabetes mellitus type 2 påvist for ca 10 år siden og veier nå 96 kg med høyde 181 cm. På hvilken måte er dette relevant for pasientens leverprøver?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Diabetes mellitus type 2 og overvekt er begge risikofaktorer for ikke-alkoholisk fettlever (NAFLD) og steatohepatitt (NASH). En andel pasienter med fettlever utvikler levercirrhose og leversvikt.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 poeng for fettlever og 1 poeng for at dette er en risikofaktor for levercirrhose.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Pasienten gjennomgår utredning på sykehus og det tas blant annet CT som gir mistanke om begynnende levercirrhose.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke livsstilsråd vil du gi pasienten?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Vektreduksjon.
Fysisk aktivitet / trening.
Alkoholavhold (som er viktig selv om det kanskje ikke var hovedårsaken til cirrhose – begrunnelse er ikke nødvendig for å gi poeng).
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 poeng for hvert punkt.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
En 48 år gammel mann har bestilt time hos deg som fastlege for en helsekontroll. Han jobber som IT-ansvarlig i kommunen. Både hans far og bror behandles for høyt blodtrykk. Far fikk hjerteinfarkt 58 år gammel, mens mor hadde atrieflimmer og fikk hjerneslag 65 år gammel. Selv er han stort sett frisk og bruker ingen medikamenter. Han er lite fysisk aktiv. Han er overvektig med kroppsmasseindeks på 29 kg/m2 og sluttet å røyke for 15 år siden. Du måler blodtrykk 160/105 mmHg. Deretter tar du et EKG hvor du får mistanke om at han har venstre ventrikkelhypertrofi.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva er kriteriene for venstre ventrikkelhypertrofi i EKG etter Sokolow-Lyons indeks og hva er det vanligste tilleggsfunnet i EKG som styrker mistanken om venstre ventrikkelhypertrofi?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Sokolow-Lyon indeks: S i V1 + R i V5 eller V6 ≥ 35 mm (3,5 mV). Det vanligst tilleggsfunnet som styrker mistanken er ST- depresjoner og / eller T-inversjoner, oftest i avledningene aVL, I, V5 og V6. ST-T forandringer, ST-forandringer godtas også som svar på tilleggsfunn.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0,5 poeng for indeks og 0,5 poeng for tilleggsfunn (ikke nødvendig med lokalisering).
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Du bekrefter etter hvert at pasienten har hypertensjon og venstre ventrikkelhypertrofi.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilken betydning har den påvist venstre ventrikkelhypertrofien for prognose og vurdering av behandling?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Pasienter med hypertensjon og påvist venstre ventrikkelhypertrofi har økt risiko for alvorlige hendelser som hjerneslag, hjerteinfarkt og kardiovaskulær død. Venstre ventrikkelhypertrofi styrker indikasjonen for medikamentell behandling av hypertensjon.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0,5 poeng for prognose (må ikke nevne spesifikke hendelser) og 0,5 poeng for behandlingsindikasjon
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Etter oppstart med medikamenter oppnås tilfredsstillende kontroll av blodtrykket. Han går jevnlig til kontroll hos deg og du starter med en HMG-CoA-reduktasehemmer grunnet hyperkolesterolemi. I en alder av 56 år legges pasienten inn på lokalsykehuset grunnet en episode med språkforstyrrelse (dysfasi) som går helt tilbake. MR-undersøkelse viser at han har gjennomgått et lite hjerneinfarkt. Som et ledd i utredningen henvises pasienten til et langtids-EKG for å vurdere om han har atrieflimmer.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke tre EKG-funn er typiske ved atrieflimmer?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Uregelmessig QRS avstand, fravær av P-bølger, uregelmessig grunnlinje.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0,5 poeng for hver
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Det viser seg at pasienten har episoder med atrieflimmer på langtids-EKG. Atrieflimmer er forbundet med økt risiko for embolier fra hjertet. En kan bruke CHADSVASc-skår for å vurdere slik risiko.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke kriterier inngår i CHADSVASc-skår, hvilke to kriterier gir 2 poeng i skåren og hva er pasientens skår?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Hjertesvikt, hypertensjon, alder > 65 år, alder > 75 år, diabetes mellitus, tidligere slag eller TIA, kjent karsykdom, kvinne.
Alder > 75 år og tidligere slag/TIA gir 2 poeng, de andre 1 poeng.
Pasientens skår er 3 (hypertensjon 1 p, hjerneinfarkt 2 p).
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0,25 poeng for hvert kriterium. Fratrekk med 0,25 poeng for hvert 2-poengskriterium som ikke er nevnt. 0,5 poeng for riktig pasientskår
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Pasienten er godt fornøyd med deg som fastlege og du følger ham opp gjennom årene. 65 år gammel kontakter han deg på legevakt med akutt oppståtte sentrale brystsmerter og kvalme. Ved undersøkelse er han smertepåvirket, blek og klam. Du mistenker akutt hjerteinfarkt og får tatt et EKG.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva er EKG-kriteriene for ST-elevasjons hjerteinfarkt?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Ny ST-elevasjon i to avledninger fra samme område av hjertet. ≥ 1 mm for alle avledninger unntatt V2–V3 hvor følgende kriterier gjelder: ≥ 2mm for menn ≥ 40 år; ≥ 2.5 mm for menn < 40 år, og ≥ 1.5 mm for kvinner uavhengig av alder.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0,5 poeng for ST-elevasjon ≥ 1 mm, 0,5 for to nærliggende avledninger, 0,25 for korrekt differensiering mellom V2-3 og andre avledninger, 0,25 for korrekt differensiering med minst to riktige kriterier for kjønn og alder
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Pasienter har et ST-elevasjonsinfarkt i nedre vegg av hjertet. Han tok Eliquis 5 mg (oral antikoagulasjon) for 4 timer siden, brystsmertene oppsto for 2 timer siden og det er 30 minutters transporttid til St Olavs hospital.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva er riktig akutt behandling og håndtering av pasienten?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Morfin iv for smertelindring, oksygen ved hjertesvikt eller oksygenmetning < 90%, nitroglycerin sublingualt, acetylsailsylsyre po, evt kvalmestillende. Kontakt med invasiv hjertemedisiner ved sykehus for akutt koronar intervensjon (PCI). På grunn av kort avstand til invasivt senter og nylig inntak av oral antikoagualsjon vil PCI foretrekkes framfor trombolytisk behandling.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0,5 for ASA. 0,5 for minst 2 og 0,25 for kun 1 av de øvrige oksygen/morfin/nitroglyserin.
0,5 for kontakt med eller innleggelse ved invasivt senter
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Ved kontroll hos deg etter hjerteinfarktet spør pasienten hvorfor han har vært så uheldig å få både atrieflimmer og hjerteinfarkt
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke risikofaktorer har pasienten hatt for henholdsvis atrieflimmer og hjerteinfarkt?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Atrieflimmer: Arv, kjønn, hypertensjon, fedme, røyk, inaktivitet
Koronarsykdom: Arv, hypertensjon, fedme, røyk, inaktivitet, hyperkolesterolemi
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0,1 poeng for hver korrekte inntil 10 stk
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
En 42 år gammel mann kommer til deg på legekontoret i allmennpraksis. Han føler seg i dårlig form og sover ikke bra, og beskriver symptomer som gjør at du mistenker kronisk sinusitt.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke symptomer er med i definisjonen av kronisk rhinosinusitt?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Plager med nesetetthet, sekret ut av nesen eller bak i svelget, press og trykk i ansiktet over bihulene, redusert luktesans
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0,5 poeng for hvert riktig svar maks 2 p
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Etter tre måneder kommer pasienten tilbake til deg. Hans plager har forverret seg siden forrige konsultasjon.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Du gjør fremre rhinoskopi. Hva kan man vanligvis se ved fremre rhinoskopi?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
* 0,5 p neseskilleveggen
* 0,5p concha inferior
* 0,5 concha media
* 0,5 p neseslimhinnen
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0,5 poeng for hvert riktig element. Dersom studenten angir mer utover de angitte svar gir det ikke ekstra poeng, men det er et pluss! Maksimalt 2 poeng.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Noen pasienter med kronisk bihulebetennelse med nesepolypper kan få tilbud om behandling med biologiske medikamenter.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Nevn 4 kriterier som bør foreligge før oppstart med biologiske medikamenter ved nesepolypose?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
* 0,5 p vanskelig kontrollerbar astma
* 0,5 p nesepolypper med eosinofilli
* 0,5 p type 2 innflammasjon
* 0,5 p pasienten er operert flere ganger, har betydelig reduksjon i livskvalitet og polyppene har residivert rask etter kirurgi (residiv innen 3 år etter operasjonen)
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0,5 poeng for hvert riktig element. Maksimalt 2 poeng.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Ved undersøkelse hos ØNH-lege finnes puss i midtre nesegang, og polypper som fyller store deler av nesen.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilken behandling gjennomføres vanligvis?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
* Nasale steroider for å redusere inflammasjon og polypper
* Systemiske steroider noen dager for å krympe polyppene
* Målrettet antibiotika etter dyrkningssvar
* Saltvannskylling av nesen for skylle ut sekret og event puss
* Dersom pasienten har prøvd maksimal medikamentell behandling og fortsatt har mye symptomer er bihuleoperasjon et alternativ.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
* 0,5 p nasale steroider
* 0,5 p systemisk steroider
* 0,5 p antibiotika etter dyrkningssvar (bare «antibiotika» gir ikke poeng)
* 0,5 p saltvannskylling av nesen
* 0,5 p bihuleoperasjon
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Mange pasienter plages mye med hodepine og tolker det som bihulebetennelse.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvordan kan du i allmennpraksis klare å skille disse tilstandene fra bihuleplager?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
* 0,5 p migrene er vanligste dd slik at migrene anamnese er viktig
* 0,5 p billeddiagnostikk av bihulene for å se etter sykdom(CT eller MR av bihuler)
* 0,5 p vurdere om andre årsaker til hodepine, som spenningshodepine, medikament overforbruk, nakke plager med utstråling..
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0,5 p pr riktig svar, max 1,5 poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
En kvinne 62 år gammel kommer til fastlege på grunn av slapphet og det tas en rekke blodprøver. Hun har ingen magesmerter og avføringen har hatt normal farge.
Du tar blodprøver som viser ALAT 263 (10-45 U/L), ASAT 228 (15-35 U/L), ALP 100 (35- 105 U/L), GT 181 (10-75 U/L), albumin 38 (34-45 g/L), bilirubin 16 (5-25 μmol/L), INR 1.0 (0.9-1.2).
En rekke andre blodprøver er normale.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvordan vil du klassifisere utfallet i leverprøvene hennes?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Hepatittmønster
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 poeng: Svar som angitt ovenfor.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Forrige vignett:
<<<
En kvinne 62 år gammel kommer til fastlege på grunn av slapphet og det tas en rekke blodprøver. Hun har ingen magesmerter og avføringen har hatt normal farge.
Du tar blodprøver som viser ALAT 263 (10-45 U/L), ASAT 228 (15-35 U/L), ALP 100 (35- 105 U/L), GT 181 (10-75 U/L), albumin 38 (34-45 g/L), bilirubin 16 (5-25 μmol/L), INR 1.0 (0.9-1.2).
En rekke andre blodprøver er normale.
<<<
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Har pasienten tegn til leversvikt? Begrunn svaret.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Normal leverfunksjon, ettersom albumin, bilirubin og INR er normale.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 poeng: All informasjon i svarteksten ovenfor må være med.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Andre sykdommer / risikofaktorer for sykdom:
KOLS av usikker grad, bruker inhalasjonspreparater daglig.
Hyperkolesterolemi, har nylig startet atorvastatin.
Drikker 6-8 enheter alkohol pr uke.
Røyker tobakk 10 sigaretter pr dag i 41 år.
BMI 28.2 kg/m^^ 2^^.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke av de nevnte faktorene gir risiko for leverpåvirkning?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Hyperkolesterolemi, atorvastatin (medikamentell bivirkning), alkoholinntak, overvekt
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Hvert riktig svar gir 0.5 poeng, totalt 2 poeng. Feil svar (KOLS og tobakk) gir trekk 0.5 poeng pr svar (bør kunne telle negativt, ellers er det bare å skrive opp alle faktorer).
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Fettlever er svært vanlig i Norge og kan gi forhøyede leverprøver som må utredes.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke undersøkelser brukes for å påvise fettlever?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
# Bildediagnostikk: ultralyd, CT eller MR.
# Biopsi.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 poeng for bildediagnostikk der minst to av tre bildemodaliteter nevnes. 0,5 poeng dersom kun 1 modalitet nevnes.
1 poeng for leverbiopsi
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Ikke egen vignett
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke råd bør man gi de fleste pasienter med fettlever for å redusere risiko for levercirrhose? Begrunn rådene.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Vektreduksjon > 5%, økt fysisk aktivitet, redusere alkoholinntak eller totalavhold
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0.5 poeng for hvert riktig svar.
0.5 poeng for begrunnelse om at tiltakene har uavhengig effekt på alvorlighetsgraden av NAFLD / fettlever.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Pasienten får under oppfølging påvist moderate øsofagusvaricer uten mistanke om at disse noen gang har blødd.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvordan behandles slike varicer medikamentelt?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
1.5 poeng for ikke-selektiv betablokker (eller propranolol) eller alpha-1/beta-blokker (eller carvedilol).
2 poeng dersom begge medikamentene nevnes.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1.5 poeng for ikke-selektiv betablokker (eller propranolol) eller alpha-1/beta-blokker (eller carvedilol).
2 poeng dersom begge medikamentene nevnes.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
En 75 år gammel mann blir plutselig uvel mens han er på kafe sammen med sine kompiser kl 11 en lørdagsmorgen. Han klarerer ikke å snakke og får en lammelse i høyre arm og bein. En av kompisene ringer 113 og ber AMK om hjelp. Pasienten blir deretter kjørt til sykehuset med blålys og alarm til slagteam. Du er vakthavende lege i akuttmottak og en del av slagteamet.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilken informasjon er det viktigst å skaffe seg fra pasientens journal før pasienten kommer gjennom døra?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
* Tidligere sykdommer, særlig hjerneslag og andre hjernesykdommer, kirurgiske inngrep siste måned
* Medikamenter, spesielt Warfarin, DOAC
Pasienten har slagsymptomer og kan ha indikasjon for trombolyse/trombektomi om det er en ischemisk hendelse. Man leter etter eventuelle kontraindikasjoner til dette. Her er det mange, men de viktigste er hjerneslag innen 3 måneder og større kirurgiske inngrep innen 3 uker samt antikoagulasjon.
Om pasienten har en hjerneblødning, så er det viktig å vite om han er antikoagulert
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
* Hjerneslag < 3 måneder (0,25)
* Større kirurgiske inngrep < 3 uker (0,25)
* Antikoagulasjon (0,5)
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Pasienten er i akuttmottak kl 11:30 og er tatt imot av slagteamet.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvordan ville du kartlegge slagsymptomene til pasienten?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
NIHSS
Alle slagpasientene skal vurderes med NIHSS (National Institutes of Health Stroke Scale, som kartlegger alvorlighetsgrad av slagsymptomene.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
NIHSS
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Ikke egen vignett
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke 4 undersøkelser (bildediagnostikk og blodprøver) er viktigst i akuttvurdering av denne pasienten og bestilles med én gang?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
* CT caput
* CT angio hals/caput
* Glukose
* INR (kan unnlates om man er helt sikker på at pasienten ikke tar Warfarin)
CT caput viser om det er infarkt eller blødning. CT angio kan fremstille en okklusjon i tilfelle ischemi eller en eventuell karnøste (AVM) eller et aneurysme i tilfelle blødning. Hypoglykemi (<3 mmol/l) eller hyperglykemi (>22 mmol/l) er kontraindikasjoner til trombolysebehandling, og man må derfor vite verdien.
INR >1,7 er en kontraindikasjon for trombolyse. INR > 1,5 gir indikasjon for behandling med koagulasjonsfaktorer i tilfelle hjerneblødning. – Er man helt sikkert at pasienten ikke bruker Warfarin, så kan man unnlate å vente på dette labsvaret før man gir trombolyse.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
* CT caput (0,5)
* CT angio hals/caput (0,5)
* Glukose (0,5)
* INR (kan unnlates om man er helt sikker på at pasienten ikke tar Warfarin) (0,5)
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
CT caput viser en parenchymal blødning i basalgangliene på venstre side, ingen gjennombrudd til ventrikkelsystemet og ingen overskytning av midtlinjen.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke kliniske vurderinger ville du prioritere mens du har pasienten i akuttmottaket?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
* Blodtrykksnivået
* Vurdere bevissthetsnivået (GCS)
Pasienten har en subcortikal hjerneblødning som ut fra lokalisering er mest forenelig med en hypertensjonsblødning.
Ukontrollert høyt blodtrykk øker risiko for reblødning i akuttfasen, og det er viktig å måle og deretter monitorere pasientens blodtrykk og å sette i gang med behandling, om det er indikasjon for det.
Det er viktig å kartlegge, dokumentere og monitorere bevissthetsgrad med GCS (Glasgow Coma Skala) til denne pasienten. Dette for å vurdere indikasjon for eventuelle nevrokirurgiske tiltak akutt – og for å fange opp progresjon av slagsymptomer på sikt.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
* Blodtrykk (1)
* Bevissthetsnivå med GCS (1)
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Pasienten innlegges på Slagenhet
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke behandlingsmuligheter har man for denne pasienten - akutt og i løpet av de første dagene?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
* Seponering av all antitrombotisk medikasjon og motvirkning av antikoagulasjon
* BT-kontroll med mål 130 – 160/90 – 100
* Opprettholde fysiologisk homeostase med kontroll av surstoffmetning, feber, blodsukker
* Henvisning til CT caput om fall i bevissthet eller progresjon av nevrologiske utfall og henvisning til nevrokirurg.
Behandlingen har fokus på å redusere risikoen for reblødning, og dermed er det viktig å seponere blodfortynnende medikamenter, både antitrombotiske midler og antikoagulasjon.
Høyt blodtrykk øker risikoen for reblødning. Dette behandles aggressivt i akuttfasen og oftest med IV Labetolol.
Å monitorere pasienten og opprettholde fysiologisk homeostase er en nøkkelkomponent av Slagenhetsbehandling og forebygger komplikasjoner etter hjerneslag.
Om pasienten får et fall i bevissthet eller økning av de fokale slagsymptomene kan det bety at blødningen har økt på og har ført til ytterlige problemer, som gjennombrudd til ventrikkelsystem eller masseeffekt. I dette tilfelle kan det være indikasjon for nevrokirurgisk intervensjon. Man må da raskt bestille en CT caput undersøkelse og kontakte vakthavende lege ved nevrokirurgisk avdeling.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
* Seponering av all antitrombotisk medikasjon og motvirkning av antikoagulasjon (1)
* BT-kontroll med mål 130 – 160/90 – 100 (1)
* Opprettholde fysiologisk homeostase med kontroll av surstoffmetning, feber, blodsukker (1)
* Henvisning til CT caput om fall i bevissthet eller progresjon av nevrologiske utfall og henvisning til nevrokirurg. (1)
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
En 67 år gammel mann med kjent hypertensjon som behandles med ACE hemmer og noe overvekt (høyde 180 cm, vekt 105 kg), føler seg plutselig uvel og kjenner press i brystet under en gåtur. Samtidig føler han seg tung i pusten. Ifølge ambulansepersonell er han våken, men kaldsvett. Du er lege i akuttmottak på et lokalsykehus og forbereder deg til pasientens ankomst.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke differensialdiagnoser er viktigst å avklare når pasienten kommer til sykehuset?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
NSTEMI, STEMI, A-disseksjon, lungeemboli, perforert ulkus, pneumothorax
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Akutt koronarsyndrom (NSTEMI, STEMI), A-disseksjon og lungeemboli gir 0,5 poeng. Det gis 1,5 poeng hvis alle disse 3 nevnes. Det er en rekke andre mulige årsaker til akutte brystsmerter som studentene også kan nevne, men disse 3 må være for at studentene skal få poeng.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Ikke egen vignett
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke kliniske og supplerende undersøkelser (minst 3) er viktigst å gjennomføre?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Vitalia (blodtrykk, puls), EKG, Røntgen-thorax, CT-thorax, Ekko-doppler
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Det er viktig at kandidaten ikke utelater essensielle ting. Vitalia og EKG gir 0,5 poeng hver. I tillegg gis 0,5 poeng når en bildediagnostisk metode nevnes (CT-thorax, CTA-thorax, TEE)
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Ikke egen vignett
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Pasienter med akutte brystsmerter blir av og til utredet med koronar angiografi. Hva er de vanligste indikasjonene for koronarkirurgi basert på resultatet av denne undersøkelsen?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Hovedstammestenose, trekarsykdom, +/- redusert venstre ventrikkel funksjon
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Det gis poeng når hovedstammestenose (0,5 poeng) og trekarsykdom (0,5 poeng) nevnes.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Ikke egen vignett
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Forklar kort begrepet: prognostisk indikasjon
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Behandling som gis for å bedre pasientens fremtidige leveutsikter. I motsetning til symptomatisk behandling, er ikke pasientens plager grunnlaget for å anbefale behandling.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Enhver beskrivelse som inneholder essensen i begrepet, gir poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Under en koronaroperasjon forbipasseres stenoser og okklusjoner i koronarkar. Flere kar egner som graftmateriale.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Nevn minst 2 egnete bypassgraft og nevn fordeler og ulemper.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
* v. saphena magna: lett tilgjengelig, kan utvikle intimahyperplasi og ha redusert åpenhet over tid.
* a. mammaria interna: meget gode resultater, men rekker ikke alle koronarkar
* a. radialis: litt mer komplisert høsting med risiko for spasme. Gode resultater over lang tid.
Andre riktige alternativer er a. mammaria sinistra og dextra, a. gastroepiploica, a. epigastrica inferior. Disse har tilsvarende fordeler og ulemper som a. mammaria.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Et halvt poeng for hvert riktig graft som nevnes (inntil 1 poeng), og et halvt poeng for hvert graft der riktige fordeler og ulemper nevnes (inntil 1 poeng). Til sammen maksimalt 2 poeng.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
For å gjennomføre operasjonen brukes vanligvis en hjerte-lunge maskin
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Beskriv veien blodet tar fra den forlater kroppen til det kommer tilbake. Nevn viktige komponenter i hjerte-lunge maskinen og hvor den kobles på.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Blodet forlater kroppen gjennom en venekanyle som legges i høyre atrium. Blodet dreneres gjennom plastslanger inn et reservoir. Derfra pumpes blodet gjennom pumpehode og oksygenatoren og deretter gjennom et arteriefilter før det pumpes tilbake gjennom arteriekanylen i aorta ascendens.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0,25 poeng for hver av komponenetene (maks 1,25) : kanyler, reservoir, pumpe,oksygenator og filter. 0,75 poeng for riktig rekkefølge.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Operasjonen var vellykket, og pasienten er tilbake på lokalsykehus.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilken medikamentell sekundærprofylakse er tilrådelig etter operasjonen?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Dobbelplatehemming med Albyl-E og Brillique eller platehemming med Albyl-E, behandling med statiner. Indikasjon for betablokker vurderes. I tillegg skal vanlig medikasjon videreføres (blodtrykk, diabetes osv)
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Det gis poeng for platehemming (0,5 poeng) og statiner (0,5 poeng)
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Du er legevaktslege på Fosen. Du tar imot en 23 år gammel, tidligere frisk, mann. Han var i slagsmål dagen før, og har veldig vondt i det venstre øyet. Han kniper det venstre øyet igjen, og det er en del tåreflod fra dette øyet. Han føler han har et stort rusk på det venstre øyet, og det er vondt å se på lys. Han bruker ikke kontaktlinser. Det er vanskelig å undersøke øyet hans godt fordi han kniper det igjen. Du gir en dråpe oxibuprocain (lokalbedøvelse) i det venstre øyet, og ganske raskt åpner han øyet. Han smiler lettet og sier at han nå kjenner seg mye bedre.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
# Hvilken del av øyet tror du nå er skadet og hvorfor?
# Hvilke metoder vil du bruke for å undersøke denne delen av øyet? Du har et oftalmoskop, og forskjellige øyedråper tilgjengelig.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
# Hornhinnen/cornea er skadet. Skade på hornhinnen gir lysskyhet, tåreflod, ruskfølelse og smerter. Disse plagene blir betydelig bedre etter en dråpe lokalbedøvelse. Pasienten presenterer alle disse karakteristika.
# Oftalmoskop: (rundt hvitt lys, spaltelys, forstørrelsesfunksjon). Øyedråper: Fluorescein etterfulgt av å lyse med blått lys på oftalmoskopet.
Hornhinnen undersøkes med hvitt rundt lys på oftalmoskopet, samt med spaltelys. Videre kan en bruke forstørrelsesfunksjonen på oftalmoskopet for å se nærmere på deler av hornhinnen. Ved epitelskade på hornhinnen (som denne pasienten sannsynligvis har; ruskfølelse, lysskyhet, tåreflod og smerter), er det viktig å farge med fluorescein og lyse med blått lys med oftalmoskopet. Skader på hornhinnen vil da lyse opp som grønne områder.
Merknad, ikke del av svaret som studenten skal gi: Denne pasienten hadde et fluoresceinopptak på hornhinnen, og det var dette epitelskrapet som gjorde at han hadde smerter, lysskyhet, ruskfølelse, tåreflod.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
# 1 poeng for å angi at hornhinnen eller cornea sannsynligvis er skadet. 0,5 poeng for å referanse til karakteristika listet opp ovenfor.
# 1 poeng for å angi minst to av disse undersøkelsesmetodene: rundt hvitt lys, spaltelys, forstørrelsesfunksjonen, fluoresceinfarging. (Oppgaven gir allerede informasjon om oxibuprocain øyedråper som gir bedøvelse og smertelindring av hornhinnen, og dette gir ikke poeng)
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Når du undersøker pasienten med oftalmoskopet ser du dette:
<<imgLink "IIAB-2022s-4-A.jpg">>
Bilde: MD Rakesh Ahuja/Wikimedia commons.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva er det røde som ligger nederst i forkammeret, og hva kalles funnet med medisinsk fagterminologi?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Det er blod som ligger nederst i forkammeret. Dette funnet kalles hyphema/ hyfema.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0,5 poeng for å angi at det røde er blod. 0,5 poeng for å angi at det heter hyphema.
En får ikke full uttelling for å si «blod i forkammeret», da vi her er ute etter de studentene som kan den medisinske terminologien på dette funnet.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Du måler trykket med i-care. Tensjon o.dext: 11 mmHg. Tensjon o.sin: 32 mmHg.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
# Hva er mest sannsynlige årsak til at pasienten har forhøyet trykk på det venstre øyet, gitt funnene pasienten nå har?
# Forklar kort hvilke mekanismer som kan ligge til grunn for denne trykkstigningen, med referanse til øyets anatomi/fysiologi.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
# Blod i forkammeret
# Blodet/ røde blodceller/ fibrin/ blodplater legger seg i trabekelverket («sluket i øyet»). Dermed øker motstanden mot kammervanssdrenasjen, og trykket stiger.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
#1 poeng for å si at pasienten sannsynligvis har høyt trykk på det venstre øyet på grunn av at blod i forkammeret.
# 1 poeng for å gi en god forklaring på mekanismen bak trykkstigningen. Svaret skal vise at studenten har kunnskap om anatomien og fysiologien til kammervannsdrenasje. Blodet legger seg i trabekelverket og gir «tett sluk»/ økt motstand mot kammervannsdrenasje. En får ikke poeng for mer vage svar som at paseinten har høyt trykk på grunn av «øyeskade», eller lignende. Vi er ute etter at studenten tenker seg til mekanismen.
Noen studenter vil kanskje bare skrive blod i «kammervinkelen» eller lignende. Dersom studentene bare nevner blod i kammervinkelen, men ikke sier noe om trabekelverket gies kun 0,5 poeng.
Tillegg: Ved en øyeskade kan trykket stige av ulike grunner. Noen av de flinkeste elevene kan kanskje komme på andre årsaker enn hyfema som årsak til trykkstigning hos denne pasienten. Dette er ikke forventet. Hvis studentene nevner noen av disse mekanismene som årsak til høyt trykk i øyet hos denne pasienten bør det også gis poeng på lik linje med hyfema (men studenten kan ikke få mer enn 1 poeng på del b oppgaven til sammen): I tillegg til at blod kan legge seg i trabekelverket og blokkere drenasjen, kan også trabekelverket skades mekanisk av traumet, noe som kan gi trykkstigning i seg selv (uten blod i forkammeret). Et stumpt traume mot øyet, som denne pasienten har fått, kan også gi inflammasjon av iris, og lekkasje av proteiner og hvite blodceller ut i forkammeret. Proteiner og hvite blodceller kan også «tette sluket» og gi trykkstigning. Traumet kan også gi inflammasjon av trabekelverket i seg selv (trabekulitt), som kan gi minsket drenasje og trykkstigning. Blødning i choroidea kan også gi økt trykk i øyet (pga masseffekten i bakre segment av øyet presser iris fremover, og gir trangt forkammer og dårlig drenasje)
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Du undersøker pupillene, og legger merke til at den venstre pupillen har oval form, og er klart større enn den høyre pupillen.
Direkte belysning høyre pupille: Trekker seg fint sammen.
Direkte belysning venstre pupille: Trekker seg ikke sammen.
Indirekte belysning høyre pupille. Trekker seg fint sammen.
Inidrekte belysning venstre pupille: Trekker seg ikke sammen.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
# Er dette en afferent eller efferent skade? Begrunn kort.
# Kan du tenke deg noen årsaker til at den venstre pupillen er stor og reagerer slik den gjør? Forklar med referanse til anatomi/fysiologi og pasientens traume.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
# Det er anisokori, altså en skade på den efferente delen av pupillerefleksen.
# En sannsynlig årsak til at den venstre pupillen er stor og ikke trekker seg sammen verken ved direkte eller indirekte belysning er at selve irismuskelen (musculus sphincter pupillae) er skadet pga. traumet; kontusjonsskadet pupille. En annen årsak til lysstiv, dlatert pupille er oculomotoriusparese/skade, evt herniering.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
# 1 poeng for å angi at dette er en efferent skade, med begrunnelse i at pupillene har ulik størrelse/anisokori.
Merknad/forklaring (ikke del av påkrevd svar for å få poeng): En afferent skade vil aldri påvirke størrelsen på pupillen. Oppgaven forteller hvordan pupillene trekker seg sammen ved belysning, og det gir ytterligere informasjon om den afferente delen av lysrefleksen. Det er ikke en afferent skade av den venstre pupillen da den høyre pupillen trekker seg sammen på indirekte belysning. Det vil si at lyssignalet registreres i det venstre øyet og sendes gjennom synsnerven (afferens) og videre til mesencephalon, som gir signal til begge n.oculomotorius , som i sin tur gir beskjed til begge iris om å trekke seg sammen likt. Det at den venstre pupillen ikke trekker seg sammen verken ved direkte eller indirekte belysning tyder på at det er skade i det efferente signalet til denne pupillen. Den venstre pupillen (sfinktermuskelen i iris) er skadet, og derfor trekker ikke pupillen seg sammen verken ved direkte eller indirekte belysning.
# 1,5 poeng hvis angir tre av oppgitte diagnosene med referanse til anatomi/fysiologi og pasientens traume. 0,5 poeng hvis angir èn av de oppgitte diagnosene. 1 poeng hvis oppgir to av diagnosene.
## Venstre iris er skadet i traumet, og ikke klarer å trekke seg sammen ved belysning. Dette støttes av at pupillen er stor og uregelmessig i formen. Dette er en den mest sannsynlige årsaken.
## Oculomotoriusparese. En alvorlig årsak til lysstiv, dilatert pupille etter et traume er traumatisk skade på oculomotorius nerven. Ved oculomotoriusskade vil en vanligvis ha noen form for øyemotilitetsproblemer (ikke testet hos denne pasienten), eller dobbeltsyn (pasienten har nå så dårlig syn på det ene øyet at han nok ikke ville fått dobbeltsyn).
## Cerebral (uncal) herniering etter traume kan en også gi lysstiv, dilatert pupille pga klem på oculomotrisunerven. (Pasienten vil da vise tegn til alvorlig hodeskade, og ha påvirkning av bevissthet, noe denne pasienten ikke har).
Akutt trangvinkelglaukom kan også gi lysstiv dilatert pupille (men samtidig rødt, smertefullt øye), og dette svaret gir ikke poeng.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Du undersøker visus med pasientens egne avstandsbriller på:
Visus høyre øye: 1,2.
Visus venstre øye: fingertelling 4 meter.
Pasienten sier at synet var helt normalt da han var hos optiker for 3 måneder siden. Han mener synet har blitt dårlig etter slåsskampen. Du gjør en undersøkelse av rød refleks.
Høyre øye: Frisk rød refleks i alle blikkretninger
Venstre øye: Utslukket rød refleks i alle blikkretninger. Du gjør ikke oftalmoskopi, da du skjønner det er umulig å få det til med utslukket rød refleks.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke mulige differensialdiagnoser er aktuelle med tanke på pasientens nedsatte syn og utslukkede røde refleks på venstre øye?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
* Traumatisk katarakt
* Corpusblødning
* Netthinneløsning
* Forkammerblødning (ville da ikke forventet utslukket rød refleks i alle blikkretninger, da hyphemaet bare lå nederst)
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Studenten får 0,5 poeng for hvert riktige svar, maks 2 poeng
En sentral opplysning her er utslukket rød refleks. Det vil si at det er noe som skygger for lysets vei fra hornhinnen og til choroidea. Ved utslukket rød refleks er det store uklarheter i de klare mediene. Teoretisk sett kan det være noe i hornhinnen (svært uklar hornhinne), men vi har allerede sett bilde av denne pasientens øye, og hornhinnen ser ganske klar ut. Uklarheter i kammervannet kan skygge for lyset, og denne pasienten har en forkammerblødning, som helt klart kan skygge for lyset og gi svekket rød refleks. Linsen kan bli uklar i løpet av minutter til timer etter en øyeskade, dersom linsekapselen blir skadet. Det er en høyst aktuell differensialdiagnose hos denne pasienten. Videre har pasienten blod i forkammeret, og det er ikke usannsynlig at det også kan være blod i corpus vitreum. Ved mye blod i corpus vitreum kan blodet skygge så mye for lyset av rød refleks blir utslukket. Videre kan en netthinneløsning skygge for lyset inn til choroidea (som gir den røde fargen i rød refleks). Netthinnen er vanligvis gjennomsiktig, men når den løsner blir den hvit og kan skygge for lysets vei til choroidea og gi utslukket rød refleks.
Ting som //ikke// gir utslukket rød refleks er for eksempel blodpropp i øyet (sentralarterieokklusjon eller sentralveneokklusjon), skade på synsnerven eller skade i synsbarken i hjernen.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
En 85 år gammel kvinne legges inn på sykehuset, klam og
tungpust. Fra tidligere har hun lettgradig hjerte- og nyresvikt. Du
finner uregelmessig hjerteaksjon, systolisk bilyd grad 2, rikelig
krepitasjoner særlig over høyre lunge. HF 110, RF 20, BT
100/50, sO2 89%. Blodgass viser pO2 8.5 kPa, pCO2 7.1 kPa,
pH 7.0, BE -6.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilken syre/base forstyrrelse foreligger?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Blandet respiratorisk og metabolsk acidose
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Respiratorisk acidose 1 poeng <br>
Metabolsk acidose 1 poeng <br>
Men det er altså begge deler, en blandet forstyrrelse (2 poeng)
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Vignett fra tidligere:
<<<
En 85 år gammel kvinne legges inn på sykehuset, klam og
tungpust. Fra tidligere har hun lettgradig hjerte- og nyresvikt. Du
finner uregelmessig hjerteaksjon, systolisk bilyd grad 2, rikelig
krepitasjoner særlig over høyre lunge. HF 110, RF 20, BT
100/50, sO2 89%. Blodgass viser pO2 8.5 kPa, pCO2 7.1 kPa,
pH 7.0, BE -6.
<<<
Supplerende vignett: <br>
Før du går videre i diagnostikken vil du stabilisere A, B, C, D.
(Airways, Breathing, Circulation, Disability/bevissthet)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke 2 stabiliserende tiltak gjør du?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Oksygen for å bedre sO2 <br>
Perifert venekateter og i.v. væske for å øke preload til hjertet,
cardiac output som trolig er lavt og også blodtrykket
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Oksygen 1 poeng <br>
(Perifert venekateter (ikke nødvendig)) + i.v. væske 1 poeng <br>
Totalt 2 poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Vignett fra tidligere:
<<<
En 85 år gammel kvinne legges inn på sykehuset, klam og
tungpust. Fra tidligere har hun lettgradig hjerte- og nyresvikt. Du
finner uregelmessig hjerteaksjon, systolisk bilyd grad 2, rikelig
krepitasjoner særlig over høyre lunge. HF 110, RF 20, BT
100/50, sO2 89%. Blodgass viser pO2 8.5 kPa, pCO2 7.1 kPa,
pH 7.0, BE -6.
<<<
Supplerende vignett: <br>
Under anamnesen hører du at pasienten har spist og drukket
dårlig de siste dagene og at hun har vært uvel og febersyk. Du
mistenker en septisk tilstand.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
I så fall, hvilken type sirkulasjonssjokk har pasienten og
hvordan er hennes SVR (systemisk vaskulære motstand)?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Distributivt sjokk <br>
SVR er lav
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 poeng for distributivt sjokk <br>
1 poeng for SVR er lav <br>
Totalt 2 poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Vignett fra tidligere:
<<<
En 85 år gammel kvinne legges inn på sykehuset, klam og
tungpust. Fra tidligere har hun lettgradig hjerte- og nyresvikt. Du
finner uregelmessig hjerteaksjon, systolisk bilyd grad 2, rikelig
krepitasjoner særlig over høyre lunge. HF 110, RF 20, BT
100/50, sO2 89%. Blodgass viser pO2 8.5 kPa, pCO2 7.1 kPa,
pH 7.0, BE -6.
<<<
Ingen egen vignett.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvordan vil væskeinfusjon påvirke hennes Frank Starling
kurve og SVR?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Væskeinfusjon vil forflytte hennes «working point» på Frank
Starling kurven mot høyre (økt preload) <br>
Væskeinfusjon vil ikke påvirke hennes SVR
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Forflytting på Frank Starling mot høyre 1 poeng <br>
Ingen endring i SVR 1 poeng <br>
Totalt 2 poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Vignett fra tidligere:
<<<
En 85 år gammel kvinne legges inn på sykehuset, klam og
tungpust. Fra tidligere har hun lettgradig hjerte- og nyresvikt. Du
finner uregelmessig hjerteaksjon, systolisk bilyd grad 2, rikelig
krepitasjoner særlig over høyre lunge. HF 110, RF 20, BT
100/50, sO2 89%. Blodgass viser pO2 8.5 kPa, pCO2 7.1 kPa,
pH 7.0, BE -6.
<<<
Supplerende vignett: <br>
Etter noen dagers stabilisering blir hun bedre respiratorisk og
sirkulatorisk. Men hun har en kritisk aortastenose og settes derfor
opp til bytte av aortaventil med en TAVI prosedyre (transcatheter
aortic valve implantation).
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvordan endrer TAVI hennes preload, kontraktiltet, afterload
og SVR?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
- Preload, kontraktilitet og SVR uendret gir 1 poeng <br>
- Afterload fra svært høy til normal/lav 1 poeng
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Preload, kontraktilitet og SVR uendret 2 poeng hvis alle <br>
Afterload går fra å være svært høy til normal/lav 1 poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Ivermectin er et av medikamentene man har testet ut i
behandlingen av både alvorlig og lettere Covid-19 sykdom.
Ivermectin brukes i behandlingen av enkelte parasittsykdommer,
og har vist seg å redusere virusreplikasjon av SARS-CoV-2
viruset in vitro. Ivermectin er et billig medikament med få
bivirkninger. <br><br>
I oktober 2022 ble det publisert en studie i det prestisjetunge
tidsskriftet JAMA som undersøker effekten av Ivermectin. Under
ser dere billedsammendraget som følger forskningsartikkelen. <br><br>
[img[IIAB-2023-2-A.png]]
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Forklar kort <br>
- hvilken type studie dette er <br>
- hva forskningsspørsmålet er (bruk PICO) <br>
- hva hovedresultatet er
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Dette er en RCT-studie
som undersøker hvorvidt behandling med Ivermectin (400 microg
daglig i 3 dager) (I) påvirker varighet av symptomer (O) hos
voksne amerikanere med bekreftet COVID-19 og milde til
moderate symptomer (P), sammenlignet med placebo (C). <br>
Studien finner ingen forskjell mellom gruppene/effekt av
Ivermectin
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
½ poeng for RCT studie <br>
½ poeng for å formulere et spørsmål som inneholder populasjon,
intervensjon, sammenligning og utfall (PICO) <br>
½ poeng for ingen forskjell/effekt
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Tidligere vignett:
<<<
Ivermectin er et av medikamentene man har testet ut i
behandlingen av både alvorlig og lettere Covid-19 sykdom.
Ivermectin brukes i behandlingen av enkelte parasittsykdommer,
og har vist seg å redusere virusreplikasjon av SARS-CoV-2
viruset in vitro. Ivermectin er et billig medikament med få
bivirkninger. <br><br>
I oktober 2022 ble det publisert en studie i det prestisjetunge
tidsskriftet JAMA som undersøker effekten av Ivermectin. Under
ser dere billedsammendraget som følger forskningsartikkelen. <br><br>
[img[IIAB-2023-2-A.png]]
<<<
Ingen egen vignett.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvorfor er RCT (randomisert kontrollert) studie egnet og
observasjonsstudie (f.eks kohortstudie) mindre egnet til å
studere sammenhengen mellom Ivermectin og Covid-19
relaterte utfall?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Når man ønsker å sammenligne to (eller flere) behandlingsmåter
er et randomisert kontrollert forsøk det klart beste alternativet
såfremt det er gjennomførbart (og er utført på en god måte).
Studiedesignet sikrer at gruppene som randomiseres til ulik
behandling er like på alle andre måter enn den gitte
behandlingen, og dermed er sammenlignbare. Forskjeller i
sykdom og død (utfall) mellom gruppene kan dermed tillegges
den aktuelle behandlingen som studeres. <br><br>
I en observasjonsstudie hvor man sammenligner individer som
fikk ulik type behandling (Ivermectin eller ikke) vil man ikke
forvente at behandlingen de fikk var tilfeldig fordelt. Vi kan
derimot forvente at behandlingen var avhengig av både
pasientenes kliniske tilstand/symptombilde og andre forhold som
kjønn, alder, tidspunkt for sykdom, komorbiditet, sosioøkonomisk
status osv. Slike faktorer vil konfundere sammenhengen mellom
den gitte behandlingen og utfallet, og gruppene vil ikke være
sammenlignbare pga systematiske forskjeller. Dette gjør at det er
vanskelig å trekke slutninger om årsak-virkning.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 poeng for å nevne at randomisering gir tilfeldig
fordeling/sammenlignbarhet ved RCT <br>
1 poeng for å nevne confounding som problem med
observasjonsstudier. <br>
½ poeng for begge rett og korrekt begrepsbruk
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Tidligere vignett:
<<<
Ivermectin er et av medikamentene man har testet ut i
behandlingen av både alvorlig og lettere Covid-19 sykdom.
Ivermectin brukes i behandlingen av enkelte parasittsykdommer,
og har vist seg å redusere virusreplikasjon av SARS-CoV-2
viruset in vitro. Ivermectin er et billig medikament med få
bivirkninger. <br><br>
I oktober 2022 ble det publisert en studie i det prestisjetunge
tidsskriftet JAMA som undersøker effekten av Ivermectin. Under
ser dere billedsammendraget som følger forskningsartikkelen. <br><br>
[img[IIAB-2023-2-A.png]]
<<<
Supplerende vignett: <br>
Generelt bør man være forsiktig med å basere kliniske
beslutninger på funn fra enkeltstudier, men heller benytte
oppsummert kunnskap
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
a. Forklar kunnskapspyramiden <br>
b. Nevn minst 2 typer oppsummert kunnskap og gi
eksempler på relevante kilder
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
a. Kunnskapspyramiden er en modell som hjelper deg å
velge hva du skal søke etter og hvor du skal finne det.
Enkeltstudier ligger nederst i pyramiden og for hvert nivå
oppover blir kunnskapen mer bearbeidet og oppsummert.
For å få svar på kliniske spørsmål bør vi henvende oss til
kunnskapskildene som ligger øverst i
kunnskapspyramiden. <br><br>
b. Typer beskrevet fra øverst og nedover i pyramiden: <br>
i. Kliniske oppslagsverkene (BMJ Best
Practice, UpToDate. Dels også NEL) <br>
ii. Kunnskapsbaserte retningslinjer
(Helsedirektoratets nasjonale faglige
retningslinjer) <br>
iii. Systematisk oversikt, eller systematisk kunnskapsoppsummering. Eks Cochrane,
søk i Pubmed spesifisert på systematisk
oversikt
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 poeng for å beskrive pyramiden (enkeltstudier nederst, mer
oppsummert og bearbeidet lenger opp) <br>
1 poeng for å nevne to typer (1/2 poeng pr) oppsummert
kunnskap inkl. eksempler (kan være andre enn de som er
foreslått over)
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Tidligere vignett:
<<<
Ivermectin er et av medikamentene man har testet ut i
behandlingen av både alvorlig og lettere Covid-19 sykdom.
Ivermectin brukes i behandlingen av enkelte parasittsykdommer,
og har vist seg å redusere virusreplikasjon av SARS-CoV-2
viruset in vitro. Ivermectin er et billig medikament med få
bivirkninger. <br><br>
I oktober 2022 ble det publisert en studie i det prestisjetunge
tidsskriftet JAMA som undersøker effekten av Ivermectin. Under
ser dere billedsammendraget som følger forskningsartikkelen. <br><br>
[img[IIAB-2023-2-A.png]]
<<<
Supplerende vignett: <br>
Du finner en systematisk oversikt og metaanalyse som ser
på effekten av Ivermectin for Covid-19 og som ble publisert i
juni 2022. Her inngår flere RCT studier som sammenligner
Ivermectin med standard behandling eller placebo med
tanke på flere andre utfall. Resultatene for tre av disse
utfallene vises i oppsummeringstabellen hentet fra
publikasjonen <br>
[img[IIAB-2023-2-D.png]]
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Gir behandling med Ivermectin endring i død ved 28 dager? <br><br>
Besvar spørsmålet ved å <br>
- Kvantifisere forskjellen mellom gruppene for
utfallet død ved 28 dager (relativ og absolutt
forskjell) <br>
- Vurdere presisjon for effektestimatet for utfallet
død ved 28 dager
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
a. Relativ forskjell: RR 0,77: Pasienter i gruppa som ble
randomisert til behandling med Ivermectin hadde 23%
lavere risiko for død (evt 0.77 ganger så høy risiko for
død) ved dag 28 sammenlignet med de som fikk standard
behandling. <br>
Absolutt forskjell: Vi forventer 6 færre tilfeller av død pr.
1000 pasienter ved 28 dager ved behandling med
Ivermectin (21 vs 27) <br>
Presisjon: Konfidensintervallet (95% KI) er bredt, og
forteller oss at det er stor usikkerhet rundt størrelsen på
reduksjonen i dødelighet (risikoen for død i Ivermectingruppa kan være helt fra 53% lavere til 25% høyere) og at
vi dermed ikke kan si at det ikke er holdepunkter for
en sikker forskjell mellom gruppene.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
- ½ poeng for å angi rett tolkning av RR <br>
- ½ poeng for angi rett absolutt forskjell <br>
- ½ poeng for å angi at det vide konfidensintervallet
indikerer lav presisjon <br>
½ poeng for å konkludere med at det ikke er grunnlag for at
Ivermectin endrer 28 dagers dødlighet
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Tidligere vignett:
<<<
Ivermectin er et av medikamentene man har testet ut i
behandlingen av både alvorlig og lettere Covid-19 sykdom.
Ivermectin brukes i behandlingen av enkelte parasittsykdommer,
og har vist seg å redusere virusreplikasjon av SARS-CoV-2
viruset in vitro. Ivermectin er et billig medikament med få
bivirkninger. <br><br>
I oktober 2022 ble det publisert en studie i det prestisjetunge
tidsskriftet JAMA som undersøker effekten av Ivermectin. Under
ser dere billedsammendraget som følger forskningsartikkelen. <br><br>
[img[IIAB-2023-2-A.png]]
<<<
Ingen egen vignett.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Kan vi stole på estimatene for utfallet død ved 28 dager? <br>
- Hvordan er kunnskapsgrunnlaget gradert? <br>
- Hvorfor tror du det er gradert slik? <br>
- Hvilken fortolkning har et slikt
kunnskapsgrunnlag?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Kunnskapsgrunnlaget knyttet til utfallet «All-cause mortality at
day 28» er vurdert med GRADE og gradert til «Moderate» -
dette ser vi i kolonnen helt til høyre. I GRADE er alternativene
high – moderate – low og very low. En slik gradering av
kunnskapsgrunnlaget gjøres på bakgrunn av kvaliteten på
forskningen/studiene som inngår i den systematiske
oversikten/meta-analysen. Når dette som her er basert på RCTstudier er kunnskapsgrunnlaget i utgangspunktet høyt («high»),
men kan graderes ned ved ulike svakheter i studiene. I dette
tilfellet er kunnskapsgrunnlaget gradert ned ett hakk til
«moderate». (Ut ifra informasjon i tabellen vet vi ikke akkurat
hva nedgraderingen er basert på, men det naturlig å tenke at
dette kan skyldes den lave presisjonen (vide
konfidensintervaller). Ettersom det ikke er ytterligere nedgradert
kan vi også anta at det ikke er alvorlig bias i studiene eller at
heterogeniteten mellom studiene er stor.) <br>
Et kunnskapsgrunnlag som graderes til moderate betyr at
vi kan anta at resultatet som presenteres ligger i
nærheten av sannheten, og at mer kunnskap
sannsynligvis ikke vil føre til større endring av
konklusjonen (og at vi dermed til en viss grad kan
stole på resultatene
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
- ½ poeng for å angi at kunnskapsgrunnlaget er vurdert
til moderat med GRADE <br>
- ½ poeng for å forklare at man her har gradert
kunnskapsgrunnlaget ett hakk ned fra høyt (pga RCTstudier) <br>
- ½ poeng for å gi en rett tolkning av «moderate» -
sannsynlig nær sannheten <br>
- ½ poeng for å konkludere med at vi til en viss grad
kan stole på resultatet for utfallet død ved 28 dager
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
En 72 år gammel mann, pensjonert lærer, storrøyker og har KOLS,
coronar hjertesykdom med hjertesvikt (angina pectoris og hjerteinfarkt
for ett år siden). Han ble operert for hoftefraktur for 4 uker siden.
Aktuelt: Prehospitalt falt han om livløs og ble resuscitert 20min (HLR),
vellykket. Han ligger i akuttmottaket, CT lungearterier ble tatt for 15
min siden og viser bilaterale lungeembolier (LE). Han frembyr svær
dyspnoe, hemoptyse og inspiratoriske brystsmerter bilateralt. BT
90/70, Puls 110r, Temp 38.7, og er klam og kaldsvett, medtatt og har
sløret sensorium. Arteriell blodgass ved innkomst (romluft): pH 7.52,
pCO2 3.7, pO2 6.9, BE 2, SBC 26, O2-sat 85%.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Vurder de to mest aktuelle behandlingsprinsipp
(parenterale, ikke peroral) ved LE i dette tilfellet og angi:
1) Indikasjon og 2) Kontraindikasjon (begrunn svaret)
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
A. Trombolyse (T) – plasminogenaktivator initialt, Actilyse® i.v.):
Indikasjon ved LE dersom følgende foreligger: <br>
1. Hemodynamisk instabilitet (prognostisk høy risiko for tidlig død, <
30dager) <br>
a) Hjerte- / Lungestans (besvimelse) – uttrykk for alvorlighetsgrad <br>
b) Obstruktivt sjokk m/SBT ≤ 90mmHg (eller når vasopressor er
nødvendig for å holde SBT >90mmHg tross god hydrering, i
kombinasjon med hypoperfusjon av ende-organ) <br>
c) Persisterende hypotensjon (SBT ≤ 90mmHg eller fall i SBT >
40mmHg > 15min uten ny arytmi, hypovolemi eller sepsis) <br>
2) RVD (right ventricular dysfunction): kan indikere prognostisk høy
risiko for tidlig død, vurdert ved Ekko cor eller CTa, men oftest kun
moderat risiko for tidlig død og gir alene ikke indikasjon for trombolyse
(trenger øvrig hemodynamikk og BT) <br>
3) Klinisk PESI skår (anamnestiske og klinisk parametre, med økt
risiko – moderat risiko for tidlig død) – alene ikke tilstrekkelig for å
vurdere indikasjon <br>
4) Hjertemarkør (Troponin / ProBNP) – alene ikke tilstrekkelig som
indikasjon <br>
Kontraindikasjon: om > 10min HLR, ukontrollert høyt BT, nylig
cerebrovasculært insult, nylig mage-tarmblødning, holdepunkter
for blødningsforstyrrelse (hemorrhagisk diatese), nylig operasjon,
graviditet (vurdere pro-con trombolyse, effekt vs bivirkning)<br><br>
B. Antikoagulasjon (AK): LMWH sc initialt (Klexane eller
Fragmin): <br>
Indikasjon: ved påvist LE generelt, med lav til moderat risiko for
tidlig død, og ved alvorlig LE med høy risiko for tidlig død (som i
dette tilfellet, dersom trombolyse er kontraindisert) <br>
Kontraindikasjon: LMWH har sjelden absolutt kontraindikasjon,
og dersom relativ kontraindikasjon (økt blødningstendens, se
over eller nyresvikt), gir en oftest dosetilpasset behandling, og
vurderer cost-benefit (viktigheten av effekt, hindre funksjonstap
og død vs bivirkninger, blødning av ulik alvorlighetsgrad). LMWH
gir betydelig mindre blødningsrisiko enn trombolyse
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Trombolyse: Indikasjon (1p) / Kontraindikasjon (1p)
AK: Indikasjon (1p) / Kontraindikasjon (1p)
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Tidligere vignett: <br>
<<<
En 72 år gammel mann, pensjonert lærer, storrøyker og har KOLS,
coronar hjertesykdom med hjertesvikt (angina pectoris og hjerteinfarkt
for ett år siden). Han ble operert for hoftefraktur for 4 uker siden.
Aktuelt: Prehospitalt falt han om livløs og ble resuscitert 20min (HLR),
vellykket. Han ligger i akuttmottaket, CT lungearterier ble tatt for 15
min siden og viser bilaterale lungeembolier (LE). Han frembyr svær
dyspnoe, hemoptyse og inspiratoriske brystsmerter bilateralt. BT
90/70, Puls 110r, Temp 38.7, og er klam og kaldsvett, medtatt og har
sløret sensorium. Arteriell blodgass ved innkomst (romluft): pH 7.52,
pCO2 3.7, pO2 6.9, BE 2, SBC 26, O2-sat 85%.
<<<
Supplerende vignett: <br>
Antitrombotiske medikamentregimer
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Nevn to aktuelle medikament regimer (po), og nevn tre
klinisk betydningsfulle hovedforskjeller mellom dem
(Dosekontroll, Farmakodynamikk, Farmakokinetikk)
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
1. DOAK: Direkte Oral Anti-Koagulasjon (tabl), enten direkte
anti-X-a (rivaroxaban/Xarelto®, apixaban/Eliquis®,
edoxaban/Lixiana®) eller direkte trombinhemmer
(dabigatran/Pradaxa®). <br>
2. Marevan: <br>
3. Klinisk betydningsfulle hovedforskjeller mellom 1 og 2: <br>
a) DOSE kontroll: <br>
DOAK gis med fiksert dose og trengs i prinsippet ikke
kontrollere antikoagulasjonsnivå <br>
Marevan doseres etter PT-INR (antikoagulasjonsnivå). <br>
b) Farmakodynamikk: antikoagulasjonseffekt <br>
DOAK (anti-Xa: Xarelto, Eliquis, Lixiana eller anti-trombin: Pradaxa)
Marevan påvirker koagulasjonsfaktorene F II, VII, IX og X <br>
c) Farmakokinetikk: <br>
Marevan utskilles via lever (mest leverfunksjonsavhengig),
DOAKs utskilles via nyrer (mest nyrefunksjonsavhengig,
kreatinin, eGFR)
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1. DOAK (0.5p) <br>
2. Marevan (0.5p) <br>
3. Klinisk betydningsfulle hovedforskjeller (3p): 1p på hver
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Tidligere vignett: <br>
<<<
En 72 år gammel mann, pensjonert lærer, storrøyker og har KOLS,
coronar hjertesykdom med hjertesvikt (angina pectoris og hjerteinfarkt
for ett år siden). Han ble operert for hoftefraktur for 4 uker siden.
Aktuelt: Prehospitalt falt han om livløs og ble resuscitert 20min (HLR),
vellykket. Han ligger i akuttmottaket, CT lungearterier ble tatt for 15
min siden og viser bilaterale lungeembolier (LE). Han frembyr svær
dyspnoe, hemoptyse og inspiratoriske brystsmerter bilateralt. BT
90/70, Puls 110r, Temp 38.7, og er klam og kaldsvett, medtatt og har
sløret sensorium. Arteriell blodgass ved innkomst (romluft): pH 7.52,
pCO2 3.7, pO2 6.9, BE 2, SBC 26, O2-sat 85%.
<<<
Supplerende vignett: <br>
LE og Behandlingslengde varierer
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Bakenforliggende årsak til lungeemboli predikerer risiko for tilbakefall og
dermed også valgt behandlingsvarighet. Beskriv og gi 3 eksempler på ulike
risikofaktorer og varighet av behandling.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
1. a) Lav tilbakefallsrisiko (<3%/år), temporær høyrisiko <br>
Major kirurgi > 30 min anestesi <br>
Traumer / frakturer<br>
b) Moderat tilbakefallsrisiko (3-8%/år), temporær
moderat risikofaktor <br>
Minor kirurgi < 30min anestesi <br>
Sengeleie >3dg <br>
HRT, OC og Puerperium <br>
U.e. traume immobilisert >3dg <br>
Flytur >6t: <br>
a) og b) vurderes for 3 mnd behandling, antikoagulasjon <br><br>
2. Moderat tilbakefallsrisiko (3-8%/år, se over), temporær
moderat risikofaktor <br>
En vedvarende benign tilstand (IBD, autoimmun sykdom) <br>
Ingen kjent faktor <br>
Disse tilstander vurderes oftest for langtids behandling
(antikoagulasjon) <br><br>
3. Høy tilbakefallsrisiko (>8%) <br>
Aktiv kreft <br>
APA syndrom <br>
DVT ≥ 2 ganger <br>
Trombofili vurderes av hematolog (mer komplisert) <br>
I prinsippet langtidsbehandling (antikoagulasjon)
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1. Korttids behandling og prinsipp (3 mnd): 1 p <br>
2. Langtids behandling og prinsipp (>3mnd): 1p
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
En 65 år gammel mann, fra tidligere stort sett frisk, tar kontakt
med deg som fastlege på grunn av anfallsvise smerter i ansiktet.
Smerten sitter i hovedsak rundt venstre øye og beskrives som
ekstremt sterke. Anfallene kommer noen ganger når han pusser
tennene. Under anfall blir venstre øye tydelig rødt (konjunktival
injeksjon) og han får rennende nese. Han benekter fotofobi,
fonofobi, eller kvalme under smerteanfallene.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva er de to mest sannsynlige differensialdiagnosene? <br>
Angi et karakteristika beskrevet av pasienten som er mest
betegnende for hver av disse differensialdiagnosene.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Trigeminusnevralgi og klasehodepine er de mest sannsynlige
differensialdiagnosene. Det kliniske bilde kan for så vidt også
passe med andre ekstremt sjeldne tilstander, men disse kan ikke
sies å være blant de mest sannsynlige nettopp fordi de er så
sjeldne. Klinikken passer ikke med migrene. <br>
Smerteanfall som utløses av tannpuss trekker mot
trigeminusnevralgi <br>
Smerteanfall med klare autonome fenomener (konjunktival
injeksjon og rennende nese) trekker mot klasehodepine (selv om
noen av de med trigeminusnevralgi kan ha lette autonome
symtpomer)
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Trigeminusnevralgi 1 poeng. <br>
Klasehodepine 1 poeng. <br>
Smerteanfall som utløses av tannpuss trekker mot
trigeminusnevralgi 0,5 poeng. <br>
Smerteanfall med autonome fenomener (konjunktival injeksjon
og rennende nese) trekker mot klasehodepine 0,5 poeng. <br>
Inntil 3 poeng totalt.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Tidligere vignett: <br>
<<<
En 65 år gammel mann, fra tidligere stort sett frisk, tar kontakt
med deg som fastlege på grunn av anfallsvise smerter i ansiktet.
Smerten sitter i hovedsak rundt venstre øye og beskrives som
ekstremt sterke. Anfallene kommer noen ganger når han pusser
tennene. Under anfall blir venstre øye tydelig rødt (konjunktival
injeksjon) og han får rennende nese. Han benekter fotofobi,
fonofobi, eller kvalme under smerteanfallene.
<<<
Supplerende vignett: <br>
Du rekvirerer en MR med spesialsekvenser
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Er det noen funn ved MR som kan støtte opp under de to
differensial diagnosene dine, i så fall hvilke funn?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Klasehodepine: Man forventer ingen funn på MR. <br>
Trigeminusnevralgi: Nevrovaskulær konflikt (kontakt mellom
trigminusnerven (roten) og et kar, helst med strukturell forandring
som f.eks neural hypotrofi).
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Ingen funn ved klasehodepine: 1 poeng. <br>
Nevrovaskulær konfliktved trigeminusnevralgi 1 poeng. <br>
Inntil 2
poeng totalt.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Tidligere vignett: <br>
<<<
En 65 år gammel mann, fra tidligere stort sett frisk, tar kontakt
med deg som fastlege på grunn av anfallsvise smerter i ansiktet.
Smerten sitter i hovedsak rundt venstre øye og beskrives som
ekstremt sterke. Anfallene kommer noen ganger når han pusser
tennene. Under anfall blir venstre øye tydelig rødt (konjunktival
injeksjon) og han får rennende nese. Han benekter fotofobi,
fonofobi, eller kvalme under smerteanfallene.
<<<
Supplerende vignett: <br>
Pasienten kommer tilbake på kontroll til deg og er svært
smerteplaget. Du tar kontakt med en nevrolog for hjelp til
diagnostikk og behandling. Nevrologen forteller at noen av disse
pasientene kan behandles med mikrovaskulær dekompresjon,
men før en eventuell operasjon må medikamentell behandling
prøves ut.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilken gruppe av medikamenter bør pasienten settes på?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Natrium kanal blokker; vanligst karbamazepin (Tegretol,
Trimonil), men kan også godta okskarbazepin (Trileptal)
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
2 poeng hvis de svarer natrium-kanal blokker. 1 poeng per riktig
virkestoff eller preparatnavn. Maks 2 poeng.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Tidligere vignett: <br>
<<<
En 65 år gammel mann, fra tidligere stort sett frisk, tar kontakt
med deg som fastlege på grunn av anfallsvise smerter i ansiktet.
Smerten sitter i hovedsak rundt venstre øye og beskrives som
ekstremt sterke. Anfallene kommer noen ganger når han pusser
tennene. Under anfall blir venstre øye tydelig rødt (konjunktival
injeksjon) og han får rennende nese. Han benekter fotofobi,
fonofobi, eller kvalme under smerteanfallene.
<<<
Supplerende vignett: <br>
Pasienten blir senere henvist til operasjon mikrovaskulær
dekompresjon.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva er målstrukturen for operasjonen?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
For alle aktuelle inngrep er trigeminusnerven målstruktur.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Trigeminusnerven (roten) som målstruktur gir 1 poeng.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Tidligere vignett: <br>
<<<
En 65 år gammel mann, fra tidligere stort sett frisk, tar kontakt
med deg som fastlege på grunn av anfallsvise smerter i ansiktet.
Smerten sitter i hovedsak rundt venstre øye og beskrives som
ekstremt sterke. Anfallene kommer noen ganger når han pusser
tennene. Under anfall blir venstre øye tydelig rødt (konjunktival
injeksjon) og han får rennende nese. Han benekter fotofobi,
fonofobi, eller kvalme under smerteanfallene.
<<<
Supplerende vignett: <br>
Når pasienten våkner etter operasjonen har han akutt ataksi,
kvalme og dysartri.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva er de to mest sannsynlige differensial diagnosene?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Cerebellar hendelse, enten iskemi pga peroperativ manipulasjon
eller blødning. Senere i forløpet kan et lignende bilde oppstå pga
CSF obstruksjon, dette gir ikke poeng her.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Cerebellar iskemisk hendelse 1 poeng. Cerebellar blødning 1
poeng. Maks 2 poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
En kvinne 31 år gammel kommer til legevakten på grunn av
diare siste to uker. Nå 6-8 tømninger pr døgn med litt friskt
blod i avføringen ved de fleste dobesøk siste dagene.
Blodprøver viser CRP 64 mg/L (< 5 mg/L), SR 39 mm/t
(≤14mm/t), albumin 34 g/L (36-48 g/L), Hb 9.6 g/dL (11.7-15.3
g/dL).
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke differensialdiagnoser er mest sannsynlige?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Inflammatorisk tarmsykdom (ulcerøs colitt og Mb Crohn) 1
poeng <br>
Infeksiøs gastroenteritt 1 poeng
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
R2 poeng: Svar som angitt ovenfor
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Vignett fra tidligere: <br>
<<<
En kvinne 31 år gammel kommer til legevakten på grunn av
diare siste to uker. Nå 6-8 tømninger pr døgn med litt friskt
blod i avføringen ved de fleste dobesøk siste dagene.
Blodprøver viser CRP 64 mg/L (< 5 mg/L), SR 39 mm/t
(≤14mm/t), albumin 34 g/L (36-48 g/L), Hb 9.6 g/dL (11.7-15.3
g/dL).
<<<
Supplerende vignett: <br>
Du måler blodtrykk 110/80 og puls 96 (regelmessig), temperatur
37.2 C.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Har pasienten tegn til alvorlig sykdom? Begrunn
svaret.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Flere
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 poeng: ja – mistanke om alvorlig sykdom <br>
1 poeng: flere kriterier for alvorlig colitt er oppfylt (6 tømninger /d
med blod, SR > 30, puls > 90, Hb < 10.5)
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Vignett fra tidligere: <br>
<<<
En kvinne 31 år gammel kommer til legevakten på grunn av
diare siste to uker. Nå 6-8 tømninger pr døgn med litt friskt
blod i avføringen ved de fleste dobesøk siste dagene.
Blodprøver viser CRP 64 mg/L (< 5 mg/L), SR 39 mm/t
(≤14mm/t), albumin 34 g/L (36-48 g/L), Hb 9.6 g/dL (11.7-15.3
g/dL).
<<<
Supplerende vignett: <br>
Pasienten får i seg noe mat og drikke, allmenntilstand lett
nedsatt.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Bør pasienten ut fra tilgjengelig informasjon legges
inn på sykehus eller følges opp hos fastlege? Begrunn svaret
kort
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Innleggelse på sykehus virker best, ut fra tilgjengelige
opplysninger er det betydelig sjanse for alvorlig colitt og hun
trenger rask utredning og behandling. Fare for forverring.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 poeng for innleggelse. <br>
1 poeng for begrunnelse som virker relevant og likner den over.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Vignett fra tidligere: <br>
<<<
En kvinne 31 år gammel kommer til legevakten på grunn av
diare siste to uker. Nå 6-8 tømninger pr døgn med litt friskt
blod i avføringen ved de fleste dobesøk siste dagene.
Blodprøver viser CRP 64 mg/L (< 5 mg/L), SR 39 mm/t
(≤14mm/t), albumin 34 g/L (36-48 g/L), Hb 9.6 g/dL (11.7-15.3
g/dL).
<<<
Ingen egen vignett.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilken undersøkelse av avføring er viktigst for
videre håndtering av pasienten?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Mikrobiologisk diagnostikk
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
2 poeng riktig svar som over. <br>
Ingen poeng for hemofec /FOBT eller calprotectin i denne
settingen.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Vignett fra tidligere: <br>
<<<
En kvinne 31 år gammel kommer til legevakten på grunn av
diare siste to uker. Nå 6-8 tømninger pr døgn med litt friskt
blod i avføringen ved de fleste dobesøk siste dagene.
Blodprøver viser CRP 64 mg/L (< 5 mg/L), SR 39 mm/t
(≤14mm/t), albumin 34 g/L (36-48 g/L), Hb 9.6 g/dL (11.7-15.3
g/dL).
<<<
Supplerende vignett: <br>
Pasienten får seinere i forløpet feber 39.8 grader, nedsatt
allmenntilstand og sterke magesmerter.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilken behandling må vurderes i slike situasjoner?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Colectomi
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
2 poeng for rett svar.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
En 74 år gammel mann blir innlagt på sitt lokalsykehus hvor du
jobber som LIS1 og har kveldsvakt i akuttmottaket. Pasienten er
en aktiv mann som stort sett er frisk fra før, men behandles
medikamentelt for hypertensjon og hyperkolesterolemi. De siste
fire dagene har han følt seg i redusert form og har hatt
feberfølelse. Han innlegges akutt fordi han er så redusert at han
knapt klarer å komme seg ut av sengen og innleggende lege har
målt temperatur på 39,9 grader og CRP på 250.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Beskriv hva som menes med 2 sett blodkulturer (hos
voksne) og forklar hvorfor de bør tas før man starter
antibiotikabehandling
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Hvert sett blodkultur består hos voksne pasienter av minimum to
flasker; 1 aerob flaske og 1 anaerob flaske
Hvert sett skal tas med en ny venepunksjon fra ulike steder
De bør tas før behandling for å unngå at antibiotika blir med i
blodkulturflasken og hemmer bakterieveksten der
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 aerob (0.5 p) + 1 anaerob flaske (0.5 p) <br>
Ny venepunksjon for hvert sett (0.5 p) <br>
Unngå antibiotika i blodkulturflasken (0.5 p)
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Vignett fra tildigere: <br>
<<<
En 74 år gammel mann blir innlagt på sitt lokalsykehus hvor du
jobber som LIS1 og har kveldsvakt i akuttmottaket. Pasienten er
en aktiv mann som stort sett er frisk fra før, men behandles
medikamentelt for hypertensjon og hyperkolesterolemi. De siste
fire dagene har han følt seg i redusert form og har hatt
feberfølelse. Han innlegges akutt fordi han er så redusert at han
knapt klarer å komme seg ut av sengen og innleggende lege har
målt temperatur på 39,9 grader og CRP på 250.
<<<
Supplerende vignett: <br>
Etter måling av vitale parametere mistenker du at pasienten kan
ha begynnende sepsis, men du finner initialt ingen tegn til fokal
infeksjon. Det blir tatt 2 sett blodkulturer fra pasienten og du
ordinerer intravenøs væske. Din vakt er snart over og en kollega
skal overta videre utredning av pasienten, men du ønsker å
starte opp antibiotika raskt.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilken antibiotika vil du ordinere dersom du mistenker
sepsis med ukjent fokus?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Intravenøs (benzyl) penicillin og gentamicin er
førstelinjebehandling ved sepsis med ukjent fokus (her foreligger
ingen opplysninger som tilsier at man skal avvike fra
førstelinjebehandling).
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Benzylpenicillin/penicillin OG gentamicin: 2 p <br>
(0.5 poeng for kun ett av midlene)
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Vignett fra tildigere: <br>
<<<
En 74 år gammel mann blir innlagt på sitt lokalsykehus hvor du
jobber som LIS1 og har kveldsvakt i akuttmottaket. Pasienten er
en aktiv mann som stort sett er frisk fra før, men behandles
medikamentelt for hypertensjon og hyperkolesterolemi. De siste
fire dagene har han følt seg i redusert form og har hatt
feberfølelse. Han innlegges akutt fordi han er så redusert at han
knapt klarer å komme seg ut av sengen og innleggende lege har
målt temperatur på 39,9 grader og CRP på 250.
<<<
Supplerende vignett: <br>
Neste dag jobber du på samme medisinske sengepost som
pasienten ligger på. Supplerende undersøkelser inkludert
røntgen toraks har ikke påvist et infeksjonsfokus. Du får telefon
fra en av dine venner fra studietiden som jobber på
mikrobiologisk avdeling om at en av blodkulturflaskene har slått
ut. Du inviteres dit for å mikroskopere et gram preparat av
veksten sammen med henne. Dette er et bilde av
mikroskopifunnet: <br>
[img[IIAB-2023s-2C.png]] <br>
Du beskriver mikroskopifunnet til behandlingsansvarlig overlege
som likevel ikke ønsker å endre antibiotikabehandlingen.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva er sannsynlig forklaring på hvorfor overlegen ikke
ønsker å la dette funnet styre antibiotikabehandlingen?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Gram positive kokker i hauger/klaser gjør at man må mistenke
stafylokokker. Man vet foreløpig ikke om det er Staphylococcus
aureus (S. aureus) eller koagulase-negative stafylokokker (KNS).
KNS er et ganske vanlig funn i blodkulturer og representerer
vanligvis kontaminasjon med hudflora og bør normalt ikke styre
antibiotikabehandlingen.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Det er sannsynlig at dette er koagulase-negative
stafylokoker/hvite stafylokokker/(evt navn på div KNS): 1 p <br>
Dersom det er KNS er det mer sannsynlig
kontaminasjon/forurensning og funnet skal sjelden påvirke
antibiotikavalg: 1 p
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Vignett fra tildigere: <br>
<<<
En 74 år gammel mann blir innlagt på sitt lokalsykehus hvor du
jobber som LIS1 og har kveldsvakt i akuttmottaket. Pasienten er
en aktiv mann som stort sett er frisk fra før, men behandles
medikamentelt for hypertensjon og hyperkolesterolemi. De siste
fire dagene har han følt seg i redusert form og har hatt
feberfølelse. Han innlegges akutt fordi han er så redusert at han
knapt klarer å komme seg ut av sengen og innleggende lege har
målt temperatur på 39,9 grader og CRP på 250.
<<<
Supplerende vignett: <br>
Litt senere tar din studievenn kontakt på ny og sier at
koagulasetest er positiv. De har også klart å bekrefte at bakterien
er Staphylococcus aureus med massespektrometrisk
undersøkelse (MaldiTOF). Resistensbestemmelse blir ikke klar
før neste dag.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva slags betydning har dette funnet for
antibiotikabehandling og videre utredning av denne
pasienten?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Pasienten må få intravenøs behandling med et middel som
dekker S. aureus, og IV dikloksacillin er førstelinjebehandling for
S. aureus bakteriemi (her er det fortsatt ingen opplysninger som
tilsier at man skal avvike fra førstelinjebehandling og velge for
eksempel høy dose cefalosporin som også dekker for S. aureus). <br>
Empirisk behandling for sepsis med ukjent fokus er ikke ideelt for
S. aureus (gentamicin har nok hatt effekt, men de er ofte
resistente mot penicillin) og bør endres. <br>
Det er viktig å lete grundig etter et infeksjonsfokus ved S. aureus
bakteriemi.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Empirisk behandling skal endres (til annen IV behandling med
antibiotikum som dekker for S. aureus): 1 p <br>
IV dikloksacillin/Diclocil: 0.5 p <br>
Det er viktig å lete etter et infeksjonsfokus: 0.5 p
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Vignett fra tildigere: <br>
<<<
En 74 år gammel mann blir innlagt på sitt lokalsykehus hvor du
jobber som LIS1 og har kveldsvakt i akuttmottaket. Pasienten er
en aktiv mann som stort sett er frisk fra før, men behandles
medikamentelt for hypertensjon og hyperkolesterolemi. De siste
fire dagene har han følt seg i redusert form og har hatt
feberfølelse. Han innlegges akutt fordi han er så redusert at han
knapt klarer å komme seg ut av sengen og innleggende lege har
målt temperatur på 39,9 grader og CRP på 250.
<<<
Supplerende vignett: <br>
Etter du dro fra vakt den dagen pasienten ble innlagt ble det tatt
en del andre prøver fra pasienten, inkludert prøve fra
nasofarynks som ble analysert med både PCR og bakteriologisk
dyrkning. Like etter du har fått vite at det vokser Staphylococcus
aureus i blodkulturen får du i tillegg svar nasofarynksprøven hvor
det også vokser Staphylococcus aureus.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvordan vil du vurdere betydningen av Staphylococcus
aureus i nasofarynksprøven og hvilken informasjon gir dette
funnet eventuelt om infeksjonsfokus?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Funnet betyr at pasenten er bærer av S. aureus i nasofarynks.
Invasiv S. aureus infeksjon er ofte forårsaket av S. aureus som
pasienten selv er bærer av. Bærerskap er også vanlig hos
asymptomatiske personer. <br>
Funnet betyr ikke at pasienten har S. aureus pneumoni. I fravær
av symptomer fra luftveiene og med normal røntgen toraks er
pneumoni en lite sannsynlig diagnose.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Funn av S. aureus i nasofarynks representerer ofte bærerskap: 1
p <br>
Man kan ikke konkludere med at pasienten har S. aureus
pneumoni/luftveisinfeksjon /alt: man kan ikke konkludere med et
infeksjonsfokus basert på dette funnet: 1 p
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
En 19 år gammel mann kommer til akuttmottaket med pågående
kramper i alle 4 ekstremiteter, munnfråde. Han gir ikke kontakt,
krampene framstår rytmiske og symmetriske.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke differensialdiagnoser kan mistenkes? <br>
Nevn tre ulike
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Epileptisk anfall. Rusutløst anfall. Leilighetsanfall.
Symptomatiske anfall. Hypoglykemisk krampeanfall.
Hjerterytmesykdom
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
(1=0,5, 2=1p, 3 eller flere=2p)
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Vignett fra tidligere: <br>
<<<
En 19 år gammel mann kommer til akuttmottaket med pågående
kramper i alle 4 ekstremiteter, munnfråde. Han gir ikke kontakt,
krampene framstår rytmiske og symmetriske.
<<<
Supplerende vignett: <br>
Følgende målinger tas: Blodtrykk er 147/92, puls 136, blodsukker
5,3. Det gis førstelinje akuttbehandling. Etter administrasjon av
behandling, slutter krampene. Pasienten er deretter initialt
bevisstløs, men våkner og er trøtt og forvirret etter en halvtime.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilken førstelinje akuttbehandling vurderer du at pasienten bør
få? Hva kalles tilstanden pasienten er i etter at krampene har
stanset?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Benzodiazepiner (medikamentnavn aksepteres –
midazolam/diazepam evt buccolam/stesolid). Postiktal fase.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0,5p for hvert riktige svar
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Vignett fra tidligere: <br>
<<<
En 19 år gammel mann kommer til akuttmottaket med pågående
kramper i alle 4 ekstremiteter, munnfråde. Han gir ikke kontakt,
krampene framstår rytmiske og symmetriske.
<<<
Supplerende vignett: <br>
Det blir tatt CT caput, som er upåfallende, før pasienten
overføres til sengepost.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke undersøkelser bør være en del av videre utredning?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
MR caput og EEG
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1p for hvert riktige svar
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Vignett fra tidligere: <br>
<<<
En 19 år gammel mann kommer til akuttmottaket med pågående
kramper i alle 4 ekstremiteter, munnfråde. Han gir ikke kontakt,
krampene framstår rytmiske og symmetriske.
<<<
Supplerende vignett: <br>
Dagen etter var pasienten våken. Under anamneseopptak kom
det fram at han over flere år hadde hatt nesten daglige kortvarige
episoder med opplevelse av deja vu, kvalme og opplevelse av
metallisk lukt
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Dersom han har en epilepsi, kan du si noe om hvor den
sannsynligvis kommer fra anatomisk? Hvordan vil du
klassifisere epilepsien? Hvilken type anfall hadde han
sannsynligvis ved innleggelse?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
• Temporallappsepilepsi/affiserer temporallapp. (1p) <br>
• Fokal epilepsi. (1p) <br>
• FTK/fokalt til tonisk-klonisk anfall. (alternativt fokalt
utviklende til bilateralt tonisk klonisk anfall/et fokalt anfall som
sprer seg til generalisert krampeanfall.) (1p)
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Riktig svar. GTK gir ingen poeng.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Vignett fra tidligere: <br>
<<<
En 19 år gammel mann kommer til akuttmottaket med pågående
kramper i alle 4 ekstremiteter, munnfråde. Han gir ikke kontakt,
krampene framstår rytmiske og symmetriske.
<<<
Supplerende vignett: <br>
Pasienten har altså vært innlagt med førstegangs krampeanfall.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Ut fra det du vet, bør han behandles med epilepsimedisin, og ev.
hvorfor?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Ja . Det framkommer fokale anfall i anamnesen som tilsier
behandling
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Ja 0,5 poeng <br>
Det framkommer fokale anfall i anamnesen som tilsier
behandling 1,5 poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
En 24 år mann har kjørt seg av en elsparkesykkel for en halvtime
siden og slått hodet mot asfalten. Han har ikke vært bevistløs.
Han blir kjørt til legekontoret for avklaring av skadeomfanget.
Han er tett i nesen uten neseblødning. Han blør sterk fra munnen
og klarer ikke å bevege underkjeven som vanlig. Videre er han
nummen i høyre underleppe og høyre underkjeve. Han har med
seg ei fortann som ble slått ut av munnen. Men klager over
sterke smerte i ansikt. Har fortsatt en plastikk sykkelbrille i ansikt
som er delvis knust og det mangler plastikk deler. Det er et
skrubbsår på høyre kinn med mye asfaltstøv og smågrus
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvorfor er han tett i nesen? Hva kan være årsaker til det?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Nesebrudd, septumluksasjon/skade, fremmedlegeme,
septumhematom
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Hver av disse svarene gir 0,5 poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Vignett fra tidligere: <br>
<<<
En 24 år mann har kjørt seg av en elsparkesykkel for en halvtime
siden og slått hodet mot asfalten. Han har ikke vært bevistløs.
Han blir kjørt til legekontoret for avklaring av skadeomfanget.
Han er tett i nesen uten neseblødning. Han blør sterk fra munnen
og klarer ikke å bevege underkjeven som vanlig. Videre er han
nummen i høyre underleppe og høyre underkjeve. Han har med
seg ei fortann som ble slått ut av munnen. Men klager over
sterke smerte i ansikt. Har fortsatt en plastikk sykkelbrille i ansikt
som er delvis knust og det mangler plastikk deler. Det er et
skrubbsår på høyre kinn med mye asfaltstøv og smågrus
<<<
Supplerende vignett: <br>
Nesen er hoven, men ser rett ut. Likevel er den helt blokkert
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Er det noen tilstander med tett nese som trenger avklaring
og behandling innen timer etter et traume? I såfall hvorfor?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Traume mot ansikt og nese kan forårsake et septumhematom. <br>
Septumhematom må evakueres kirurgisk så raskt som mulig for
å unngå nekrose av bruskede septum
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Årsaken er septumhematom (1 poeng) <br>
Ja, det trengs akutt kirurgisk evakuering for å unngå nekrose (1
poeng)
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Vignett fra tidligere: <br>
<<<
En 24 år mann har kjørt seg av en elsparkesykkel for en halvtime
siden og slått hodet mot asfalten. Han har ikke vært bevistløs.
Han blir kjørt til legekontoret for avklaring av skadeomfanget.
Han er tett i nesen uten neseblødning. Han blør sterk fra munnen
og klarer ikke å bevege underkjeven som vanlig. Videre er han
nummen i høyre underleppe og høyre underkjeve. Han har med
seg ei fortann som ble slått ut av munnen. Men klager over
sterke smerte i ansikt. Har fortsatt en plastikk sykkelbrille i ansikt
som er delvis knust og det mangler plastikk deler. Det er et
skrubbsår på høyre kinn med mye asfaltstøv og smågrus
<<<
Ingen egen vignett.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva kan være årsaken(e) til pasientens symptomer fra kjeve
og underleppe? Hvilket tiltak bør eventuelt gjøres med sterk
blødning fra munnen og hvorfor?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Ut fra kliniske tegn er det mulig at han har et underkjevebrudd (1
poeng) <br>
-Sterk blødning fra munnen trenger alltid akutt avklaring. Sterk
intraoral bløding kan påvirke respirasjonen , blokkere luftveiene
og forårsake aspirasjon.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Mistanke om underkjevebrudd (1 poeng) <br>
Behov for akutt avklaring av årsaken mhp luftveier (1 poeng)
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Vignett fra tidligere: <br>
<<<
En 24 år mann har kjørt seg av en elsparkesykkel for en halvtime
siden og slått hodet mot asfalten. Han har ikke vært bevistløs.
Han blir kjørt til legekontoret for avklaring av skadeomfanget.
Han er tett i nesen uten neseblødning. Han blør sterk fra munnen
og klarer ikke å bevege underkjeven som vanlig. Videre er han
nummen i høyre underleppe og høyre underkjeve. Han har med
seg ei fortann som ble slått ut av munnen. Men klager over
sterke smerte i ansikt. Har fortsatt en plastikk sykkelbrille i ansikt
som er delvis knust og det mangler plastikk deler. Det er et
skrubbsår på høyre kinn med mye asfaltstøv og smågrus
<<<
Supplerende vignett: <br>
Fortanna som er slått ut har han pakket inn i fuktig miljø
(saltvann). Tanna er helt intakt uten skade.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilken type tann er det som oftest snakk om hos en slik pasient
(eldre enn 24år)? <br>
Hva er prinsippene for behandling av utslåtte tenner i denne
aldersgruppen?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Vi forventer en permanent overkjeve fortann <br>
Permanent overkjeve fortann skal reimplanteres = tann tilbake på
plass i overkjeve
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Det er en permanent tann (1 poeng) <br>
Tanna skal reimplanteres (1 poeng)
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Vignett fra tidligere: <br>
<<<
En 24 år mann har kjørt seg av en elsparkesykkel for en halvtime
siden og slått hodet mot asfalten. Han har ikke vært bevistløs.
Han blir kjørt til legekontoret for avklaring av skadeomfanget.
Han er tett i nesen uten neseblødning. Han blør sterk fra munnen
og klarer ikke å bevege underkjeven som vanlig. Videre er han
nummen i høyre underleppe og høyre underkjeve. Han har med
seg ei fortann som ble slått ut av munnen. Men klager over
sterke smerte i ansikt. Har fortsatt en plastikk sykkelbrille i ansikt
som er delvis knust og det mangler plastikk deler. Det er et
skrubbsår på høyre kinn med mye asfaltstøv og smågrus
<<<
Ingen egen vignett.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Det er mye asfaltstøv og smågrus i såret på høyre kinn.
Hvilken behandling trengs her og hva kan konsekvensene
av manglede sådan være? <br>
Er det andre tiltak vi må tenke tenker på og iverksette hvis
det er mye forurensning i såret?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Ja vi må fjerne alle fremmedleggene også fra hud overflate. <br>
Konsekvenser kan vær permanent tatovering i kinn hud. <br>
Vi må tenker på Tetanus / stivkrampe problematikk
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Fjerne alle fremmedleggene for å unngå tatovering (0,5 poeng
for hver) <br>
Tetanus / stivkrampe vaksine (1 poeng)
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Du er LIS-lege i akuttmottaket. En 58 år gammel enslig mann henvises
for gradvis økende slapphet, svimmelhet og tung pust over flere uker.
Han har også hatt neseblødninger.
Han ble behandlet med cellegift for testikkelkreft for 10 år siden, og
bruker klopidogrel etter at han fikk et hjerteinfarkt for fem år siden.
Ved undersøkelsen er han blek og mager, virker ustelt og har dårlig
tannstatus. Det er spredte petekkier på huden, og nikotinfargede fingre.
Du finner ingen glandelsvulst eller hepatosplenomegali.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke diagnostiske overveielser gjør du? (Nevn minst fire diagnoser)
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Anemi, trombocytopeni, hjertesvikt, residiv av testikkelkreft,
akutt leukemi, myelodysplastisk syndrom, megaloblastær
anemi, underernæring/anoreksi, malabsorpsjon, disseminert
intravaskulær koagulasjon, avansert kreftsykdom, aplastisk
anemi.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0.5 poeng per diagnose. Maksimalt 2 poeng. Anemi og
trombocytopeni/blødningstendens må med for full skår.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Forrige vignett:
<<<
Du er LIS-lege i akuttmottaket. En 58 år gammel enslig mann henvises
for gradvis økende slapphet, svimmelhet og tung pust over flere uker.
Han har også hatt neseblødninger.
Han ble behandlet med cellegift for testikkelkreft for 10 år siden, og
bruker klopidogrel etter at han fikk et hjerteinfarkt for fem år siden.
Ved undersøkelsen er han blek og mager, virker ustelt og har dårlig
tannstatus. Det er spredte petekkier på huden, og nikotinfargede fingre.
Du finner ingen glandelsvulst eller hepatosplenomegali.
<<<
Ingen egen vignett.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Blodbildet viser: <br>
Leukocytter (hvite blodceller) 2,1 x 109
per liter (4.1-9.8) <br>
Nøytrofile 1,1 x 109
per liter (1.8-6.9) <br>
Hemoglobin 2,9 g/dl (13.0-18.0) <br>
Trombocytter 6 x 109 per liter (164-370) <br>
Hvilke differensialdiagnoser er mest relevante nå? (nevn minst fire
diagnoser)
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Her er det pancytopeni og aktuelle diagnoser er myelodysplastisk
syndrom (MDS), leukemi, megaloblastær anemi, metastatisk kreft til
beinmargen, hemofagocytisk lymfohistiocytose (HLH), aplastisk
anemi
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Man får 0.5 poeng for hver riktige differensialdiagnose inntil maksimalt
2 poeng.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Forrige vignett:
<<<
Du er LIS-lege i akuttmottaket. En 58 år gammel enslig mann henvises
for gradvis økende slapphet, svimmelhet og tung pust over flere uker.
Han har også hatt neseblødninger.
Han ble behandlet med cellegift for testikkelkreft for 10 år siden, og
bruker klopidogrel etter at han fikk et hjerteinfarkt for fem år siden.
Ved undersøkelsen er han blek og mager, virker ustelt og har dårlig
tannstatus. Det er spredte petekkier på huden, og nikotinfargede fingre.
Du finner ingen glandelsvulst eller hepatosplenomegali.
<<<
Supplerende vignett: <br>
Supplerende blodprøver viser: <br>
MCV 130 fL (81-95) <br>
Bilirubin 45 µmol/l (5-25) <br>
Haptoglobin 0,2 g/l (0.5-2.1) <br>
LD 2020 E/l (105-205) <br>
ALAT 45 U/l (10-75) <br>
ALP 67 U/l (35-105) <br>
Kreatinin 56 umol/l (60-105)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke undersøkelser eller ytterligere blodprøver vil du rekvirere for å
komme nærmere en sikker diagnose?
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Blodutstryk, beinmargsprøve (utstryk og/eller biopsi), s-folat, svitamin B12, s-metylmalonsyre og s-homocystein
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Man får 0.5 poeng per undersøkelse inntil 2 poeng. Blodutstryk og
B12/folat må med. Hvis ikke disse er nevnt får man maksimalt 1
poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Forrige vignett:
<<<
Du er LIS-lege i akuttmottaket. En 58 år gammel enslig mann henvises
for gradvis økende slapphet, svimmelhet og tung pust over flere uker.
Han har også hatt neseblødninger.
Han ble behandlet med cellegift for testikkelkreft for 10 år siden, og
bruker klopidogrel etter at han fikk et hjerteinfarkt for fem år siden.
Ved undersøkelsen er han blek og mager, virker ustelt og har dårlig
tannstatus. Det er spredte petekkier på huden, og nikotinfargede fingre.
Du finner ingen glandelsvulst eller hepatosplenomegali.
<<<
Ingen egen vignett.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilken diagnose anser du som mest sannsynlig?
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Megaloblastær anemi
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Riktig svar gir 2 poeng. Hvis studenten har svart B12 eller folatmangel
gis også 2 poeng. Hvis de bare har nevnt en av dem gis 1 poeng.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Forrige vignett:
<<<
Du er LIS-lege i akuttmottaket. En 58 år gammel enslig mann henvises
for gradvis økende slapphet, svimmelhet og tung pust over flere uker.
Han har også hatt neseblødninger.
Han ble behandlet med cellegift for testikkelkreft for 10 år siden, og
bruker klopidogrel etter at han fikk et hjerteinfarkt for fem år siden.
Ved undersøkelsen er han blek og mager, virker ustelt og har dårlig
tannstatus. Det er spredte petekkier på huden, og nikotinfargede fingre.
Du finner ingen glandelsvulst eller hepatosplenomegali.
<<<
Ingen egen vignett.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Forklar <br>
a) Hva som bestemmer volumet til en erytrocytt, og <br>
b) Hvordan man kan få mikrocytær og makrocytær anemi.
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
a) Mengden hemoglobin bestemmer volumet (1 poeng). <br>
b) Ved mikrocytose (0.5 poeng): Defekt hemoglobin-syntese (jern,
globin eller hem). Makrocytose (0.5 poeng): Nedsatt
proliferasjon i erytropoiesen (som ved myelodysplastisk
syndrom) eller nedsatt DNA syntese (som ved megaloblastær
anemi). Dette gir færre røde celler og for å kompensere for dette
økes mengden hemoglobin i hver av dem. <br>
Maksimalt 1 poeng for delsvar b), hvis både årsak til
mikrocytose og minst en årsak til makrocytose nevnes.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Se over
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
En 84 år gammel mann oppsøker deg på legekontoret grunnet opplevelse av
tung pust i forbindelse med vedarbeid og når han går i motbakker. Plagene
har kommet sigende det siste halvåret. Om han blir stresset eller anstrenger
seg hardt kjenner han ofte en sentral stramming i brystet. Han har aldri røkt.
Han har tidligere vært sprek og vant Birkebeiner-rennet på ski for 9 år siden.
Du gjør en enkel klinisk undersøkelse og finner en rimelig atletisk eldre
mann med normale funn ved undersøkelse av thorax foruten at du hører en
systolisk bilyd i 2. høyre intercostalrom som er ru i karakter. Bilyden er
sterkest sent i systolen.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva kunne du spurt ekstra om for å nærme deg diagnosen? (Nevn minst 4)
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Her peker sykehistorie med funksjonsdyspne og anstrengelsesutløst ubehag
i brystet sammen med systolisk bilyd forenlig med alvorlig aortastenose
(klassisk ru karakter, punctum maksimum over aortastedet og sensystolisk
punctum maksimum som indikerer at stenosen kan være alvorlig) mot
aortastenose og/eller stabil koronarsykdom som mest aktuelle diagnose.
Selv om pasienten har vært sprek kan han ha vært til tidligere undersøkelser
som kunne bidra til å styrke den differensialdiagnostiske tankegangen. Dette
sammen med tidligere historie relatert til kardial etiologi vil også bidra til å
gjøre tilstander som hjertesvikt mindre sannsynlig. Dersom pasienten skulle
ha opplevd vekttap eller blod i avføring kan det være relatert til malign
sykdom som kunne bidra til økende symptomer blant annet relatert til
anemi. Lungesykdom er likeså ikke veldig sannsynlig, men utelukkelse av
tidligere historie på lungesykdom eller eksponering (f eks arbeidsrelatert)
som kan bidra til lungesykdom vil styrke mistanken om aortastenose eller
koronarsykdom som sannsynlig årsak. Funksjonsdyspne kan også være
relater til kronisk lungeembolisme, selv om dette er sjeldent. Derfor vil også
sykehistorie på tidligere dyp venetrombose og lungeemboli også gi poeng.
Familiær sykehistorie gir ikke poeng selv om det kan være relevant da
pasienten er godt over alderen for hvor nedarvede sykdommer oftest
manifesteres.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Det gis 0,5 poeng for hhv (oppad begrenset til 2 poeng) <br>
Tidligere ekkokardiografiske undersøkelser mtp klaffesykdom <br>
Tidligere gjennomførte hjerteåreundersøkelser <br>
Tidligere sykehistorie på hjertesykdom <br>
Tidligere sykehistorie på lungesykdom <br>
Tidligere sykdommer som dyp venetrombose eller lungeemboli som kunne
gjort kronisk lungeembolisme som mer sannsynlig årsak <br>
Symptomer som vekttap, blod i avføring som kunne peke mot kreftsykdom
eller anemi <br>
Eksponering som skulle tale for at lungesykdom kunne vært en aktuell
differensialdiagnose
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Tidligere vignett:
<<<
En 84 år gammel mann oppsøker deg på legekontoret grunnet opplevelse av
tung pust i forbindelse med vedarbeid og når han går i motbakker. Plagene
har kommet sigende det siste halvåret. Om han blir stresset eller anstrenger
seg hardt kjenner han ofte en sentral stramming i brystet. Han har aldri røkt.
Han har tidligere vært sprek og vant Birkebeiner-rennet på ski for 9 år siden.
Du gjør en enkel klinisk undersøkelse og finner en rimelig atletisk eldre
mann med normale funn ved undersøkelse av thorax foruten at du hører en
systolisk bilyd i 2. høyre intercostalrom som er ru i karakter. Bilyden er
sterkest sent i systolen.
<<<
Ingen egen vignett.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke to differensialdiagnoser er mest aktuelle?
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Her etterspørres de mest aktuelle differensialdiagnosene. De mest relevante
diagnosene er aortastenose og koronarsykdom. Han har utviklet
symptomene over et halvt år og har bilyd som peker mot aortastenose (se
svar til spørsmål 1). Punktum maksimum er sensystolisk og dette
forekommer helst ved alvorlig aortastenose, mens tidlig punktum maksimum
er hyppigere ved mindre alvorlig aortastenose. Han har funksjonsdyspne ved
moderat anstrengelse og brystsmerter/brystubehag ved hardere
anstrengelse. Både koronarsykdom og klaffesykdom kan gi anginøse
brystsmerter. Begge tilstandene reduserer perfusjonstrykket i
koronarkarene. Det er derfor ikke sikkert at det foreligger stenose i
epikardielle koronarkar, da aortastenose også vil redusere perfusjonstrykket i
koronarkarene selv om stenosen sitter før koronarkarene.
Sammen med at han er ikke røyker og har vært svært sprek for alderen er
kronisk obstruktiv lungesykdom mindre sannsynlig og gir ikke poeng. Debut
av anstrengelsesutløst astma er svært sjelden i høy alder og tidsforløpet taler
mot etiologi som akutt dyspne. Årsaker som anemi, kronisk lungeembolisme
og hjertesvikt kan alle kjennetegnes av funksjonsdyspne. Disse tilstandene
kan også gi ubehag i brystet ved anstrengelse. Disse tilstandene vil uansett
være mindre aktuelle enn aortastenose og koronarsykdom og gir derfor ikke
poeng.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Det gis 1 poeng for hver av de to diagnosene angitt (maks 2 poeng) <br>
Aortastenose <br>
(Stabil) koronarsykdom
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Tidligere vignett:
<<<
En 84 år gammel mann oppsøker deg på legekontoret grunnet opplevelse av
tung pust i forbindelse med vedarbeid og når han går i motbakker. Plagene
har kommet sigende det siste halvåret. Om han blir stresset eller anstrenger
seg hardt kjenner han ofte en sentral stramming i brystet. Han har aldri røkt.
Han har tidligere vært sprek og vant Birkebeiner-rennet på ski for 9 år siden.
Du gjør en enkel klinisk undersøkelse og finner en rimelig atletisk eldre
mann med normale funn ved undersøkelse av thorax foruten at du hører en
systolisk bilyd i 2. høyre intercostalrom som er ru i karakter. Bilyden er
sterkest sent i systolen.
<<<
Ingen egen vignett.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke kliniske undersøkelser eller enkle tilleggsundersøkelser du kan gjøre
på legekontoret er mest relevant å begynne med for å nærme deg årsaken
til pasientens plager og funn (nevn minst 3)?
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Forplantning av bilyd til halskar kan påvises ved auskultasjon av halskar. Om
bilyden forplantes til halskar vil dette styrke mistanken om aortastenose.
Bilyden er ikke gradert i styrke, men det er beskrevet i oppgavens vignett at
det er lyttet over hjertet, så beskrivelse av auskultasjon av hjertet vil ikke gi
poeng. EKG vil i tilfelle aortastenose kunne avklare tegn til venstre
ventrikkelhypertrofi, samt utelukke atrieflimmer og hører med. Enkle
laboratorieundersøkelser vil kunne utelukke anemi som årsak. Noen vil
foreslå spirometri, og selv om dette hører med for å ekskludere kronisk
lungesykdom er ikke dette det som vil gi mest informasjon gitt pasientens
sykehistorie med lav risiko for kronisk lungesykdom gitt høy alder og
prestasjon i toppsjiktet for alderen for 9 år siden. Presisering av andre
kliniske undersøkelser og antropometri gir heller ikke poeng, da de oppfattes
som mindre sentrale for avklaring av årsaken til pasientens symptomer og
beskrevne funn.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Det gis 1 poeng for hver av de følgende, dog oppad begrenset til maks 2
poeng <br>
Auskultasjon av halskar <br>
EKG <br>
Enkel lab som inkluderer hemoglobin (Hb)
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Tidligere vignett:
<<<
En 84 år gammel mann oppsøker deg på legekontoret grunnet opplevelse av
tung pust i forbindelse med vedarbeid og når han går i motbakker. Plagene
har kommet sigende det siste halvåret. Om han blir stresset eller anstrenger
seg hardt kjenner han ofte en sentral stramming i brystet. Han har aldri røkt.
Han har tidligere vært sprek og vant Birkebeiner-rennet på ski for 9 år siden.
Du gjør en enkel klinisk undersøkelse og finner en rimelig atletisk eldre
mann med normale funn ved undersøkelse av thorax foruten at du hører en
systolisk bilyd i 2. høyre intercostalrom som er ru i karakter. Bilyden er
sterkest sent i systolen.
<<<
Ingen egen vignett.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Du velger å henvise pasienten til sykehusspesialist. Hvilken test vil du
anbefale som første spesialundersøkelse?
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Transthorakal ekkokardiografi anses som den mest sentrale
spesialistundersøkelsen for denne pasienten som har funksjonsrelaterte
plager og en bilyd forenlig med klaffesykdom. Det er svært relevant å
mistenke aortastenose – og første spesialundersøkelse vil da være
transthorakal ekkokardiografi. Transøsofageal ekkokardiografi kan være
aktuelt for best mulig diagnostikk, spesielt med tanke på kateterbasert
intervensjon, men er ikke anbefalt som første spesialundersøkelse.
Indikasjonen for transøsofageal ekkokardiografi vil her være basert på
funnene som gjøres ved transthorakal ekkokardiografi.
Koronarundersøkelse er også aktuelt, men det vil være i tråd med gjeldende
internasjonale anbefalinger å gjøre ekkokardiografi først. Det gis derfor ikke
poeng for hverken invasiv koronar angiografi eller CT-undersøkelse av
hjerteårene. Andre bildediagnostiske undersøkelser som røntgen thorax
(lite spesifikk) eller MR-undersøkelse er heller ikke sentrale som første
spesialundersøkelse for å avklare pasientens plager og gir ikke poeng.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Det gis 2 poeng for <br>
(Transthorakal) ekkokardiografi
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Tidligere vignett:
<<<
En 84 år gammel mann oppsøker deg på legekontoret grunnet opplevelse av
tung pust i forbindelse med vedarbeid og når han går i motbakker. Plagene
har kommet sigende det siste halvåret. Om han blir stresset eller anstrenger
seg hardt kjenner han ofte en sentral stramming i brystet. Han har aldri røkt.
Han har tidligere vært sprek og vant Birkebeiner-rennet på ski for 9 år siden.
Du gjør en enkel klinisk undersøkelse og finner en rimelig atletisk eldre
mann med normale funn ved undersøkelse av thorax foruten at du hører en
systolisk bilyd i 2. høyre intercostalrom som er ru i karakter. Bilyden er
sterkest sent i systolen.
<<<
Supplerende vignett: <br>
Pasienten vil gjerne vite hva du forventer vil skje med han videre i løpet av
det kommende året med tanke på utredning og behandling. Du informerer
kort om forventet utredning og mulig behandling.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva sier du? (nevn minst 2 faktorer relatert til utredning og minst 2 faktorer
relatert til behandling)
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Her vet du enda ikke sikkert hva som feiler pasienten, men på spørsmål fra
pasienten er det adekvat å fortelle hva pasienten kan forvente seg. Den
initiale utredningen i sykehus vil avklare om det foreligger aortastenose, selv
om det også er mulig at bilyden skyldes andre årsaker. Det gis poeng for
informasjon om forventet utredning med ekkokardiografi
(ultralydundersøkelse av hjertet) og koronarutredning (invasivt/noninvasivt). Forenklet kan man si at ekkokardiografi er ultralydundersøkelse av
hjertet som vil avklare om det foreligger trange, evt lekke klaffer, samt vise
funksjonen av hjertemuskelen. Koronarundersøkelsen vil skje ved innføring
av et kateter hvor man kan sprøyte kontrastvæske direkte inn i hjertets
blodårer (koronarkar) og filme med røntgenfilm, eller ved tilsvarende
undersøkelse hvor røntgenkontrasten sprøytes inn i en venflon på
underarmen og hjerteårene filmes ved CT-undersøkelse. Beskrivelse av
forventet utredning med disse metodene gir poeng. Utelukkelse av andre
årsaker er også relevant og vil gi poeng.
Såfremt man påviser alvorlig aortastenose vil det grunnet pasientens
symptomer være indikasjon for klaffeerstattende behandling. Da vil
egnethet for henholdsvis kateterbasert klaffeerstatning (TAVI) eller kirurgisk
klaffeerstatning være viktig å avklare. Generelt vil pasienter over 75 år
vurderes for TAVI, men det forutsetter at klaffen og tilgang via
femoralarterie er velegnet for kateterbasert prosedyre. Koronarutredning er
standard før klaffebehandling i denne aldersgruppen. Både koronarsykdom
og klaffesykdom kan gi anginøse brystsmerter grunnet redusert
perfusjonstrykk i koronarkarene, så ubehaget i brystet forutsetter ikke at
det foreligger koronare stenoser. Det vil alltid være fornuftig å informere
pasienten på et litt generelt grunnlag, men det vil være relevant her å
informere om at dersom det foreligger en alvorlig trang hjerteklaff
(aortastenose) kan behandling med utskifting av klaffen være aktuelt ved
kateterbasert teknikk (TAVI) eller operasjon. Likeså vil det gis poeng for
beskrivelse av mulig behandling av koronarsykdom med utblokking (PCI)
eller operasjon (koronar bypasskirurgi), selv om symptomene og funnene
kan være forårsaket av aortastenose alene. Selv om medikamentell
behandling ikke har dokumentert rolle i behandling av aortastenose, vil det
ved klaffeerstattende behandling eller dersom det påvises koronarsykdom
være aktuelt med behandling med blodfortynnende medisiner, og også
statinbehandling om det foreligger koronarsykdom. Dette vil derfor også gi
poeng. Andre medisiner som f eks bruk av betablokker mot angina eller
antiobstruktiv behandling mot KOLS vil ikke gi poeng da det fremstår mindre
relevant gitt at sykehistorie sammen med funn peker så entydig mot
aortastenose.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Det gis 0,5 poeng for hhv (oppad begrenset til 2 poeng) <br><br>
Utredning: <br>
Ekkokardiografi <br>
Hjertekateterundersøkelse (invasiv koronar angiografi) <br>
Koronar CT-undersøkelse (non-invasiv koronar angiografi) / CTundersøkelse av aorta/aortaklaff/koronarkar (TAVI-CT) <br>
Utelukke differensialdiagnoser <br><br>
Behandling: <br>
Kateterbasert implantasjon av aortaklaff <br>
Kirurgisk klaffeerstatning <br>
Revaskularisering – kirurgisk (koronar bypass) eller kateterbasert (PCI) <br>
Medikamentell behandling – blodfortynnende, statiner
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
En 60 år gammel mann oppsøker deg på legekontoret på
Frøya. Han har tidligere hatt et STEMI behandlet med PCI med
stent i LAD, og har hypertensjon, diabetes type 2 og abdominal
overvekt (KMI 35 kg/m2).
De siste årene har han hatt smerter i leggene ved gange. De
siste månedene har dette blitt mye verre og han får nå smerter
etter kun 10-20 m gange. Han får også smerter i føttene om
natten, og må stå opp noen ganger hver natt. Han røyker 10
sigaretter per dag. Av medisiner bruker han betablokker, ACEhemmer, metformin og acetylsalisylsyre.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilken diagnose er mest sannsynlig?
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Kronisk iskemi i underekstremitetene. Nærmere bestemt kritisk
iskemi i underekstremitetene (Fontaine klassifikasjon 3 –
hvilesmerter).
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Studentene skal forstå at dette dreier seg om iskemi i
underekstremiteter og de skal skjønne at pasienten trolig har
kritisk nedsatt sirkulasjon (hvilesmerter). <br>
Man får 2 poeng hvis man nevner kritisk iskemi, kronisk iskemi
med hvilesmerter eller nattsmerter, kronisk iskemi Fontaine gr 3. <br>
Man får 1 dersom man sier klaudikatio intermittens.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Tidligere vignett:
<<<
En 60 år gammel mann oppsøker deg på legekontoret på
Frøya. Han har tidligere hatt et STEMI behandlet med PCI med
stent i LAD, og har hypertensjon, diabetes type 2 og abdominal
overvekt (KMI 35 kg/m2).
De siste årene har han hatt smerter i leggene ved gange. De
siste månedene har dette blitt mye verre og han får nå smerter
etter kun 10-20 m gange. Han får også smerter i føttene om
natten, og må stå opp noen ganger hver natt. Han røyker 10
sigaretter per dag. Av medisiner bruker han betablokker, ACEhemmer, metformin og acetylsalisylsyre.
<<<
Ingen egen vignett.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvordan vil du undersøke pasienten på legekontoret? <br>
a) Fokuserte kliniske undersøkelser (nevn minst 2
sentrale) <br>
b) Fokuserte laboratorieprøver (maks 10 prøver)
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
a) Perifer karundersøkelse (inspeksjon, auskultasjon og
palpasjon) – pulspalpasjon og måling av ankel-arm-indeks
(AAI). <br>
b) Kolesterolverdier (total, LDL), Hemoglobin, HbA1c,
kreatinin
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
a) Både perifer karundersøkelse og AAI må nevnes for 1
poeng. Ett riktig svar gir 0,5 poeng. <br>
b) 1 poeng gis dersom man nevner 3 av svarene gitt under
b. 1-2 riktige gir 0,5 poeng.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Tidligere vignett:
<<<
En 60 år gammel mann oppsøker deg på legekontoret på
Frøya. Han har tidligere hatt et STEMI behandlet med PCI med
stent i LAD, og har hypertensjon, diabetes type 2 og abdominal
overvekt (KMI 35 kg/m2).
De siste årene har han hatt smerter i leggene ved gange. De
siste månedene har dette blitt mye verre og han får nå smerter
etter kun 10-20 m gange. Han får også smerter i føttene om
natten, og må stå opp noen ganger hver natt. Han røyker 10
sigaretter per dag. Av medisiner bruker han betablokker, ACEhemmer, metformin og acetylsalisylsyre.
<<<
Supplerende vignett: <br>
Du er bekymret for pasientens generelle kardiovaskulære
risikoprofil. I tillegg til informasjonen du allerede har kommer det
frem at pasienten er fysisk inaktiv. Han trener ikke, går ikke tur
og kommer seg dit han skal med bil.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Fortell hvordan du vil gå frem for å redusere pasientens
generelle kardiovaskulære risikoprofil (medikamentelt og
ikke-medikamentelt)
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Ikke-medikamentelt: Røykestopp, vektnedgang, trening (veiledet,
gruppetrening, egentrening). <br>
Medikamentelt: Mange aktuelle medisiner er allerede i bruk. <br>
-Pasienten har også indikasjon for bruk av et statin.<br>
-Diabetesmedisinering bør styres etter Helsedirektoratets
anbefalinger for HbA1c-nivå.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Ikke-medikamentelt: 1 poeng dersom alle 3 momenter nevnes <br><br>
Medikamentelt: Statin gir 1 poeng. <br>
Dersom statin mangler gir følgende 0,5 poeng: <br>
Diabetesmedisinering bør styres etter HbA1c. <br>
Medikament til bruk for røykestopp (eks. vareniklin).
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Tidligere vignett:
<<<
En 60 år gammel mann oppsøker deg på legekontoret på
Frøya. Han har tidligere hatt et STEMI behandlet med PCI med
stent i LAD, og har hypertensjon, diabetes type 2 og abdominal
overvekt (KMI 35 kg/m2).
De siste årene har han hatt smerter i leggene ved gange. De
siste månedene har dette blitt mye verre og han får nå smerter
etter kun 10-20 m gange. Han får også smerter i føttene om
natten, og må stå opp noen ganger hver natt. Han røyker 10
sigaretter per dag. Av medisiner bruker han betablokker, ACEhemmer, metformin og acetylsalisylsyre.
<<<
Ingen egen vignett.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Er det indikasjon for bildediagnostikk her? Begrunn kort
hvorfor og hvilken bildemodalitet du i så fall ville valgt.
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Ja, det er indikasjon for bildediagnostikk. <br>
Begrunnelse: Pasienten har per definisjon kritisk iskemi i beina,
som gir risiko for alvorlig forløp. <br>
CT angiografi ville vært førstevalget ved de fleste norske
sykehus. Noen sykehus foretrekker MR angiografi til å begynne
med. Enkelte sykehus med dedikert UL-personell vil også kunne
foreta UL av underekstremitetsarterier som førstevalg.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Indikasjon for bildediagnostikk: ja og en kort begrunnelse for
hvorfor gir 1 poeng. <br>
Bildemodalitet: CTA, MRA og UL er alle som riktige svar og gir 1
poeng.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Tidligere vignett:
<<<
En 60 år gammel mann oppsøker deg på legekontoret på
Frøya. Han har tidligere hatt et STEMI behandlet med PCI med
stent i LAD, og har hypertensjon, diabetes type 2 og abdominal
overvekt (KMI 35 kg/m2).
De siste årene har han hatt smerter i leggene ved gange. De
siste månedene har dette blitt mye verre og han får nå smerter
etter kun 10-20 m gange. Han får også smerter i føttene om
natten, og må stå opp noen ganger hver natt. Han røyker 10
sigaretter per dag. Av medisiner bruker han betablokker, ACEhemmer, metformin og acetylsalisylsyre.
<<<
Supplerende vignett: <br>
Utredningen viser at pasienten har høygradige
stenoser/nærokklusjoner i arteria iliaca communis på begge
sider. I tillegg har pasienten signifikante stenoser i begge lysker
(arteria femoralis communis).
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Du har henvist pasienten videre til karkirurg. Gi en kort
beskrivelse av hvordan du tror pasienten vil bli behandlet på
sykehuset (kirurgisk og endovaskulært).
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
1) Bekkenstenosene: her vil førstevalget være endovaskulær
prosedyre med PTA (perkutan transluminal
angioplastikk)/blokking og mest sannsynlig stent. <br>
2) Lyskestenosene: her vil førstevalget være åpen kirurgi
med TEA (trombendarterektomi)/»utskrelling».
Inngrepene vil kunne gjøres hver for seg, men ofte vil det
være mest fornuftig å gjøre det samtidig i en såkalt
hybrid/kombinert prosedyre.
Et åpen kirurgisk alternativ som erstatter alt det beskrevet
over, vil være en aortobifemoral bypass/Y-graft.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
2 poeng gis dersom både PTA/stent og TEA nevnes. <br>
1 poeng gis dersom enten PTA/stent eller TEA nevnes. <br>
1 poeng gis dersom bare Y-graft nevnes.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Du er lege i spesialisering og jobber i akuttmottaket ved
St. Olavs hospital. En kvinne på 22 år kommer til
innleggelse etter 2 døgns sykehistorie med økende
tungpust.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Nevn minst 4 aktuelle differensial diagnoser.
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Lungeemboli, hjertesvikt, astma, luftveisinfeksjon (viral/
bakteriell), pneumothorax, psykogen årsak (for eksempel
hyperventilering i forbindelse med angstanfall)
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0.25 poeng for hvert riktige svar. 1 poeng for minst 4
riktige svar
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Tidligere vignett:
<<<
Du er lege i spesialisering og jobber i akuttmottaket ved
St. Olavs hospital. En kvinne på 22 år kommer til
innleggelse etter 2 døgns sykehistorie med økende
tungpust.
<<<
Supplerende vignett: <br>
Du undersøker pasienten og finner følgende: Våken og
klar, men svært tungpustet. Klarer kun å snakke korte
setninger. Afebril. Saturasjon 90 % uten oksygen.
Respirasjonsfrekvens 32, puls 122. Det er pipelyder over
begge lunger. Du tar en blodgass uten oksygen som viser
(normalverdier i parentes): PH 7.39 (7.35-7.45), pO2 9.5
kPa (11.0-14.0 kPa), pCO2 5.2 (4.7-6.0 kPa) og SO2
91%. Rtg thorax normalt. Normale blodprøver inkl CRP <
5. Du mistenker astma.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
A) Hva er tegn på alvorlig luftveisobstruksjon? <br>
B) Hvordan vil du vurdere alvorlighetsgraden hos
denne pasienten? <br>
C) Hvilken behandling vil du starte? Begrunn
hvorfor?
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
1) Tegn på alvorlig luftveisobstruksjon: <br>
-Takypne (>30 /min) <br>
-Takykardi >120 /min <br>
-Bruk av aksesorisk muskulatur ved innpust
(feks,inndragninger sternocleidomastoid ) <br>
-Klarer ikke snakke i hele setninger <br>
-klarer ikke ligge flatt pga tungpust <br>
-Svetting <br>
-Nedsatt respirasjonslyd (silent chest) <br>
-Pulsus paradoksus (fall i systolisk blodtrykk > 12
mmHg under inspirasjon) <br><br>
2) Alvorlighetsgrad: Alvorlig <br><br>
3) Behandling: Oksygen (saturasjonsmål 94-98%). <br>
Antiobstruktiv behandling på forstøver med
SABA/SAMA =antiobstruktiv behandling(for
eksempel atrovent og ventoline på forstøver). <br>
Kortikosteroider = antiinflammatorisk behandling
(enten i.v eller p.o, for eksempel Solucortef i.v eller
40 mg prednisolon p.o).
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
A) 0.25 poeng for riktig svar på hvert av spørsmålene,
maks 1 poeng totalt <br>
B) 1 poeng for alvorlig eller svært alvorlig <br>
C) 0.25 poeng pr riktig behandling, 1 poeng hvis alle tre
er oppgitt.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Tidligere vignett:
<<<
Du er lege i spesialisering og jobber i akuttmottaket ved
St. Olavs hospital. En kvinne på 22 år kommer til
innleggelse etter 2 døgns sykehistorie med økende
tungpust.
<<<
Ingen egen vignett.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva er de vanlige utløsende årsaker til astmaanfall?
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Triggere for astma: <br>
-Allergener: gresspollen, bjørkepollen, husstøvmidd,
dyreallergener, lav molekylære allergener, osv <br>
-Infeksjoner (virale, bakterielle) <br>
-Anstrengelse <br>
-Fysiske faktorer: Kulde <br>
-Psykiske faktorer: Stress <br>
-Medikamenter: Acetylsalisylsyre og andre NSAIDs kan
utløse alvorlig luftveisobstruksjon hos opp til 20 % av
voksne med alvorlig astma <br>
-Tobakksrøyk: Aktiv og passiv røyking bidrar til forverring
av astma både på kort og lang sikt. Rundt 15-30 % av
pasienter
med astma røyker eller har en aktiv røykehistorie bak
seg. Røyking er forbundet med økt bronkial
hyperreaktivitet og lavere effekt av både perorale og
inhalerte kortikosteroider
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Triggere for astma: 0.25p for hver, maks 1 poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Tidligere vignett:
<<<
Du er lege i spesialisering og jobber i akuttmottaket ved
St. Olavs hospital. En kvinne på 22 år kommer til
innleggelse etter 2 døgns sykehistorie med økende
tungpust.
<<<
Supplerende vignett: <br>
Det ble utført spirometri allerede dagen etter innleggelse
(se bilde under). Hun var innlagt i 5 dager med god effekt
av behandlingen. Det var negative mikrobiologiske
undersøkelser Ved utreise var spirometrien nesten
normal og hun var klinisk kjekk med normale
auskultasjonsfunn og normal saturasjon. <br><br>
Spirometri dag 1: <br>
[img[IIAB-2024-4D.png]]
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
A) Hvordan vil du tolke spirometrien? <br>
B) Hvilken behandling vil du skrive henne ut med?
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
A) Bekrivelse av spirometri: Alvorlig obstruktiv
ventilasjonsinnskrenkning <br>
B) Behandling: Hun bør skrives ute med ICS/LABA på
kammer/kolbe. Korttidsvikende beta 2 (SABA) som
behovs medikasjon. Kan også være riktig med
kortvarig prednisolon kur ved utreise (for eksempel 5
dager) samtidig som inhalasjonsbehandlingen
startes.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0.5 poeng for kun å nevne inhalasjonssteroider (spray
med kammer), 1 poeng for alt riktig: ICS/LABA på
kammer + SABA v/ behov. <br>
1 poeng for riktig tolkning av spirometrien som er alvorlig
obstruktiv ventilasjonsinnskrenkning
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Tidligere vignett:
<<<
Du er lege i spesialisering og jobber i akuttmottaket ved
St. Olavs hospital. En kvinne på 22 år kommer til
innleggelse etter 2 døgns sykehistorie med økende
tungpust.
<<<
Supplerende vignett: <br>
Hun kommer til kontroll etter 3 måneder og forteller om
fortsatt symptomer med bla nattlige oppvåkninger og
behov for ekstra kortidsvirkende beta-2- agonist.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
A) Hva bør kontrollen inneholde og hvordan vil du
evaluerer effekt av behandlingen? <br>
B) Hvilken behandling vil du legge til (gitt god
etterlevelse av behandling du startet ved
utskrivelse)?
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
A)-Symptom anamnese med astma kontroll test (AKT) <br>
-Lungefunksjonsundersøkelser (spirometri med
reversibilitet på LABA og ekshalert NO (FeNO). <br>
-Allergi utredning (prikktest eller spesifikke IgE). <br>
-Blodprøver inkl eosinofile <br>
-Gjennomgang av inhalasjonsteknikk <br>
-Gjennomgang av medikament etterlevelse (uttak av
medisiner, reseptformidler, anamnese) <br><br>
B): Flere muligheter: Justere til høydose
inhalasjonssterioder, legge til leukotrien antagonist, legge
til langtidsvirkende muskarin antagonist (LAMA). Hvis
fortsatt ukontrollert astma etter maksimal
inhalasjonsbehandling bør hun vurderes med tanke på
biologisk behandling (Anti IL-5, for eksempel
mepolizumab (Nucala) er førstevalg ved eosinofil astma).
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
A)0.25 poeng for hver foreslåtte punkt. Maks 1,5 poeng
(alle riktige) <br>
B) 0.5 poeng for hver foreslåtte punkt. Maks 1,5 poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
En kvinne på 82 år møter hos sin fastlege for diabeteskontroll.
Hun reiser seg sakte med armstøtte på venterom, går sakte inn
til legekontoret. Der angir hun å føle seg sliten, orker lite, sovner
ofte i stol på dagtid.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Du lurer på om kvinnen har en akutt eller kronisk
funksjonssvikt. <br>
a) Hva skiller akutt fra kronisk funksjonssvikt? <br>
b) Hvorfor er det viktig å skille mellom kronisk og akutt
funksjonssvikt?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Akutt funksjonssvikt har utviklet seg ila siste par uker. Vanlige
symptomer på akutt funksjonssvikt er nyoppstått falltendens,
delirium og/eller nyoppstått urininkontinens. Disse pasienten bør
som hovedregel legges inn i sykehus for rask diagnostikk og
behandling. <br>
Kronisk funksjonssvikt utvikler seg over lenger tid, gjerne flere
måneder/år. Dette kan som hovedregel utredes i
primærhelsetjenesten
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Oppgave a: Maks 1 poeng totalt for å angi varighet av hhv akutt
(0,5 poeng) og kronisk funksjonssvikt (0,5 poeng). Hvis det bare
skrives «tidsperspektiv», «varighet» etc uten nærmere
beskrivelse gis 0,5 poeng. <br>
Oppgave b: Maks 1 poeng totalt: Det gis ½ poeng om en skriver
at akutt funksjonssvikt er tegn på underliggende akutt sykdom,
og slik er en alvorlig tilstand som krever rask legevurdering. Om
en nevner at pasientene som hovedregel bør legges inn i
sykehus for avklaring gir dette ytterligere ½ poeng.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Tidligere vignett:
<<<
En kvinne på 82 år møter hos sin fastlege for diabeteskontroll.
Hun reiser seg sakte med armstøtte på venterom, går sakte inn
til legekontoret. Der angir hun å føle seg sliten, orker lite, sovner
ofte i stol på dagtid.
<<<
Supplerende vignett: <br>
Fastlegen lurer på om hun kan begynne å bli skrøpelig
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
a) Hvilke opplysninger/observasjoner kan gi fastlegen
mistanke om at kvinnen er skrøpelig her? <br>
b) Hva betyr det for kvinnen hvis hun har begynnende
skrøpelighet?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
a) Hun har nedsatt muskelstyrke (reiser seg med bruk av
armstøtte), nedsatt ganghastighet, fatigue (føler seg
sliten), lavt aktivitetsnivå (sover mye i stolen) <br>
b) konsekvenser: Økt risiko for tiltakende funksjonssvikt, fall,
behov for institusjonsplass, bivirkninger og komplikasjoner
til behandling. Økt risiko for død i forhold til pasienter uten
skrøpelighet med ellers samme alder og sykdomsbilde.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Oppgave a: 0,5 poeng for hver, maks 1,5 poeng totalt <br>
Oppgave b: 0,5 poeng for hver, maks 1,5 poeng totalt <br>
Maks 3 poeng totalt for oppgaven
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Tidligere vignett:
<<<
En kvinne på 82 år møter hos sin fastlege for diabeteskontroll.
Hun reiser seg sakte med armstøtte på venterom, går sakte inn
til legekontoret. Der angir hun å føle seg sliten, orker lite, sovner
ofte i stol på dagtid.
<<<
Supplerende vignett: <br>
Ved kontroll hos fastlege etter 3 måneder er datter med. Hun
forteller mor den siste uka har hatt blitt veldig glemsk og hun har
begynt å søle med urin slik at det lukter i leiligheten.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva kan pasientens hukommelsesvansker skyldes?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Nyoppståtte hukommelsesvansker siste uka (evt brå forverring
fra tidligere) gjør at man mistenke akutt delirium. Samtidige
symptomer på annen akutt sykdom, her nyoppstått
urininkontinens som for eksempel kan skyldes en uvi, styrker
denne mistanken
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Delirium 1,5 poeng
Dersom det nevnes UVI uten at delirium nevnes gis 0,5 poeng.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Tidligere vignett:
<<<
En kvinne på 82 år møter hos sin fastlege for diabeteskontroll.
Hun reiser seg sakte med armstøtte på venterom, går sakte inn
til legekontoret. Der angir hun å føle seg sliten, orker lite, sovner
ofte i stol på dagtid.
<<<
Supplerende vignett: <br>
Pasienten tas inn til kontroll 6 måneder etter
hukommelsesvanskene ble tema for første gang. Hun er nå i
normal allmenntilstand. Datter er med, og oppfatter at
hukommelsesvanskene har blitt gradvis verre. Hun klarer ikke
holde oversikt over økonomien og glemmer ofte å ta medisinene
sine.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva kan fastlegen nå mistenke at hukommelsesvanskene
skyldes?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
En må mistenke begynnende demens. Gjennomgått delirium kan
akselerere en demensutvikling.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Demens (1,5 poeng). Ut fra opplysningene i oppgaveteksten kan
en mistenke demensutvikling, men en har ikke nok informasjon til
å vurdere hvilken etiologi/sykdom som gir demensutvikling hos
pasienten. En diagnose som «Alzheimer», «vaskulær demens»
eller «Lewy legeme sykdom» vil slik ikke gi poeng. Om en drøfter
under-diagnose av demens uten å konkludere vil dette ikke gi
trekk i poeng.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Tidligere vignett:
<<<
En kvinne på 82 år møter hos sin fastlege for diabeteskontroll.
Hun reiser seg sakte med armstøtte på venterom, går sakte inn
til legekontoret. Der angir hun å føle seg sliten, orker lite, sovner
ofte i stol på dagtid.
<<<
Ingen egen vignett.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilken utredning bør fastlegen gjøre for å finne ut av
hukommelsesvanskene nå?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Kognitiv testing <br>
Komparentopplysninger med tanke på symptomer og funksjon <br>
Blodprøver <br>
Bildediagnostikk (CT eller MR caput) <br>
Klinisk undersøkelse <br>
Medikamentgjennomgang <br>
Utelukke annen sykdom
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Hvert av alternativene over gir 0,5 poeng, maks 2 poeng totalt.
Kognitiv testing, komparentopplysninger og bildediagnostikk må
være med for å få full skår. Om en mangler en av disse trekkes
½ poeng, selv om en ellers har med 4 poenggivende punkter.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
En 53 år gammel kvinne oppsøker fastlege etter at hun for 2 uker
siden oppdaget en inndragning av huden på lateralsiden av
venstre bryst. Hun pleier ikke å undersøke egne bryst, men hun
gjorde det etter at hun oppdaget denne inndragningen. Hun syns
vevet er noe tettere under inndragningen, men er usikker på om
det er en kul der eller ikke.
Pasienten er tidligere frisk. Hun har 2 barn. Hun har ikke hatt
menstruasjon siste 2-3 år, men har ellers ikke hatt symptomer på
overgangsalder. Hun har deltatt i det nasjonale
mammografiscreeningprogrammet, og siste mammografi var tatt
for 6 mnd. siden.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva er mest sannsynlig årsak til denne inndragningen?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Brystkreft
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Her er det bare ett riktig svar. Nyoppstått inndragning i brystet er
kreft inntil det motsatte er bevist. Oppgaven er klassifisert som
resonnerende fordi man ut fra alder, menopausestatus og at
benigne kuler ikke gir inndragning skal kunne resonnere seg
fram til at dette er brystkreft.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Tidligere vignett:
<<<
En 53 år gammel kvinne oppsøker fastlege etter at hun for 2 uker
siden oppdaget en inndragning av huden på lateralsiden av
venstre bryst. Hun pleier ikke å undersøke egne bryst, men hun
gjorde det etter at hun oppdaget denne inndragningen. Hun syns
vevet er noe tettere under inndragningen, men er usikker på om
det er en kul der eller ikke.
Pasienten er tidligere frisk. Hun har 2 barn. Hun har ikke hatt
menstruasjon siste 2-3 år, men har ellers ikke hatt symptomer på
overgangsalder. Hun har deltatt i det nasjonale
mammografiscreeningprogrammet, og siste mammografi var tatt
for 6 mnd. siden.
<<<
Supplerende vignett: <br>
Pasienten har deltatt i det nasjonale
mammografiscreeningprogrammet.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilken aldersgruppe er inkludert og hvor ofte inviteres
kvinner til undersøkelse i
mammografiscreeningprogrammet?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
50-70 år (1 p), annethvert år (1 p).
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 poeng for hvert riktig delsvar.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Tidligere vignett:
<<<
En 53 år gammel kvinne oppsøker fastlege etter at hun for 2 uker
siden oppdaget en inndragning av huden på lateralsiden av
venstre bryst. Hun pleier ikke å undersøke egne bryst, men hun
gjorde det etter at hun oppdaget denne inndragningen. Hun syns
vevet er noe tettere under inndragningen, men er usikker på om
det er en kul der eller ikke.
Pasienten er tidligere frisk. Hun har 2 barn. Hun har ikke hatt
menstruasjon siste 2-3 år, men har ellers ikke hatt symptomer på
overgangsalder. Hun har deltatt i det nasjonale
mammografiscreeningprogrammet, og siste mammografi var tatt
for 6 mnd. siden.
<<<
Ingen egen vignett.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva er hensikten med screening med mammografi?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Hensikten er å oppdage brystkreft tidlig, og dermed bedre
prognosen (1 p for begge deler, 0,5 poeng for bare ett delsvar).
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Se over.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Tidligere vignett:
<<<
En 53 år gammel kvinne oppsøker fastlege etter at hun for 2 uker
siden oppdaget en inndragning av huden på lateralsiden av
venstre bryst. Hun pleier ikke å undersøke egne bryst, men hun
gjorde det etter at hun oppdaget denne inndragningen. Hun syns
vevet er noe tettere under inndragningen, men er usikker på om
det er en kul der eller ikke.
Pasienten er tidligere frisk. Hun har 2 barn. Hun har ikke hatt
menstruasjon siste 2-3 år, men har ellers ikke hatt symptomer på
overgangsalder. Hun har deltatt i det nasjonale
mammografiscreeningprogrammet, og siste mammografi var tatt
for 6 mnd. siden.
<<<
Supplerende vignett: <br>
Fastlege gjør en klinisk undersøkelse
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Beskriv relevant og målrettet klinisk undersøkelse av denne
pasienten
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Pasienten kler av seg på overkroppen (0,25p). Begge (0,25p)
bryst og begge aksiller skal undersøkes. Hun sitter i stolen.
Fastlege inspiserer (0,25p) med armene ned, deretter med
begge armene løftet over hodet. Her ser man etter asymmetri,
hudforandringer, inndragninger og hevelser. Palpasjon
supraclaviculært og infraclaviculært (0,25p). Videre undersøkes
området fra clavicula og ned til brystet (0,25p) med flat hånd og
strykende bevegelse med fast (ikke hardt) trykk ned mot brystet.
Deretter systematisk palpasjon av brystet bimanuelt (0,25p)
mens pasienten har armene ned og systematisk palpasjon av
brystet mot thorax (0,25p) med arm på samme side opp slik at
brystet strekkes mest mulig opp over thorax. Til slutt palpasjon i
begge aksiller (0,25p).
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Hver understreking viser ¼ poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Tidligere vignett:
<<<
En 53 år gammel kvinne oppsøker fastlege etter at hun for 2 uker
siden oppdaget en inndragning av huden på lateralsiden av
venstre bryst. Hun pleier ikke å undersøke egne bryst, men hun
gjorde det etter at hun oppdaget denne inndragningen. Hun syns
vevet er noe tettere under inndragningen, men er usikker på om
det er en kul der eller ikke.
Pasienten er tidligere frisk. Hun har 2 barn. Hun har ikke hatt
menstruasjon siste 2-3 år, men har ellers ikke hatt symptomer på
overgangsalder. Hun har deltatt i det nasjonale
mammografiscreeningprogrammet, og siste mammografi var tatt
for 6 mnd. siden.
<<<
Supplerende vignett: <br>
Fastlegens undersøkelse bekrefter at det er en inndragning i
venstre bryst og en diffus tetthet i vevet rett under. Ellers ble det
ikke funnet noe galt ved undersøkelsen. Fastlegen henviser
pasienten til sykehuset for videre undersøkelser.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke undersøkelser skal gjøres?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Ved brystdiagnostisk senter blir det først gjort mammografi (1p)
av begge bryst. Deretter gjør mammaradiolog ultralyd (0,5 p) av
begge bryst og begge aksiller. Hvis det er patologi ved disse
undersøkelsene, tas det biopsi eller finnålsprøve (0,5p). Prøvene
tas vanligvis ultralydveiledet, evt. stereotaktisk.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Mammografi er viktigst, derfor 1 poeng. UL og prøvetaking er
også viktig, men ikke første trinn, 1 poeng til sammen for disse 2
elementene. Pasienten var til mammografi for 6 mnd siden, men
det forventes at studentene skjønner at brystkreft kan ha kommet
etter det, og at mammografi må gjøres på nytt. Det forventes ikke
at studentene vet at det av og til er nødvendig med stereotaktisk
prøve.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Tidligere vignett:
<<<
En 53 år gammel kvinne oppsøker fastlege etter at hun for 2 uker
siden oppdaget en inndragning av huden på lateralsiden av
venstre bryst. Hun pleier ikke å undersøke egne bryst, men hun
gjorde det etter at hun oppdaget denne inndragningen. Hun syns
vevet er noe tettere under inndragningen, men er usikker på om
det er en kul der eller ikke.
Pasienten er tidligere frisk. Hun har 2 barn. Hun har ikke hatt
menstruasjon siste 2-3 år, men har ellers ikke hatt symptomer på
overgangsalder. Hun har deltatt i det nasjonale
mammografiscreeningprogrammet, og siste mammografi var tatt
for 6 mnd. siden.
<<<
Supplerende vignett: <br>
I noen tilfeller oppdager kvinner inndragninger i brystet, men uten
at det kjennes noen patologi ved palpasjon
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva hadde du som fastlege gjort hvis det ikke var patologi å
kjenne ved palpasjon av brystet?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Henvise likevel
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Kun å henvise likevel. Inndragning som er beskrevet, er
brystkreft inntil det motsatte er bevist. Observasjon og så
henvisning etter noen uker er ikke godt nok. Det er ingen grunn
til å avvente, det vil bare gi en forsinkelse i diagnostikk av en
alvorlig sykdom.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Tidligere vignett:
<<<
En 53 år gammel kvinne oppsøker fastlege etter at hun for 2 uker
siden oppdaget en inndragning av huden på lateralsiden av
venstre bryst. Hun pleier ikke å undersøke egne bryst, men hun
gjorde det etter at hun oppdaget denne inndragningen. Hun syns
vevet er noe tettere under inndragningen, men er usikker på om
det er en kul der eller ikke.
Pasienten er tidligere frisk. Hun har 2 barn. Hun har ikke hatt
menstruasjon siste 2-3 år, men har ellers ikke hatt symptomer på
overgangsalder. Hun har deltatt i det nasjonale
mammografiscreeningprogrammet, og siste mammografi var tatt
for 6 mnd. siden.
<<<
Ingen egen vignett.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Er blodprøver til hjelp for å avklare hva pasientens
inndragning i brystet er?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Nei
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Kun det. Blodprøver er ikke til hjelp for å diagnostisere eller
utelukke brystkreft.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Mann 22 år oppsøkte fastlegen grunnet synlig kul på venstre
side av halsen som han har hatt i tre måneders tid. Den har
variert litt i størrelse, men synlig. Samtidig har almenntilstand
vært stort sett god. Han er fra før nyretransplantert og står på
immunsuppressiv behandling.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Nevn de vanligste tilstandene (minst 4) som kan gi
forstørret lymfeknuter hos pasienter i denne aldersgruppen.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
1.Infeksjon av ulike slag <br>
2.Inflammasjon <br>
3.Autoimmune sykdommer. <br>
4.Maligne blodsykdommer. <br>
KML, myelofibrose, Hodgkins lymfom, ALL, lymfom gir alle 0,5
p. <br>
KLL, hårcelleleukemi, AML, akutt leukemi, myelomatose gir ikke
poeng (KLL forekommer ikke under 30 år) <br>
5. Metastaser fra annen kreftsykdom <br>
6. Cyster
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Maligne blodsykdommer og metastaser, infeksjon, autoimmun
sykdom, cyste
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Tidligere vignett:
<<<
Mann 22 år oppsøkte fastlegen grunnet synlig kul på venstre
side av halsen som han har hatt i tre måneders tid. Den har
variert litt i størrelse, men synlig. Samtidig har almenntilstand
vært stort sett god. Han er fra før nyretransplantert og står på
immunsuppressiv behandling.
<<<
Ingen egen vignett.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke kliniske undersøkelser ut over undersøkelse av
halsen er viktig hos denne pasienten? Gi en kort
begrunnelse.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
1.Undersøkelse av alle overfladiske glandelstasjoner. <br>
2. Inspeksjon av munnhule/svelg og undersøkelse av halsen <br>
3. Undersøkelse abdomen inkl lever og milt. <br>
4. Undersøkelse av mannlig genitalia (testikler) <br>
5. Inspeksjon av hud <br>
6. Vurdere infeksjonstegn (inkludert feber) <br> <br>
Begrunnelse: <br>
Utelukke malignitet inkludert testikkelkreft og malignt melanom,
evt som følge av immunsuppressiv behandling. Testikkelkreft
kan spre seg til lymfeknuter <br>
Utelukke sykdom i skjoldbruskkjertel <br>
Utelukke infeksjon f eks mononukleose
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Munnhule/svelg og overfladisk glandelstasjoner, abdomen inkl
milt samt testikler må være med for å gi full score
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Tidligere vignett:
<<<
Mann 22 år oppsøkte fastlegen grunnet synlig kul på venstre
side av halsen som han har hatt i tre måneders tid. Den har
variert litt i størrelse, men synlig. Samtidig har almenntilstand
vært stort sett god. Han er fra før nyretransplantert og står på
immunsuppressiv behandling.
<<<
Ingen egen vignett.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke symptomer og funn kan gi mistanke om at det her
dreier seg om evt lymfekreft?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Økt infeksjonstendens; vedvarende feber av ukjent årsak;
blødningstendens; blodpropp i armer/bein eller lunger; utilsiktet
vekttap; nattesvette; forstørrede lymfeknuter; forstørret milt
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0,5 p for hver av følgende feber, nattesvette, vekttap, forstørret
glandelsvulst/ forstørret milt, max 1,5 p
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Tidligere vignett:
<<<
Mann 22 år oppsøkte fastlegen grunnet synlig kul på venstre
side av halsen som han har hatt i tre måneders tid. Den har
variert litt i størrelse, men synlig. Samtidig har almenntilstand
vært stort sett god. Han er fra før nyretransplantert og står på
immunsuppressiv behandling.
<<<
Ingen egen vignett.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Nevn hovedtrekkene i patogenesen til lymfekreftutvikling
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Lymfomer oppstår i forskjellige stadier I lymfocyttenes
differensiering, fra umodne lymfoide forstadier i benmarg og
thymus til modne lymfocytter og terminalt differensierte
plasmaceller
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Riktig svar over
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Tidligere vignett:
<<<
Mann 22 år oppsøkte fastlegen grunnet synlig kul på venstre
side av halsen som han har hatt i tre måneders tid. Den har
variert litt i størrelse, men synlig. Samtidig har almenntilstand
vært stort sett god. Han er fra før nyretransplantert og står på
immunsuppressiv behandling.
<<<
Ingen egen vignett.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Nevn 4 normale funksjoner som milten har i kroppen
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
1. Lymfoid organ som produserer lymfocytter, deltar i
immunforsvaret osv. <br>
2. Deltar i modningen av lymfocytter <br>
3. Renser ut celler på grunn av alder (120 dager for
erytrocytter), skade (endret form, sfærocytter, defekte røde),
røde som er dekket med antistoffer (autoimmun hemolytisk
anemi) <br>
4. Reservoir for alle typer blodceller
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0,5 poeng for hver av punktene, max 1 poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Tidligere vignett:
<<<
Mann 22 år oppsøkte fastlegen grunnet synlig kul på venstre
side av halsen som han har hatt i tre måneders tid. Den har
variert litt i størrelse, men synlig. Samtidig har almenntilstand
vært stort sett god. Han er fra før nyretransplantert og står på
immunsuppressiv behandling.
<<<
Ingen egen vignett.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Pasienten står på immunsuppressiv behandling. Hva er en
av årsakene til økt kreftrisiko for disse pasienten?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Den viktigste kjente risikofaktor for å utvikle B-celle neoplasier er
forandringer i immunsystemet, enten ved immunsuppresjon eller
autoimmunitet. Såkalt post-transplantasjons-lymfoproliferative
tilstander (oftest B-celle lymfomer) forekommer hos pasienter
som er organtransplanterte og bruker immundempende
medikamenter i den hensikt å forhindre «graft versus host»-
sykdom og avstøting av transplantater. Her er sannsynligvis
redusert immunstatus sammen viktig for patogenesen.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Nedsatt immunstatus
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Tidligere vignett:
<<<
Mann 22 år oppsøkte fastlegen grunnet synlig kul på venstre
side av halsen som han har hatt i tre måneders tid. Den har
variert litt i størrelse, men synlig. Samtidig har almenntilstand
vært stort sett god. Han er fra før nyretransplantert og står på
immunsuppressiv behandling.
<<<
Ingen egen vignett.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva er tumorlysesyndom, og hvordan kan det forebygges
og behandles
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Dette betegner en tilstand med hyperkalemi, hypermagnesemi,
hyperfosfatemi, hyperurikemi samt forhøyet kreatinin og urinstoff
som tegn på nyresvikt og som oppstår når et stort antall
kreftceller går raskt i oppløsning. (1 p) Det er viktig å være
oppmerksom på og forebygge utvikling av denne livstruende
komplikasjonen ved kreftformer der oppstart av behandling
medfører raskt celledrap. Problemet ses ofte ved akutte
leukemier, lymfoblastlymfom og Burkitt lymfom, mindre hyppig
ved andre aggressive B og T-celle lymfomer, og fortrinnsvis der
det foreligger store tumormasser. <br>
Profylakse mot tumorlyse syndrom består av forsert diurese
(alkalinisert diurese ved forhøyet urinsyre og / eller ved bruk av
høydose metotreksat), man tilstreber en diurese på 4–5 l per
døgn med pH helst over 7 døgnet før og de første 2–3 døgn etter
oppstart av terapi, samt behandling med allopurinol tabletter i 2–
3 uker. (1p ) Alkalinisert diurese øker presipitasjon av
kalsiumfosfatkrystaller i nyrene, men nedsetter utfelling av
urinsyrekrystaller og gir lavere nyretoksisitet av metotreksat.
Pasientene bør observeres nøye de første døgn og undersøkes
daglig mht elektrolytt-forstyrrelser og stigning i urinsyre, kreatinin
og urea. Pasienter som på forhånd har redusert nyrefunksjon, er
mer utsatt.. Rasburicase (Fasturtec®) hindrer og reduserer
hyperurikemi. Dette er en rekombinant urinsyre oksydase og er
svært effektivt.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Elektrolyttforstyrrelsene og nyresvikt (1 p). <br>
Profylakse med forsert diurese og alkalinisert diurese m
virkningsmekanismer (1 p)
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
En eldre kvinne ble lagt inn på sykehus som øyeblikkelig hjelp med
sterke smerter i øvre deler av buken, i områdene merket 1-4 på
figuren under. <br>
[img[IIAB-2024s-4A.png]]
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva er navnet på disse 4 regionene? (0,5 p for riktig delsvar,
totalt 2 p).
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
1) Regio hypochondriaca dexter (hypochondrium, hypokondriet) <br>
2) Regio epigastrica (epigastriet) <br>
3) Regio abdominis lateralis dexter (“lumbar región”) <br>
4) Regio umbilicalis
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Hvert delsvar gir 0,5 p, totalt 2 p. Poeng gis også om «dexter» er
utelatt
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Tidligere vignett:
<<<
En eldre kvinne ble lagt inn på sykehus som øyeblikkelig hjelp med
sterke smerter i øvre deler av buken, i områdene merket 1-4 på
figuren under. <br>
[img[IIAB-2024s-4A.png]]
<<<
Supplerende vignett: <br>
Hun ble operert, og operasjonsmaterialet ble sendt til
patologiavdelingen for mikroskopisk undersøkelse. På bildet under er
det et mikrobilde av tumorvevet (hematoksylin/eosin, 200x) (Foto: SH
Torp). <br>
[img[IIAB-2024s-4B.png]]
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva er den mest sannsynlige tumordiagnosen?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Ventrikkelkarsinom, adenokarsinom, intestinal type.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
For å få 1,5 p. må adenokarsinom av intestinal type være angitt. Bare
karsinom gir 0,5 p, adenokarsinom gir 1 p.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Tidligere vignett:
<<<
En eldre kvinne ble lagt inn på sykehus som øyeblikkelig hjelp med
sterke smerter i øvre deler av buken, i områdene merket 1-4 på
figuren under. <br>
[img[IIAB-2024s-4A.png]]
<<<
Ingen egen vignett.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke andre maligne tumores i ventrikkelen kan manifestere seg
som en ulcerende tumor (hovedtyper)? (0,5 p for hvert delsvar,
maks 2 p.)
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
1) Andre typer adenokarsinom som: i) diffus type, ii)
signetringcellekarsinom <br>
2) Nevroendokrint karsinom <br>
3) Malignt non-Hodgkins lymfom <br>
4) Gastrointestinal stromal tumor (GIST) <br>
5) Sarkom <br>
6) Metastase
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Hvert delsvar gir 0,5p. <br>
Angående adenokarsinom: Det gis poeng for hver type som angis. <br>
Angående nevroendokrint karsinom: Nevroendokrin tumor,
nevroendokrint neoplasme og carcinoid tumor (karsinoid) godtas også. <br>
Angående lymfom: Her gis det også poeng for bare malignt lymfom og
lymfomer, det gis ikke noen ekstra poeng for undertyper som f.eks. Bel. T-cellelymfom, osv. <br>
Angående sarkom: Det gis ikke poeng for ulike typer sarkom.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Tidligere vignett:
<<<
En eldre kvinne ble lagt inn på sykehus som øyeblikkelig hjelp med
sterke smerter i øvre deler av buken, i områdene merket 1-4 på
figuren under. <br>
[img[IIAB-2024s-4A.png]]
<<<
Supplerende vignett: <br>
Pasientens tumor hadde vokst igjennom serosa.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva kan det føre til? (1 p)
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Tumorvevet kan spre seg til hele buken (abdominal karsinomatose).
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Her gis det bare poeng om det fremgår av svaret at studenten har
forstått at tumors gjennomvekst av serosa innebærer at tumorceller
kan spre seg til hele bukhulen.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Tidligere vignett:
<<<
En eldre kvinne ble lagt inn på sykehus som øyeblikkelig hjelp med
sterke smerter i øvre deler av buken, i områdene merket 1-4 på
figuren under. <br>
[img[IIAB-2024s-4A.png]]
<<<
Supplerende vignett: <br>
I forbindelse med den histopatologiske undersøkelsen av
operasjonspreparatet, fant man også følgende forandringer av
kjertelepitelet som vist sentralt i bildet under (hematoksylin/eosin,
200x) (Foto: SH Torp). <br>
[img[IIAB-2024s-4E.png]]
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
a) Hva er den histopatologiske diagnosen på en slik forandring i
slimhinnen? (1 p) <br>
b) Hva kalles de lyse cellene i disse omdannede kjertlene (noen
innringet med rødt)? (0,5 p)
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
a) Fokal intestinal metaplasi <br>
b) Begerceller.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Angående a): Bare intestinal metaplasi gir også 1 p, bare metaplasi gir
0,5 p. <br>
Angående b) Den engelske betegnelsen goblet cell godtas også.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Tidligere vignett:
<<<
En eldre kvinne ble lagt inn på sykehus som øyeblikkelig hjelp med
sterke smerter i øvre deler av buken, i områdene merket 1-4 på
figuren under. <br>
[img[IIAB-2024s-4A.png]]
<<<
Ingen egen vignett.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva kan en slik tilstand som i spørsmål 5 føre til?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Det kan disponere for dysplasiutvikling i kjertelepitelet og senere
utvikling av adenokarsinom.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Angivelse av dysplasi gir 0,5 p, angivelse av adenokarsinomutvkling gir
0,5 p (bare karsinomutvikling honoreres også med 0,5 p), i alt 1 p.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Tidligere vignett:
<<<
En eldre kvinne ble lagt inn på sykehus som øyeblikkelig hjelp med
sterke smerter i øvre deler av buken, i områdene merket 1-4 på
figuren under. <br>
[img[IIAB-2024s-4A.png]]
<<<
Ingen egen vignett.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke tilstander i ventrikkelslimhinnen disponerer for
forandringer som vist på bildet under spørsmål 5? (0,5 p for hvert
riktig delsvar, maks. 1 p)
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
a) Kronisk gastritt forårsaket av Helicobacter pylori
(Helicobactergastritt) <br>
b) Autoimmun gastritt
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0,5 p. for hvert delsvar, maks. 1 p.
</$details>
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
<div class="oppgave">
<div class="vignett">
!!Vignett
På prenatal ultralyd finner jordmor et guttefoster med utvidelse av venstre nyrebekken. Nyrebekkenet måler 20 mm i anteroposterior diameter. Det er normalt nyreparenchym og ingen utvidelse av ureter. Ved øvrige kontroller i svangerskapet er tilstanden stabil, og fødselen går ukomplisert. Mor er førstegangsfødende og får ikke i gang melkeproduksjonen før på tredje dag. Hun får derfor 3 dagers liggetid på barsel. Barnet følges opp av barnekirurg, som bestiller en bildeundersøkelse som gjøres på tredje levedag.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilken bildeundersøkelse er best egnet for dette og hvorfor?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Ultralyd (1 poeng, trenger ikke ha med nyrer/urinveier for å få full score). Denne undersøkelsen kan gjennomføres uten større forberedelse (som f.eks. sedering), enkelt å utføre, lite ressurskrevende, ingen ioniserende stråling, lett å repetere og da sammenligne resultater, ikke invasiv. (Må ha tre punkter for å få 1 poeng).
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Fra forrige vignett:
<<<
På prenatal ultralyd finner jordmor et guttefoster med utvidelse av venstre nyrebekken. Nyrebekkenet måler 20 mm i anteroposterior diameter. Det er normalt nyreparenchym og ingen utvidelse av ureter. Ved øvrige kontroller i svangerskapet er tilstanden stabil, og fødselen går ukomplisert. Mor er førstegangsfødende og får ikke i gang melkeproduksjonen før på tredje dag. Hun får derfor 3 dagers liggetid på barsel. Barnet følges opp av barnekirurg, som bestiller en bildeundersøkelse som gjøres på tredje levedag.
<<<
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva har opplysningene om manglende melkeproduksjon å si for vurderingen av størrelsen på nyrebekkenet på denne første bildeundersøkelsen?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Barnet er __dehydrert og har lav urinproduksjon__, så dette må tas med i beregningen når man vurderer størrelse på nyrebekkenet (0,5 poeng). Størrelsen på nyrebekkenet vil nå __sannsynligvis være mindre enn den reelle størrelsen__ gitt stabilisert urinproduksjon (0,5 poeng). Det kan ta over 1 uke (evt. flere før urinproduksjonen er stabilisert, slik at klinikerne kan vurdere videre oppfølging/utredning. (Understreket del må være med for å få poeng)
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Barnets far (39 år) får etter hjemkomst fra sykehuset sterke anfallsvise smerter på venstre side av ryggen som stråler ned mot venstre lyskeregion. Han har fra tidligere hypertensjon og er plaget med residiverende urinveisinfeksjoner (3-4 ganger per år). Han nyter 2 enheter alkohol i helgene, men aldri ellers. Ingen faste medisiner. Etter 1 døgn med flere anfall oppsøker han sin fastlege. Ved klinisk undersøkelse og laboratorietester finner fastlegen: uøm abdomen med unntak av bankeøm venstre nyrelosje, 3+ på blod i urinen (urinstix), CRP < 5 (normalverdi < 5). Mens pasienten er på fastlegekontoret får han et nytt anfall, som ikke lar seg kupere av diclofenac (Voltaren) gitt intramuskulært. Fastlegen velger derfor å legge inn pasienten som ø.hjelp med en henvisning til en bildeundersøkelse på bakgrunn av tentativ diagnose.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Lag en kort og konsis henvisningstekst til den aktuelle bildeundersøkelsen, hvor du:
# tar med informasjon som du oppfatter som relevante å ha med på en henvisning til denne bildeundersøkelsen (1,5 poeng)
# hvor du foreslår den mest sannsynlige diagnosen (1 poeng)
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
# Relevant:
#* Tidligere sykdommer: Hypertensjon. Hyppige UVI (3-4 ganger/år).
#* Sykehistorie: 1 døgn med sterke anfallsvise smerter venstre side rygg med utstråling til venstre lyske. Lar seg ikke kupere med tiltak på fastlegekontoret.
#* Klinisk undersøkelse/Funn: Uøm abdomen, men unntak av bankeøm venstre nyrelosje, 3+ blod urinstix, CRP < 5. Nyre/Ureter-stein?
#* Overnevnte bør være med for å få full score (1,5 poeng)
# Nyre/Ureter-konkrement/steins-anfall (1 poeng)
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Fra forrige vignett:
<<<
Barnets far (39 år) får etter hjemkomst fra sykehuset sterke anfallsvise smerter på venstre side av ryggen som stråler ned mot venstre lyskeregion. Han har fra tidligere hypertensjon og er plaget med residiverende urinveisinfeksjoner (3-4 ganger per år). Han nyter 2 enheter alkohol i helgene, men aldri ellers. Ingen faste medisiner. Etter 1 døgn med flere anfall oppsøker han sin fastlege. Ved klinisk undersøkelse og laboratorietester finner fastlegen: uøm abdomen med unntak av bankeøm venstre nyrelosje, 3+ på blod i urinen (urinstix), CRP < 5 (normalverdi < 5). Mens pasienten er på fastlegekontoret får han et nytt anfall, som ikke lar seg kupere av diclofenac (Voltaren) gitt intramuskulært. Fastlegen velger derfor å legge inn pasienten som ø.hjelp med en henvisning til en bildeundersøkelse på bakgrunn av tentativ diagnose.
<<<
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilken bildeundersøkelse er hyppigst brukt rutinemessig for å påvise denne tilstanden og akutte komplikasjoner til denne (1 poeng)?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Lavdose CT Urinveier uten intravenøs, per oral eller rektal kontrast (1 poeng). Følgende svar skal også gi full uttelling: Stein-CT, Lavdose CT Urinveier, Lavdose CT urinveier uten kontrast.
Kun «CT» eller CT Urinveier gir 0,5 poeng.
Følgende svar skal ikke gi uttelling: Røntgen, Røntgen urinveier, Røntgen oversikt abdomen. Ultralyd. Ultralyd nyrer. Ultralyd urinveier. Ultralyd abdomen. MR. Scintigrafi.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Ved den aktuelle undersøkelsen i oppgave 3 gjør man følgende funn, eksemplifisert ved bilde 1, 2 og 3 (disse bildene er fra 3 forskjellige pasienter med 3 ulike modaliteter).
''Bildene mangler i oppgaven som er lagt ut''
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
# Hvilket funn er dette? (1 poeng)
# Hvilken modalitet er brukt til å lage de ulike bildene? (1 poeng)
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
# Hydronefose (1 poeng). Utvidet/dilatert samlesystem/calyces i nyren kan også godtas men gir da kun 0.5 poeng. Studentene trenger ikke angi hvilken grad av hydronefrose som foreligger. Det er ulik grad av hydronefrose på de ulike bildene, eventuell gradering av hydronefrosen skal ikke vektlegges ved poenggiving.
# Bilde 1: Ultralyd. Bilde 2: CT. Bilde 3: MR. (1/3 poeng for hvert rett svar, totalt 1 poeng)
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Ved hematuriutredning gjøres det ofte en 3-fase-CT. Forklar kort hva dette innebærer.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
En tre-fase CT er en CT undersøkelse hvor man har gjort 3 avbildninger av det man ønsker å avbilde, hvor det er ulik tid for hvor lenge siden det er den intravenøse kontrasten ble gitt (uten kontrast kan også være en fase (da lik t=0)). Urologer omtaler gjerne en tre-fase CT som en CT urinveier, hvor de tre ulike fasene er 1. __uten kontrast__, 2. med kontrast 80 sekunder etter injeksjon (__venøs/parenchymatøs corticomedullær/nefrogram fase/hvor kontrasten lades i nyreparenchymet__) og 3. med kontrast etter 10 minutter hvor kontrasten har fylt opp __samlesystemet (nyrebekken), ureters og urinblæren (utskillelsesfase)__. Understrekede deler må være med for få full uttelling (1,5 poeng).
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Per og Kari er besteforeldre til Ola som fikk tykktarmskreft 27 år gammel. Per ble operert for tykktarmskreft da han var 40 år, mens Kari fikk brystkreft 73 år gammel. Per og Karis datter, Lise, er Olas mor. Lise fikk påvist endometriekreft og tykktarmskreft, henholdsvis 36 og 48 år gammel. Lise har to brødre, Tom og Inge, som ikke har hatt noen form for kreft. Toms datter Mari, fikk tykktarmskreft 32 år gammel. Som familiens fastlege, henviser du familien til genetisk utredning på grunn av mistanke om arvelig kreft.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Tegn slektstre for denne familien og angi de som har hatt kreft
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
<<imgLink "IIC-2015-2-A.PNG" 600>>
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Forrige vignett:
<<<
Per og Kari er besteforeldre til Ola som fikk tykktarmskreft 27 år gammel. Per ble operert for tykktarmskreft da han var 40 år, mens Kari fikk brystkreft 73 år gammel. Per og Karis datter, Lise, er Olas mor. Lise fikk påvist endometriekreft og tykktarmskreft, henholdsvis 36 og 48 år gammel. Lise har to brødre, Tom og Inge, som ikke har hatt noen form for kreft. Toms datter Mari, fikk tykktarmskreft 32 år gammel. Som familiens fastlege, henviser du familien til genetisk utredning på grunn av mistanke om arvelig kreft.
<<<
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilket arvemønster er mest sannsynlig? (1 poeng) Gjør en vurdering av penetransen for kreftrisiko i denne familien (2 poeng)
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Autosomal dominant arv med redusert penetrans er mest sannsynlig. Dominant fordi kreft forekommer i alle 3 generasjoner. Autosomal fordi den arves til og fra begge kjønn. Redusert penetrans fordi Lisas bror selv ikke har hatt kreft, mens hans datter har det. Kari, som fikk brystkreft 73 år gammel, har trolig en sporadisk kreft (ikke arvelig kreftsyndrom).
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Forrige vignett:
<<<
Per og Kari er besteforeldre til Ola som fikk tykktarmskreft 27 år gammel. Per ble operert for tykktarmskreft da han var 40 år, mens Kari fikk brystkreft 73 år gammel. Per og Karis datter, Lise, er Olas mor. Lise fikk påvist endometriekreft og tykktarmskreft, henholdsvis 36 og 48 år gammel. Lise har to brødre, Tom og Inge, som ikke har hatt noen form for kreft. Toms datter Mari, fikk tykktarmskreft 32 år gammel. Som familiens fastlege, henviser du familien til genetisk utredning på grunn av mistanke om arvelig kreft.
<<<
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Inge har en sønn. Hva er risikoen for at denne sønnen skal få kreft?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Selv om Inge er frisk selv, kan Inge ha arvet genfeil fra far (Per), siden det ikke er full penetrans. Det er 50% risiko for at Inge har arvet fars genfeil. Videre er det 50% risiko igjen for at hans sønn arver denne feilen. Risikoen blir da 0,5x0,5=0,25 (25%).
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Forrige vignett:
<<<
Per og Kari er besteforeldre til Ola som fikk tykktarmskreft 27 år gammel. Per ble operert for tykktarmskreft da han var 40 år, mens Kari fikk brystkreft 73 år gammel. Per og Karis datter, Lise, er Olas mor. Lise fikk påvist endometriekreft og tykktarmskreft, henholdsvis 36 og 48 år gammel. Lise har to brødre, Tom og Inge, som ikke har hatt noen form for kreft. Toms datter Mari, fikk tykktarmskreft 32 år gammel. Som familiens fastlege, henviser du familien til genetisk utredning på grunn av mistanke om arvelig kreft.
<<<
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilken oppfølging kan denne familien tilbyes fra helsevesenet?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Familien kan få tilbud om jevnlig koloskopi for å finne kreft på tidlig stadium, for å forhindre at de får utvikling av alvorlig kreftsykdom. De kan også få tilbud om gentesting i gener som er kjent å være involvert i arvelig tarmkreft. I denne familien kan det mistenkes Lynch syndrom (HNPCC), siden det er mange tilfeller av tarmkreft og også et tilfelle av endometriekreft. Hvis genfeilen blir identifisert, kan de som er mutasjonsbærere få tilbud om årlig koloskopi og ultralydundersøkelse av endometriene.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Jeg mener det bare er oppgave 4 som kan vektes, og der synes jeg de bør ha med Lynch syndrom og tilbud om årlig koloskopi og UL for å få 3 poeng, 2 poeng hvis de bare beskriver dette generelt.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
På legevakt blir du oppsøkt av en mann på 65 år med dysuri. Han forteller om svie ved
vannlating. Han forteller at han den siste tiden har vært oppe 3-4 ganger hver natt med plutselig
trang til vannlating.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
# Hvilke to diagnoser er mest sannsynlige (0,5 poeng)
# Hvilken utredning bør du gjøre på fastlegekontoret? (1,5 poeng)
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
# ''Cystit/ nedre urinveisinfeksjon, prostatisme'' (0,5 poeng)
# Anamnese (''tegn på prostatisme'': hesitanse, strålekraft, etterdrypp), Klinisk undersøkelse (''Prostatapalpasjon''/måling av resturin) og Lab: ''Urin stix/dyrkning'', CRP/leukocytter, ''PSA'' (svakhet ved samtidig infeksjon) (1,5 poeng)
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Uthevninger i fet skrift i veiledningen angir momenter som skal være med for å få 2 poeng.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Pasienten er i god allmenntilstand, og du bestemmer deg for å behandle han med perorale antibiotika.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
# Hvilken mikrobe er mest sannsynlig årsak til infeksjonen? (0,5 poeng)
# Nevn to ulike antimikrobielle midler som vil være aktuelle ved denne tilstanden. (1 poeng)
# Hvor mange dager bør behandlingen gis, basert på pasientens alder og kjønn? (0,5 poeng)
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
# ''E. coli'' (0,5poeng)
# ''Trimetoprim-sulfa (Bactrim)'' eller ''mecillinam (Selexid)'' tabletter (1poeng)
# ''7-10 dager'' behandling, ikke 3-dagers kurer til menn hvor prostata kan være et reservoar for bakterier (0,5poeng)
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Uthevninger i fet skrift i veiledningen angir momenter som skal være med for å få 2 poeng.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Et halvt år senere møter du igjen pasienten som primærvakt på Medisinsk avdeling. Ved undersøkelsen finner du at han har nedsatt bevissthet og har blodtrykk (BT) på 75/50, puls: 130, respirasjonsrate (RR): 36 og feber (39.5˚C). Han har 3 dager forut for innleggelsen vært hos fastlegen og fått foreskrevet Trimetoprim tabletter grunnet mistanke om urinveisinfeksjon.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
# Hvilken diagnose er mest sannsynlig. Begrunn svaret. (1 poeng)
# Hvilken videre utredning bør du gjøre før oppstart med antibiotika? (0,5 poeng)
# Hvilke tiltak bør du sette i gang i akuttmottaket før oppstart med antibiotika? (0,5 poeng)
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
# Diagnose: Alvorlig ''urosepsis''. Sepsis mistenker man da det foreligger 3 av 4 tegn på systemisk inflammasjonssyndrom (SIRS, puls >90, RR>20, Temp>38˚C) og det er mistenkt infeksjon. Dette er en ''alvorlig sepsis'' siden han er hypotensiv (systolisk BT<100 mmHg) og har tegn på ''organ-dysfunksjon'' (redusert bevissthet) (1 poeng).
# Utredning: Urinstix/dyrkning, blodprøver, ''blodkultur, arteriell blodgass'', røntgen thorax (0,5 poeng)
# Tiltak: Etablere intravenøs tilgang og starte infusjon av ''parenteral væske''. Legge inn ''urinveiskateter'' for å måle timediurese (0.5 poeng).
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Uthevninger i fet skrift i veiledningen angir momenter som skal være med for å få 2 poeng.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Du bestemmer deg for å starte behandling med antibiotika i akuttmottaket. Du har ikke svar på
blodprøvene som er tatt ennå.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
# Hvilken antibiotikabehandling bør du starte? (1 poeng)
# Begrunn svaret ut fra sannsynlige mikrober som kan gi denne infeksjonen? (1 poeng)
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
# ''Ampicillin'' 2g x4 og ''gentamicin'' 5 mg/kg x1 i.v. Alternativt kan man gi et 3. generasjons cefalosporin (cefotaksim eller ceftriaxon), men det er understreket at ampi/genta er førstevalg (1 poeng).
# Begrunnelse: De mest sannsynlige bakteriene er ''E. coli'' og andre gram-negative staver, men her må vi også dekke for ''enterokokker'' som er relativt vanlig ved kompliserte urinveisinfeksjoner (spesielt hos menn). Derfor ampicillin som enterokokkdekning (dette medikamentet er også bedre mot gram-negative staver enn vanlig penicillin) og gentamicin som dekning mot gram-negative staver (E.coli, Klebsiella, Proteus) (1 poeng).
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Uthevninger i fet skrift i veiledningen angir momenter som skal være med for å få 2 poeng.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Neste natt ringer sykepleier fra sengeposten og ber deg om å komme for å tilse pasienten som er blitt dårligere. Sykepleieren sier at pasienten responderte til å begynne med på den behandlingen du satte i gang, men nå er tilstanden ganske lik som da han kom inn. Siste måling viste BT: 80/50, puls: 115 og RR: 32. Den samme ettermiddagen er det gjort ultralyd av urinveiene. Denne viser betydelig hydronefrose på høyre side. Radiologen antyder at det kan være snakk om pyonefrose (puss i urinbekkenet).
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke tiltak bør du gjøre i denne situasjonen? Begrunn svaret
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
* Ta ny ''blodgass'' (0,5 poeng).
* Ta kontakt med anestesilege for å diskutere overflytting til intensiv for ''pressorbehandling'' (0,5 poeng).
* Ta kontakt med urolog evt. radiolog for innleggelse av ''nefrostomikateter'' (0,5 poeng).
* Vurder å ''skifte ut gentamicin'' med et 3. generasjons cefalosporin for å få bedre effekt i surt miljø (pyonefrose er å anse som en abscess med lav pH) (0,5 poeng).
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Uthevninger i fet skrift i veiledningen angir momenter som skal være med for å få 2 poeng.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
En 65 år gammel mann kommer til fastlegen. Det er egentlig kona som har sendt han da hun er bekymret for et sår som mannen har fått på høyre fot. Mannen er ikke sikker på hvor lenge han har hatt såret. Egentlig har han ikke noen plager fra foten, bortsett fra at forfoten har hovnet opp i løpet av de siste fjorten dagene. Han har ikke hatt feber. Mannen bedyrer at han for øvrig er frisk, bortsett fra at han hadde hjerteinfarkt for snart 10 år siden, og han tar tabletter for sukkersyke. Han hadde dessuten en manisk episode for vel et år siden og bruker olanzapin 10mg vesp. Han har gått en del opp i vekt i løpet av dette året, men legen hans sier han må fortsette med forebyggende medisin mot mani. Når fastlegen ber mannen ta av seg skoene og strømpene, ser han at mannen har et ganske stort sår under første metatarshode på høyre fot (bilde 1).
<<imgLink "IIC-2015-4-A.PNG">>
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilket tilleggsspørsmål bør fastlegen stille?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Følgende tilleggsspørsmål bør stilles: Hvordan har blodsukkeret vært i det siste?
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Dette gir skåre 1 poeng.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Fastlegen undersøker pasienten og finner at pasienten ikke har vibrasjonssans i foten. Da fastlegen ikke kan palpere puls i ankelnivå, måler han ankeltrykket og finner at ankel/arm indeksen er 1,3.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Gi en vurdering av denne indeksen.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Da fastlegen ikke kan palpere puls i ankelnivå, er det her med stor sannsynlighet snakk om et ''falskt forhøyet ankeltrykk''. Dette er et uttrykk for neuropati. Patofysiologien skyldes ''mediaforkalkning''. Dette gir en ''stiv og lite komprimerbar arterievegg''.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Max skåre 2 poeng dersom minst 3 av de fete markeringene er med. 1 poeng for 2 faktorer nevnt, 0.5 poeng for en faktor
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Ved videre undersøkelse finner fastlegen at såret går inn til beinvev.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Ut fra de opplysningene som hittil er gitt, hva taler for at fastlegen bør få pasienten innlagt/undersøkt ved nærmeste kirurgiske/ortopediske avdeling så fort som mulig?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Pasienten har ''ikke palpabel puls'' i ankelnivå. Såret er ''dypt''.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Max skåre 2 poeng dersom begge med fet skrift er nevnt, 1 poeng dersom et punkt er nevnt
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Det blir tatt røntgenbilde av foten (bilde 2). Ortopeden som vurderer røntgenbildet, mener pasienten har en kronisk osteomyelitt.
<<imgLink "IIC-2015-4-B.PNG">>
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke røntgenfunn gjør at ortopeden kommer til denne diagnosen?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Røntgenbildet viser ''destruksjon av beinvev og av leddet'' (1. metatarsofalangeal ledd). Slike forandringer kommer først etter flere uker og er uttrykk for en kronisk tilstand.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 poeng dersom svarer det med fet skrift.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Gi en vurdering av betydningen av olanzapin for tilstanden, og foreslå en endring i psykiatrisk medikamentell behandling som kan bedre helsetilstanden på lengre sikt.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Olanzapin kan føre til ''redusert blodsukkerkontroll samt gi vektøkning'' som indirekte også indirekte forverrer diabetes (1 poeng). Han bør ''bytte til et medikament'' som virker mot mani, men som gir mindre vektøkning og kanskje også mindre påvirkning av blodsukker, feks risperidon/ Risperdal, aripiprazol (Abilify) (1 poeng).
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva er de viktigste medisinske konsekvensene av denne typen sår?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
''Sykdommer i foten er den vanligste årsaken til sykehusopphold/innleggelse'' hos pasienter med diabetes mellitus. ''2-8 %'' av pasienter med diabetes mellitus har et diabetisk fotsår. Diabetiske fotsår er ''bakgrunnen for ca. 85 % av alle amputasjoner'' på underekstremitetene hos de som har diabetes mellitus.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Max skåre 2 poeng dersom alle momentene i fet skrift er belyst. 1 poeng og 1/2 poeng dersom henholdsvis 2 eller ett moment er nevnt.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Du tilkalles på legevakt til en mann på 35 år. Broren forteller at mannen har vært i arbeid og fungert godt, men har vært sykemeldt de siste to uker fordi han har vært sliten. Broren mener pasienten drikker for mye, men han vet ikke hvor mye. De siste tre dagene har pasienten blitt gradvis mer urolig med perioder med sinne, han snakker i ett sett uten at broren alltid forstår hva pasienten mener, og han har sovet lite og avbrutt. Han mener en lokal motorsykkelbande vil drepe ham. Når du undersøker pasienten, er han avvisende til samtale, vandrer sint rundt i rommet og virker engstelig.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Nevn minst fire sannsynlige diagnoser
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Mani med psykose, mixed state/ blandet episode med psykose, akutt (polymorf) psykose, abstinens med delir, intoksikasjon og rusutløst psykose. 0,5 poeng for hvert rett svar
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Du velger å legge ham inn på psykiatrisk avdeling mot hans vilje
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke innleggelsesparagrafer er aktuelle, og hva må man ha med av opplysninger i innleggelsesskrivet?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Tvungen observasjon (3-2) og tvungent psykisk helsevern (3-3) godtas.
Studenten trenger ikke huske sifrene for paragrafen. 0,5 poeng for begge.
Innleggelsesskrivet må inneholde opplysninger om at pasienten er undersøkt personlig med sted og dato for undersøkelsen. En beskrivelse av opplysninger og funn ved undersøkelse som underbygger at det er sannsynlig eller sikker psykotisk tilstand. Konklusjonen må inneholde at det er mistanke om («overveiende sannsynlig») eller foreligger en psykotisk tilstand/ alvorlig sinnslidelse. 1,5 poeng.
Bakgrunnsinformasjon for sensor: Det forventes ikke at studenten kan alle detaljer fra forskriften, og den er heller ikke vist i undervisningen:
<<<
Psykisk helsevernforskriften §8: § 8.Uttalelse etter legeundersøkelse
Legens skriftlige uttalelse etter psykisk helsevernloven § 3-1 skal gi opplysninger om
a) hvem som har begjært legeundersøkelsen
b)tidspunkt og sted for undersøkelsen
c) pasientens syn på tilbud om psykisk helsevern
d)relevante pasientopplysninger som legen har mottatt fra andre
e) de observasjoner av medisinsk eller annen art som er gjort, herunder om det antas å foreligge en alvorlig sinnslidelse
f) hvilket grunnlag som anses å være til stede for å etablere tvungen observasjon eller tvungent psykisk helsevern, jf. psykisk helsevernloven § 3-2 og § 3-3.
Opplysninger fra legeundersøkelsen skal legges ved i lukket konvolutt, eller sendes direkte fra den
lege som har foretatt undersøkelsen.
<<<
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Nevn tre medikamentgrupper med forskjellig virkningsmekanismer som kan brukes i den akutte fasen for å oppnå symptomatisk bedring og/eller som brukes for å hindre skade.
Begrunn valgene og angi kort virkningsmekanisme
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Benzodiazepiner (forsterker den hemmende effekten av GABA på GABA-A reseptoren (GABA-A hemmer)(Godtar GABA hemmer som tilstrekellig svar)) (GABA = (gamma amino smørsyre (butyric acid), antipsykotika (dopamin 2 blokkade og antihistaminerg effekt (høydosemedikamenter) og tiamin/ vitamin B1 (kofaktor i glukosemetabolismen). 0,5 poeng for hver, totalt 1,5 poeng.
Begrunnelse: for å oppnå beroligende og/eller sederende effekt (man oppnår ikke antipsykotisk effekt i akuttsituasjon), for tiamin å unngå skade i form av Wernickes encefalopati i tilfelle alkoholmisbruk (eller alvorlig ernæringssvikt av annen grunn,). 1,5 poeng.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
De første to døgnene varierer han mye i atferd fra å være tilnærmet adekvat og rolig til stor uro og aggresjon kombinert med forvirring. Under uroperiodene har han en oppfatning av at det kryper små dyr rundt på kroppen hans. Søvnen er kortvarig og avbrutt, og han sover til varierende tider på døgnet. Etter noen dager er han rolig og adekvat. Han er deprimert uten selvmordstanker.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Redegjør for symptomer/forhold i sykehistorien som bør kartlegges nærmere for å velge
eventuell profylaktisk medikasjon
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
* Kvantifisering av forbruket av alkohol, 0,5 poeng, og om det foreligger annet rusmisbruk, 0,5 poeng.
* Om han har vært deprimert, antallet depresjoner, varighet av depresjonene og hyppighet av depresjonene. 1 poeng.
* Om han har hatt oppstemte perioder, varighet, hyppighet og alvorlighet av slike perioder. 1 poeng.
* Om han har hatt psykotiske symptomer, 0,5 poeng.
* Om det har vært suicidalforsøk eller suicidalfare, 0,5 poeng
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
For full skåre må minst 4 av nevnte faktorer under være nevnt, og man må ha med både depresjon og mani)
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Peder er en 6 mnd. gammel gutt som kommer til undersøkelse på helsestasjonen. Han er mors første barn, født med gestasjonsalder 39 uker, fødselsvekt 3,5 kg (50 – 75 persentil), lengde 50 cm (50 persentil) og hodeomkrets 35 cm (25 – 50 persentil). Ukomplisert svangerskap og fødsel, han har vært frisk fram til nå og har fulgt vanlig opplegg ved helsestasjonen. Han har fått kun morsmelk fram til 4 mnd. alder, etter dette litt tillegg med NAN og siste mnd. også grøt. Mor har ikke bodd sammen med guttens far. Mor er 20 år og skoleelev, men er nå stort sett hjemmeværende med Peder. Hun har en kjæreste som av og til passer gutten. Du er helsestasjonslege og blir hentet av helsesøster som har stusset over at Peder har påfallende hudmisfarginger. Du undersøker gutten og finner følgende:
6 mnd. gammel gutt som framstår litt sutrete, men gir fin kontakt. Temp. 36,8. Lengde: 68 cm (50 – 75 persentil), vekt: 8,4 kg (50 – 75 persentil), hodeomkrets 46 cm (90 – 97,5 persentil). Fontanellen er mulig litt spent, men gutten virker ikke nakkestiv. Det er normale forhold ved undersøkelse av ører, munnhule, hjerte, lunger, buk, genitalia og anus.
Hudstatus: På høyre seteregion sees tre parallelle blå hudmisfarginger, som er tversgående og som hver måles til ca. 3 x 1 cm. I panna sees en blåbrun oval hudmisfarging, som måles til 4 x 2 cm. Bortsett fra dette er det ikke noe utslett, petekkier eller andre hudforandringer.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke viktige spørsmål vil du stille til mor og/eller finne ut av fra helsestasjonspapirene for å utrede barnet?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Ad almenntilstand: Har gutten vært sutrete lenge? Andre symptomer som f.eks. oppkast og diare? Hoste og snørr? Spiser han godt? (1/2 poeng)
Ad hodeomkrets og fontanelle: Fra helsestasjonspapirene: Hvor har hodeomkretsen ligget før? Har det tidligere vært anmerket fyldig eller spent fontanelle? (1/2 poeng)
Ad hudmisfargingene: Når oppstod disse? Hadde han gjort seg noe eller skadet seg? Er gutten i stand til å bevege seg / kravle? Hvem passet gutten når han fikk disse? Har han hatt hudsykdom? Har han fødselsmerker? Har han hatt eller finnes det sykdom med økt blødningstendens i familien? (1 poeng)
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Forrige vignett:
<<<
Peder er en 6 mnd. gammel gutt som kommer til undersøkelse på helsestasjonen. Han er mors første barn, født med gestasjonsalder 39 uker, fødselsvekt 3,5 kg (50 – 75 persentil), lengde 50 cm (50 persentil) og hodeomkrets 35 cm (25 – 50 persentil). Ukomplisert svangerskap og fødsel, han har vært frisk fram til nå og har fulgt vanlig opplegg ved helsestasjonen. Han har fått kun morsmelk fram til 4 mnd. alder, etter dette litt tillegg med NAN og siste mnd. også grøt. Mor har ikke bodd sammen med guttens far. Mor er 20 år og skoleelev, men er nå stort sett hjemmeværende med Peder. Hun har en kjæreste som av og til passer gutten. Du er helsestasjonslege og blir hentet av helsesøster som har stusset over at Peder har påfallende hudmisfarginger. Du undersøker gutten og finner følgende:
6 mnd. gammel gutt som framstår litt sutrete, men gir fin kontakt. Temp. 36,8. Lengde: 68 cm (50 – 75 persentil), vekt: 8,4 kg (50 – 75 persentil), hodeomkrets 46 cm (90 – 97,5 persentil). Fontanellen er mulig litt spent, men gutten virker ikke nakkestiv. Det er normale forhold ved undersøkelse av ører, munnhule, hjerte, lunger, buk, genitalia og anus.
Hudstatus: På høyre seteregion sees tre parallelle blå hudmisfarginger, som er tversgående og som hver måles til ca. 3 x 1 cm. I panna sees en blåbrun oval hudmisfarging, som måles til 4 x 2 cm. Bortsett fra dette er det ikke noe utslett, petekkier eller andre hudforandringer.
<<<
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Angi de mest sannsynlige differensialdiagnoser. Begrunn svaret.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Spent fontanelle og sutrete barn: Infeksjon? CNS infeksjon? Serøs eller bakteriell meningitt? (1/2 poeng)
Spent fontanelle og økende hodeomkrets: Tumor cerebri? Andre cerebrale romoppfyllende tilstander? (1/2 poeng)
Spent fontanelle, økende hodeomkrets og påfallende blåmerke på setet: Hodeskade (spesielt SDH) og påført hudskade. Kombinasjonen er suspekt på barnemishandling. (1,5 poeng)
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Forrige vignett:
<<<
Peder er en 6 mnd. gammel gutt som kommer til undersøkelse på helsestasjonen. Han er mors første barn, født med gestasjonsalder 39 uker, fødselsvekt 3,5 kg (50 – 75 persentil), lengde 50 cm (50 persentil) og hodeomkrets 35 cm (25 – 50 persentil). Ukomplisert svangerskap og fødsel, han har vært frisk fram til nå og har fulgt vanlig opplegg ved helsestasjonen. Han har fått kun morsmelk fram til 4 mnd. alder, etter dette litt tillegg med NAN og siste mnd. også grøt. Mor har ikke bodd sammen med guttens far. Mor er 20 år og skoleelev, men er nå stort sett hjemmeværende med Peder. Hun har en kjæreste som av og til passer gutten. Du er helsestasjonslege og blir hentet av helsesøster som har stusset over at Peder har påfallende hudmisfarginger. Du undersøker gutten og finner følgende:
6 mnd. gammel gutt som framstår litt sutrete, men gir fin kontakt. Temp. 36,8. Lengde: 68 cm (50 – 75 persentil), vekt: 8,4 kg (50 – 75 persentil), hodeomkrets 46 cm (90 – 97,5 persentil). Fontanellen er mulig litt spent, men gutten virker ikke nakkestiv. Det er normale forhold ved undersøkelse av ører, munnhule, hjerte, lunger, buk, genitalia og anus.
Hudstatus: På høyre seteregion sees tre parallelle blå hudmisfarginger, som er tversgående og som hver måles til ca. 3 x 1 cm. I panna sees en blåbrun oval hudmisfarging, som måles til 4 x 2 cm. Bortsett fra dette er det ikke noe utslett, petekkier eller andre hudforandringer.
<<<
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke faktorer er viktige å legge vekt på i vurderingen av om barnet skal legges inn på sykehus?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Mulig sykdom/skade i CNS, progredierende forløp, potensielt alvorlig og uavklart tilstand. (1/4 poeng)
Suspekt med tanke på barnemishandling, og fare for at barne kan bli utsatt for ytterligere skade. Innleggelse kan sikre barnet med tanke på dette. (3/4 poeng)
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Forrige vignett:
<<<
Peder er en 6 mnd. gammel gutt som kommer til undersøkelse på helsestasjonen. Han er mors første barn, født med gestasjonsalder 39 uker, fødselsvekt 3,5 kg (50 – 75 persentil), lengde 50 cm (50 persentil) og hodeomkrets 35 cm (25 – 50 persentil). Ukomplisert svangerskap og fødsel, han har vært frisk fram til nå og har fulgt vanlig opplegg ved helsestasjonen. Han har fått kun morsmelk fram til 4 mnd. alder, etter dette litt tillegg med NAN og siste mnd. også grøt. Mor har ikke bodd sammen med guttens far. Mor er 20 år og skoleelev, men er nå stort sett hjemmeværende med Peder. Hun har en kjæreste som av og til passer gutten. Du er helsestasjonslege og blir hentet av helsesøster som har stusset over at Peder har påfallende hudmisfarginger. Du undersøker gutten og finner følgende:
6 mnd. gammel gutt som framstår litt sutrete, men gir fin kontakt. Temp. 36,8. Lengde: 68 cm (50 – 75 persentil), vekt: 8,4 kg (50 – 75 persentil), hodeomkrets 46 cm (90 – 97,5 persentil). Fontanellen er mulig litt spent, men gutten virker ikke nakkestiv. Det er normale forhold ved undersøkelse av ører, munnhule, hjerte, lunger, buk, genitalia og anus.
Hudstatus: På høyre seteregion sees tre parallelle blå hudmisfarginger, som er tversgående og som hver måles til ca. 3 x 1 cm. I panna sees en blåbrun oval hudmisfarging, som måles til 4 x 2 cm. Bortsett fra dette er det ikke noe utslett, petekkier eller andre hudforandringer.
<<<
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Gutten legges inn på sykehus. Som vakthavende barnelege, hvilke supplerende undersøkelser (kliniske, blodprøver, bildediagnostikk, mikrobiologi) bør du vurdere å gjøre i tillegg til den generelle kliniske undersøkelsen i den akutte fasen?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
* Blodprøver: Hb, Hvite, diff, trc, CRP, syre/base-status, Na, K, kreatinin, bl.s, ALAT, amylase, PT-INR, cephotest (blødningsstatus). (1/2 poeng for å ha med flere av disse)
* Bildediagnostikk: Cerebral CT, rtg. totalskjelett (1 poeng for begge, 1/2 poeng for en).
* Øyenbunnsundersøkelse. Vurder spinalpunksjon (diskuter problemstillingen mot sannsynlig forhøyet CNS trykk, først oftalmoskopi og/eller cerebral CT) (1/2 poeng dersom minst 1 av disse er med).
* Mikrobiologi: urin stix og dyrkning, virus nasopharynx, virus avføring (1/2 poeng dersom minst 1 av disse er med).
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Er det andre instanser du som vakthavende barnelege må vurdere å koble inn?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Denne kasuistikken er svært suspekt på påførte skader, det mest åpenbare er hudmisfargingen på høyre seteregion. Det er imidlertid også forhold som gjør at hodeskade kan mistenkes, men dette er litt mer uklart. Uansett, hudmisfargingen på høyre seteregion er såpass suspekt at ''barnevern'' må nevnes (1 ½ poeng, hjemlet i Helsepersonell-loven og Lov om barnevernstjenester). Dersom studenten også drøfter å kople inn ''politi'', gis det poeng også for dette (1/2 poeng, hjemlet i Avvergeplikten).
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
En 67 år gammel mann er i over 20 år blitt behandlet for hypertensjon og glomerulonefritt. For 2 år siden fikk han diagnosen cancer prostatae. Da kreftdiagnosen ble stilt, hadde han allerede skjelettmetastaser. Han er blitt behandlet med kirurgi, cellegift og hormonterapi. Hovedproblemet hans er "tannverklignende" smerter, som lokaliseres tilsvarende skjelettmetastasene. Han har en GFR på 24 mL/min/1,73 m^^2^^, noe som plasserer ham i stadium 4 på skalaen fra 1 til 5 over grad av kronisk nyresykdom (CKD). Han har tidligere blitt genotypet og tilhører CYP2D6 PM («poor metabolizer»; langsom metabolisør)-varianten. Du er hans fastlege og ansvarlig for medisineringen.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hans hovedproblem er verkende smerter. Du har lært at farmakoterapi ved smerte bør inkludere paracetamol, som har en opioidsparende effekt. Kan han få paracetamol?
Begrunn svaret.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Ja (0,5 poeng). Begrunnelse: Paracetamol metaboliseres i all hovedsak til inaktive metabolitter i leveren og kan gis i uendret (eller eventuelt lett redusert) dosering ved CKD4 (0,5 poeng)
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Et av de andre alternativene som du vurderer, er et NSAID. Er han kandidat for NSAID-terapi? Begrunn svaret.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Nei, NSAIDs er kontraindisert (0,5 poeng). Begrunnelse: NSAIDs kan indusere nyrefunksjonsnedsettelse, spesielt hos pasienter som allerede har en kompromittert nyrefunksjon (0,5 poeng).
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Trinn 2 på smertetrappen utgjøres av såkalte «svake opioider». Hvilke svake opioider har vi registrert i Norge? Kan noen av disse brukes i dette tilfellet?
Begrunn svaret.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Hvilke svake opioider har vi registrert i Norge? Kodein (0,25 poeng) og tramadol (0,25 poeng).
Kan noen av disse brukes i dette tilfellet? Nei, de er begge avhengig av CYP2D6 for bioaktivering til aktiv metabolitt (hhv. morfin og Odesmetyltramadol), som er disse midlenes primære aktive prinsipp. Han vil derfor ikke få noen klar analgetisk effekt av disse midlene (0,5 poeng).
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Du vurderer i alle tilfelle at han er opioidtrengende, og du har lært at morfin er førstevalget blant de såkalte «sterke opioidene». Hva er viktig å tenke på ved valg av «sterkt opioid» hos denne pasienten? Er det ut fra dette noe som tilsier at morfin ikke bør velges her?
Begrunn svaret
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
På grunn av pasientens nedsatte nyrefunksjon bør man behandle pasienten med et opioid __som ikke utskilles renalt__, og som heller ikke har aktive metabolitter som er avhengige av en intakt nyrefunksjon for utskillelse (0,75 poeng). Er det noe som tilsier at morfin ikke bør velges her? Morfinterapi er uegnet i dette tilfellet.
Begrunnelse: Morfin metaboliseres i leveren. En av metabolittene (morfin-6-glukuronid; M6G) er aktiv – trolig i vesentlig større grad enn morfin. M6G utskilles renalt. Morfinterapi vil i dette tilfellet resultere i opphopning av M6G og økt/protrahert/ukontrollerbar effekt og er derfor uegnet (0,75 poeng).
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke andre «sterke opioider» kan være alternativer for denne pasienten? Begrunn svaret.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Fentanyl og (sannsynligvis, men her er dokumentasjonen ikke like god) oksykodon (og eventuelt hydromorfon) (0,5 poeng). Disse utskilles ikke renalt, og har heller ikke aktive metabolitter som er avhengige en intakt nyrefunksjon for utskillelse. (0,5 poeng). (Buprenorfin og metadon utskilles heller ikke renalt, så dette er også alternativer som kan gis, men de har en svært lang halveringstid, noe som vanskeliggjør doseringen generelt sett).
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
På grunn av dårlig nyrefunksjon og hypertensjon behandles han med et diuretikum. Én gruppe blant de prinsipielt fire forskjellige typer diuretika er virksomt og indisert ved nyresvikt.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilken gruppe er dette, hvor og hvordan (helt summarisk og stikkordsmessig) utøver midlene i denne gruppen sin diuretiske effekt, og hva er disse midlenes vanligste bivirkning?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Loop-diuretika (0,5 poeng). Virkningssted og -mekanisme: De virker i Henles sløyfe i nefronet ved å hemme natriumresorpsjonen (1 poeng). Vanligste bivirkning er hypokalemi (0,5 poeng)
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Forrige vignett:
<<<
På grunn av dårlig nyrefunksjon og hypertensjon behandles han med et diuretikum. Én gruppe blant de prinsipielt fire forskjellige typer diuretika er virksomt og indisert ved nyresvikt.
<<<
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva kalles de tre andre hovedgruppene diuretisk virkende legemidler?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Osmotisk virkende diuretika, tiaziddiuretika og kaliumsparende diuretika
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Du bestemmer deg for å sjekke hans blodtrykksmedisiner. Hvilke hovedgrupper antihypertensiva (utover diuretika) bør man følge ekstra nøye opp ved nyresvikt?
Begrunn svaret
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
ACE-hemmere og AT2-antagonister (1 poeng). Begrunnelse: Midlene må doseres svært forsiktig – hvis dosen blir for høy, eller hvis pasienten blir dehydrert, kan nyresvikten forverres ytterligere (0,5 poeng).
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Du er allmennlege i en norsk fjellbygd, og dagens første pasient er en ung mann på 21 år. Han kommer for å sjekke seg for kjønnssykdom. Han er ikke i noe fast forhold, men hadde ubeskyttet samleie med en kvinne på en fest for 3 uker siden. Jenta var fra nabobygda. Han har ingen symptomer og har ikke hatt andre seksuelle kontakter enn denne jenta siste halvåret.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva slags prøve(r) er mest hensiktsmessig(e) å ta av denne mannen, og hva slags metode(r) utfører mikrobiologen på innsendt(e) prøve(r) for å påvise en eventuell kjønnssykdom?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Han har ingen symptomer og sannsynligvis ikke hatt samleie med en risikopartner.
Det er nok å levere en __førstestråle urinprøve__ til avdeling for mikrobiologi, og krysse av for Chlamydia trachomatis og evt Mycoplasma genitalium (ved St.Olavs Hospital vil det i tillegg automatisk bli sjekket for Neisseria gonorrhoea). Det vil bli utført PCR på prøven, ikke dyrkning. Det er ikke nødvendig å ta pinneprøver fra urethra eller blodprøve til serologi (HIV, syfilis, Hepatitt B).
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Førstestråle urinprøve til sjekk av Chlamydia trachomatis/Klamydia gir 0,5 poeng.
Mikrobiologen gjør PCR gir 0,5 poeng.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Idet mannen skal til å gå ut av kontoret ditt, forteller han at han har en del kviser og lurer på om du kan hjelpe ham. Du tar en titt på ham og finner følgende status:
Spredt i hele ansiktet er det rikelig med erythematøse papler og pustler, i T-sonen mange åpne og lukkede comedoner. På ryggen er tilsvarende status som i ansiktet, men også enkelte større noduli samt arr etter tidligere lesjoner.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilken behandling bør du som allmennlege, gi denne mannen?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Han har moderat til uttalt acne med arrdannelse. Det er ikke nok med kun lokalbehandling her. Fastlege bør skrive ut tetracyklin tabletter samt lokalbehandling som retinoider og et antiseptikum som f.eks benzoylperoxid. Azelainsyre er også et godt alternativ. Det er lurt å gi en fuktighetskrem beregnet på acne-hud når lokalmidler som retinoider brukes.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Systemisk behandling med tetracykliner gir 1 poeng.
Lokalbehandling (retinoider og/eller benzoylperoxid, evt azelainsyre,- en av disse er nok) gir 1 poeng.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
I tillegg til genetisk disposisjon er det fire hovedpunkter i patogenesen ved acne. Beskriv kort disse fire punktene (gjerne med en enkel tegning) og angi hvilke punkter du angriper med behandlingen som du har foreslått i [[spørsmål nr. 2|IIC - 2015s - Oppgave 4 - Del 2]]
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Patogenetiske mekanismer, kort beskrevet (og illustrert nedenfor):
# Obstruksjon av utførselgang fra hår-talgkjertel-enhet: keratinocytter og keratin
# Økt talgproduksjon grunnet stimulering med androgener
# Inflammasjon i dermis grunnet mekanisk irritasjon og trykk i talgkjertel
# Gode vekstforhold for bakterier, spesielt Propionebacterium acnes
Det gis ett poeng for hver av de patogenetiske mekanismene, og ett poeng for angivelse av behandling i henhold til mekanisme. Se illustrasjon:
<<imgLink "IIC-2015s-2-A.PNG" 500>>
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Noen dager etter at mannen var på ditt kontor, får du svar på prøven(e) du tok av ham, og får beskjed om at han har //Chlamydia trachomatis//
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvordan skal dette behandles (presisér type antibiotika) og følges opp?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Han bør få doxycyclin (en ukes kur 100mg x 2), eventuelt azitromycin om du mistenker dårlig compliance (1g som engangsdose). Seksuell avholdenhet under behandlingen.
Det kan være lurt å ta en kontrollprøve av urin til ny PCR etter 5 uker, men er ikke strengt tatt nødvendig da behandling som regel fungerer (ved positiv mycoplasma genitalium derimot, er det resistensproblematikk, og da anbefales alltid kontrollprøve). Det er ingen vits i å ta kontrollprøve etter 1-2 uker da det da er fare for falskt positiv svar. Viktig med smitteoppsporing!
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Korrekt behandling gir 1 poeng. Diskusjon omkring kontrollprøve gir 0,5 poeng. Smitteoppsporing gir 0,5 poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Selektive serotoninreopptakshemmere (SSRI) er en av våre mest brukte legemiddelgrupper. Samtidig har disse legemidlene en rekke bivirkninger
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvor god har effekten av SSRI vist seg å være i randomiserte kontrollerte kliniske studier ved mild depresjon?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Ved mild depresjon er effekten av SSRI ikke dokumentert å være bedre enn placebo (1 poeng)
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva er den vanligste umiddelbare bivirkningen ved bruk av SSRI?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Kvalme (1 poeng). "Kvalme og oppkast" gir også 1 poeng.
"Gastrointestinale bivirkninger" er ikke tilstrekkelig spesifikt, men gir 0.5 poeng.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilken informasjon bør man gi pasienten ved oppstart med et SSRI når det gjelder tidsforløpet av effekt og bivirkninger?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Bivirkningene kommer gjerne tidlig – helt i oppstarten av behandlingen (og kan gå over etter hvert; unntaket er nedsatt libido/impotens som gjerne kommer sent, men dette kreves ikke for å få poeng). På den annen side tar det gjerne flere uker før effekten kommer (1 poeng for bivirkningene, 1 poeng for effekten, til sammen 2 poeng)
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Seponeringssymptomer kan noen ganger oppstå når man avslutter behandling med SSRI-preparater. Hvordan arter dette seg og hva kan man gjøre for å unngå dette?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Symptomer: Allmenne sykdomssymptomer (for eksempel svimmelhet, hodepine) og psykiske symptomer (for eksempel irritabilitet, angst). Det helt typiske er "strømstøt som går gjennom kroppen" – dette er ansett for å være en spesiell form for parestesier. Unngås ved å trappe ned langsomt (over anslagsvis flere uker). (0,5 poeng hvis "strømstøt" er med; 0,5 poeng for ett eller flere andre seponeringssymptomer (eventuelt 1 poeng hvis alle symptomer bortsett fra "strømstøt" er med); 0,5 poeng for langsom nedtrapping – maksimalt 1,5 poeng)
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvordan bør doseringen av SSRI være ved panikkangst og hva bør pasienten informeres spesielt om?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Det må startes med en ytterst lav dose, som må økes svært forsiktig. Pasienten må informeres om at panikkanfallene kan øke i frekvens i starten av behandlingen. (0,5 poeng for doseringen; 0,5 poeng for at anfallsfrekvensen kan øke i starten)
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
SSRI kan også brukes på andre indikasjoner enn depresjon og panikkangst. Nevn tre andre tilstander der SSRI har godkjent indikasjon (i tillegg til at fluoksetin har indikasjonen bulimi).
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Generalisert angst, tvangslidelse (obsessiv-kompulsiv sykdom), posttraumatisk stresslidelse (PTSD), sosial fobi. (0,5 poeng for hvert riktig svar, opp til maksimalt 1,5 poeng. Hvis det er delt opp i "tvangstanker" og "tvangshandlinger" gir dette kun 0,5 poeng til sammen).
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Noen SSRI-er, som paroksetin og fluoksetin, hemmer aktiviteten til leverenzymet CYP2D6. Hvilken betydning får dette hvis pasienten samtidig skal behandles med kombinasjonen kodein/paracetamol? Hva er mekanismen bak denne effekten?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
: Effekten av kodein oppheves. Dette skyldes at kodein må metaboliseres til morfin via CYP2D6 for at man skal få noen analgetisk effekt (0,5 poeng for at effekten oppheves (eller blir dårlig/mye dårligere); 0,5 poeng for mekanismen)
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Halveringstiden til SSRI-preparatet escitalopram er ca. 30 timer.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
a) Hvor lang tid tar det før konsentrasjonen har nådd likevekt ("steady state")?
b) Hvor lang tid tar det fra avsluttet behandling til legemidlet er helt ute av kroppen?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Både på a) og b) er svaret 5 halveringstider, dvs. 150 timer (0,5 poeng for rett svar på delspørsmål a og 0,5 poeng for rett svar på delspørsmål
b) Hvis noen skriver "4-5 halveringstider" eller regner ut fra 4 halveringstider (dvs. får 120 timer) gir også dette full pott.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Det er september, og du jobber som turnuslege på et større lokalsykehus (uten hudavdeling) der du får innlagt en 75 år gammel mann. Han har kjent angina pectoris, diabetes mellitus type II (kostregulert), hypertensjon og artrose i begge hofter. Han bruker nitroglycerin ved behov, i tillegg til ACE-hemmer og et NSAID preparat. Han nyter solen så ofte han kan, liker å stelle med blomstene i hagen og hygger seg gjerne og ofte med et glass øl eller vin. De siste 4 månedene har han vært ille plaget med kløe i huden. Det har nesten daglig vært erythematøse, kløende hudlesjoner som har flyttet på seg i løpet av noen timer, og de siste 2 uker har det også tilkommet flere og flere spente blemmer med serøst innhold på truncus, over håndrygger og distalt på underekstremiteter.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke differensialdiagnoser er mest aktuelle hos denne pasienten?
(nevn minst 3 hvor den mest sannsynlige utifra sykehistorie får 1 poeng, og øvrige aktuelle får 0,5 poeng hver, maks 2 poeng totalt)
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Mest sannsynlige diagnose:
* Bulløs pemfigoid
Øvrige differensialdiagnoser:
* Pemfigus vulgaris
* Bulløs legemiddelreaksjon
* Porfyria cutanea tarda
* Pseudoporfyri
* Bulløs kontaktallergi
* Epidermolysis bullosa akvisita
* Dermatitis herpetiformis
* Bullosis diabeticorum
* Bulløs impetigo
* Photophytodermatitt ( margarita dermatitt, bartenders dermatitt)
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
I denne oppgaven er vi ute etter differensialdiagnoser ved bulløse dermatoser hos eldre pasienter der symptomene har vært av en viss varighet.
Bulløs pemfigoid er mest sannsynlig, og gir 1 poeng. I tillegg gir hvert av de andre svarene 0,5 poeng hver inntil max 1 poeng, slik at hele oppgaven totalt kan gi 2 poeng. Det gis ikke poeng for følgende diagnoser: insektstikk, forbrenning, bulløs mastocytose, cicatriciell pemfigoid, friksjonsbulla, pomfolyx
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Du undersøker pasienten og finner på trunkus, over håndrygger og distalt på begge underekstremiteter spente bulla på erythematøs bunn i tillegg til en del kruster og erosjoner der noen blemmer ser ut til å ha sprukket. Stedvis på trunkus og underekstremiteter sees også spredte nummulate til diskoide erythematøse, hevede hudforandringer som du tror er urticarielle lesjoner. Det er ingen lesjoner i slimhinner.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Du tar pinneprøve til bakteriedyrkning fra et av områdene med sår og kruster, og bestemmer deg for å ta biopsi til histologisk undersøkelse. Hvor i utslettet bør biopsien tas?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Biopsi (mest praktisk med stanse) på formalin til vanlig histologisk undersøkelse tas fra overgang lesjonell/perilesjonell hud
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Poeng gis dersom kandidaten svarer biopsi fra overgang lesjonell/perilesjonell hud, ev. overgang mellom frisk og syk hud, eller i blemmekanten. Ikke biopsi fra urticarielle lesjoner
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilken analyse fra blod bør tas av pasienten for å komme nærmere en diagnostisk avklaring? (1 poeng)
Du henviser pasienten til hudlege på nærmeste hudavdeling. Hvilken tilleggsprøve kan hudlegen ta som gir ytterligere diagnostisk avklaring? (1 poeng)
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Turnuslegen bestiller blodprøve til anti-hud (antistoff mot hud, autoantistoff mot hud) (1 poeng)
Hudlegen tar biopsi til direkte immunfluorescens undersøkelse (IF-biopsi) fra perilesjonell hud (1 poeng)
Det gis ikke ekstra poeng for orienterende blodprøver
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
I påvente av svar på prøvene du har rekvirert ønsker du å iverksette behandling av pasienten da han er svært plaget av kløe. Du ringer hudlege, og diskuterer pasienten. I henhold til mest sannsynlige diagnose anbefaler hudlegen å starte med lokalbehandling, men avvente systemisk behandling inntil diagnosen er bekreftet da systemisk behandling spesielt vil kunne påvirke en av hans andre sykdommer.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilken type lokalbehandling er mest aktuelt å iverksette hos denne pasienten, og hvilken type systemisk behandling er aktuelt å vurdere i tillegg når diagnosen er bekreftet? (1 poeng for type lokalbehandling og 1 poeng for type systemisk behandling)
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Lokalbehandling (1 poeng):
Ved kløende hudlidelser der man mistenker blemmesykdom vil lokalbehandlingen være potente steroider (gruppe III eller gruppe IV). Siden flere blemmer har sprukket er det lurt å applisere antiseptisk behandling i tillegg. Et godt alternativ da er kombinasjon av steroid og antiseptisk behandling som f.eks Betnovat med chinoform.
Forslag om behandling med middels potente/potente steroider (gruppe II, III eller IV) gir 1 poeng. Det gis ingen poeng dersom kandidaten kun nevner godt hudstell, punktering av blemmer, antiseptiske kremer, desinfiserende bad og lignende dersom det ikke samtidig presiseres at det skal smøres med lokale steroider.
Systemisk behandling (1 poeng): Systemiske steroider. Det gis poeng dersom kandidaten foreslår systemisk behandling med prednisolon, prednison, systemisk kortikosteroid eller systemisk glucokortikoid.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Pasienten får time til hudlege etter få dager. Etter en drøy ukes tid får du svar på den biopsien du har tatt. Denne viser subepidermal bulladannelse med infiltrasjon av eosinofile granulocytter i epidermis og dermis. Tilleggsanalysen du bestilte fra blod er positiv
Hudlegens tilleggsprøve viser nedslag av IgG og C3 langs basalmembransonen.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilken diagnose stilles på bakgrunn av sykehistorie og prøvene som er tatt?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Bulløs pemfigoid gir 1 poeng.
Lineær IgA kan også ha tilsvarende IgG/C3 nedslag, det vanligste er imidlertid nedslag av IgA. Dette er en svært sjelden blemmesykdom som rammer både barn og voksne. Lineær IgA dermatose har ikke sirkulerende antistoff mot hud.
Ved lupus erythematosus kan man også ha nedslag av IgG og/eller C3 langs basalmembransonen. Det er imidlertid ikke blemmer ved lupus erythematosus.
Slimhinnepemfigoid vil også ha tilvarende nedslag av IgG og C3, men denne pasienten har ikke affeksjon av slimhinner.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Glukokortikoider brukes ofte i behandling av hudlidelser.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke bivirkninger og risikofaktorer er forbundet med langtidsbehandling av henholdsvis topikale og systemiske steroider? (Oppgi minst to bivirkninger/ risikofaktorer i hver gruppe hvor 1 poeng er maks score for bivirkninger ved topikal behandling og 1 poeng er maks score ved systemisk behanding)
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Topikale/lokale steroider:
Ved langtidsbehandling kan det bli atrofi av huden. I tillegg kan det også bli økt mengde teleangiektasier, økt hårvekst, striae distensae, kontaktallergi, perioral dermatitt, rosacea, steroidacne og systemisk absorbsjon.
Det gis 0,5 poeng for hudatrofi, og 0,5 poeng for hvilket som helst av de andre nevnte bivirkningene, max 1 poeng totalt.
Systemiske steroider:
Ved langtidsbehandling må man primært være obs på blodsukker med utvikling/forverring av diabetes og benskjørhet/osteoporose. I tillegg kan pasienten også få nedsatt immunforsvar, atrofisk hud, dårlig sårheling, magesår og suppresjon av binyrebarkens funksjon.
Det gis 0,5 poeng for hvert av forslagene over, maks 1 poeng totalt.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Du er turnuskandidat i allmennpraksis. Jamila er 38 år gammel, gravida III, para I. Hun er gift og arbeider som hjelpepleier. Hun er 168 cm og veier 85 kg. Hun har en 18 år gammel datter, Mouna fra sitt første ekteskap. Datteren ble født ved keisersnitt i Damaskus, 7 uker før termin og veide 1500g. Mouna er frisk i dag. Jamila forteller at hun fikk høyt blodtrykk i graviditeten og legene i Damaskus sa at "hun hadde gift i graviditeten". Hun ber deg fjerne kobberspiralen som ble satt inn for 4 år siden. Hun og ektemannen har bestemt seg for å prøve å få barn. Du ser at siste gynekologiske undersøkelse og journalnotat er fra 2012. Din forgjenger satte inn en Flexi-T kobberspiral ukomplisert.
Jamila lurer på hva hun kan gjøre for at en eventuell graviditet skal forløpe best mulig.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Nevn minst 3 råd du vil gi henne?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
* Ta ''folat'' daglig, fra og med nå
* ''Vekt''kontroll /
* Regelmessig ''mosjon''
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Maksimalt 1,5 poeng; 0.5 poeng for hvert riktig svar i forhold
til fasit
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Fra forrige vignett:
<<<
Du er turnuskandidat i allmennpraksis. Jamila er 38 år gammel, gravida III, para I. Hun er gift og arbeider som hjelpepleier. Hun er 168 cm og veier 85 kg. Hun har en 18 år gammel datter, Mouna fra sitt første ekteskap. Datteren ble født ved keisersnitt i Damaskus, 7 uker før termin og veide 1500g. Mouna er frisk i dag. Jamila forteller at hun fikk høyt blodtrykk i graviditeten og legene i Damaskus sa at "hun hadde gift i graviditeten". Hun ber deg fjerne kobberspiralen som ble satt inn for 4 år siden. Hun og ektemannen har bestemt seg for å prøve å få barn. Du ser at siste gynekologiske undersøkelse og journalnotat er fra 2012. Din forgjenger satte inn en Flexi-T kobberspiral ukomplisert.
Jamila lurer på hva hun kan gjøre for at en eventuell graviditet skal forløpe best mulig.
<<<
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Nevn minst 2 undersøkelser du foretar ved dagens konsultasjon før du fjerner spiralen? Begrunn nødvendigheten av undersøkelsene
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
* Celleprøve fra cervix
** Begrunnelse: fordi hun trolig ikke har tatt noen celleprøve siden 2009. Celleprøve er anbefalt å tas hvert 3.år
* Blodtrykk
** Begrunnelse: fordi hun har hatt tidligere preeklampsi som disponerer for seinere hypertensjon og det er viktig å vite hva hennes BT er før graviditeten. Høyt BT før graviditet er også en risiko faktor for preeklampsi
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Maksimalt 1poeng; 0.5 poeng for hvert riktig svar med korrekt begrunnelse
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Fra forrige vignett:
<<<
Du er turnuskandidat i allmennpraksis. Jamila er 38 år gammel, gravida III, para I. Hun er gift og arbeider som hjelpepleier. Hun er 168 cm og veier 85 kg. Hun har en 18 år gammel datter, Mouna fra sitt første ekteskap. Datteren ble født ved keisersnitt i Damaskus, 7 uker før termin og veide 1500g. Mouna er frisk i dag. Jamila forteller at hun fikk høyt blodtrykk i graviditeten og legene i Damaskus sa at "hun hadde gift i graviditeten". Hun ber deg fjerne kobberspiralen som ble satt inn for 4 år siden. Hun og ektemannen har bestemt seg for å prøve å få barn. Du ser at siste gynekologiske undersøkelse og journalnotat er fra 2012. Din forgjenger satte inn en Flexi-T kobberspiral ukomplisert.
Jamila lurer på hva hun kan gjøre for at en eventuell graviditet skal forløpe best mulig.
<<<
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Nevn inntil 5 komplikasjoner som Jamila og/eller hennes foster vil være spesielt
disponert for i eventuell framtidig graviditet på bakgrunn av sykehistorie og
status? Begrunn svaret kort
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
* Preeklampsi (PE)
** Begrunnelse: Tidligere PE, vekstretardert barn, høy BMI, høy alder (Maksimalt 1poeng)
* Svangerskapsdiabetes
** Begrunnelse: Alder og BMI (kommer fra Midt-Østen) (Maksimalt 0,5 poeng)
* Kromosomavvik hos fostret
** Begrunnelse: Høy alder (0,5 poeng)
* Vekstavvik hos fostret
** Begrunnelse: Hun kan ha økt risiko for å føde både SGA og LGA barn (Maksimalt 0,5 poeng)
* Preterm fødsel
** Begrunnelse: Hun har hatt en preterm fødsel tidligere. Både preeklampsi og veksthemming hos barnet kan ha gitt det (Maksimalt 0,5poeng
* Placenta acreta/uterus ruptur
** Begrunnelse: Tidligere keisersnitt (Maksimalt 0,5poeng)
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Jamila kommer tilbake til deg 5 måneder senere, akkurat før du skal avslutte din distriktturnus. Hun er kvalm og trett, men lykkelig over at hun er blitt gravid. Siste menstruasjon var for 8 uker siden. Du fyller nøye ut helsekortet. BT 135/84, Urin stix negativ, vekt 82 kg. Du tar blodprøver, gjentar info gitt tidligere.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke er det 3 mest relevante ytterligere tiltak du skal iverksette? Hvilken informasjon gir du? Begrunn svaret kort.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
* Starter opp med Albyl E (starter opp med dette i uke 8, eller venter til uke 12, eller henviser til vurdering om oppstart av Albyl E; - alle svaralternativene er bra.)
* Informerer om og evt henviser til tidlig fosterdiagnostikk på aldersindikasjon.
* Oral glukosetoleranse test = "glukosebelastning" = "sukkerbelastning" Dette med tanke på hennes risiko for svangerskapsdiabetes
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0.5 poeng for hvert tiltak/råd med korrekt begrunnelse.
NB! Å ta de vanlige svangerskap blodprøvene skal det IKKE gis poeng for, da det er for tidlig
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Du får tilbud om å fortsette å jobbe som fastlege etter din sommerferie og du møter Jamila neste gang i svangerskapsuke 20, etter at hun har vært på rutineultralyd. Hun er i fin form, alle undersøkelser inntil nå har vært normale, hun er ikke kvalm lenger. Vekt 92 kg. BT 135/ 87.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke tiltak/undersøkelser (utenom rutineundersøkelsene som gjøres hos alle gravide) planlegger du med tanke på hennes risikofaktorer? Nevn inntil 3 tiltak og gi en kort begrunnelse.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
* Repetere glukosebelastning i uke 28
** Begrunnelse: Høy BMI, alder, fra Midt-Østen
* Doppler blodstrøms undersøkelser i arteria uterina i svangerskapsuke 24
** Begrunnelse: preeklampsi er en placentasykdom som gir nedsatt blodstrøm i placenta og til foster. Dette kan lede til vekstretardasjon. Hun har økt risiko for å utvikle PE med den obstetriske historien.
* Føtometri i svangerskapsuke 24 (evt. senere også)
** Begrunnelse: Tidligere veksthemmet barn og økt risiko for PE, høy BMI
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Du er turnuslege i distrikt. Foreldrene kommer med deres 20-årige sønn. Du kjenner ingen av dem fra før. Foreldrene forteller at sønnen har vært relativt frisk før. Han har nå i løpet av de siste par uker utviklet mye uro, vrangforestillinger og sannsynligvis hallusinasjoner. Du blir overbevist om at pasienten må være psykotisk
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Nevn fire forskjellige hovedtyper psykiske lidelser (tilsvarer hovedkategorier i ICD 10) som inneholder aktuelle psykoselidelser.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
* F 00-09 Organiske lidelser (eksempel epileptisk psykose)
* F 10-19 Ruslidelser (eksempel rusutløst psykose (av amfetamin))
* F 20-29 Schizofreni, schizotyp lidelse og paranoide lidelser. Nøyktig navn på gruppen kreves ikke. Kan også kalles funksjonelle psykoser, primærpsykoser eller evt bare "psykoser" hvis det fremgår av besvarelsen at man tenker på denne gruppen. (eksempel akutt psykose)
* F 30-39 Affektive lidelser (eksempel mani med psykose
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0,5 poeng per hovedkategori, totalt inntil 2 poeng.
Halv skåre hvis man i stedet for hovedkategori angir et konkret eksempel fra en gruppe
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Pasienten gir deg bare sparsomt med opplysninger. Du må nøye deg med å observere hans atferd og mimikk. Han virker plaget og redd. Ifølge foreldrene har han de siste årene episodisk brukt mer alkohol enn de fleste jevnaldrende. De mistenker at han også i det siste kan ha brukt andre rusmidler, men de er ikke sikre. Pasienten blir enda mer sparsom med opplysninger når temaet rusmidler bringes opp
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Nevn minst tre forskjellige metoder som kan anvendes for å få mer informasjon om rusmiddelbruk, og angi hvilke svakheter de forskjellige metodene kan ha.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
# Psykometriske instrumenter (spørreskjema) som evaluerer rusmiddelbruk.
#* Svakhet: Avhengig av samarbeid fra pasienten.
# «Hurtig» («on-site», immunologiske) urin-tester for rusmidler.
#* Svakhet: Avhengig av at pasienten gir prøve. Lite reliable svar.
# Urinprøver med kromatografisk teknikk som undersøkes i Klinisk farmakologisk avdeling.
#* Svakhet: Pas må samtykke og avgi prøve. Tar lengre tid før svar foreligger
# Innhente komparentopplysninger
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0,5 poeng for hver metode og 0,5 poeng for svakhet ved hver metode. Hvis to metoder og svakheter ved disse nevnes gis 1,5 poeng. For å få 2 poeng må minst 3 metoder med svakheter nevnes. Hvis noen svarer
innhenting av komparentopplysninger gir det 0,5 poeng. Dog, maks 2 poeng for oppgaven.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Du spør pasienten om naturlige funksjoner, men får lite svar. Foreldrene mener matlysten har vært minimal over tid, og at han er blitt merkbart tynnere. Disse opplysningene indikerer at pasienten raskt trenger en spesifikk ernæring.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilket preparat bør man gi og i hvilken form?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Pasienten trenger tiamin. Dette må gis parenteralt.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 poeng for tiamin
1 poeng i tillegg hvis man også nevner parenteral
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Du blir usikker på om pasienten kan være deprimert, og spør om eventuelle suicidaltanker. Han svarer ikke. Foreldrene sier de har vært bekymret for det samme fordi han har vandret hvileløst rundt, vært søvnløs og plaget
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Nevn minst fire symptomer/ faktorer som kan indikere at pasienten har økt fare for suicid
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
# (Akutt) psykose.
# Depressive symptomer/ mulig psykotisk depresjon.
# Forøket rusmisbruk i det siste/ aktuell rusbruk.
# Agitasjon (hvileløs vandring)
# Kronisk rusmiddelbruk
# Alder
# Kjønn
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0.5 poeng for hver av 1-3: psykose, depressive symptomer/ lidelse (depressiv psykose) og rusbruk/ ruslidelse. 0.5 poeng for minst en av de øvrige (4-7).
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Du finner at pasienten må legges inn som øyeblikkelig hjelp. Han nekter og
du beslutter å legge ham inn uten eget samtykke
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilken paragraf i psykisk helsevernloven er mest rimelig å anvende?
Hvilke kriterier skal til for å anvende denne paragrafen?
Hvilke av disse kriteriene er oppfylt hos pasienten?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Spørsmål 1: §3-2/ tvungen observasjon, evt § 3.3/ tvungent psykisk helsevern
Spørsmål 2: Pasienten skal være alvorlig sinnslidende (3.3) eller mistanke om alvorlig sinnslidelse (3.2). Dette er med noen få unntak synonymt med psykotisk. Minst ett av to tilleggskriterier skal være oppfylt (fare eller behandling). Innleggelsen skal fremstå som den klart beste løsningen for vedkommende (men dette kravet faller bort hvis farekriteriet foreligger).
Spørsmål 3: Pasienten er sannsynligvis psykotisk og således alvorlig sinnslidende. Han er trolig suicidal. Han trenger tiamin for å hindre alvorlig helseskade. Han vil raskt bli vesentlig bedret med adekvat behandling
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
* Spørsmål 1: 0,5 poeng for å nevne en av paragrafene (ikke nødvend med tallbetegnelse)
* Spørsmål 2: 0,5 poeng for alvorlig sinnslidelse/ psykose og minst ett tilleggskriterie
* Spørsmål 3: 0,5 poeng for psykose og 0,5 p
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
En mann på 50 år kommer sammen med kona. Han er utøvende kunstner med betydelig suksess. I den siste måneden har han sovet lite, kjent seg nedfor og spist lite, hatt lite energi og en stor indre uro og konsentrasjonsvansker. Han forteller at han har hatt flere slike perioder tidligere som har vart en til to måneder. I tillegg har han hatt flere perioder på et par uker der han har arbeidet hardt, sovet lite, hatt stor kunstnerisk produksjon med god inntjening og tatt mange sosiale kontakter. Kona mener han i de samme periodene har vært svært irritabel mot henne.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva er den mest sannsynlige diagnosen?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Bipolar lidelse med aktuell depressiv episode.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Bare depresjon eller bare bipolar lidelse gir 1 poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Han er ikke interessert i psykologisk behandling men vil ha medikamenter både for å komme ut av denne situasjonen og å hindre at han blir dårlig igjen.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke medikamenter bør man anbefale? Nevn minst fire aktuelle medikamenter.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Stemningsstabiliserende: Lamotrigin, valproat, litium, karbamazepin og quetiapin gir rett.
Antidepressiva alene er feil. Antidepressiva i tillegg til stemningsstabiliserende aksepteres som rett.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0,5 poeng for hvert riktige medikament til maksimalt 2 poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Kona ringer to uker senere og ber deg komme på sykebesøk samme dag fordi mannen er svært endret. Når du kommer frem snakker han i ett sett, hopper fra det ene tema til det andre, forteller at han har evner til å styre både deg og andre myndighetspersoner via tankens kraft, at han har som oppgave å ta kontrollen i Norge for å redde landet fra en økologisk katastrofe. Det står en tom vinflaske på bordet. Kona er redd ham og du legger ham inn på psykiatrisk avdeling mot hans vilje.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilken paragraf bør du bruke og hvordan begrunner du bruken av paragrafen?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Både innlegelse til tvungen observasjon (§3-2) og til tvungent psykisk helsevern (§3-3) aksepteres. Studenten trenger ikke å huske de presise paragrafsifrene.
Studenten må både ha med hovedkriteriet: Mistanke om alvorlig sinnslidelse ved tvungen observasjon, alvorlig sinnslidelse ved innleggelse på tvang, kan akseptere psykose som uttrykk.
Tilleggskriteriet behandlingskriteriet (får sin utsikt til helbredelse eller vesentlig bedring i betydelig grad redusert) må være med i svaret.
Fare for seg selv eller andre hverken gir poeng eller trekker ned (det kan diskuteres om det foreligger da det skal være nærliggende og alvorlig).
Det skal gjøres en helhetsvurdering der innleggelsen skal fremstå som den klart beste løsningen for vedkommende (ikke et krav hvis farekriteriet er til stede).
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0,5 poeng for hver av følgende:
* en av de to aktelle paragrafene
* hovedkriteriet
* behandlingskriteriet
* helhetsvurdering
til sammen maksimalt 2 poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Du tar imot pasienten som LIS lege på psykiatrisk avdeling. Ved undersøkelsen synes du han svetter og er skjelven, ut over det er det ikke noe vesentlig nytt.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke to differensialdiagnoser er mest sannsynlige?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Mani, mani med psykose og mani utløst av farmaka aksepteres.
Abstinens/ delir/ rusutløst psykose, aksepterer alle varianter av abstinens/ delir/ rusutløst psykose.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 poeng for mani
1 poeng for abstinens/ delir/ rusuløst psykose
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Mannen kommer seg etter noe tid på sykehuset, utskrives og gjenvinner etter hvert full funksjon. Han er nå interessert i å lære mer om sin tilstand og hva han selv kan gjøre for å redusere risiko for nye episoder med sykdom.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Nevn minst tre råd som du bør gi ham
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
# Regulering av søvn og døgnrytme.
# Unngå rusmidler.
# Forsøke å holde den aktiviteten han har i normalt stemningsleie også når han er deprimert eller oppstemt.
# Øve seg i å fange opp de første tegn til ny episode med depresjon eller mani.
# Legge en plan for hva han skal gjøre ved tegn til ny episode med depresjon eller mani
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0,5 poeng for 1 riktig svar, 1 poeng for 2 rette og 2 poeng for 3 rette svar. Maks 2 poeng.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Mann, 50 år. Tidligere hudfrisk. Ingen tilfeller av hudsykdom i nærmeste familie. Kommer til deg som er hans fastlege på grunn av en hudforandring som i følge kona har endret farge (blitt mørkere) siste ukene. Du inspiserer en pigmentert hudlesjon lokalisert i høyre flanke som måler 11 mm i diameter:
<<imgLink "IIC-2016s-2-A.PNG">>
Bilde-kilde http://www.portamedicus.no
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Gjør en systematisk klinisk vurdering av den pigmenterte lesjonen i henhold til gjeldende algoritme.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Systematisk klinisk vurdering med begrunnelse:
* A (asymmetri)
* B (begrensning)
* C (kulør)
* D (diameter)
* E (endring)
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Spørsmålet tester hvorvidt studenten kan gjengi ABCDE-algoritmen som benyttes som klinisk verktøy i vurdering av pigmenterte lesjoner. Pasienten gir også informasjon til sin fastlege om at lesjonen har endret seg siste tiden, noe som uansett utseende bør få legen til å tenke malignt melanom som mulig differensialdiagnose.
''Man får 1 poeng for å nevne alle fem kriteriene og 1 poeng dersom man har begrunnet/forklart hva alle bokstavene i akronymet betyr''. Dersom ikke alle kriteriene er nevnt, får man ingen poeng, det forventes at kriteriene er innlært som én enhet. Likeledes får man ingen poeng dersom man ikke kan forklare hva alle fem bokstavene betyr. Vi tillater også gjengivelse på engelsk. Fordi akronymet brukes litt ulikt må vi også tillate elevation på E og different/diverse structures på D
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Du bestemmer deg for å fjerne lesjonen
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva er den beste måten å fjerne lesjonen på? Begrunn svaret.
Hvordan bør prøvematerialet forsendes?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Eksisjonsbiopsi kan foretas av allmennlege eller hudlege ved mistanke om malignt melanom, eller ved forekomst av pigmenterte lesjoner som pasienten mener har forandret seg eller oppstått raskt. Eksisjonsbiopsi av en melanomsuspekt hudlesjon skal gjøres ved at hele tumor fjernes med en båtformet incisjon 2–5 mm (klinisk fri kant) ut i normal hud og med en pute av subdermalt fett. Dette gjør en histologisk undersøkelse av hele lesjonen mulig, med bestemmelse av Breslows tykkelse, som igjen danner grunnlag for videre kirurgisk behandling. Primæreksisjonen kan med fordel foregå i primærhelsetjenesten, men ved spesielle lokalisasjoner eller andre omstendigheter er det naturlig å henvise pasienten videre (ikke aktuelt her). Preparatet sendes til histologisk undersøkelse, og bør ved begrunnet mistanke om malignitetsutvikling merkes CITO.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Eksisjonsbiopsi med fjerning av hele tumor med en båtformet incisjon (1/2 poeng), klinisk fri (alternativt 2-5 mm) kant ut i normal hud (1/2 poeng) og ned til subkutant fett (1/2 poeng). Innsending til histopatologisk undersøkelse på formalin med merking CITO (1/2 poeng). Incisjonsbiopsi, stansebiopsi, shavebiopsi og laserbehandling anbefales ikke (gir 0 poeng). At man angir bruk av bedøvelse gir ikke ekstra poeng.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Svar fra patologen: Hud med malignt melanom, superfisiell spredningstype. Tumortykkelse a.m. Breslow 0.8mm. Ingen ulcerasjon. Minste avstand reseksjonskant 3mm til sidene og 5mm i dypet. Mitoseaktivitet 2 per mm^^2^^
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva slags behandling/oppfølging skal pasienten ha videre?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Pasienter med malignt melanom mistenkt eller verifisert skal fra høsten 2015 inn i pakkeforløp. Dersom mistanken om malignt melanom bekreftes histologisk, skal pasienten snarest mulig henvises til kyndig kirurg for utvidet eksisjon og mange skal også til vaktpostlymfeknutediagnostikk. Det er viktig at det kommer klart frem i henvisningen at det dreier seg om et malignt melanom og kopi av histologibesvarelse bør vedlegges dersom dette er mulig.
Ved malignt melanom med Breslows tykkelse < 1 mm anbefales kontroll hver 3. måned i tre år, deretter ved behov. I de fleste tilfeller kan de etterfølgende kliniske kontrollene utføres av fastlege, men det anbefales at den første kontrollen skjer hos spesialist med spesiell interesse for melanom, slik at de siste anbefalingene om oppfølging og behandling kan formidles.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Henvisning til utvidet eksisjon/re-eksisjon (1,5 poeng).
Det må skisseres et kontrollopplegg for pasienten som er i tråd med gjeldende retningslinjer (1,5 poeng).
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Pasienten er ferdigbehandlet kirurgisk og det er ingen tegn til metastaser
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Er det aktuelt med adjuvant behandling?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Nei, det finnes p.t. (mars 2016) ingen livsforlengende adjuvant behandling tilgjengelig ved malignt melanom bortsett fra i kliniske studier ved påvist spredning (0.5p).
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Nei er rett svar (0,5 poeng)
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Pasienten kommer til klinisk kontroll hos deg (fastlegen) etter å ha vært innom spesialisthelsetjenesten.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva skal den kliniske undersøkelsen hos fastlegen bestå av?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Generell hudundersøkelse/hudstatus inkludert arr-inspeksjon og palpasjon av lymfeknuter.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Generell hudundersøkelse/hudstatus (1/2 p). Inspeksjon av arrområdet (1/2 p). Palpasjon lymfeknuter (1/2 p).
Referanser deloppgave 1-5
* https://helsedirektoratet.no/retningslinjer/pakkeforlop-for-foflekkreft
* https://helsedirektoratet.no/retningslinjer/nasjonalt-handlingsprogram-medretningslinjer-for-diagnostikk-behandling-og-oppfolging-av-malignemelanomer
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Årene går og de rutinemessige kontrollene er avsluttet. Han oppsøker deg på nytt på konas initiativ på grunn av en lesjon på ryggen som kan ha kommet ila siste året. Den kjennes vorteaktig/furete i overflaten og er gulbrun. Når du ser over ryggen hans synes du at du ser flere lignende lesjoner
<<imgLink "IIC-2016s-2-B.PNG>>
Bilde (kilde: mydermpath.org)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva er mest sannsynlige diagnose?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Seborroiske keratoser er en meget vanlig form for keratose som ofte er lette å kjenne igjen og som vises som fete, lysebrune til svarte, vorteaktige dannelser på huden. Lesjonene opptrer særlig hos eldre. Ofte er det mange av dem, mest på rygg, mage, bryst og i ansikt. De kan skrapes bort og under finner man som oftest tilnærmet normal, lettblødende hud.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Følgende varianter godtas: seborrorisk keratose/vorte og senil keratose/vorte og talgkjertelvorte
Referanse deloppgave 6:
* http://www.dermnetnz.org/lesions/seborrhoeic-keratosis.html
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Du har vakt på medisinsk avdeling da en 65 år gammel mann legges inn med feber (39.5 °C), frysninger og redusert bevissthet. Han er under behandling for blærekreft som involverer blæreutløpet av høyre ureter. I akuttmottaket har pasienten blodtrykk: 80/40, puls: 130, respirasjonsrate: 30
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva er den mest nærliggende diagnosen og hva gjør du i akuttrommet for å sikre diagnosen? Hvilken empirisk behandling starter du?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Sannsynlig diagnose: Urosepsis.
Diagnostikk: Klinisk undersøkelse, blodgassanalyse, blodkultur og urinprøve til stix og dyrkning.
Behandling: Parenteral væske og antibiotika etter urosepsisregime (ampicillin og gentamicin).
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 poeng for urosepsis. 1 poeng for diagnostikk (blodgass, blodkultur og urinprøve er minimum). 1 poeng for riktig empirisk behandling.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Noen timer seinere får du et prøvesvar som viser nyoppstått nyresvikt (serum kreatinin: 450). Samme kveld blir det derfor gjort en ultralydundersøkelse av urinveiene som viser høyresidig hydronefrose
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke tiltak vil du vurdere på bakgrunn av denne informasjonen?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Det er aktuelt å gjøre avlastning av høyre nyrebekken. Det mest aktuelle er innleggelse av nefrostomikateter i høyre nyrebekken. I tillegg bør gentamicin seponeres grunnet nefrotoksisitet. Gentamicin erstattes av et 3. generasjons cefalosporin.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 poeng for nefrostomi. 1 poeng for seponering av gentamicin
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Situasjonen stabiliseres etter dine tiltak, men i løpet av natten blir pasienten gradvis mer tungpusten og du teller en respirasjonsrate på 38. Røntgenbilde av lungene viser normale forhold. Blodgass viser pH: 7.2, pCO2: 2.5 kPa og base excess: - 8.2 mEq/L
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva kalles denne syrebase-forstyrrelsen? Beskriv mekanismen for syrebase-fortyrrelsen og den mest sannsynlige årsaken til høy respirasjonsrate hos pasienten?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Organ hypoperfusjon gir anaerob metabolisme med opphoping av laktat (høy base excess) og utvikling av metabolsk acidose (lav pH). Denne acidosen forsøkes korrigert ved å ventilere ut CO,,2,, (lav pCO,,2,,) noe som gir økt respirasjonsrate.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0.5 poeng for metabolsk acidose. 0.5 poeng for ventilering av CO,,2,,
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Pasientens situasjon blir betydelig dårligere neste dag med tegn til at flere organer svikter. Blodprøver viser at INR har steget til 3.2.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva er de to mest sannsynlige årsakene til så høy INR hos denne pasienten og hvilke ytterligere blodprøver tar du for å kartlegge dette nærmere?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Årsaker: 1) Disseminert intravaskulær coagulasjon (DIC) med økt forbruk av koagulasjonsfaktorer. 2) Leversvikt med fallende produksjon av koagulasjonsfaktorer
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Begge årsaker må med for full skår = 1 poeng; 0.5 poeng for bare ett av alternativene.
Ytterligere blodprøver: Trombocytter, D-dimer, fibrinogen, ALAT, bilirubin (minimum Trombocytter, bilirubin og fibrinogen må være nevnt for full skår =1 poeng).
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
På andre dag ringer en lege fra Avdeling for medisinsk mikrobiologi og sier at det er funnet både gram-positiv kokker og gram-negative staver i blodkultur. Typing og resistenstesting vil bli utført neste dag.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva er de mest sannsynlige bakteriene som er funnet i blodkultur?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Det er mest trolig enterokokker og E. coli som er påvit i blodkultur. Dette er de vanligste mikrobene ved kompliserte urinveisinfeksjoner.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 poeng for enterokokker og 1 poeng for E. coli.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Kvinne 35 år oppsøker fastlegen på grunn av hjertebank og svetting av et par måneders varighet. Hun har gått ned i vekt til tross for økt appetitt. Pasienten har vært frisk tidligere. Du ordinerer blodprøver og det påvises betydelig forhøyet fritt tyroksin og supprimert TSH.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
# Hva er den mest sannsynlige årsaken til hypertyreose hos denne pasienten?
# Hvilke kliniske funn er typiske for denne formen av hypertyreose?
# Hvilken supplerende serumanalyse vil du gjøre for å verifisere at pasienten har denne tilstanden?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
# Graves sykdom
# Diffust struma uten knuter, oftalmopati/eksoftalmus (dette er typisk, men forekommer ikke hos alle)
# Antistoff mot TSH-reseptor (evt. også anti TPO: tyroksin peroksidase)
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 poeng for riktig svar på (1.)
1 poeng for riktig svar på (2.) (0.5 poeng for hvert av alternativene)
0.5 poeng for (3.) (antistoff mot TSH-receptor)
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva er førstevalg av behandling for denne tilstanden og hvordan vil du følge opp pasienten?
Hvilke bivirkninger kan denne behandlingen gi?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
# Carbimazole (Neomercazol) alene, evt i kombinasjon med Levaxin litt ut i forløpet («block and replace»)
# Følges med fritt T4 og TSH, relativt hyppig i starten, på det har stabilisert seg litt sjeldnere. Viktig å unngå stigning av TSH da dette muligens kan forverre evt. eksoftalmus. Følge med granulocytter de første mnd.
# Allergi, granulocytopeni, trombocytopeni
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 poeng for (1.), da må de svare carbimazole for å få poeng
0.5 poeng for (2.)
0.5 poeng for (3.), da må de minimum svare granlocytopeni
for å få 0.5 poe
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke andre årsaker kjenner du til hypertyreose? Nevn minst 4 årsaker.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Toksisk adenom, knutestruma , subakutt tyreoiditt, Postpartumtyreoiditt, medikamentelt indusert (Amiodaron, overdosering med Levaxin), for høyt inntak av jod, sekundær hypertyreose grunnet TSHproduserende hypofyseadenom
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1.5 poeng, da må toksisk adenom og knutestruma være med og minst to av de andre alternativene
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke andre behandlingsalternativer kjenner du for hypertyreose generelt, og hva taler for og imot de ulike alternativene?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
#Radioiodbehandling
#* For: kan være aktuelt ved residiv av Graves sykdom, ved bivirkninger av medikamentell behandling, behandling av toksisk adenom og knutestruma;
#* Mot:graviditet og oftalmopati.
# Tyreoidectomi
#* For: Svært struma, frykt for radioaktivitet, residiv av Graves, oftalmopati, bivirkninger av medikamentell behandling.
#* Mot: postoperative komplikasjoner som recurrensparese, hypoparatyreoidisme og selvfølgelig hypotyreose.
# (Propylthiouracil. For: Hvis bivirkninger av carbimazole, alternativ i graviditeten)
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1.5 poeng for (1): for å få full pott bør alt være med
1.5 poeng for (2): alt bør være med for full pott, bortsett for angst for radioaktivitet
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Pasienten er blitt 50 år og oppsøker nå fastlegen på grunn av en underarmsfraktur i forbindelse med et lite traume. Hun lurer på om hun har osteoporose.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvordan stiller du diagnosen og hva er førstevalg av behandling?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
# Beintetthetsmåling med dobbel x-ray absorbsjonsmetri (DXA), T-score<-2.5
# Tilskudd av kalsium og vitamin D, bisfosfonat peroralt (Alendronat) (HRT er også et alternativ, spesielt hvis også klimakteriske plager)
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
# 0.5 poeng
# 0.5 poeng
For å få full pott må alt som er nevnt under (1) og (2) være nevnt. HRT kan godtas som et alternativ
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
I allmennpraksis blir du oppsøkt av en kvinne på 28 år som er tidligere helt frisk. I løpet av våren (siste 8 uker) har hun følt seg i dårlig form, og hun har for første gang fått utslett i ansiktet (panne, nese, kinn) av å være i solen. Hun har følt seg økende slapp og trett siste måned, og har stadig litt feber rundt 38 grader. Siste måned har hun også fått smerter tilsvarende PIP- og MCP-ledd i hender. Hun har også fått noen sår i munnslimhinnen.
Ved undersøkelse ser du at hun er lett rød over panne, kinn og neserygg, og hun har to sår i munnslimhinnen. Hun er litt hoven over PIP II og III i høyre hånd. BT 100/80
Som ledd i undersøkelsen tar du noen prøver:
|!Analyse |!Resultat |!Referanseområde |
|Hb |9,8 g/dL |11,7-15,3 g/dL |
|SR |45 mm/time |<20 mm/time |
|CRP |5 mg/L |<5 mg/L |
|LPK/leukocytter |2,5 x10^^9^^ /L |3,5 -10,0 x10^^9^^ /L |
|Trombocytter |180 x 10^^9^^ /L |164-370 x10^^9^^ /L |
|Kreatinin |70 µmol /L |45 – 90 µmol /L |
|Urin stix | albumin +++, blod ++++ |Negativ for blod, albumin og leukocytter |
Du tenker at du må henvise pasienten videre til spesialist.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Til hvilken spesialist bør pasienten henvises, og hvilken grad av hast har dette? (henvise innen en uke eller en måned?)
Begrunn svaret.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
* Revmatolog eller nefrolog (0,5 p)
* Innen en uke (0,5 p)
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Fra forrige vignett:
<<<
I allmennpraksis blir du oppsøkt av en kvinne på 28 år som er tidligere helt frisk. I løpet av våren (siste 8 uker) har hun følt seg i dårlig form, og hun har for første gang fått utslett i ansiktet (panne, nese, kinn) av å være i solen. Hun har følt seg økende slapp og trett siste måned, og har stadig litt feber rundt 38 grader. Siste måned har hun også fått smerter tilsvarende PIP- og MCP-ledd i hender. Hun har også fått noen sår i munnslimhinnen.
Ved undersøkelse ser du at hun er lett rød over panne, kinn og neserygg, og hun har to sår i munnslimhinnen. Hun er litt hoven over PIP II og III i høyre hånd. BT 100/80
Som ledd i undersøkelsen tar du noen prøver:
|!Analyse |!Resultat |!Referanseområde |
|Hb |9,8 g/dL |11,7-15,3 g/dL |
|SR |45 mm/time |<20 mm/time |
|CRP |5 mg/L |<5 mg/L |
|LPK/leukocytter |2,5 x10^^9^^ /L |3,5 -10,0 x10^^9^^ /L |
|Trombocytter |180 x 10^^9^^ /L |164-370 x10^^9^^ /L |
|Kreatinin |70 µmol /L |45 – 90 µmol /L |
|Urin stix | albumin +++, blod ++++ |Negativ for blod, albumin og leukocytter |
Du tenker at du må henvise pasienten videre til spesialist.
<<<
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilket prøvesvar er viktigst å få fram i henvisningen?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Urinfunn (1 poeng)
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Pasienten henvises, og får time hos spesialist på sykehuset.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilken ytterligere undersøkelse bør nå gjøres av urinen?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
* Maks 1 poeng!
* Urin-mikroskopi (1 p)
* Kvantitering av protein og kreatinin (0,5 p)
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vgnett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilken annen spesifikk utredning er det aktuelt å gjøre på bakgrunn av urinfunn?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Nyrebiopsi (1 p)
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
På sykehuset tas følgende utvidede blodprøver:
* ANA positiv
* Anti-ds-DNA positiv
* Anti-Sm positiv
* Anti-SSA / SSB negativ
* Revmatoid faktor IgM negativ,
* Anti-CCP negativ
* ANCA serologi negativ
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilken diagnose er mest sannsynlig hos denne pasienten basert på klinikk og blodprøver?
Begrunn svaret.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Systemisk Lupus Erythematosus/ SLE (1 p)
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Nevn minst to andre organer enn det som er affisert hos denne pasienten som kan gi et alvorlig sykdomsbilde ved denne tilstanden.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Maks 1 p tilsammen på oppgaven.
* 0,5 p for hvert av følgende svar: CNS, Hjerte (myositt, myokardittt), serøse hinner hjerte/lunge (serositt pleura eller perikard)
* 0,25 poeng for å nevne hud som organ
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Følgende medikamenter er aktuelle ved behandling av bindevevssykdommer:
* Steroider (Prednisolon)
* Azathioprin (Imurel)
* Hydroksyklorokin (Plaquenil)
* Mykofenolat mofetil (Cell Cept)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
# Hvilket av disse medikamentene kan brukes for å dempe betennelsesaktiviteten raskt ved systemiske revmatiske sykdommer?
# Hvilket av disse medikamentene anbefales brukt fast over ubestemt tid ved systemisk bindevevssykdom?
# Hvilke to av medikamentene over brukes over tid spesifikt i behandlingen av nefritt som kan skyldes revmatisk sykdom?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
# Steroider (0,5 p)
# Hydroksyklorokin (0,5 p)
# Azathioprin (0,5 p), mykofenolat mofetil (0,5 p)
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Pasienten innlegges, og etter en uke på sykehuset får hun akutt hevelse og smerte i venstre legg og klarer ikke å trå på foten.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva bør sykehuslegen mistenke at dette kan være, og hvilken blodprøve tas for å finne ut om pasienten kan ha økt risiko for denne type komplikasjon?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
* Dyp venetrombose (1 p).
* Antikardiolipin eller antifosfolipidantistoffer (1 p)
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Som allmennpraktiker møter du mange pasienter med migrene. Du får flere spørsmål om alternativ behandling, særlig akupunktur, og bestemmer deg for å lese deg opp på temaet slik at du kan gi pasientene dine gode svar når de spør deg om råd.
Du finner en artikkel i Cochrane-databasen: Linde K, Allais G, Brinkhaus B et al. Acupuncture for the prevention of episodic migraine. Cochrane Database Syst Rev. 2016. (Artikkelen er ikke vedlagt, relevant informasjon for å løse oppgaven er gitt under.)
Artikkelen sammenligner blant annet akupunktur med a) imitert (placebo/"sham") akupunktur og b) ingen behandling, med tanke på å redusere hyppigheten av hodepineanfall med minst 50% etter behandling.
For sammenligningen av akupunktur og placebo finner du denne figuren (Figur 7 i "Acupuncture for the prevention of episodic migraine"):
<<imgLink "IIC-2016v-2-A.PNG" 600>>
"Events" i figur 7 er definert som at en pasient har respondert på behandling, det vil si at vedkommende har minst 50% reduksjon av hodepine.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva slags studie er "Acupuncture for the prevention of episodic migraine"?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Dette er en metaanalyse.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Metaanalyse (1p). Gir ikke poeng dersom man bare svarer "systematisk oversikt"
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Fra forrige vignett:
<<<
Som allmennpraktiker møter du mange pasienter med migrene. Du får flere spørsmål om alternativ behandling, særlig akupunktur, og bestemmer deg for å lese deg opp på temaet slik at du kan gi pasientene dine gode svar når de spør deg om råd.
Du finner en artikkel i Cochrane-databasen: Linde K, Allais G, Brinkhaus B et al. Acupuncture for the prevention of episodic migraine. Cochrane Database Syst Rev. 2016. (Artikkelen er ikke vedlagt, relevant informasjon for å løse oppgaven er gitt under.)
Artikkelen sammenligner blant annet akupunktur med a) imitert (placebo/"sham") akupunktur og b) ingen behandling, med tanke på å redusere hyppigheten av hodepineanfall med minst 50% etter behandling.
For sammenligningen av akupunktur og placebo finner du denne figuren (Figur 7 i "Acupuncture for the prevention of episodic migraine"):
<<imgLink "IIC-2016v-2-A.PNG" 600>>
"Events" i figur 7 er definert som at en pasient har respondert på behandling, det vil si at vedkommende har minst 50% reduksjon av hodepine.
<<<
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvor mange studier og hvor mange pasienter bygger analysen i figur 7 i "Acupuncture for the prevention of episodic migraine" på?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Figuren bygger på analyse av 14 studier, med til sammen 1825 inkluderte pasienter (1055 som fikk akupunktur + 770 som fikk placebo/"sham" akupunktur).
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
14 inkluderte studier (0.5p), 1055+770 = 1825 pasienter (0.5p).
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Fra forrige vignett:
<<<
Som allmennpraktiker møter du mange pasienter med migrene. Du får flere spørsmål om alternativ behandling, særlig akupunktur, og bestemmer deg for å lese deg opp på temaet slik at du kan gi pasientene dine gode svar når de spør deg om råd.
Du finner en artikkel i Cochrane-databasen: Linde K, Allais G, Brinkhaus B et al. Acupuncture for the prevention of episodic migraine. Cochrane Database Syst Rev. 2016. (Artikkelen er ikke vedlagt, relevant informasjon for å løse oppgaven er gitt under.)
Artikkelen sammenligner blant annet akupunktur med a) imitert (placebo/"sham") akupunktur og b) ingen behandling, med tanke på å redusere hyppigheten av hodepineanfall med minst 50% etter behandling.
For sammenligningen av akupunktur og placebo finner du denne figuren (Figur 7 i "Acupuncture for the prevention of episodic migraine"):
<<imgLink "IIC-2016v-2-A.PNG" 600>>
"Events" i figur 7 er definert som at en pasient har respondert på behandling, det vil si at vedkommende har minst 50% reduksjon av hodepine.
<<<
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilket mål på effekt er angitt i figur 7 i "Acupuncture for the prevention of episodic migraine"?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Effektmålet her er relativ risiko/risk ratio (RR) for reduksjon av hodepinefrekvens med minst 50%. («Risiko» er her altså brukt om sannsynlighet for et ønsket utfall.)
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Relativ risiko og risk ratio er alternative begrep, begge gir uttelling (1p).
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Fra forrige vignett:
<<<
Som allmennpraktiker møter du mange pasienter med migrene. Du får flere spørsmål om alternativ behandling, særlig akupunktur, og bestemmer deg for å lese deg opp på temaet slik at du kan gi pasientene dine gode svar når de spør deg om råd.
Du finner en artikkel i Cochrane-databasen: Linde K, Allais G, Brinkhaus B et al. Acupuncture for the prevention of episodic migraine. Cochrane Database Syst Rev. 2016. (Artikkelen er ikke vedlagt, relevant informasjon for å løse oppgaven er gitt under.)
Artikkelen sammenligner blant annet akupunktur med a) imitert (placebo/"sham") akupunktur og b) ingen behandling, med tanke på å redusere hyppigheten av hodepineanfall med minst 50% etter behandling.
For sammenligningen av akupunktur og placebo finner du denne figuren (Figur 7 i "Acupuncture for the prevention of episodic migraine"):
<<imgLink "IIC-2016v-2-A.PNG" 600>>
"Events" i figur 7 er definert som at en pasient har respondert på behandling, det vil si at vedkommende har minst 50% reduksjon av hodepine.
<<<
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvor stor er den samlede effekten av akupunktur estimert å være (i henhold til figur 7 i "Acupuncture for the prevention of episodic migraine")? Formuler svaret slik du ville ha formidlet resultatet for en pasient.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Man fant 23% større sjanse (risiko) for at hodepinefrekvens ble redusert med minst halvparten etter behandling med akupunktur sammenlignet med behandling med imitert akupunktur.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
23% større sjanse/risiko for bedring hos de som fikk akupunktur (1p). Presisjon (konfidensintervall) kan også angis, men er ikke nødvendig for poeng.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Fra forrige vignett:
<<<
Som allmennpraktiker møter du mange pasienter med migrene. Du får flere spørsmål om alternativ behandling, særlig akupunktur, og bestemmer deg for å lese deg opp på temaet slik at du kan gi pasientene dine gode svar når de spør deg om råd.
Du finner en artikkel i Cochrane-databasen: Linde K, Allais G, Brinkhaus B et al. Acupuncture for the prevention of episodic migraine. Cochrane Database Syst Rev. 2016. (Artikkelen er ikke vedlagt, relevant informasjon for å løse oppgaven er gitt under.)
Artikkelen sammenligner blant annet akupunktur med a) imitert (placebo/"sham") akupunktur og b) ingen behandling, med tanke på å redusere hyppigheten av hodepineanfall med minst 50% etter behandling.
For sammenligningen av akupunktur og placebo finner du denne figuren (Figur 7 i "Acupuncture for the prevention of episodic migraine"):
<<imgLink "IIC-2016v-2-A.PNG" 600>>
"Events" i figur 7 er definert som at en pasient har respondert på behandling, det vil si at vedkommende har minst 50% reduksjon av hodepine.
<<<
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Vurder grad av heterogenitet mellom studiene som er inkludert i figur 7 i "Acupuncture for the prevention of episodic migraine" og hvilken betydning dette har for tolkingen av resultatene.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Dersom det er stor spredning mellom effektestimater og konfidensintervaller for de ulike studiene som er inkludert i en metaanalyse, sier vi at det er høy grad av heterogenitet. Graden av heterogenitet kan også angis med statistiske mål som I^^2^^.
Høy grad av heterogenitet tilsier at resultatene må tolkes med forsiktighet, i og med at det kan være betydningsfulle forskjeller mellom de studiene som er forsøkt slått sammen.
I denne metaanalysen er det inkludert flere små studier og fire noe større studier. Mens effektestimatene spriker betydelig på de små studiene, er det bedre samsvar mellom de fire største studiene. Konfidensintervallene overlapper i ganske stor grad, med unntak av den første studien (Weinschütz 1994).
Denne analysen viser moderat grad av heterogenitet, i samsvar med I^^2^^ på 48%.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Moderat heterogenitet (0.5p). Resonnerer rundt samsvar/sprik mellom estimater og konfidensintervall (1p). Heterogene studier tyder på forskjeller som gjør at man må tolke samlede resultater med forsiktighet (0.5p). I^^2^^ som mål for heterogenitet trenger ikke nevnes eller tolkes for å gi full uttelling på spørsmålet.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Artikkelen sammenlignet også akupunktur med ingen forebyggende behandling. I denne analysen ble den samlede effekten av akupunktur estimert til en risk ratio på 2.40 (95% CI 2.08-2.76).
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Beskriv forskjellen mellom det samlede effektestimatet fra analysen som sammenligner akupunktur med imitert/"sham" akupunktur og det samlede effektestimatet fra analysen som sammenligner akupunktur med ingen behandling, og gi en forklaring på denne forskjellen.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Av resultatene ser vi at det er en mye sterkere sammenheng mellom akupunktur og redusert smerte når man sammenligner med ingen behandling versus imitert akupunktur.
Når man sammenligner akupunktur med ingen behandling, vil man kunne se en placebo-effekt av akupunkturbehandlingen. Denne effekten reduseres når man sammenligner med imitert (placebo) akupunktur. Blinding av behandler er derimot ikke mulig i en slik setting, og kan fortsatt være en feilkilde.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Identifisere sterkere sammenheng når man sammenligner med ingen behandling (1 poeng). Placeboeffekt av behandling (1 poeng).
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Studien har brukt skåringssystemet GRADE og vurderer kunnskapsgrunnlaget for resultatene som moderat når det gjelder akupunktur versus placebo for reduksjon av hodepine (med minst 50%).
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke faktorer bør man ta i betraktning når man skal vurdere kunnskapsgrunnlaget for resultater basert på analyser av den typen som er gjort i "Acupuncture for the prevention of episodic migraine"?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
GRADE er et verktøy for systematisk vurdering av kunnskapsgrunnlag og danner et godt utgangspunkt for vurdering av kunnskapsgrunnlaget i metaanalyser. Faktorer som vurderes i GRADE er:
* Design: Kunnskapsgrunnlaget vurderes som bedre hvis det baserer seg på randomiserte, kliniske forsøk enn observasjonsstudier. I tillegg er det viktig hvor mange studier og personer som inngår.
* Bias: Stor risiko for bias trekker ned. Vanlige problemer i RCT-studier er ufullstendig blinding og at deltakere faller ut av studien («loss to follow-up»). For få observasjoner (for små studier) trekker også ned.
* Overensstemmelse: Høy grad av heterogenitet trekker ned. Dose-respons-sammenheng trekker opp.
* Overførbarhet: Det trekker ned hvis sammenhengene ikke kan generaliseres til den aktuelle gruppa/det utfallet man er interessert i.
* Effektstørrelse: Sterke effektestimater trekker opp.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
For hver faktor av 1) design 2) antall inkluderte studier/personer 3) bias 4) overensstemmelse 5) overførbarhet og 6) effektstørrelse gis 0,5 poeng, inntil maks 2 poeng. (Dvs det kreves bare 4 av 6 momenter for å få full score).
Det forventes ikke noen utførlig beskrivelse av GRADE som skåringssystem.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
En 60 år gammel kvinne faller på isen en dag i februar og vrir høyre ankel. Hun hører et knekk og registrerer at ankelen står i en merkelig stilling. Hun kan ikke trå på ankelen på grunn av smerter
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilken primærbehandling vil du gi på skadestedet?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Forsikre seg om at pasienten ikke har livstruende skader, andre medisinske tilstander som påvirker bevisstheten (epilepsi, hypoglykemi), har frie luftveier samt sjekke bevissthet i tillegg: Forsøke å forhindre hypotermi/tenke på dette før en går videre med primærbehandling av ankelen.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
# Fjerne skotøy, forsøke reponering – 1 poeng.
# I tillegg til A: Sørge for at pasienten ikke blir hypoterm – 1 poeng.
# I tillegg til A og B: Tenke ABC først før en går videre – 1 poeng.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Hun blir fraktet til sykehus. Der blir det tatt et røntgenbilde.
<<imgLink "IIC-2017-1-A.PNG" 500>>
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvordan vil du beskrive skaden(e) du ser på bildene?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Dette er en trimalleolær luksasjonsfractur i ankelen. Talus står luksert lateralt, noe som sees best i AP plan og i posterior retning, noe som sees best i sideplan
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
# Ankelbrudd – 1 poeng
# Trimalleolær fraktur i ankel – 1/2 poeng
# I tillegg påpeke at det dreier seg om en luksasjonsfractur – 1/2 poeng.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Du står nå i mottagelsen med pasienten. Hvilke kliniske undersøkelser og overveielser gjør du etter at røntgenbildet er tatt?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Status lokalis vil være viktig å oppgi:
# Vurdere sirkulasjon: Palpere ATP og/eller ADP samt kapillær fylning i tærne. Pasienten er ute og det er kaldt slik at puls ikke alltid vil kjennes. Imidlertid bør studenten markere at det kjennes etter puls.
# Vurdere hudstatus: Merke seg evt. tegn til anstrengt ”hvit” hud som tegn på at benstrukturer presser på under. Sårskader evt. tegn til åpent brudd. Perifer nevrologi.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 poeng - Palpere puls.
1 poeng - Gjengi status på hud og perifer nevrologi.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvordan vil du håndtere denne pasienten i mottagelsen?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Røntgenbilde viser fremdeles luksert ankel. Riktig primærbehandling vil nå være å reponere ankelen ev. etter å ha gitt smertestillende først dersom pasienten har fått etablert venflon (per oral smertestillende på dette tidspunktet vil ikke ha forventet effekt på minst 30 min).
Deretter stabilisering i skinne samt evt gi smertestillende pr os dersom det ikke er gitt i.v. og pasienten ikke har venflon.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
# Reponering av ankel, skal være utført og gitt poeng for i oppgave 1. ikke poeng her også.
# Stabilisering i skinne – 1 poeng
# Gi smertestillende – 1 poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Vi tenker oss at du gir primærbehandlingen i mottakelsen.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hun har tidligere hatt flere brudd. Hvordan påvirker dette din håndtering av pasienten etter ferdigbehandling av det aktuelle bruddet?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Pasienten er altså en kvinne, 60 år gammel med tidligere brudd i anamnesen. Hun er i risikogruppen for benskjørhet. Videre utredning på osteoporose (blodprøver, DEXA-måling) vil være på sin plass. Vurdere oppstart med
antiosteoporotika </$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Tenke på/nevne benskjørhet – og kunne nevne generell utredning for benskjørhet: DEXA- måling og blodprøver – 1 poeng.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Du er fastlege, og en frisk eldre herre med lite hår kommer til deg for en konsultasjon. Han har det siste året vært plaget med skjellende, litt diffuse, rødlige områder i panne/hodebunn. Han har sparsomt med kløe, og kona er irritert over at han stadig pirker på disse tørre lesjonene. Han har ikke noe utslett ellers på kroppen. Han har vært friluftsmann hele livet.
Se følgende bilde av mannen:
<<imgLink "IIC-2017-2-A.PNG">>
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke differensialdiagnoser er aktuelle hos denne pasienten? Nevn minst 3
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
* Aktinsk/Solar keratose
* Seborreisk dermatitt
* Psoriasis
* Lupus erythematosus
* Kutant T-celle lymfom
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Denne oppgaven tester kandidatens evne til å gjenkjenne en vanlig forekommende hudforandring. I og med at oppgaven ledsages av et bilde, gis det 1 poeng for riktig svar som er aktinsk keratose. Det gis ellers ½ poeng for hhv seborroisk dermatitt, psoriasis, lupus erythematosus og til nød kutant T-celle lymfom (maks 2 poeng totalt) som alle er hudlidelser som kan gi skjellende, diffust utslett i hodebunnen. Det gis ikke poeng for andre forslag, som eksem eller andre typer hudlidelser.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Du bestemmer deg for å ta en biopsi av en av hudforandringene i det aktuelle området. Det histologiske snittet ser slik ut:
<<imgLink "IIC-2017-2-B.PNG">>
Følgende beskrivelse ligger ved: Moderat atypisk epitelproliferasjon i nedre og midtre del av epidermis. Lett hyper- og para- keratose på overflaten.
Du føler deg nå sikker på diagnosen, og bestemmer deg for å behandle pasienten.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke behandlingsmodaliteter er aktuelle for denne tilstanden? Nevn minst 3 ulike alternativ
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Spørsmålet skal teste om kandidaten kjenner til ulike behandlingsmodaliteter for en svært vanlig forekommende hudforandring. Flere av disse kan utføres i primærhelsetjeneten.
Selv om det hos denne pasienten er mest aktuelt å tenke på behandlingsmodaliteter som dekker større områder med aktinske keratoser ("field treatment") aksepteres også kryoterapi og mindre kirurgi (shave/curretage) som løsningsforslag da dette kan være aktuelt ved enkelt-lesjoner
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Hva gir poeng: kryoterapi, mindre kirurgi (shave/curretage), fotodynamisk terapi, imiquimod (Aldara©, Zyclara©), ingenolmebutat (Picato©), 5-fluorouracil (5-FU), diclofenac natrium (Solaraze©)
Hvert forslag gir 0.5 poeng, maks 1,5 poeng.
Det gis ikke poeng for forslag om omfattende kirurgi, topikale steroider, soppbehandling.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Du tar pasienten til kontroll 3 måneder etter gjennomført behandling. Han forteller da at det har tilkommet en ny hudforandring på håndryggen de siste 3-4 ukene. Den ser slik ut:
<<imgLink "IIC-2017-2-C.PNG">>
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke differensialdiagnoser er aktuelle? Nevn minst 2.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Hurtigvoksende tumores i hud skal få kandidaten til å være obs på cancer utvikling. Mest aktuelle diagnose her er keratoacanthom basert på rask vekst og klinisk utseende.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Det gis poeng for Keratoacanthom (1 poeng), spinocellulær cancer (1 poeng), aktinsk keratose 0.5 poeng, basalcellecarcinom 0.5 poeng (passer med utseende, men mindre sannsynlig da det er raskt vekst), verruca vulgaris 0.5 poeng (dog mindre sannsynlig).
Det gis ikke poeng for andre differensialdiagnostiske forslag.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Du føler deg relativt sikker på hva dette er basert på klinisk utseende og rask vekst.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvordan håndteres lesjonen best?
(vi er ute etter én behandlingsmodalitet som er den beste, og kun denne gir poeng)
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Riktig behandling av hurtigvoksende tumores i hud er ''kirurgisk eksisjon''. I dette tilfellet vil patologen som regel ikke kunne skille histologisk mellom en spinocellulær cancer og et keratoacanthom. Særlig om det kun tas en stansebiopsi. Det er derfor klinikken som vil være avgjørende for hvilken diagnose man lander på. I dette tilfellet er både anamnese (hurtig vekst) og klinisk utseende mest forenelig med et keratoacanthom.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Svaralternativ kirurgisk eksisjon gir 2 poeng, alle andre svar gir ingen poeng.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Du tar en beslutning angående videre håndtering av lesjonen på hånden, og informerer pasienten om dette.
Da du er i ferd med å avslutte konsultasjonen ber han om å få snakke med deg om noe han har gruet seg for å ta opp lenge. Han har i årevis vært plaget med trang forhud, og nå har det blitt så ille at han ikke får trukket den tilbake i det hele tatt. Det er stramt og ubehagelig med tendens til sår/sprekkdannelse.
Han tar av seg og du ser følgende forandringer på penis:
<<imgLink "IIC-2017-2-D.PNG>>
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilken diagnose er mest sannsynlig her, og hva er en viktig
differensialdiagnose?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
I denne oppgaven bør kandidaten kjenne igjen de hvitlige, arraktige forandringene på preputiet, og velge en av følgende to diagnoser som mest sannsynlig diagnose:
''Lichen sclerosus'' (det same som lichen sclerosus et atrophicus (LSA) og balanitis xerotica obliterans (BXO))
eller
''Lichen planus'' (Lichen ruber planus)
En viktig differensialdiagnose er begynnende hudkreft eller etablert hudkreft, og kandidaten må da nevne en av følgende to:
* Morbus Bowen (Bowen disease)/ Precancrose i hud
* Plateepitelcarcinom (Spinocelluært carcinom)/ hudcancer
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Om et av lichen-forslagene nevnes gir dette 1 poeng, og øvrige diagnoser 0.5 poeng, maks 1.5 poeng totalt.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Du bestemmer deg for å behandle uten å ta biopsi først.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilken behandling er best å velge i dette tilfellet?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Intensiv smøring med potente til superpotente (gruppe 3-4) steroider i flere uker: f.eks daglig i 4 uker, så annenhver dag i 4 uker, så to ganger pr uke i 4 uker eller mer.
Ev. circumcisio/dorsal spalting 0.5 poeng, men skal da ha forsøkt optimal behandling med steroider topikalt først.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
* Intensiv smøring med potente til superpotente steroider (gruppe 3-4) i flere uker gir 1 poeng.
* Om steroider nevnes generelt gir dette ½ poeng
* Ev. circumcisio/dorsal spalting gir ½ poeng
* Maksimalt 1 poeng tilsammen.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
En 68 år gammel kvinne kommer til din primærlegepraksis. Hun har over tid utviklet smerter i venstre lyske, over trochanter major, samt utstrålende smerter til leggens bakside. Smertene er verst under aktivitet, sier hun.
Du observerer at hun har en haltende gange.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke 3 diagnoser er de mest aktuelle? (Det er kun anledning til å foreslå 3 diagnoser)
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
* Isjialgi
* Trochanterbursitt
* Coxartrose
* Referert smerte fra lumbosacral/sakroilialledd
* Aortoileal vaskulær okklusiv sykdom
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
* Isjialgi, prolaps, spinalstenose, rotkanalstenose 0,5 poeng
* Trochantertendinitt, bursitt, tendinitt 0,5 poeng
* Coxartrose 1 poeng
* Referert smerte fra lumbosacral (LS)/sakroilialledd (IS-ledd) 0,5 poeng
* Aortoileal vaskulær okklusiv sykdom 0,5 poeng
Her er vi ute etter å kartlegge om studentene kan gjenkjenne vanlige tilstander i hofte/bekken/rygg som kan ramme eldre pasienter.
Totalt max 2 poeng, Coxarthrose gir 1 poeng, de andre 0,5, max 3 forslag totalt, studenten får ikke noe poeng for de diagnosene som nevnes ut over de 3 første forslagene
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Fra forrige vignett:
<<<
En 68 år gammel kvinne kommer til din primærlegepraksis. Hun har over tid utviklet smerter i venstre lyske, over trochanter major, samt utstrålende smerter til leggens bakside. Smertene er verst under aktivitet, sier hun.
Du observerer at hun har en haltende gange.
<<<
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvordan vil du klinisk undersøke for de 3 tilstandene du har foreslått i [[oppgave 1|IIC - 2017s - Oppgave 1]]?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
* Lasegues prøve, muskelstyrke, reflekser, sensibilitet
* Palpasjon over trochanter major
* Undersøke hofteledd
* Undersøke LS-columna/IS-ledd
* Distal status med pulser
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
* Lasegues prøve, muskelstyrke, reflekser, sensibilitet (undersøkelser for isjialgi, prolaps, spinalstenose, rotkanalstenose) 0,5 poeng
* Palpasjon over trochanter major (undersøkelser for trochantertendinitt, bursitt, tendinitt) 0,5 poeng
* Trendelenburgs test (test for styrke av abduktormuskulaturen i hoften), bevegelsesutslag i hofteleddet (undersøkelser for coxartrose) 0,5 poeng
* Palpasjon av LS-columna, bevegelsesutslag ved stående fleksjon av columna (bøy framover), sammenpress av bekken, åpning av bekken, trykk over symfysen/IS-ledd. (Undersøkelser av LS-columna/IS-ledd) 0,5 poeng
* Palpere pulser over fotrygg, i fossa poplitea og i lysker, blodtrykksgradient mellom armtrykk og distalt fottrykk, gang-/tredemølle-test (BT/puls før og etter gange) (undersøke for aortoileal vaskulær okklusiv sykdom) 0,5 poeng
Totalt max 1,5 poeng, hvis studenten oppgir minst en av de kliniske undersøkelsene/testene for hver av diagnosene (foreslått i [[oppgave 1|IIC - 2017s - Oppgave 1]]) får han/hun 0,5 poeng for hver. Hvis han/hun har foreslått mange tester for hver tilstand får han/hun ikke noe ekstra poeng for dette.
Studentene skal få poeng hvis de foreslår adekvat kliniske undersøkelse/test selv om diagnoseforslaget er "feil".
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Fra forrige vignett:
<<<
En 68 år gammel kvinne kommer til din primærlegepraksis. Hun har over tid utviklet smerter i venstre lyske, over trochanter major, samt utstrålende smerter til leggens bakside. Smertene er verst under aktivitet, sier hun.
Du observerer at hun har en haltende gange.
<<<
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke billeddiagnostiske (eller tekniske) undersøkelser vil du rekvirere for å utrede de 3 aktuelle diagnosene?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
* MR eller CT av LS-columna
* MR us av bekken
* Rtg Bekken
* Rtg LS-columna/IS-ledd
* Doppler eller angiografi av aortoileale kar
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
* MR eller CT av LS-columna (undersøkelser for isjialgi, prolaps, spinalstenose, rotkanalstenose) 0,5 poeng
* MR us av bekken(skjelett) (undersøkelser for trochantertendinitt, bursitt, tendinitt) 0,5 poeng
* Rtg bekken (hofter) (undersøkelser for coxartrose) 0,5 poeng
* Rtg eller MR av LS-columna/IS-ledd (Undersøkelser for LS-columna/IS-ledd) 0,5 poeng
* Doppler eller angiografi av aortoileale kar 0,5 poeng
Totalt max 1,5 poeng, hvis studenten oppgir mist en av de billeddiagnostiske undersøkelsene for hver av diagnosene (foreslått i oppgave 1) får de 0,5 poeng for hver.
Studentene skal få poeng hvis de foreslår adekvat billeddiagnostiske undersøkelse selv om diagnoseforslaget er "feil".
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Nedenfor ser du et røntgenbilde av hofte/bekken fra en annen, mannlig pasient.
<<imgLink "IIC-2017s-1-A.PNG" 600>>
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Røntgenbildet viser 3 typiske funn for en aktuell tilstand. Hvilke funn er det?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
* Sclerose
* Avsmalnet leddspalte
* Randosteofytter og cyster
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
* Sclerose 0,5 poeng
* Avsmalnet leddspalte 0,5 poeng
* Randosteofytter og cyster 0,5 poeng
Totalt max. 1,5 poeng for alle 3 funnene.
Her er det ingen krav om å skrive rett diagnose (dette er underforstått, dvs. coxartrose som er et sentralt tema i ortopedien). Hvis studenten ikke klarer diagnosen her fortjener studenten et lavt totalt poengskår på denne kortsvarsoppgaven.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Fra forrige vignett:
<<<
Nedenfor ser du et røntgenbilde av hofte/bekken fra en annen, mannlig pasient.
<<imgLink "IIC-2017s-1-A.PNG" 600>>
<<<
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvordan vil du i første omgang behandle pasienten med den tilstanden du diagnostiserte fra røntgenbildet?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
* Tilrettelegging av ADL (aktiviteter i dagliglivet)
* Fysioterapi for å bedre bevegelsesutslag, styrketrening av gluteus medius og quadriceps
* NSAIDS , Analgetica
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
* Tilrettelegging av ADL gir 0,5 poeng
* Fysioterapi gir 0,5 poeng
* NSAIDs gir 0,25 poeng og andre analgetika gir 0,25 poeng (det er nok å foreslå en type analgetika eller analgetika generelt for å få 0,25 poeng)
Totalt max. 1,5 poeng for alle 3 av de konservative behandlingsforslagene. Her får man ingen poeng hvis man foreslår protesekirurgi
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Den mannlige pasienten har gjennomført behandlingen du foreslo. Han kommer tilbake etter 3 måneder og har bedret bevegelighet, men har funksjonssmerter og hvilesmerter. Han får smerter kun etter 500 meters ganglengde. Han våkner om natten av smertene.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilket behandlingstiltak blir det riktigst å anbefale nå?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Henvise til protesekirurgi
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Henvise til protesekirurgi gir 1 poeng
Her får man 0 poeng hvis man foreslår fysioterapi, ADL, analgetika eller annen konservativ behandling
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Pasienten forteller at venstre underekstremitet visner bort når han går. Tilstanden bedrer seg når han stopper opp.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Nevn de to viktigste differensialdiagnosene som kan passe med slike symptomer.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
* Claudicatio intermittens
* Spinalstenose / rotkanalstenose
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
* Claudicatio intermittens gir 0,5 poeng
* Spinalstenose / rotkanalstenose (en av disse er nok) gir 0.5 poeng
Hvis studenten er inne på "dårlig sirkulasjon" eller "trange forhold i spinalkanalen" uten å nevne navn på tilstand kan en ev. vurdere poenggiving.
Det gis her 0 poeng hvis studenten nevner komplikasjoner til protesekirurgi som caputnekrose, perifer nevropati, arteriell emboli
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Antipsykotika har en rekke bivirkninger og interaksjoner. I denne oppgaven skal vi ta opp en del sentrale bivirkninger og også komme inn på noen interaksjoner som er aktuelle for denne legemiddelgruppen.
Akutte dystonier og tardive dyskinesier er to typer bivirkninger som kan forekomme ved bruk av antipsykotika
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
# Hva kjennetegner disse to typene bivirkninger?
# Hvilken undertype av antipsykotika gir slike bivirkninger i størst grad?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
# Del en:
## ''Akutte dystonier''. Økt muskeltonus, typisk i munn/svelg/tunge. Kan bl.a. gi problemer med å snakke (grøtet/utydelig tale). Kommer kort tid etter oppstart. Vanligst hos unge menn.
## ''Tardive dyskinesier''. Ufrivillige bevegelser, særlig i hode/ansikt og hender/fingre. Kommer gjerne sent i forløpet. Er i prinsipp irreversibelt, og vil forverres initialt etter seponering av utløsende middel.
# Førstegenerasjons lavdoseantipsykotika – også kalt førstegenerasjons høypotente antipsykotika. (Eksempler: haloperidol, zuklopentiksol, perfenzazin. Hvis noen nevner risperidon, er det heller ikke feil, selv om det er et annengenerasjonsmiddel).
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
# Akutte dystonier: 0,5 poeng for symptomene, 0,5 poeng for de andre kjennetegnene. Tardive dyskinesier: 0,5 poeng for symptomene, 0,5 poeng for de andre kjennetegnene.
# 0,5 poeng for "førstegenerasjons lavdoseantipsykotika". 0,25 hvis ett eller flere korrekte enkeltlegemidler nevnes uten at det er angitt noe navn på gruppen. Hvis navnet på gruppen er feil, gir det 0 poeng og da heller ikke poeng for korrekte enkeltlegemidler
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Mange antipsykotika blokkerer kolinerge reseptorer (muskarinreseptorer) og alfa-1-adrenerge reseptorer
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
# Hvilke bivirkninger kan man se på grunn av blokade av muskarinreseptorer?
# Hvilke bivirkninger kan man se på grunn av blokade av alfa1-adrenerge reseptorer?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
# Munntørrhet, akkomodasjonsforstyrrelser, forstoppelse, urinretensjon, takykardi, forvirring.
# Perifer vasodilatasjon – og sekundært til dette følgende: Blodtrykksfall/ortostatisk hypotensjon/svimmelhet, lushing/rødming, tett nese, deklive ødemer, reflektorisk takykardi
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
# 0,25 poeng per rett bivirkning opp til maks 1 poeng.
# 0,25 poeng per rett bivirkning opp til maks 1 poeng.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Antipsykotika har også metabolske bivirkninger.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
# Hvilke former for metabolsk påvirkning er vanligst?
# Nevn ett antipsykotikum som gir metabolsk påvirkning i svært stor grad.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
# Vektøkning, økt blodsukker (eventuelt med utvikling av type 2-diabetes), økte nivåer av kolesterol, økte nivåer av triglyserider.
# Klozapin og olanzapin gir dette i størst grad
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
# 0,25 poeng per rett bivirkning opp til 1 poeng.
# Bare __ett__ middel kreves. Enten olanzapin eller klozapin (eller begge!) gir 0,5 poeng. Quetiapin/kvetiapin kommer i en mellomposisjon og gir 0,25 poeng hvis bare dette (og ingen andre) nevnes. Hvis man har "gardert" og nevner andre midler enn disse tre, får man 0 poeng uansett om noen av de riktige tre er angitt også. (Man må kunne vise at man kan lese en oppgave og svare på det det spørres om...)
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva er mekanismen bak at antipsykotika kan gi menstruasjonsforstyrrelser, brystspreng og nedsatt libido som bivirkninger?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Økte prolaktinnivåer. Siden dopamin hemmer utskillelsen av prolaktin fra hypofysen, vil nivåene av prolaktin øke når dopaminsystemet hemmes (dopaminreseptorene blokkeres) her
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0,5 poeng for økte prolaktinnivåer. 0,5 poeng for å beskrive at dette skyldes redusert dopaminaktivitet, siden dopamin hemmer utskillelsen av prolaktin
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Antipsykotika har interaksjoner med en rekke andre legemidler.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
# Hva vil skje hvis man kombinerer et antipsykotikum med antiparkinsonmiddel?
# Hva er mekanismen bak dette?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
# Antiparkinsonmidler og antipsykotika motvirker hverandres effekter – man risikerer altså både en redusert antiparkinsoneffekt og en redusert antipsykotisk effekt.
# Dette skyldes at antiparkinsonmidler stimulerer dopaminerg nevrotransmisjon (for eksempel ved å gi dopa, som metaboliseres til dopamin, ved å gi hemmere av de enzymene som bryter ned dopamin, eller ved å gi dopaminreseptoragnoister), mens antipsykotika hemmer dopaminerg nevrotransmisjon ved å blokkere dopaminreseptorer (mer spesifikt dopamin-D2-reseptorer).
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
# 1 poeng for "motvirker hverandres effekter" eller tilsvarende, altså at effekten av begge midlene reduseres samtidig. 0,5 poeng for kun redusert antiparkinson-effekt, 0,5 poeng for kun redusert antipsykotisk effekt. (maks 1 poeng på denne deloppgaven altså)
# 0,5 poeng for at effektene motvirkes på dopaminnivå / på reseptornivå, dessuten 0,5 poeng i tillegg hvis dette forklares mer utfyllende.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Forrige vignett:
<<<
Antipsykotika har interaksjoner med en rekke andre legemidler.
<<<
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilken prinsipiell type legemiddelinteraksjon må man være spesielt opp?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Karbamazepin er en kraftig enzyminduktor (gjelder spesielt CYP-enzymer, men også andre enzymer). Dette fører til lavere konsentrasjoner av antipsykotika, siden disse i all hovedsak metaboliseres via CYP-systemet. (Derfor kan det bli nødvendig å øke dosen av det antipsykotiske legemidlet ved kombinasjonsbehandling med karbamazepin. For visse antipsykotika kan konsentrasjonen bli så lav at effekten av midlet helt opphører – da er det urasjonelt å øke dosen og kombinasjonen bør helt unngås.)
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0,5 poeng for å skrive at karbamazepin er en enzyminduktor. 0,5 poeng for å utbrodere litt mer rundt dette med CYP-enzymer. Informasjonen i parentes er ekstraopplysninger som ikke kreves.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
En 40 år gammel kvinne kommer til fastlegen og angir at hun det siste året har hatt perioder med prikkinger og nummenhet i tommel, pekefinger og langfinger høyre hånd. Periodene har blitt mer hyppige og mer langvarige i det siste og hun har begynt å våkne opp om natten og må riste på hendene.
I tillegg har hun de siste tre månedene hatt konstant nummenhet i de to ulnare fingrene i venstre hånd. Hun har fått redusert fingerferdighet og mindre kraft i hånden.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva er de mest sannsynlige diagnosene for høgre og venstre hånd?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
# Carpal tunnel syndrom høgre hånd
# Cubital tunnel syndrom venstre hånd
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
# Carpal tunnel syndrom høgre hånd gir, 1 poeng
# Cubital tunnel venstre hånd, gir 1 poeng
Trykk på disse to nervene på andre kjente steder gir 0.5 poeng. Maksimalt 2 poeng for dette spørsmålet.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Fra forrige vignett:
<<<
En 40 år gammel kvinne kommer til fastlegen og angir at hun det siste året har hatt perioder med prikkinger og nummenhet i tommel, pekefinger og langfinger høyre hånd. Periodene har blitt mer hyppige og mer langvarige i det siste og hun har begynt å våkne opp om natten og må riste på hendene.
I tillegg har hun de siste tre månedene hatt konstant nummenhet i de to ulnare fingrene i venstre hånd. Hun har fått redusert fingerferdighet og mindre kraft i hånden.
<<<
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke kliniske undersøkelser kan hjelpe oss med diagnostiseringen?
Nevn minst 2 undersøkelser for hver av nervene
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
# For medianus nerven: Tinnels test og Phalens test, 0.5 poeng for hver test
# For ulnaris nerven : Tinnels test og Albuefleksjons test, 0.5 poeng for hver test
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0.5 poeng for hver test. Hvis studenten har angitt andre nerver i spørsmål 1. Hvis Tinnel test er nevnt for Medianus gjelder den også for Ulnaris.
Atrofi av muskulatur gir 0.5 poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Fra forrige vignett:
<<<
En 40 år gammel kvinne kommer til fastlegen og angir at hun det siste året har hatt perioder med prikkinger og nummenhet i tommel, pekefinger og langfinger høyre hånd. Periodene har blitt mer hyppige og mer langvarige i det siste og hun har begynt å våkne opp om natten og må riste på hendene.
I tillegg har hun de siste tre månedene hatt konstant nummenhet i de to ulnare fingrene i venstre hånd. Hun har fått redusert fingerferdighet og mindre kraft i hånden.
<<<
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke to undersøkelser kan du bestille til å bekrefte eller komme nærmere diagnosen?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
# ENG, (Elektronevrografi). 1 poeng.
# MR undersøkelse til å se på plassforhold for nerven. 1 poeng.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Ultralyd gir 0.5 poeng.
Nevrografi og Elektromyografi samme som ENG
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Din kliniske undersøkelse er positiv. En av tilleggsundersøkelsene viser begynnende skade (Demyelinisering) av nerve både på høyre og venstre side
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilken behandling ville du anbefale til tilstanden på:
# Høgre side?
# Venstre side?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
# Spalting av carpal tunnel høgre side (1 poeng)
# Enkel dekompresjon av ulnaris nerven på venstre side.
(1 poeng)
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Kirurgisk behandling med dekompresjon av den nervenene som studenten angir i spørsmål 1. (1-2 poeng)
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Fra tidligere vignett:
<<<
En 40 år gammel kvinne kommer til fastlegen og angir at hun det siste året har hatt perioder med prikkinger og nummenhet i tommel, pekefinger og langfinger høyre hånd. Periodene har blitt mer hyppige og mer langvarige i det siste og hun har begynt å våkne opp om natten og må riste på hendene.
I tillegg har hun de siste tre månedene hatt konstant nummenhet i de to ulnare fingrene i venstre hånd. Hun har fått redusert fingerferdighet og mindre kraft i hånden.
<<<
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Nevn 2 andre steder der nerven på høyre side kan få trykk på seg og en annen sted der nerven på venstre side kan få trykk på seg.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
# Nervus medianus, Lacertus fibrosus, pronator, Superficialis arch. Struthers ligament. 1 poeng
# Nervus ulnaris, Canalis Guyong. Arcade of Struthers. 1 poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
I en diskusjon blant yngre leger i en lunsjpause ble navnsetting av tumores tatt opp.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva kalles __maligne__ tumores som er utgått fra
# ektoderm?
# mesoderm?
# fra flere kimblad?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
# Karsinom
# Sarkom
# Malignt teratom
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0,5p for hvert delsvar, totalt 1,5 p
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Og hva kalles __maligne__ tumores utgått fra
# fettvev?
# senevev?
# tverrstripet muskulatur?
# bruskvev?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
# Liposarkom
# Synovialt sarkom
# Rhabdomyosarkom
# Kondrosarkom
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0,5p for hvert delsvar, totalt 2 p.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
En dag hadde en av legene ved ortopedisk poliklinikk en pasient med kneproblematikk. Det var en middelaldrende mann som i lengre tid hadde hatt noe ubehag i kneet, især ved bøying og strekking av leddet. Ved klinisk undersøkelse ble det sentralt i fossa poplitea palpert en ikke-smertefull, fluktuerende, ikke pulserende tumor i midtlinjen som ble noe mindre ved kompresjon og ved full ekstensjon av kneet.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
# Hva er den mest sannsynlige diagnosen?
# Hva er årsaken/mekanismen til denne sykdommen?
# Hvilke predisponerende tilstander i kneet kan foreligge? (to forslag nødvendig for 0,5 p)
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
# Bakers cyste (popliteacyste)
# Økt trykk i leddhulen vil gi opphav til et trykkdivertikkel med herniering av denne gjennom leddkapselen med dannelse av en væskefylt sekk i fossa poplitea
# Artrose, meniskskade, artritt
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Hvert delsvar gir 0,5 p, totalt 1,5 p.
Ang. delspørsmål c) så kreves to forslag for å få 0,5 p.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
På hudpoliklinikken var det en dag to pasienter med sår som ikke ville gro. Hos begge hadde sårene vært tilstede i flere måneder.
Pasient A var en 85 år gammel mann med en 12 mm stor lesjon på høyre kinn med erythem, hyperkeratose og underliggende sår. Øvrig hud i ansiktet viste tegn på solskade.
Pasient B var en kvinne med et hudområde på 16 mm på høyre skulder med erythem, sentral sårdannelse og opphøyde sårkanter med krypende teleangiectasier.
Det ble tatt biopsier, og histologipatologien for disse to pasientene er vist på bildene under.
<<imgLink "IIC-2017v-2-A.PNG" 500>>
<<imgLink "IIC-2017v-2-B.PNG" 500>>
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva er den mest sannsynlige diagnosen for henholdsvis pasient A og pasient B?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
A: Plateepitelkarsinom. B: Basalcellekarsinom.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Hvert delsvar gir 1 p, totalt 2 p.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
En annen dag på hudpoliklinikken kom en kvinne på 35 år med noen rød-lilla papler i et arr på høyre underarm. Paplene hadde dukket opp siste måned mens arret tidligere hadde vært reaksjonsløst. Den siste måneden hadde hun også vært plaget av ømme, erythematøse, diffust avgrensede nummulate infiltrater fortil på begge legger, og smerter og hevelse i begge ankler. Hun hadde litt tungpust ved anstrengelse, men hadde ikke registrert noe vekttap, og matlysten var uendret. Det ble tatt en stansebiopsi fra en av paplene på høyre underarm, og histopatologien er vist på bildet under.
<<imgLink "IIC-2017v-2-C.PNG" 500>>
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilken type patologisk prosess foreligger?
Hva er den mest sannsynlige diagnosen til denne pasienten?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Det foreligger en ikke-nekrotiserende granulomatøs betennelse.
Den mest sannsynlige diagnosen er sarkoidose. Dette støttes av at pasienten i sykehistorien har klinikk forenlig med Löfgrens syndrom med erythema nodosum på leggene og leddplager. Det ble tatt rtg. thorax i dette tilfellet som viste bilaterale hilusglandler.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Hvert delsvar gir 1 p, totalt 2 p.
For første delspørsmål holder det med "granulomatøs betennelse" for å få 1 p
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
På revmatologisk poliklinikk hadde det nylig vært to pasienter med henholdsvis rheumatoid artritt (RA) og urinsyregikt med subkutane lesjoner i albueregionen. Bildediagnostikk gav ikke mistanke om malignitet hos noen av dem, og histologi av begge lesjonene viste en reaktiv prosess typisk for sykdommene.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke lesjoner er det mest sannsynlig at pasienten med RA og pasienten med urinsyregikt hadde? (To forskjellige diagnoser. Den ene typisk for RA, og den andre typisk for urinsyregikt)
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
For pasienten med rheumatoid artritt er rheumatoid knute den mest sannsynlige diagnosen, for pasienten med urinsyregikt tofus (knute av urinsyre-krystaller).
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Hvert delsvar gir 0,5 p, totalt 1 p.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
En pasient på 45 år legges inn som øyeblikkelig hjelp til tvungent vern i henhold til § 3-3 i Psykisk helsevernloven pga forverring av kronisk psykose. Ved innleggelse er han preget av hørselshallusinasjoner, vrangforestillinger og affektlabilitet inkludert tendens til utagering.
Han har hatt diagnose schizofreni i mer enn 20 år. Han står fast på et antipsykotikum i depotform. Etter forverring siste to uker er det lagt til et annet peroralt antipsykotikum. Pasienten er betydelig overvektig, har diabetes 2, hypertensjon, og er storrøyker. Han har et langvarig overforbruk av alkohol. Dette har blitt mer uttalt parallelt med forverring siste uker.
Rett etter ankomst trenger pas å roe seg ned.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilket type medikament bør man velge?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Pasienten er agitert og urolig. Han er sannsynlig abstinent. Han bruker allerede to antipsykotika. Mer antipsykotika kan medføre fare for arrytmier.
Rett svar her er benzodiazepiner. Alternativt stemningsstabiliserende antiepileptikum
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Forslag om konkrete benzodiazepiner bør gi poeng. Det samme gjelder forslag om et stemningsstabiliserende antiepileptikum.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Etter to dager i avdelingen blir pasienten økende urolig. Han har nå et svingende bevissthetsnivå. I lange perioder er han nå også blitt akutt synshallusinert. Han ser ikke-eksisterende figurer og dyr på veggene.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva er mest sannsynlige årsak til disse symptomene?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Pasienten har utviklet delirium. Dette er sannsynlig på bakgrunn av alkoholabstinens.
Alkoholabstinens delir er også riktig svar.
Delirium tremens er også rett.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Abstinensreaksjon på rusmidler/alkohol gir poeng.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva er den primære, psykofarmakologiske behandlingsstrategi for denne tilstand?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Benzodiazepiner er igjen rett. Det er et førstevalg i nesten alle land. Her er indikasjonen enda mer økt pga allerede bruk av to antipsykotika. Stemningsstabiliserende antiepileptika kan vurderes.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Benzodiazepiner gir 1 poeng. Hvis et benzopreparatnavn nevnes (eks Sobril) bør det gi et poeng. 0,5 poeng hvis forslaget er stemningsstabiliserende antiepileptika.
Tillegg 31/5: det skal gis 1/2 poeng for å svare tiamin. Man må svare (et) benzodiazepin for å få full skåre/ 1 poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Pasienten er urolig. Han forlanger røyk. Det er et røykfritt sykehus. Han er for syk til å gå ut og røyke.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvordan bør denne situasjonen håndteres?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Han må tilbys alternativ nikotinsubstitusjon så som plaster, tyggegummi, snus eller lignende.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Forslag om tilførsel av nikotin som ikke har potensiale for å skade andre.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Etter tre ukers behandling er pasienten fortsatt psykotisk, men han har nå symptomer og funksjon på samme nivå som han har hatt de siste år. Han kan reflektere relativt fornuftig om sin sykdom og de aktuelle behandlingsalternativ. Han er i alle fall delvis enig i at han trenger litt hjelp og oppfølging en periode framover.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Er det fortsatt hjemmel for bruk av tvungent psykisk helsevern? Gi begrunnelse for svaret.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Rett svar er nei. Det er ikke lenger åpenbart at pasienten mangler samtykkekompetanse, og han har ikke i perioden vært til fare for andre.
Tvilsomt bør også godtas hvis begrunnelsen er som over
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Alle svar som uttrykker og begrunner tvil om kriterier fortsatt er tilstede
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Ved utskrivelse er han relativt kjekk. Han vil samarbeide om behandling og ettervern. I samtalen merker du imidlertid at han er motorisk urolig. Han har vansker med å sitte stille. På spørsmål forteller han om "uro i beina"
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva kan dette skyldes?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Ekstrapyramidale bivirkninger i form av akatisi.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Bivirkninger av antipsykotika
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Ved utskrivelse medisineres fortsatt pasienten med en relativt stor dose
antipsykotika.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvordan kan dette influere på hans somatiske helse?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Her bør flere ting nevnes som går på metabolske bivirkninger og riskofaktorer. Forverret effekt på overvekt, hypertensjon og røyking og fare for kardiovaskulær sykdom som fører til økt risiko for tidlig død.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Minst 3 av det ovennevnte for full pott. 1 eller 2 av det ovennevnte gir 1 poeng.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Du har nettopp begynt å jobbe på en barneavdeling og har allerede flere ganger tatt imot barn med feberkramper, samt deres ofte traumatiserte foreldre. Du har brukt "Akuttveileder i pediatri" (Norsk barnelegeforening/Den Norske legeforening) for å oppdatere deg om utredning og behandling, men la merke til at veilederen sist ble oppdatert i 2012. Alle barna du har møtt har blitt utskrevet i fin form, med resept på Buccolam oralsprøyte til bruk ved senere krampeanfall med en viss varighet. Foreldrene til et av barna som hadde hatt flere anfall var imidlertid svært bekymrede og lurte på om det fantes noe forebyggende medisin som reduserte sannsynligheten for nye anfall.
Du vil undersøke om det fins ny kunnskap om forebyggende behandling, f. eks medikamenter med antiepileptisk effekt. Du søker i Cochrane-databasen, hvor du finner artikkelen "Prophylactic drug management for febrile seizures in children" fra 2017.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva slags type studier kan du finne i Cochrane-databasen?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
* Systematiske oversikter/gjennomganger (kvalitetskontrollerte)
* Systematic reviews (evt også meta-analyser)
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
* 1 poeng for variant av systematisk oversikt.
* Kun 0,5 poeng for metaanalyse (uten systematisk oversikt).
* Kun 0,5 poeng for kunnskapsbasert/forskningsbasert kunnskap (uten systematisk oversikt)
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Ifølge resultatene i artikkelen synes det å være en viss effekt av forebyggende behandling med intermitterende (dvs gitt ved feber) diazepam. Resultatene er presentert i tabellform:
<<imgLink "IIC-2018-2-A.PNG" 600>>
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke grupper er sammenlignet her, og hvilke utfall er vurdert?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Intermitterende bruk av diazepam (oralt/rektalt) sammenlignes med placebo eller ingen behandling for barn med feberkramper som ikke er innlagt/poliklinisk.
Sammenligningen er gjort for tilbakevendende anfall ved 6, 12, 18, 24, 36, 48 og >60 mnd (7 ulike utfall)
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Intermitterende diazepam vs placebo/ingen behandling (1p)
For barn med feberkramper i en poliklinisk setting (0,5 p)
Utfall: Tilbakevendende anfall ved 6, 12, 18, 24, 36, 48 og >60 mnd (0,5p)
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
<<imgLink "IIC-2018-2-A.PNG" 600>>
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Se på resultatet for tilbakevendende anfall ved 24 måneder (Recurrent seizure at 24 months). Hvilket effektmål er benyttet for å sammenligne effekten av intermitterende diazepam med placebo/ingen behandling? Gi en tolkning av effektestimatet.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Relativ risiko (RR) evt risk ratio
De som fikk intermitterende diazepam hadde 27% lavere risiko for anfall sammenlignet med de som fikk placebo/ingen behandling
De som fikk intermitterende diazepam hadde 0,73 ganger så stor risiko for anfall sammenlignet med de som fikk placebo/ingen behandling
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Relativ risiko (RR) evt risk ratio (1p)
En av variantene over (1p)
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
I denne studien er kvaliteten på kunnskapsgrunnlaget vurdert med GRADE. Forklar graderingen i GRADE og hva denne er basert på
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
GRADE Working Group grades of evidence
* ''High quality'': We are very confident that the true effect lies close to that of the estimate of the effect
* ''Moderate quality'': We are moderately confident in the effect estimate: The true effect is likely to be close to the estimate of the effect, but there is a possibility that it is substantially different
* ''Low quality'': Our confidence in the effect estimate is limited: The true effect may be substantially different from the estimate of the effect
* ''Very low quality'': We have very little confidence in the effect estimate: The true effect is likely to be substantially different from the estimate of effect
Type studie av betydning (RCT starter på "høy", observasjonsstudie på "lav")
Kvaliteten på studiene av betydning (kan graderes opp eller ned ved hhv god og dårlig kvalitet (lav /høy risiko for bias)
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 poeng for å nevne alle fire kategorier rett (0.5 hvis nesten rett)
1 poeng for å gi supplerende info om fortolkning eller nevne typen studier og kvaliteten på disse
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
<<imgLink "IIC-2018-2-A.PNG" 600>>
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilken kvalitet ble kunnskapsgrunnlaget for tilbakevendende anfall ved 24 mnd vurdert til (figur 1)? Hva kan vi anta om studiene som ligger til grunn for denne vurderingen?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Høy/high
Basert på RCT-studier av god kvalitet
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Høy/high (1 p)
Basert på RCT-studier (0,5 p)
av god kvalitet/lav risiko for bias (også poeng hvis nevner forhold som gir lav risiko for bias – god randomisering, lite frafall, blinding eller lav heterogenitet mellom inkluderte studier (0,5 p)
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Forebyggende behandling med diazepam eller andre medikamenter er ikke anbefalt til barn med feberkramper (på tross av resultatene over). Hva kan være begrunnelsen for dette?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Godartet tilstand.
Små kliniske effekter.
Bivirkninger
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 poeng om et av ovennevnte
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
En dame på 75 år faller på isen. I det hun treffer bakken tar hun seg for med dorsalflektert venstre håndledd. Hun hører et knekk og får akutte smerter. Det er gaffelfeilstilling i håndleddet. Du legger merke til at hun har ringer på 2 fingre i skadet hånd.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilken primærbehandling vil du gi på skadestedet?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
* Ta av ringer på skadet hånd.
* Gi smertestillende.
* Legge på stabiliserende skinne
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
* 1/3 poeng: Ta av ringer på skadet hånd
* 1/3 poeng: Gi smertestillende
* 1/3 poeng: legge på en stabiliserende skinne
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Pasienten ankommer skadepoliklinikken og du har vakt. Du undersøker pasienten og mistenker brudd i håndleddet
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
* Hvordan vil du undersøke pasienten?
* Pasienten angir nummenhet i 1.- 3. finger volart – hva kan årsake dette?
* Hva er neste steg i utredningen?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
* Gjøre en klinisk undersøkelse av pasientens skadde håndledd. Sjekker puls distalt. Sjekker sensibilitet.
* Affeksjon av nervus medianus gir nummenhet i 1-3- finger.
* Henvise til røntgen av venstre håndledd.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
* 1 poeng: Gjøre en klinisk undersøkelse av pasientens skadde håndledd. Sjekke puls distalt. Sjekke sensibilitet. (alle punkt må nevnes
* 1 poeng: Affeksjon av nervus medianus gir nummenhet i 1-3-finger.
* 1 poeng: Henvise til røntgen av venstre håndledd.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Pasienten har en dislosert distal radiusfraktur av Colles type, se bilde 1 a og b.
<<imgLink "IIC-2018v-1-A.PNG" 400>>
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Beskriv hvilken type feilstilling som karakteriserer denne feilstillingen. Hvilke andre typer frakturmønster kan en distal radiusfraktur i hovedtrekk ha?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Feilstillingen som karakteriserer en colles fraktur er radial forkortning, redusert inklinasjon og dorsal vinkling av radius
I hovedtrekk har man to andre frakturmønster: Smiths fraktur der man har volar vinkling av distal fragmentet og Bartons fraktur som enten er en volar eller dorsal intraartikulær skråfraktur,
Sjåfør fraktur er også riktig svar.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 poeng: Radial forkortning, redusert inklinasjon og dorsal vinkling av radius
0.5 poeng: Smiths fraktur : volar vinkling av distal fragmentet
0.5 poeng: Bartons fraktur: volar eller dorsal intraartikulær fraktur.
Sjåfør-fraktur gir 0.5 poeng hvis den er nevnt men ikke Smith eller Barton.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva er videre behandling av denne pasienten?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Ved feilstilt Colles fraktur er det anbefalt reponering i lokalanestesi og gipsing
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 poeng: Reponering i lokalanestesi og anleggelse av gips. Begge punkter må til for å få poeng.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Du stabiliserer bruddet. Hvilken gips legger du? Beskriv hvordan en korrekt gips ser ut for denne pasienten.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Pasienten skal alltid ha en halvgips på grunn av fare for hevelse og for å unngå trang gips.
Gipsen skal ikke gå lenger distalt enn til mcp-leddene og 2-3 fingerbredder fra albuebøyen. Tommelen skal ha fri bevegelighet. Gipsen skal ikke trykke på huden
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
* 0.5 poeng: Pasienten skal alltid ha en halvgips på grunn utvikling av hevelse og fare for trang gips
* 0.5 poeng: Gipsen skal ikke gå lenger distalt enn til mcp-leddene
* 0.5 poeng: Gipsen skal ikke gå lenger proksimalt mot albuen enn 2-3 fingerbredder fra albuebøyen.
* 0.5 poeng: Tommelen skal ha fri bevegelighet. Og gipsen skal ikke trykke på huden.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilken informasjon er viktig og gi til en pasient med et ferskt håndleddsbrudd etter behandlingen på skaden og hvorfor?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Pasienten skal holde hånda høyt og bevege fingrene for å motvirke hevelse/ ødem i fingre.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
* 0.5 poeng: Pasienten skal holde hånda høyt og bevege fingrene.
* 0.5 poeng: Dette vil motvirke hevelse/ødem i fingrene
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
En kvinne på 35 år blir lagt inn for første gang i psykiatrisk sykehus i hht § 3.2 i Psykisk helsevernloven. Familien har vært bekymret. Hun har tidligere i livet hatt et par perioder hvor hun har vært forandret med noe mer aktivt og utadvendt levesett enn vanlig. Hun har da også vært mer oppstemt og hatt søvnløshet uten at det har bragt henne til behandling. Hun har nå over mer enn seks uker blitt mer og mer søvnløs, engstelig, og fortvilet. Matinntak har vært minimalt de siste ukene. Ektemannen er i tvil om væskeinntak. De siste par netter har hun knapt sovet. Hun ble innlagt etter at ektemannen oppdaget at hun var på vei ut av huset tynnkledd midt på natten.
Legevakt fikk ikke motivert henne til frivillig innleggelse. Pasienten ga dårlig emosjonell kontakt, maktet knapt å svare og samarbeidet ikke ved somatisk undersøkelse.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva er den mest sannsynlige diagnosen? Spesifiser så langt du kan.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Bipolar lidelse type 2 med aktuell episode alvorlig depresjon
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Bipolar depresjon. Bipolar lidelse. Alvorlig depressiv episode. En av disse tilfredsstillende for 1 poeng. Bare depresjon gir ikke poeng.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Er det grunnlag for innleggelse til tvungen observasjon (§ 3-2) i Psykisk helsevernloven? Gi begrunnelse for svaret.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Ja. Hun er alvorlig deprimert og det er mistanke om psykose. Hun er til fare for seg selv pga næringsvegring og atferd som indikerer suicidal intensjon.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Pasienten har en depressiv psykose og er alvorlig sinnslidende. Hun er deprimert, agitert, søvnløs og kanskje psykotisk og dermed til fare for seg selv.
1 poeng for sannsynlig alvorlig sinnslidelse, 1 poeng for at hun er til fare for seg selv.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Er pasienten i behov av spesielle vitaminer eller mineraler?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Tiamin gitt parenteralt. (på grunn av lite matinntak i flere uker)
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Tiamin. Vit B-1.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Pasienten forblir svært urolig, engstelig og nesten desperat i avdelingen. Hun nekter helt for at hun har noen tanker eller planer om suicid.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvordan bør hun passes på i avdelingen?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Pasienten må vurderes som i stor fare for suicidale handlinger. Hun må følges tett og bør ha intervallobservasjon med maksimalt fem minutters intervall. Ernæringssituasjon og væskebalanse tilsier også behov for tett oppfølging.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Hun må passes godt på og følges tett opp på avdeling fordi hun har forhøyet suicidalrisiko. Dette er tilstrekkelig for 1 poeng.
Hun er til fare for seg selv pga ernæringssituasjonen og væskebalansen. Dette svaret alene gir 0.5 poeng.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Du finner grunn til å gi farmakologisk behandling for pasientens desperasjon, angst, agitasjon og søvnløshet.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilken medikamentgruppe er mest fornuftig å tilby for å gi rask bedring av tilstanden?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Benzodiazepiner.
Lav dose annen generasjons antipsykotika kan også benyttes, e.t i tillegg til benzodiazepiner
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Benzodiazepin alene gir 2 poeng, eksempel diazepam, clonazepam, lorazepam osv.
Lav dose annen generasjons antipsykotika gir også poeng.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Du finner ut at pasienten må ha en depresjon. Du tenker først at du skal starte med antidepressiva.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva kan være grunner til ikke å bruke antidepressiva her?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Pasienten er agitert, desperat og sannsynligvis suicidal.
Antidepressiva kan øke desperasjon og suicidfare
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Antidepressiva kan øke suicidfare.
Antidepressiva kan øke uro, desperasjon og angst.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Du tenker at pasienten trenger stemningsstabiliserende medikasjon. Du lurer på om valproat (Orfiril) kan være et godt valg.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Er det noen grunn til at du skal være tilbakeholden med valproat til denne pasienten?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Det er en ung kvinne, preparatet skal i utgangspunktet ikke brukes til kvinner i fertil alder grunnet sitt høye teratogene potensiale. Vi har heller ikke utelukket svangerskap.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Tilfredsstillende for 1 poeng om en problematiserer at hun er en ung kvinne og at bivirkningsprofilen tilsier forsiktighet.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Du er ortoped i mottak på et mellomstort sykehus. Du møter en 80-årig mann som har falt hjemme og nå plages med sterke smerter i høyre hofte. Han kan ikke belaste på høyre ben. Han har ingen kjente sykdommer. Det er ikke gjort noen bildediagnostikk før du møter pasienten så du velger å henvise til røntgen av bekken og høyre hofte.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvorfor henviser du til røntgen og hva er styrkene ved røntgenundersøkelse?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Røntgen er anbefalt som primær undersøkelse for deteksjon og kartlegging/klassifisering av antatt hoftefraktur. Lav stråledose, lett tilgjengelig, lite resurskrevende, relativ rask undersøkelse, fleksible projeksjoner og at den gir prognostisk informasjon er eksempel på styrker ved røntgen
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Deteksjon 0,5p, kartlegging/klassifisering 0,5p. Lav stråledose, lett tilgjengelig, lite resurskrevende, relativ rask undersøkelse, fleksible projeksjoner, gir prognostisk informasjon gir 0,5p hver.
Totalt maks 3p
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Pasienten blir sendt til røntgen av bekken og høyre hofte.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke røntgenfunn indikerer at det kan foreligge en fraktur (på generelt grunnlag)?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Cortical diskontinuitet, forstyrret trabekulering, mangel på kalk, økt tetthet ved komprimerte brudd, løse fragmenter, bløtdelshevelse
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0,5p hver (maks 2p)
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Pasienten kommer tilbake fra røntgen. Bildene er beskrevet som negative av radiologen. Du vurderer at det likevel kan foreligge en fraktur som ikke vises på røntgen (okkult fraktur) og henviser pasienten til MR
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Nevn 4 faktorer som kan utgjøre kontraindikasjoner mot MR og som må vurderes før pasienten kan sendes til MR.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Pacemaker, cochleaimplantat, andre elektroniske komponenter, metall i pasientens kropp, motorisk uro, smerter som gjør at pasienten ikke kan ligge i ro, klaustrofobi, kommunikasjonsproblem, nyresvikt
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0.5p hver, maks 2p
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Pasienten kommer tilbake fra MR-undersøkelsen. Radiologen sier at det foreligger en udislosert fraktur i høyre collum femoris
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva kan MR fremstille som indikerer at det kan foreligge en skjelettskade?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Ødem i ben, ødem i bløtvev, frakturlinje
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0.5p hver, maks 1p
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Du diskuterer pasienten med din bakvakt på ortopeden og dere kommer frem til å anbefale pasienten operasjon med fiksering av frakturen med 2 skruer i collum femoris.
Pasienten gjennomgår en vellykket operasjon og mobiliseres på sengepost. Overlegen på sengeposten ber deg om å sende en henvisning til en post-operativ bildediagnostisk undersøkelse.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilken undersøkelse henviser du til? Hva er formålet med den undersøkelsen?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Røntgen av bekken og høyre hofte. Dokumentasjon av postoperative forhold, for å se etter komplikasjoner til operasjon, som utgangspunkt for senere røntgenkontroller, for å vurdere feilstilling i bruddet, for å vurdere om osteosyntesen er intakt og korrekt plassert, for å vurdere leddflatene
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Første delen av spørsmålet (1p) skal få studenten til å velge riktig modalitet. Flere svar er mulige, men svaret må inneholde en røntgen-undersøkelse som fremstiller høyre hofte (bekken, protesebekken, innskutt bilde av høyre hofte).
I den andre delen av spørsmålet gir hver svarskomponent 0.5p, maks 1p.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Du er student i 6.-års praksis i Brekfast kommune og får i oppdrag av kommunelegen å revidere en brosjyre for overvektige til bruk i kommunens Frisklivssentral "Overvektig? 5 enkle råd i hverdagen". Du tenker at det er viktig at slik informasjon må være kunnskapsbasert.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva er kunnskapsbasert praksis?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Kunnskapsbasert praksis er å ta faglige avgjørelser basert på systematisk innhentet forskningsbasert kunnskap, erfaringsbasert kunnskap og pasientens ønsker og behov i en gitt situasjon
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 poeng hvis alle:
* forskningsbasert kunnskap
* erfaringsbasert kunnskap og
* pasientens ønsker og behov
ev. også hvis to av disse + kontekst/gitt situasjon er presisert 0.5 poeng hvis kun forskningsbasert kunnskap er angitt
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Brosjyren ser gammel ut, virker utdatert og du betviler at den holder den nødvendige kvaliteten som kreves i dag. Du bestemmer deg for å søke etter relevant kunnskap på nett.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Skisser kort en strategi for hvordan du vil innhente kunnskap. Hvilken type kunnskap leter du etter, hvor starter du, og hvilke kilder eller nettsider benytter du?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Det gjelder å finne rett informasjon, og det vil være viktig å formulere hva vi ønsker kunnskap om på en presis måte.
Når vi skal finne oppdatert kunnskap som grunnlag for anbefaling til pasienter bør vi starte på toppen av kunnskapspyramiden – dvs lete etter oppsummert kunnskap først. Oppsummert kunnskap har den fordelen at andre allerede har gjort jobben for oss med å finne, vurdere og samle all relevant kunnskap på en kritisk og systematisk måte.
Kliniske oppslagsverk – hva fins på UpToDate, BMJ Best Practice evt NEL?
Foreligger det kunnskapsbaserte (nasjonale) retningslinjer eller veiledere?
Hva foreligger av oppsummert forskning eller kunnskapsoversikter?
I praksis kan vi f. eks. gå inn på Helsebiblioteket. Her kan vi gjøre et pyramidesøk, som vil gi oss aktuelle treff i alle nivåene på kunnskapspyramiden. Vi kan også gå inn i de kliniske oppslagsverkene direkte. Og vi kan gå inn på ulike deler av Helsebiblioteket (retningslinjer, oppsummert forskning). Vi kan etter hvert og for mer avgrensede problemstillinger søke etter oppdaterte oversiktsartikler eller systematiske oversikter (f. eks. på Cochrane).
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
* 0.5 poeng for å skissere en strategi som starter på toppen av kunnskapspyramiden/oppsummert kunnskap.
* 0.5 poeng for å nevne et klinisk oppslagsverk
* 0.5 poeng for å nevne ytterligere en av kildene navngitt over (Helsebiblioteket, pyramidesøk, retningslinjer, Cochrane) eller annet som er relevant for oppsummert kunnskap
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
I den gamle brosjyren er et av de fem enkle rådene knyttet til viktigheten av å spise frokost, og overvektige er frarådet å hoppe over dette måltidet. Du bestemmer deg for å sjekke kunnskapsgrunnlaget for dette rådet mer spesifikt, og under leting etter nyere forskning fatter du derfor interesse for artikkelen "Effect of breakfast on weight and energy intake: systematic review and meta-analysis of randomised controlled trials" publisert av Sievert et al. i BMJ i januar 2019.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Dette er en systematisk oversikt og metaanalyse. Hva kjennetegner dette studiedesignet?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
En systematisk oversikt er en oversikt over flere artikler om samme emne som kjennetegnes ved at det er benyttet en systematisk og beskrevet fremgangsmåte for å finne, vurdere og oppsummere enkeltstudier (gjennomsiktig og reproduserbar fremgangsmåte). En godt utført studie gir et balansert bilde av forskningen som foreligger.
Når det i tillegg er gjort en meta-analyse betyr det at de enkelte studiene er analysert sammen for å gi et samlet resultat for flere eller alle studiene som inngår i den systematiske oversikten – en kvantitativ sammenstilling av resultatene fra enkeltstudiene.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
* 1 poeng for å beskrive systematisk oversikt som en studie som
** gir oversikt over/oppsummerer enkeltstudier OG
** kjennetegnes av systematisk metode/fremgangsmåte i alle ledd (1/2 poeng hvis bare en av disse)
* 1 poeng for å si at en systematisk oversikt med meta-analyse også inneholder en felles analyse av resultater fra enkeltstudier og med et samlet resultat (samle-estimat).
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
I sammendraget er resultatet fra studien oppsummert slik:
<<<
RESULTS
Of 13 included trials, seven examined the effect of eating breakfast on weight change, and 10 examined the effect on energy intake. Meta-analysis of the results found a small difference in weight favouring participants who skipped breakfast (mean difference 0.44 kg, 95% confidence interval 0.07 to 0.82), but there was some inconsistency across trial results (I2=43%). Participants assigned to breakfast had a higher total daily energy intake than those assigned to skip breakfast (mean difference 259.79 kcal/day, 78.87 to 440.71; 1 kcal=4.18 kJ), despite substantial inconsistency across trial results (I2=80%). All of the included trials were at high or unclear risk of bias in at least one domain and had only short term follow-ups (mean period seven weeks for weight, two weeks for energy intake). As the quality of the included studies was mostly low, the findings should be interpreted with caution.
<<<
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Forklar hva analysen for vektendring viser på en slik måte at det er forståelig for sykepleieren som jobber på Frisklivssentralen. Hva blir konklusjonen?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Man fant 13 studier som så på betydningen av det å spise frokost for vektendring. Konklusjonen fra disse studiene var at de som stod over frokosten faktisk i gjennomsnitt gikk ned litt mer (0,4 kg) i vekt enn de som spiste frokost.
Selv om det er noe usikkerhet rundt hvor stor forskjellen i vektendring var, er det ut ifra denne studien ingenting som tilsier at vi på et generelt grunnlag bør anbefale frokost dersom målet er å gå ned i vekt.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0.5 poeng hvis beskriver på en grei måte at de som ikke spiste frokost i gjennomsnitt gikk litt mer ned i vekt (evt mindre opp i vekt) eller at de som spiste frokost i gjennomsnitt gikk mer opp i vekt (evt mindre ned i vekt)
0.5 poeng for å beskrive at man på grunnlag av dette ikke kan anbefale frokost for vektreduksjon.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Fra forrige vignett:
<<<
RESULTS
Of 13 included trials, seven examined the effect of eating breakfast on weight change, and 10 examined the effect on energy intake. Meta-analysis of the results found a small difference in weight favouring participants who skipped breakfast (mean difference 0.44 kg, 95% confidence interval 0.07 to 0.82), but there was some inconsistency across trial results (I2=43%). Participants assigned to breakfast had a higher total daily energy intake than those assigned to skip breakfast (mean difference 259.79 kcal/day, 78.87 to 440.71; 1 kcal=4.18 kJ), despite substantial inconsistency across trial results (I2=80%). All of the included trials were at high or unclear risk of bias in at least one domain and had only short term follow-ups (mean period seven weeks for weight, two weeks for energy intake). As the quality of the included studies was mostly low, the findings should be interpreted with caution.
<<<
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
I sammendraget fremgår det at de inkluderte studiene hadde dels høy risiko for bias. Hvilke er de viktigste kildene til bias i den typen studier som er inkludert her (generelt for den typen studier), og hvilken type bias tror du gjennomgående er tilstede i alle studiene (spesielt for studiene som er inkludert i dette tilfellet)?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Her er det inkludert randomiserte kontrollerte studier (RCTstudier). Hovedkilder til bias i RCT-studier er knyttet til randomiseringsprosedyren, manglende blinding (av deltakere, studiepersonell og forskere), manglende compliance, crossover og frafall (loss to follow-up).
I RCT-studiene som er inkludert her er studiedeltakerne randomisert til frokost vs. ingen frokost. Blinding av deltakerne er umulig med en slik intervensjon, og dette vil være en viktig kilde til mulig bias
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 poeng hvis nevner minst tre (1/2 poeng hvis 2)
0.5 poeng hvis spesifiserer manglende blinding
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
<<imgLink "IIC-2019-2-A.PNG" 400>>
I sammendraget er det kommentert at det dels er stor "inconsistency across trial results".
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilket begrep brukes ofte for å betegne slik inkonsistens og hvordan kan du vurdere dette i figuren som er visualisert over?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Heterogenitet
Heterogenitet kan vurderes ved å se på graden av spredning av estimatene og konfidensintervallene i et forest plot.
I begge plotene som er visualisert i figuren er det en del spredning, og med enkeltestimater på begge sider av 0 (punktet for ingen forskjell mellom gruppene). På plot’et for vektendring synes konfidensintervallene i stor grad å overlappe, mens de er mer spredt på plot’et for energiinntak.
Den beskrevne inkonsistensen samsvarer altså godt med det vi ser på figurene, og den synes størst for energiinntak.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 poeng for heterogenitet
1 poeng for å vurdere spredning/sprik/overlapp av estimater og konfidensintervaller i forest plot.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Du har nå utarbeidet en revidert brosjyre basert på forskningsbasert kunnskap, klar for bruk i Brekfast Frisklivssentral.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvordan kan du inkludere også de andre bestanddelene av kunnskapsbasert praksis (fra spørsmål 1) før du trykker brosjyren i 500 eksemplarer?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
For å ta inn den erfaringsbaserte kunnskapen kan du sende ut brosjyren til dine kolleger og de som jobber på frisklivssentralen. Med sin erfaring kan de bidra med innspill på hvordan de forskningsbaserte rådene passer inn i den praktiske hverdagen.
For å ta inn pasientperspektivet kan du la noen pasienter lese brosjyren og gi innspill på form og innhold. Forstår de informasjonen? Er den nyttig? Er noe problematisk?
I tillegg kan du be f. eks kommunelegen vurdere hvorvidt rådene passer med kommunens sammensetning og den lokale konteksten. Er det så mange utlendinger at man bør oversette brosjyren?
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 poeng for å beskrive et av perspektivene og et relevant tiltak.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Du er fastlege. Anne Bang er en 27 år gammel kvinne som tidligere har vært fallskjermjeger i forsvaret. Hun hadde siktet seg inn mot en karriere som yrkesmilitær, men ble dimittert for halvannet år siden på grunn av systemisk lupus erytematosus (SLE). Anne har de siste åtte månedene blitt behandlet med prednisolon. Hun har nettopp flyttet til kommunen og til fastlegelisten din, og bruker nå prednisolon i en dose på 15 mg daglig. Dere blir raskt enige om at Anne skal følges opp hos deg.
Prednisolon har hovedsakelig glukokortikoide egenskaper. Det kvantitativt dominerende endogene kortikosteroidet, kortisol, har både glukokortikoide og mineralokortikoide egenskaper.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva er de to viktigste – og lettest påvisbare med vanlige laboratorietester – komponentene i denne mineralokortikoide effekten?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Hypernatremi og hypokalemi
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0,5 poeng for hver
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
To år etter er Annes prednisolondose oppe i 20 mg daglig. Hun holder seg fremdeles i full aktivitet, og skal nå på tur til Sør-Amerika sammen med bl.a. kjæresten. I den forbindelse er reisefølget blitt anbefalt å ta en rekke vaksiner. Anne ringer deg og spør om dette er et problem, eller om hun kan la seg vaksinere "slik som de fleste andre" på tross av steroidbruken.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva svarer du?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Inaktiverte (døde) vaksiner er i prinsipp uproblematisk (selv om det er en teoretisk risiko for nedsatt effekt av vaksinen), men levende vaksiner (både bakterielle og virale) kan gi alvorlige bivirkninger/sykdom; Anne er i utgangspunktet immunsupprimert av steroidmedikasjonen sin, og skal ikke ha levende vaksiner.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Poenget om at levende vaksiner ikke skal gis til immunsupprimerte holder for 1 p
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Forrige vignett:
<<<
Du er fastlege. Anne Bang er en 27 år gammel kvinne som tidligere har vært fallskjermjeger i forsvaret. Hun hadde siktet seg inn mot en karriere som yrkesmilitær, men ble dimittert for halvannet år siden på grunn av systemisk lupus erytematosus (SLE). Anne har de siste åtte månedene blitt behandlet med prednisolon. Hun har nettopp flyttet til kommunen og til fastlegelisten din, og bruker nå prednisolon i en dose på 15 mg daglig. Dere blir raskt enige om at Anne skal følges opp hos deg.
Prednisolon har hovedsakelig glukokortikoide egenskaper. Det kvantitativt dominerende endogene kortikosteroidet, kortisol, har både glukokortikoide og mineralokortikoide egenskaper.
<<<
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Skisser kort hovedpunktene i den generelle bivirkningsovervåkningen av Anne.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Anne skal tilses regelmessig med monitorering av bl. a. kroppsvekt, BT, serum glukose og kalium, samt spørsmål om ryggsmerter.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Skjønnsmessig. Det meste må være med for å gi 1 p.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Anne forteller at hun og kjæresten har planlagt å dra på motorsykkeltur til Sør-Europa og være borte i flere måneder. Hun spør om det er spesielle hensyn hun bør ta når hun skal på langtur.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva svarer du?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Du informerer henne om viktigheten av compliance/adherence, forsikrer deg om at hun har med seg tilstrekkelig av legemidlet og om at hun er velinformert om hva hun skal foreta seg ved sykdom, stress, etc. Det er dessuten viktig at hun har med seg skriftlig informasjon om steroidbehandlingen – f.eks. i form av Norsk endokrinologisk forenings informasjonskort eller utskrift av e-resept fra apotek.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Poengene om informasjon og compliance gir 0,5 p hver
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Seks uker senere ringer Anne fra Tessaloniki og forteller at hun samme dag er blitt frastjålet bagasjen med alle medisinene sine. Hun spør om hva hun skal gjøre.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva svarer du?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Du ber henne oppsøke gresk lege/sykehus og legge fram den (forhåpentligvis skriftlige) informasjonen hun har med seg (informasjonskort fra Norsk endokrinologisk forening, annet) om sykdom og steroiddose for straks å erstatte stjålet legemiddel, slik at behandlingen fortsetter uten avbrudd.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Også her bør det meste med for å gi 1 p.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
I den samme samtalen forteller Anne at hun de siste par dagene har hatt feber på 38.5 grader og smerter i halsen og i magen.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva tenker du om dette, og hvilke råd gir du til Anne?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Hun bør overveie å doble prednisolondosen så lenge temperaturen er over 38 grader. I alle tilfelle bør nok Anne søke medisinsk hjelp på stedet pga. risiko for behandlingstrengende underliggende infeksjon
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Begge poengene gir 0,5 p hver.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Anne kommer hjem fra turen i velbefinnende to måneder senere. Ved påfølgende kontroller er SLE-symptomene nærmest fraværende, og dere blir – i samråd med revmatologi-spesialisten på sykehuset – enige om å forsøke å seponere prednisolon.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvorfor vil du ikke seponere prednisolondosen brått?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Anne er langtidsbruker av høye doser av et potent glukokortikoid legemiddel, og hun har en suppresjon av den hypotalamiskhypofysær-adrenale feedback-mekanismen som vanligvis regulerer endogen kortisolproduksjon. Hvis hun seponerer prednisolonterapien brått, vil hun raskt utvikle en Addisonliknende sykdomsbilde som vil være livstruende.
Prednisolonbehandlingen skal derfor trappes ned langsomt og gradvis. Dette vil også kunne redusere risiko for tilbakefall av SLE-symptomer.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Påpeking av Addison-faren er tilstrekkelig for 1 p
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Senere får Anne en oppblussing av sine SLE-symptomer, og det blir til at hun må fortsette med en lavere prednisolondose (5 mg daglig) for symptomkontroll. Ved en av kontrollene senere på året forteller Anne at hun og kjæresten planlegger å få et barn, men at hun har hørt at graviditet er lite ønskelig for pasienter som bruker steroider. Hun har blant annet hørt at barn av steroidbrukende mødre kan få misdannelser og andre skader.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke misdannelser og skader dreier det seg om?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Mors steroidbruk kan føre til binyrebarksuppresjon og veksthemming hos barnet. Steroidbruk assosieres dessuten med leppe/gane-spalte hos barnet, men risiko er ikke stor.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
2/3 gir 1 p, 1/3 gir 0,5 p.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Du må naturligvis forhold deg til Annes graviditetsønske.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Bør du gi Anne råd om ikke å få barn?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Nei. Slike vurderinger tilligger spesialisthelsetjenesten, og Anne bør i alle tilfelle henvises til revmatolog hvis hun planlegger å bli gravid. Når man justerer steroiddosen ned til laveste nivå og ev. intensiverer kontrollene og overvåkningen, er det i prinsippet ikke noe i veien for å gjennomføre graviditet under pågående steroidterapi. Noen gravide opplever at sykdomssymptomene avtar under graviditet.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Positivitet og optimisme ift legemiddelterapien gir 0,5 p.
Spesialisthenvisning og/eller diskusjon av grunnsykdom som problematisk ift fosteret gir 0,5 p.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
To dager senere ringer Anne deg. Hun forteller at hun har vrikket ankelen, og forteller at kjæresten har et glass naproksen – et legemiddel som hun fra militæret vet at virker godt ved denne type smerter. Du har imidlertid fortalt henne at hun ikke skal bruke andre medisiner uten på forhånd å ha diskutert det med deg "pga. fare for interaksjoner".
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Er det noen interaksjon mellom prednisolon og naproksen? I så fall hvilken?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Behandling med systemiske steroider øker faren for NSAID-induserte mageplager (gastritt, blødende magesår, ev. følgetilstander) med en faktor på ca. 2
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Påpeking av selve interaksjonen (uten å tallfeste risikoøkningen) gir 1 p
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
En 20 år gammel mann kommer inn på Skaden etter at han falt under fotballkamp for to dager siden. Han tok seg for med høyre hånd og fikk smerter i håndleddet, men klarte å spille resten av kampen. Siden har smertene ikke blitt bedre og han har redusert bevegelse og litt hevelse over håndleddet. Ved undersøkelse har han ikke vondt ved palpasjon av radius, men det er mer ømt radialt i selve håndleddet. Det er normal distal status
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
# Hva menes det med distal status, hvordan sjekkes det?
# Hva er din arbeidsdiagnose og hvilken undersøkelse bestiller du for å komme nærmere diagnosen den samme dagen.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
# Undersøker sirkulasjon og sensibilitet distal for skaden, som en ledd i grundig klinisk undersøkelse.
# Scaphoid-fraktur, bestille røntgen av høgre håndledd.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
* Sjekke sirkulasjon og sensibilitet gir 1 poeng.
* Scaphoid-fraktur gir 0.5 poeng
* Røntgen av høgre håndledd eller rtg scaphoid, carpus gir 0.5 poeng.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Du har fått resultatet fra den supplerende undersøkelses som du bestilte i ledd1B og fikk gjort den samme dagen. Den viser negativt funn. Du føler at dette stemmer ikke med din kliniske oppfatning, her må det være noen patologi.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
# Hvordan vil du behandle denne pasienten på skaden?
# Ville du ha tatt ham inn til kontroll og evt. når?
# Hvilken supplerende undersøkelse ville du ha bestilt ved eventuelt kontroll?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
# Sett på en gipslaske til å gi smertelindring og i påvente av supplerende undersøkelse.
# Sette pasienten opp til en kontroll om 2 uker, fjerne gips, ny klinisk undersøkelse og CT
# Bestill CT eller MR med spørsmål om fraktur i carpus\håndroten spesielt scaphoid.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
# Sette på en gipslaske som smertelindring (1 poeng)
# Settes opp til kontroll 1-3 uker (1 poeng)
# Bestill CT eller MR av håndleddet med spørsmål om fraktur i scaphoid
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Håndroten, carpus, har mange små bein med store leddflater. De lager to rekker med bein, den proksimale og distale rekke.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
# Hvor mange ben er det i håndroten, carpus, og hva heter de?
# Hvilke bena er i proksimale og hvilke er i distale rekke?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
# Det er 8 ben i carpus, scaphoid, lunatum triquitrum, pisiformis, trapezium,trapezoid, capitatum og hamatum.
# Del to:
#* I proksimale er : Scaphoid, lunatum triquitrum, pisiformis,
#* I distale er : trapezium,trapezoid, capitatum og hamatum
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
* 8 ben gir 0.5 poeng, 8 rett navn gir 0.5 poeng,
* 4 riktig navn i proksimale gir 0.5 poeng og 4 riktige navn i distale rekke gir 4 poeng.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
# Hvilket bein i håndroten for oftest fraktur og hva er prosentvis hyppigheten av den i forhold til de andre bena i carpus?
# Hva er behandlingen for en udislokert fraktur igjennom midten av dette ben?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
# Scaphoid fraktur er 80 % av alle frakturer i carpus.
# 8 til 12 uker i scaphoid gips
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
# Scaphoid fraktur ( 0.5 poeng) og 80% ( 0.5 poeng)
# Scaphoid gips i 8-12 uker 1 poeng.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Ved undersøkelsen på skaden kunne det ha vært til hjelp å undersøke om det var palpasjonsømhet i bunnen av fossa tabatiere eller anatomisk snusdåse.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke strukturer definerer radiale, ulnare begrensinger og bunnen i denne snusdåsen?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
# Radial begrensning EPB og APL senen 0.25 poeng
# Ulnare begrensning er EPL 0.25 poeng
# Bunnen er Scaphoid 0.5 poeng
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
# Det holder med enten APL eller EPB 0.25 poeng)
# EPL 0.25 poeng.
# Scaphoid 0.5 poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
En 20 år gammel kvinne oppsøker deg på allmennlegekontoret fordi hun har hatt feber 38,5 grader om kvelden de siste 14 dagene etter at hun kom hjem fra påskefjellet. Samtidig har hun fått plager med migrerende leddsmerter og tretthet. Hun har tidligere vært frisk, og det samme gjelder nærmeste familie. Hun bruker p-piller, ellers ingen medisiner.
Ved den kliniske undersøkelsen har hun friskt utseende, men hun er kraftig solbrent i ansiktet. BT 120/80 mmHg. Temp 38.3 grader. Hun er palpasjonsøm over MCP-ledd 2 og 3 begge hender, men det er ingen sikker hevelse. Ellers normal organstatus.
Supplerende undersøkelser på kontoret:
|! |!Resultat |!Normalverdi |
|! Hb |11.9 g/dl |11.7 – 15.3 g/dl |
|!Leukocytter |2.4 x10^^9^^/L |3.6-9.3x10^^9^^/L |
|!Trombocytter |145 x 10^^9^^/L |165-370x10^^9^^/L |
|!SR |69 mm/time |1-13 mm/time |
|!CRP |7 mg/L |<5 mg/L |
|!Urinstix |>|Blod ++; Albumin+; Leukocytter 0; Nitritt 0 |
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilken diagnose er mest aktuell, og hvilke differensialdiagnoser har du? Begrunn svaret
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
# Systemisk Lupus Erythematosus (SLE): (artritt, solømfintlighet, leukopeni, feber, mulig pleuritt, mulig nefritt. Høy SR, normal CRP og leukopeni er vanlig).
# Akutt debut av revmatoid artritt (RA) eller annen systemsykdom med artritt. (Må utredes med autoantistoffer)
# Infeksjon (feber og høy SR)
# Malignitet (feber og høy SR)
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 poeng for å nevne SLE. +0.5 for å nevne 1 differentialdiagnose i tillegg, 1 poeng for å nevne 2 eller 3 differentialdiagnoser i tillegg. +0.5 poeng for begrunnelse for diagnosene.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Fra forrige vignett:
En 20 år gammel kvinne oppsøker deg på allmennlegekontoret fordi hun har hatt feber 38,5 grader om kvelden de siste 14 dagene etter at hun kom hjem fra påskefjellet. Samtidig har hun fått plager med migrerende leddsmerter og tretthet. Hun har tidligere vært frisk, og det samme gjelder nærmeste familie. Hun bruker p-piller, ellers ingen medisiner.
Ved den kliniske undersøkelsen har hun friskt utseende, men hun er kraftig solbrent i ansiktet. BT 120/80 mmHg. Temp 38.3 grader. Hun er palpasjonsøm over MCP-ledd 2 og 3 begge hender, men det er ingen sikker hevelse. Ellers normal organstatus.
Supplerende undersøkelser på kontoret:
|! |!Resultat |!Normalverdi |
|! Hb |11.9 g/dl |11.7 – 15.3 g/dl |
|!Leukocytter |2.4 x10^^9^^/L |3.6-9.3x10^^9^^/L |
|!Trombocytter |145 x 10^^9^^/L |165-370x10^^9^^/L |
|!SR |69 mm/time |1-13 mm/time |
|!CRP |7 mg/L |<5 mg/L |
|!Urinstix |>|Blod ++; Albumin+; Leukocytter 0; Nitritt 0 |
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Du tenker at du må henvise pasienten videre til spesialist. Hvor vil du henvise pasienten?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Nyrespesialist 1 poeng;
Revmatolog 1 poeng;
Indremedisiner 0.5 poeng
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Max 1 poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Fra forrige vignett:
En 20 år gammel kvinne oppsøker deg på allmennlegekontoret fordi hun har hatt feber 38,5 grader om kvelden de siste 14 dagene etter at hun kom hjem fra påskefjellet. Samtidig har hun fått plager med migrerende leddsmerter og tretthet. Hun har tidligere vært frisk, og det samme gjelder nærmeste familie. Hun bruker p-piller, ellers ingen medisiner.
Ved den kliniske undersøkelsen har hun friskt utseende, men hun er kraftig solbrent i ansiktet. BT 120/80 mmHg. Temp 38.3 grader. Hun er palpasjonsøm over MCP-ledd 2 og 3 begge hender, men det er ingen sikker hevelse. Ellers normal organstatus.
Supplerende undersøkelser på kontoret:
|! |!Resultat |!Normalverdi |
|! Hb |11.9 g/dl |11.7 – 15.3 g/dl |
|!Leukocytter |2.4 x10^^9^^/L |3.6-9.3x10^^9^^/L |
|!Trombocytter |145 x 10^^9^^/L |165-370x10^^9^^/L |
|!SR |69 mm/time |1-13 mm/time |
|!CRP |7 mg/L |<5 mg/L |
|!Urinstix |>|Blod ++; Albumin+; Leukocytter 0; Nitritt 0 |
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilken hastegrad vil du angi på henvisningen?
# Mindre enn 1 uke
# Innen en måned
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Henvisning mindre enn en uke
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Henvisning mindre enn en uke 0.5 poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Videre utredning viser ANA og anti-ds DNA i høyt titer.
Kreatinin er 170 μmol/l (50 – 90 μmol/l)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilken diagnose er mest sannsynlig?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Systemisk Lupus Erythematosus, SLE
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Systemisk Lupus Erythematosus, SLE 1 poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Fra forrige vignett:
Videre utredning viser ANA og anti-ds DNA i høyt titer.
Kreatinin er 170 μmol/l (50 – 90 μmol/l)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Nevn 3 andre organer som kan affiseres ved denne tilstanden
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
# Sentralnervesystemet/ CNS (også psykisk affeksjon)
# Myocard
# Muskler (Myositt)
# Pleura (serositt)
# Pericard (serositt)
# Hud
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
3 organsystem gir 2 poeng
2 organsystem gir 1 poeng, 1 organsystem 0.5 poeng
Ledd, nyrer og hematologiske avvik gir ikke poeng da de er
nevnt tidligere
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Under er det listet 6 medikamenter som kan brukes ved denne tilstanden
* Steroider (Prednisolon)
* Azathioprin (Imurel)
* Hydroksyklorokin (Plaquenil)
* Mykofenolat mofetil (Cell Cept)
* Cyklofosfamid (Sendoxan)
* Rituximab (MabThera)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
# Nevn to av disse medikamentene som kan brukes akutt for å få ned alvorlig sykdomsaktivitet (Induksjonsbehandling)
# Hvilke to av disse medikamentene brukes som basis for å få ned betennelsesaktiviteten generelt ved systemiske bindevevssykdommer (Vedlikeholdsbehandling)?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
#Steroider, cyklofosfamid, rituximab, 0.25 poeng hver, max 0.5 poeng
# Hydroxyklorokin og Steroider, 0.5 poeng hver, max 1 poeng
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
# 0.25 poeng hver, max 0.5 poeng
# 0.5 poeng hver, max 1 poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Etter en uke på sykehuset får pasienten akutt hevelse og
smerte i høyre tykklegg.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
# Hva mistenker du at dette kan være?
# Hvilken blodprøve kan du ta for å finne ut om pasienten kan ha økt risiko for denne type komplikasjon?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
# DVT
# Antikardiolipin eller antifosfolipidantistoffer
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
# 1 poeng
# 0.5 poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Ei 42 år gammel kvinne kommer til deg på fastlegekontoret. Hun er hudfrisk forut for det aktuelle, og har ingen andre kjente sykdommer. Hun bruker ingen faste medisiner.
For omtrent ett år siden dukket det opp hudforandringer i form av små flekker i hodebunnen og på albuer og knær. Hun ble noe bedre sist sommer, men utslettet tok seg opp igjen utover høsten. Hun har ikke forsøkt annen behandling enn fuktighetskrem. Du ber henne kle av seg, og du ser følgende hudforandringer:
<<imgLink "IIC-2019v-2-A.PNG">>
<<imgLink "IIC-2019v-2-B.PNG">>
<<imgLink "IIC-2019v-2-C.PNG">>
<<imgLink "IIC-2019v-2-D.PNG">>
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Beskriv utslettet
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Lokalisasjon: Symmetriske hudforandringer lokalisert til hodebunnen og rundt ører, på og under bryst, i axiller, på strekkesider av over- og underekstremiteter samt fortil på legger.
Efflorescenser: Består av velavgrensede, erytematøse plakk med skjelling. Mindre skjelling på intertriginøse områder (axiller og mellom/under bryst
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
* Symmetri (0.5 poeng)
* Lokalisasjon (0.5 poeng)
* Plakk (0.5 poeng)
* Skjelling (0.5 poeng)
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilken diagnose er mest sannsynlig?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Psoriasis
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Psoriasis (1 poeng)
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilken behandling er mest aktuell å starte opp med i allmennpraksis hos denne pasienten?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
* Avskjelling med salisylvaselin (0,5)
* Lokale/ topikale steroider (0,5):
** Gruppe 3-4 på kropp (0,25)
** Gruppe 2 intertriginøst (0,25)
* På kroppen kan brukes krem eller salve, i hodebunnen helst oppløsning eller liniment (0,25)
** Ev. i kombinasjon med D-vitaminanaloger (kalsipotriol) (0,25)
* Fuktighetsbehandling (0,25)
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0.5 poeng per svar for de to første. 0.25 poeng for de neste, maks 2 poeng totalt.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Pasienten kommer tilbake etter 5 uker. Hun har brukt behandlingen slik du foreskrev, og hadde noe effekt, men ble ikke helt bra. Plagene har blusset opp igjen. Ved undersøkelse finner du stort sett lik utbredelse som da hun var hos deg første gang. Du henviser henne til hudlege, og hun ønsker i utgangspunktet å unngå tablettbehandling dersom dette er mulig.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilken behandling er mest aktuell for hudlegen å igangsette?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Lysbehandling
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Lysbehandling (1 poeng)
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Ved kontroll hos hudlegen etter 3 måneder har hun fremdeles utbredte forandringer til tross for adekvat behandling. Hudlegen mener det nå er indikasjon for systemisk behandling. Pasienten har to barn, og hun har ikke barneønske.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva slags behandling bør være førstevalg hos hudlegen?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Methotrexate. Acitretin (retinoider, Neotigason) kan også være et alternativ, men Methotrexate er vanligvis førstevalg dersom det ikke er kontraindikasjoner.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Methotrexate (1 poeng)
Acitretin (0.5 poeng)
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Pasienten har hatt god effekt av behandlingen som ble startet hos hudlegen, og følges opp med regelmessige kontroller.
Siste to måneder har hun imidlertid begynt å få utslett i ansiktet. Hun synes det særlig blusser opp når hun drikker kaffe og spiser krydret mat. Hun har forsøkt å smøre med litt kortison, men føler selv at dette gjorde det verre. Ved undersøkelse ser du følgende forandringer som ser likt ut på begge sider av ansiktet:
<<imgLink "IIC-2019v-2-E.PNG">>
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Beskriv hudforandringene
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Symmetriske forandringer i kinn, på nese og hake bestående av erytem (teleangiektasier) og papler
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
* Lokalisasjon:
** symmetri (0.5 poeng)
** kinn, nese, hake (0.5 poeng)
* Erytem/teleangiektasier (0.5 poeng)
* Papler (0.5 poeng)
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Angi mest sannsynlig diagnose og minst to differensialdiagnoser
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Rosacea er mest sannsynlig
Differensialdiagnoser: Acne (men fravær av komedoner samt alder taler imot), lupus (men sommerfuglerytem ville vært mest på kinn og ikke bestå av papler), perioral dermatitt (mer sannsynlig dersom bare rundt munnen, har mindre papler)
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Rosacea (0,5 poeng)
Differensialdiagnoser: Acne, lupus, perioral dermatitt (0,25 poeng pr diagnose, maks 0,5 poeng)
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Oppgaven baserer seg på utdelt artikkelsammendrag fra artikkelen Piccolo et al. //Drug-eluting or bare-metal stents for percutaneous coronary intervention: a systematic review and individual patient data meta-analysis of randomised clinical trials.// Lancet 2019; 393: 2503–10
<<<
''Background'': New-generation drug-eluting stents (DES) have mostly been investigated in head-to-head non-inferiority trials against early-generation DES and have typically shown similar efficacy and superior safety. How the safety profile of new-generation DES compares with that of bare-metal stents (BMS) is less clear.
''Methods'': We did an individual patient data meta-analysis of randomised clinical trials to compare outcomes after implantation of new-generation DES or BMS among patients undergoing percutaneous coronary intervention. The primary outcome was the composite of cardiac death or myocardial infarction. Data were pooled in a one-stage random-effects meta-analysis and examined at maximum follow-up and a 1-year landmark. Risk estimates are reported as hazard ratios (HRs) with 95% CIs. This study is registered in PROSPERO, number CRD42017060520.
''Findings'': We obtained individual data for 26 616 patients in 20 randomised trials. Mean follow-up was 3·2 (SD 1·8) years. The risk of the primary outcome was reduced in DES recipients compared with BMS recipients (HR 0·84, 95% CI 0·78-0·90, p<0·001) owing to a reduced risk of myocardial infarction (0·79, 0·71-0·88, p<0·001) and a possible slight but non-significant cardiac mortality benefit (0·89, 0·78-1·01, p=0·075). All-cause death was unaffected (HR with DES 0·96, 95% CI 0·88-1·05, p=0·358), but risk was lowered for definite stent thrombosis (0·63, 0·50-0·80, p<0·001) and target-vessel revascularisation (0·55, 0·50-0·60, p<0·001). We saw a time-dependent treatment effect, with DES being associated with lower risk of the primary outcome than BMS up to 1 year after placement. While the effect was maintained in the longer term, there was no further divergence from BMS after 1 year.
''Interpretation'': The performance of new-generation DES in the first year after implantation means that BMS should no longer be considered the gold standard for safety. Further development of DES technology should target improvements in clinical outcomes beyond 1 year.
<<<
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva var hensikten med studien?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Hensikten var å sammenlikne utfall etter implantasjon av nye typer medikamentavgivende stenter (new-generation drug-eluting stents) med rene metallstenter (bare-metal stents) blant pasienter som gjennomgår PCI-behandling. Alternativt kan studenten angi at hensikten var å sammenlikne sikkerhetsprofilen mellom disse to behandlingene.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Studenten må kunne gjengi hensikten. Her gis ikke delpoeng.
</$details>
<div class="oppgave">
<div class="vignett">
!!Tidligere vignett
Oppgaven baserer seg på utdelt artikkelsammendrag fra artikkelen Piccolo et al. //Drug-eluting or bare-metal stents for percutaneous coronary intervention: a systematic review and individual patient data meta-analysis of randomised clinical trials.// Lancet 2019; 393: 2503–10
<<<
''Background'': New-generation drug-eluting stents (DES) have mostly been investigated in head-to-head non-inferiority trials against early-generation DES and have typically shown similar efficacy and superior safety. How the safety profile of new-generation DES compares with that of bare-metal stents (BMS) is less clear.
''Methods'': We did an individual patient data meta-analysis of randomised clinical trials to compare outcomes after implantation of new-generation DES or BMS among patients undergoing percutaneous coronary intervention. The primary outcome was the composite of cardiac death or myocardial infarction. Data were pooled in a one-stage random-effects meta-analysis and examined at maximum follow-up and a 1-year landmark. Risk estimates are reported as hazard ratios (HRs) with 95% CIs. This study is registered in PROSPERO, number CRD42017060520.
''Findings'': We obtained individual data for 26 616 patients in 20 randomised trials. Mean follow-up was 3·2 (SD 1·8) years. The risk of the primary outcome was reduced in DES recipients compared with BMS recipients (HR 0·84, 95% CI 0·78-0·90, p<0·001) owing to a reduced risk of myocardial infarction (0·79, 0·71-0·88, p<0·001) and a possible slight but non-significant cardiac mortality benefit (0·89, 0·78-1·01, p=0·075). All-cause death was unaffected (HR with DES 0·96, 95% CI 0·88-1·05, p=0·358), but risk was lowered for definite stent thrombosis (0·63, 0·50-0·80, p<0·001) and target-vessel revascularisation (0·55, 0·50-0·60, p<0·001). We saw a time-dependent treatment effect, with DES being associated with lower risk of the primary outcome than BMS up to 1 year after placement. While the effect was maintained in the longer term, there was no further divergence from BMS after 1 year.
''Interpretation'': The performance of new-generation DES in the first year after implantation means that BMS should no longer be considered the gold standard for safety. Further development of DES technology should target improvements in clinical outcomes beyond 1 year.
<<<
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilket studiedesign ble brukt?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Systematisk oversikt (systematic review) og meta-analyse av randomiserte intervensjonsstudier. Studenten kan også nevne at det er anvendt data på individnivå (individual-level) i metaanalysen, men det kreves ikke for å få poeng.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Systematisk oversikt (1/2 poeng) og meta-analyse (1/2 poeng) av randomiserte intervensjonsstudier (1 poeng).
</$details>
<div class="oppgave">
<div class="vignett">
!!Tidligere vignett
Oppgaven baserer seg på utdelt artikkelsammendrag fra artikkelen Piccolo et al. //Drug-eluting or bare-metal stents for percutaneous coronary intervention: a systematic review and individual patient data meta-analysis of randomised clinical trials.// Lancet 2019; 393: 2503–10
<<<
''Background'': New-generation drug-eluting stents (DES) have mostly been investigated in head-to-head non-inferiority trials against early-generation DES and have typically shown similar efficacy and superior safety. How the safety profile of new-generation DES compares with that of bare-metal stents (BMS) is less clear.
''Methods'': We did an individual patient data meta-analysis of randomised clinical trials to compare outcomes after implantation of new-generation DES or BMS among patients undergoing percutaneous coronary intervention. The primary outcome was the composite of cardiac death or myocardial infarction. Data were pooled in a one-stage random-effects meta-analysis and examined at maximum follow-up and a 1-year landmark. Risk estimates are reported as hazard ratios (HRs) with 95% CIs. This study is registered in PROSPERO, number CRD42017060520.
''Findings'': We obtained individual data for 26 616 patients in 20 randomised trials. Mean follow-up was 3·2 (SD 1·8) years. The risk of the primary outcome was reduced in DES recipients compared with BMS recipients (HR 0·84, 95% CI 0·78-0·90, p<0·001) owing to a reduced risk of myocardial infarction (0·79, 0·71-0·88, p<0·001) and a possible slight but non-significant cardiac mortality benefit (0·89, 0·78-1·01, p=0·075). All-cause death was unaffected (HR with DES 0·96, 95% CI 0·88-1·05, p=0·358), but risk was lowered for definite stent thrombosis (0·63, 0·50-0·80, p<0·001) and target-vessel revascularisation (0·55, 0·50-0·60, p<0·001). We saw a time-dependent treatment effect, with DES being associated with lower risk of the primary outcome than BMS up to 1 year after placement. While the effect was maintained in the longer term, there was no further divergence from BMS after 1 year.
''Interpretation'': The performance of new-generation DES in the first year after implantation means that BMS should no longer be considered the gold standard for safety. Further development of DES technology should target improvements in clinical outcomes beyond 1 year.
<<<
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva var det primære endepunktet i studien?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Et samleendepunkt (composite endpoint) av hjertedød eller hjerteinfarkt.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Det primære endepunktet må kunne gjengis. Her gis ikke delpoeng.
</$details>
<div class="oppgave">
<div class="vignett">
!!Tidligere vignett
Oppgaven baserer seg på utdelt artikkelsammendrag fra artikkelen Piccolo et al. //Drug-eluting or bare-metal stents for percutaneous coronary intervention: a systematic review and individual patient data meta-analysis of randomised clinical trials.// Lancet 2019; 393: 2503–10
<<<
''Background'': New-generation drug-eluting stents (DES) have mostly been investigated in head-to-head non-inferiority trials against early-generation DES and have typically shown similar efficacy and superior safety. How the safety profile of new-generation DES compares with that of bare-metal stents (BMS) is less clear.
''Methods'': We did an individual patient data meta-analysis of randomised clinical trials to compare outcomes after implantation of new-generation DES or BMS among patients undergoing percutaneous coronary intervention. The primary outcome was the composite of cardiac death or myocardial infarction. Data were pooled in a one-stage random-effects meta-analysis and examined at maximum follow-up and a 1-year landmark. Risk estimates are reported as hazard ratios (HRs) with 95% CIs. This study is registered in PROSPERO, number CRD42017060520.
''Findings'': We obtained individual data for 26 616 patients in 20 randomised trials. Mean follow-up was 3·2 (SD 1·8) years. The risk of the primary outcome was reduced in DES recipients compared with BMS recipients (HR 0·84, 95% CI 0·78-0·90, p<0·001) owing to a reduced risk of myocardial infarction (0·79, 0·71-0·88, p<0·001) and a possible slight but non-significant cardiac mortality benefit (0·89, 0·78-1·01, p=0·075). All-cause death was unaffected (HR with DES 0·96, 95% CI 0·88-1·05, p=0·358), but risk was lowered for definite stent thrombosis (0·63, 0·50-0·80, p<0·001) and target-vessel revascularisation (0·55, 0·50-0·60, p<0·001). We saw a time-dependent treatment effect, with DES being associated with lower risk of the primary outcome than BMS up to 1 year after placement. While the effect was maintained in the longer term, there was no further divergence from BMS after 1 year.
''Interpretation'': The performance of new-generation DES in the first year after implantation means that BMS should no longer be considered the gold standard for safety. Further development of DES technology should target improvements in clinical outcomes beyond 1 year.
<<<
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Studieresultatene er oppgitt som hazard ratio, som er en form for relativ risiko. Hva var studiens hovedfunn?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Risikoen for det primære endpunktet var 16% lavere blant dem som fikk medikamentavgivende stent sammenliknet med dem som fikk ren metallstent.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Studenten må angi at risikoen for det primære endepunktet var lavere blant dem som fikk medikamentavgivende stent sammenliknet med dem som fikk ren metallstent (1 poeng) og også angi hvor sterk sammenhengen var, enten ved å angi 16% lavere risiko eller hazard ratio 0,84 (1 poeng).
</$details>
<div class="oppgave">
<div class="vignett">
!!Tidligere vignett
Oppgaven baserer seg på utdelt artikkelsammendrag fra artikkelen Piccolo et al. //Drug-eluting or bare-metal stents for percutaneous coronary intervention: a systematic review and individual patient data meta-analysis of randomised clinical trials.// Lancet 2019; 393: 2503–10
<<<
''Background'': New-generation drug-eluting stents (DES) have mostly been investigated in head-to-head non-inferiority trials against early-generation DES and have typically shown similar efficacy and superior safety. How the safety profile of new-generation DES compares with that of bare-metal stents (BMS) is less clear.
''Methods'': We did an individual patient data meta-analysis of randomised clinical trials to compare outcomes after implantation of new-generation DES or BMS among patients undergoing percutaneous coronary intervention. The primary outcome was the composite of cardiac death or myocardial infarction. Data were pooled in a one-stage random-effects meta-analysis and examined at maximum follow-up and a 1-year landmark. Risk estimates are reported as hazard ratios (HRs) with 95% CIs. This study is registered in PROSPERO, number CRD42017060520.
''Findings'': We obtained individual data for 26 616 patients in 20 randomised trials. Mean follow-up was 3·2 (SD 1·8) years. The risk of the primary outcome was reduced in DES recipients compared with BMS recipients (HR 0·84, 95% CI 0·78-0·90, p<0·001) owing to a reduced risk of myocardial infarction (0·79, 0·71-0·88, p<0·001) and a possible slight but non-significant cardiac mortality benefit (0·89, 0·78-1·01, p=0·075). All-cause death was unaffected (HR with DES 0·96, 95% CI 0·88-1·05, p=0·358), but risk was lowered for definite stent thrombosis (0·63, 0·50-0·80, p<0·001) and target-vessel revascularisation (0·55, 0·50-0·60, p<0·001). We saw a time-dependent treatment effect, with DES being associated with lower risk of the primary outcome than BMS up to 1 year after placement. While the effect was maintained in the longer term, there was no further divergence from BMS after 1 year.
''Interpretation'': The performance of new-generation DES in the first year after implantation means that BMS should no longer be considered the gold standard for safety. Further development of DES technology should target improvements in clinical outcomes beyond 1 year.
<<<
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
For sammenlikning av det primære endepunktet mellom de to behandlingsgruppene var p-verdien <0,001. Hva betyr det?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Det betyr at det er meget liten sannsynlighet for å finne en minst så stor forskjell mellom de to behandlingsgruppene dersom nullhypotesen er sann (dvs. dersom risikoen for utfallet i virkeligheten er lik ved de to behandlingene). Alternativt kan det presiseres at denne sannsynligheten er <0,001. Alternativt kan det angis at resultatene i meget liten grad er forenlige med nullhypotesen om at sannsynligheten for utfallet er likt ved de to behandlingene
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Angivelse som over gir 1 poeng. Det gis ikke poeng for å angi at sannsynligheten for nullhypotesen er <0,001, at sannsynligheten for at funnet er tilfeldig er <0,001 eller liknende.
</$details>
<div class="oppgave">
<div class="vignett">
!!Tidligere vignett
Oppgaven baserer seg på utdelt artikkelsammendrag fra artikkelen Piccolo et al. //Drug-eluting or bare-metal stents for percutaneous coronary intervention: a systematic review and individual patient data meta-analysis of randomised clinical trials.// Lancet 2019; 393: 2503–10
<<<
''Background'': New-generation drug-eluting stents (DES) have mostly been investigated in head-to-head non-inferiority trials against early-generation DES and have typically shown similar efficacy and superior safety. How the safety profile of new-generation DES compares with that of bare-metal stents (BMS) is less clear.
''Methods'': We did an individual patient data meta-analysis of randomised clinical trials to compare outcomes after implantation of new-generation DES or BMS among patients undergoing percutaneous coronary intervention. The primary outcome was the composite of cardiac death or myocardial infarction. Data were pooled in a one-stage random-effects meta-analysis and examined at maximum follow-up and a 1-year landmark. Risk estimates are reported as hazard ratios (HRs) with 95% CIs. This study is registered in PROSPERO, number CRD42017060520.
''Findings'': We obtained individual data for 26 616 patients in 20 randomised trials. Mean follow-up was 3·2 (SD 1·8) years. The risk of the primary outcome was reduced in DES recipients compared with BMS recipients (HR 0·84, 95% CI 0·78-0·90, p<0·001) owing to a reduced risk of myocardial infarction (0·79, 0·71-0·88, p<0·001) and a possible slight but non-significant cardiac mortality benefit (0·89, 0·78-1·01, p=0·075). All-cause death was unaffected (HR with DES 0·96, 95% CI 0·88-1·05, p=0·358), but risk was lowered for definite stent thrombosis (0·63, 0·50-0·80, p<0·001) and target-vessel revascularisation (0·55, 0·50-0·60, p<0·001). We saw a time-dependent treatment effect, with DES being associated with lower risk of the primary outcome than BMS up to 1 year after placement. While the effect was maintained in the longer term, there was no further divergence from BMS after 1 year.
''Interpretation'': The performance of new-generation DES in the first year after implantation means that BMS should no longer be considered the gold standard for safety. Further development of DES technology should target improvements in clinical outcomes beyond 1 year.
<<<
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke fortrinn har dette studiedesignet?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Systematiske oversikter med metaanalyser gir, sammenliknet med enkeltstudier, en balansert og samlet framstilling av kunnskapen om problemstillingen og gir større presisjon /statistisk styrke enn enkeltstudiene. Enkeltstudiene som inngår i denne metaanalysen er randomiserte intervensjonsstudier, som har den fordelen framfor observasjonsstudier at konfundering unngås fordi behandlingen blir tilfeldig tilordnet.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Systematiske oversikter med metaanalyser gir, sammenliknet med enkeltstudier, en balansert og samlet framstilling av kunnskapen om problemstillingen (1 poeng) og gir større presisjon/statistisk styrke enn enkeltstudiene (1 poeng).
Enkeltstudiene som inngår i denne metaanalysen er randomiserte intervensjonsstudier, som har den fordelen framfor observasjonsstudier at konfundering unngås (1 poeng) fordi behandlingen blir tilfeldig tilordnet.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Denne oppgaven handler om legemiddelbehandling ved bipolar lidelse.
En 28-årig kvinne som tidligere har hatt en depressiv episode, debuterer med en akutt manisk episode av moderat grad, uten psykotiske symptomer. Hun bruker ingen legemidler fra tidligere.
I akutt manisk fase sier Helsedirektoratets generelle behandlingsretningslinjer at følgende tre alternativer er likestilte førstevalg:
* Litium
* Valproat
* Et antipsykotisk middel
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilket av disse tre bør du unngå hos denne pasienten, og hvorfor?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Valproat. Dette midlet skal i utgangspunktet ikke brukes til kvinner i fertil alder på grunn av risikoen for fosterskade hvis kvinnen blir gravid. (Kan tillates hvis kvinnen følger et spesielt graviditetsforebyggende program. Dette kreves ikke for rett svar, men hvis noen har svart det, er det ikke feil).
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0,5 poeng for valproat og 0,5 poeng for rett begrunnelse
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
En pasient kommer inn i akuttmottaket med en alvorlig litiumforgiftning. Det bestemmes at det skal utføres hemodialyse.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke egenskaper ved litium er det som gjør at hemodialyse er så effektivt for å fjerne midlet fra kroppen?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Lite distribusjonsvolum. Lav proteinbinding. Lav molekylvekt
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0,5 poeng for hver. Med andre ord er det nok med to av de tre alternativene for å få full pott.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Ikke egen vignett
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
I hvor stor grad er det nyttig og viktig å følge opp med serumkonsentrasjonsmålinger av henholdsvis litium, valproat og et antipsykotisk middel hvis disse brukes ved bipolar lidelse?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Det er obligatorisk å følge opp litiumbehandling med serumkonsentrasjonsmålinger. For behandling med valproat og antipsykotika kan serumkonsentrasjonsmålinger være til hjelp i behandlingen, men det er av mindre betydning; klinikken er det viktigste. (Det er mindre viktig å følge behandlingen med valproat på indikasjon bipolar lidelse enn på indikasjon epilepsi, så ved bipolar lidelse kan valproat likestilles med antipsykotika.
Det gis likevel ikke trekk til de som skriver at det er viktigere å følge konsentrasjonen av valproat enn av antipsykotika).
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0,5 poeng for riktig svar på litium. 0,5 poeng til sammen for korrekt resonnement rundt valproat og antipsykotika.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Når en pasient behandles med litium bør pasienten følges med medisinsk biokjemiske blodprøver, blant annet for å fange opp utviklingen av bivirkninger
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke blodprøver dreier det seg om, og hvorfor?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
# TSH og fritt T4. Risiko for hypotyreose.
# Kreatinin/eGFR. Risiko for nedsatt nyrefunksjon som bivirkning (svært liten, men viktigere er det at litium må doseres ut fra nyrefunksjon siden det utskilles umetabolisert via nyrene).
# Kalsium. Økt risiko for hyperkalsemi.
# Na og K. Følges gjerne med tanke på litiums effekter på nyrene (og effekten av elektrolyttforstyrrelser på litiumkonsentrasjonen).
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0,25 for hver av de fire
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hos en pasient som starter opp med litium, hvilke andre organsystemer bør du være oppmerksom på bivirkninger fra? (Altså bivirkninger som ikke fanges opp ved hjelp av blodprøver). Nevn fire organsystemer med tilhørende eksempler på bivirkninger. («Helgarderinger» med mer enn fire organsystemer, honoreres ikke.)
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
* CNS: Nevrologiske/nevromuskulære bivirkninger (ikke minst tremor og muskelsvakhet) og psykiske bivirkninger (forvirring, tretthet/sedasjon m.m.)
* Gastrointestinaltraktus (diare, magesmerter, kvalme osv).
* Hud (akne, psoriasis m.m.)
* Nyre (tørste, polyuri m.m.)
* Hjerte (i hovedsak uspesifikke EKG-forandringer hvis ikke konsentrasjonen blir høy, da kan arytmier forekomme)
* Vektøkning (som en separat generell bivirkning som ikke kommer fra noe spesielt organsystem)
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0.25 for hvert organsystem opp til maksimalt fire. Hvis det nevnes __mer enn fire__ organsystemer og noen av disse er feil, gis det 0.25 poeng i fratrekk for hvert organsystem som ikke er riktig.
(Helgarderinger honoreres med andre ord ikke!). Men hvis noen har delt opp CNS i to systemer (nevrologiske og psykiske) gir det til sammen 0.5 poeng.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Ikke egen vignett
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Ved oppstart med litium, er det noe spesielt du bør si til pasienten når det gjelder samtidig bruk av reseptfrie legemidler? Begrunn svaret.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Unngå bruk av NSAIDs (ibuprofen, diklofenak, acetylsalisylsyre osv). Velg heller paracetamol. NSAIDs kan øke konsentrasjonen av litium pga. effekter på nyrene, spesielt hos pasienter som allerede har tendens til eller manifest nedsatt nyrefunksjon.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
"Unngå bruk av NSAIDs" gir 0,5 poeng. Begrunnelsen gir 0,5 poeng.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Når en pasient starter opp med det antipsykotiske midlet olanzapin, bør pasienten følges med medisinsk biokjemiske blodprøver med tanke på bivirkninger.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke blodprøver dreier det seg om, og hvorfor?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
* Glukose og/eller HbA1c. Risiko for utvikling av diabetes
* Kolesterol (totalkolesterol, evt. LDL/HDL). Risiko for utvikling av forhøyede (LDL-) kolesterolnivåer.
* Triglyserider. Risiko for utvikling forhøyede triglyseridnivåer.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
* 0,5 poeng for glukose ("blodsukker") / HbA1c
* 0,25 poeng for kolesterol (eventuelt med varianter)
* 0,25 poeng for triglyserider
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Ett år senere kommer pasienten i deloppgave 1 tilbake med en depressiv episode. Det viser seg at hun på egenhånd har avsluttet behandlingen med det midlet hun brukte som residivprofylakse.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke tanker gjør du deg når det gjelder oppstart med et antidepressivt legemiddel i denne situasjonen?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Oppstart med et antidepressivt middel i monoterapi bør unngås (selv om risikoen for switch til en mani trolig er svært uvanlig/ikke-forekommende med moderne midler som SSRI-er).
Antidepressiva kombinert med for eksempel et antipsykotisk middel som olanzapin kan gis, men det kan være minst like rasjonelt å heller velge for eksempel litium.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Skjønnsmessig vurdering. Godt resonnement rundt bruk i monoterapi gir 0,5 poeng og godt resonnement rundt bruk som ledd i kombinasjonsbehandling gir 0,5 poeng. Skriver man bare at antidepressiva ikke bør brukes, men at pasienten i stedet bør behandles med et stemningsstabiliserende middel, kan dette gi full pott hvis svaret er vel begrunnet.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Pasienten i den innledende vignetten er i stedet en 28-årig mann med kroppsmasseindeks (BMI) på 32,0 kg/m^^2^^ , dvs. har fedme grad I.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva bør du tenke spesielt på ved bruk av tre midlene litium, valproat og olanzapin hos denne pasienten? Begrunn svaret
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Alle de tre midlene kan påvirke kroppsvekten, men olanzapin trolig i størst grad. Det viktige i svaret er imidlertid ikke å kunne differensiere mellom de tre midlene, men å føre er OK resonnement basert på det som gir poeng.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0,5 poeng for å si at alle tre midlene kan øke kroppsvekten, og at dette er spesielt uheldig hos en slik pasient. Hvis noen sier at dette gjør at olanzapin bør unngås, er det like riktig og gir samme poengskåre. Dessuten 0,5 poeng for å si at det er spesielt viktig å følge opp med hyppige målinger av kroppsvekt hos en slik pasient (og å seponere i tide).
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
En annen pasient, som bruker valproat og olanzapin på grunn av sin bipolare lidelse, var hos en annen lege for seks måneder siden og fikk karbamazepin i tillegg. Dette har ikke hatt noen ønsket tilleggseffekt, og du bestemmer deg for å seponere karbamazepin.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Er det noe spesielt å tenke på ved seponering av karbamazepin hos denne pasienten når det gjelder bruken av valproat og olanzapin?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Karbamazepin er en kraftig enzyminduktor (gjelder spesielt CYP-enzymer, men også andre enzymer og transportpumper).
Ved seponering av karbamazepin vil induksjonseffekten opphøre (i løpet av en uke eller to), og (forutsatt at dosen av valproat og olanzapin har vært tilsvarende økt under pågående behandling med karbamazepin), må dosen av valproat og olanzapin reduseres. Hvis ikke vil pasienten kunne bli kraftig overdosert for disse to midlene. Eventuelt kan noen velge å skrive at pasienten bør følges med serumkonsentrasjonsmåling av valproat og olanzapin. Det er helt riktig, men kreves ikke for å full pott.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0,5 poeng for å vise til at karbamazepin er en induktor. 0,5 poeng for å skrive at induksjonseffekten nå opphører, og at dosen av de midlene som påvirkes (må ikke nødvendigvis spesifiseres) må reduseres
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Martin er en tre år gammel gutt som er tidligere frisk. Han går i barnehage, og er aktiv som sine jevnaldrende. For 2 uker siden var han hjemme i 3 dager på grunn av forkjølelse og feber.
I går utviklet han igjen litt feber, og ville ikke belaste venstre underekstremitet. Intet sikkert traume i sykehistorien
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva kan dette være? Nevn arbeidsdiagnosen, og to mulige differensialdiagnoser.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
* Purulent coxitt
* Serøs coxitt
* Brudd, Uregistrert fall i barnehage.
* Juvenil RA, Epifysiolyse, Malignitet
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
* 1 poeng: Purulent coxitt
* 1 poeng: Serøs coxitt
* 1 poeng: En av disse: Bruddskade, JRA, Epifysiolyse, Malignitet
</$details>
<div class="oppgave">
<div class="vignett">
!!Tidligere vignett
<<<
Martin er en tre år gammel gutt som er tidligere frisk. Han går i barnehage, og er aktiv som sine jevnaldrende. For 2 uker siden var han hjemme i 3 dager på grunn av forkjølelse og feber.
I går utviklet han igjen litt feber, og ville ikke belaste venstre underekstremitet. Intet sikkert traume i sykehistorien
<<<
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilken utredning vil du gjøre for å komme nærmere diagnosen?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
# Klinisk us av hoften, palpasjon i lysken, bevegelse og smertekartlegning.
# Kochers fire kjennetegn for purulent coxitt: vil ikke belaste/smerter hofte/lyske/lår, feber, CRP>40, leuko>12)
# Ultralydundersøkelse for væske i hofteleddet
# Røntgen bilde av hoften til å se om det er brudd
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
* 1 poeng: Klinisk us av hoften, palpasjon i lysken, bevegelse og smertekartleggning.
* 1 poeng: Kochers fire kjennetegn, anamnese og CRP, hvite
* 0.5 poeng: Ultralydundersøkelse av hofteleddet
* 0.5 poeng: Røntgen av hoften
Her må en unngå følgefeil og vurdere poeng utfra det som er angitt som svar i sp 1.
</$details>
<div class="oppgave">
<div class="vignett">
!!Tidligere vignett
<<<
Martin er en tre år gammel gutt som er tidligere frisk. Han går i barnehage, og er aktiv som sine jevnaldrende. For 2 uker siden var han hjemme i 3 dager på grunn av forkjølelse og feber.
I går utviklet han igjen litt feber, og ville ikke belaste venstre underekstremitet. Intet sikkert traume i sykehistorien
<<<
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva er behandlingen for de tre tilstandene du svarte i spørsmål 1?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
# Purulent coxitt: Hvis full score på Kochers fire kjennetegn, operativ behandling i narkose med punksjon av hofte med mikroskopisk us av væsken, gramfarging og dyrkning, og deretter i samme narkose skylling av ledd. iv. antibiotikabehandling i sepsisdoser.
# Serous coxitt, med avlastning og smertestillende. Palalgin minor ev paracet
# Brudd behandling med strekkbehandling. Hvis det er svart noe annet en fraktur, Må dette svaret vurderes mht det som er angitt i oppgave 1 og ev gi poeng for fornuftig svar til å unngå følgefeil.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
* 1 Poeng: Purulent coxitt: Hvis full score på Kochers fire kjennetegn, operativ behandling i narkose med punksjon av hofte med mikroskopisk us av væsken, gramfarging og dyrkning, og deretter i samme narkose skylling av ledd.
* 1 poeng: Serous coxitt, med avlastning og smertestillende. Palalgin minor ev paracet
* 1 poeng: Brudd behandling med strekkbehandling.
</$details>
<div class="oppgave">
<div class="vignett">
!!Tidligere vignett
<<<
Martin er en tre år gammel gutt som er tidligere frisk. Han går i barnehage, og er aktiv som sine jevnaldrende. For 2 uker siden var han hjemme i 3 dager på grunn av forkjølelse og feber.
I går utviklet han igjen litt feber, og ville ikke belaste venstre underekstremitet. Intet sikkert traume i sykehistorien
<<<
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva er den mest fryktede komplikasjon til den alvorligste diagnosen som du svarte i spørsmål 1?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Destruksjon av hofteleddet
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 poeng: Destruksjon av hofteleddet/brusk
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
En 45 år gammel kvinne oppsøker deg som sin fastlege. Hun har i løpet av de siste fem måneder fått økende hard hud fra metacarpofalangial (MCP) rekkens ledd og distalt begge hender.
Hun har i cirka fire år hatt tendens til Raynauds fenomen (likfingre) begge hender ved kuldeeksponering.
Ved undersøkelse ser og kjenner du at huden er hard og fortykket distalt på fingrene. Huden kan verken rynkes eller løftes. Hun har tendens små sårdannelser på to fingre, og hun sier disse sårene ikke vil gro.
Blodprøver viser SR 18mm (referanseverdi <20mm) og CRP<5 (referanseverdi<5 mm).
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilken diagnose er mest sannsynlig?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Sklerodermi
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Sklerodermi, systemisk sklerose
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Du bestemmer deg for å henvise henne til revmatolog.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Nevn spesifikt tre elementer du vil ønske å fremheve i henvisningen med tanke på å få henne prioritert for undersøkelse.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Raynauds fenomen, sårdannelser, hard hud, relativt kort varighet (5 mndr) av hudfortykkelse, mistanke om revmatisk systemsykdom, potensiell fare for affeksjon av indre organer
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Tre av følgende: Raynauds fenomen, sårdannelse, hard hud, relativt kort varighet (5 mndr) av hudfortykkelse, mistanke om revmatisk systemsykdom, fare for organkomplikasjon, potensiell fare for affeksjon av indre organer
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
På spørsmål opplyser pasienten opplyser at hun røyker fem sigaretter daglig.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvorfor er det spesielt viktig å råde denne pasienten til å slutte å røyke?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Røykestopp er første anbefalte tiltak ved Raynauds fenomen.
Røyking kan forverre Raynauds fenomen og gi økt sårtendens pga redusert kapillær blodtilførsel.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
* Forverring av Raynauds fenomen 0,5.
* Forverring av sårtendens ved røyking 0,5.
* Røyking kan gi dårligere blodtilførsel ut i fingrene 0,5.
Maks 1 poeng til sammen
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Pasienten får raskt time ved revmatologisk poliklinikk. Hun er positiv for ANA og anti-centromer antistoff.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilken diagnose er mest sannsynlig ved positivitet for anticentromer antistoff?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Systemisk sklerose av begrenset type (CREST)
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Systemisk sklerose av begrenset type. CREST-syndrom
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Pasienten har som vi vet Raynauds fenomen
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Nevn en enkel undersøkelse revmatologen kan gjøre for å få en vurdering av patologi i forbindelse med Raynauds fenomen
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Kapillærmikroskopi
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Kapillærmikroskopi, mikroskopi av kapillærer
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Ikke egen vignett
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Nevn 2 andre tilstander hvor Raynauds fenomen kan være et element
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Sklerodermi (hvis de mot formodning har svart noe annet lenger opp), SLE, MCTD, primær Raynaud
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 poeng for hvert forslag men maks 2 poeng til sammen
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Ikke egen vignett
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilket av følgende medikament er vanligst prøve ut ved Raynauds fenomen: Betablokker, ACE-hemmer, Albyl E eller Calsiumblokker?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Calsiumblokker
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Ca-blokker, adalat, nifedepin, vasodilatator
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
En 9 måneder gammel jente som fra tidligere er frisk kommer til deg sammen med mor og far på legekontoret der du jobber som fastlege. De siste par månedene har hun hatt utslett i ansiktet som har økt på i det siste. Hun har også vært generelt tørr i huden, og foreldrene har observert at hun virker å ha en del kløe. Tidligere hadde hun også noen røde og tørre flekker på strekkesiden av armene, men dette forsvant etter at de brukte fuktighetskrem.
''SETT INN BILDE''
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
# Beskriv utslettet på bildet.
# Hva er mest sannsynlige diagnose?
# Hvordan vil du behandle utslettet?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
# Erytematøse plakk og papler i begge kinn, overleppe og hake med litt fin skjelling og kruster
# Atopisk eksem
# Topikale steroider (gr. I-II) daglig i noen få uker, etterfulgt av eventuelt nedtrapping. I tillegg rikelig med fet fuktighetskrem på hele kroppen daglig på ubestemt tid.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
# 1 poeng totalt. Beliggenhet av utslettet må nevnes. Erytematøse plakk må nevnes. Dersom ikke kruster og fin skjelling nevnes trekkes 0,5 poeng.
# 0,5 poeng. Atopisk eksem er helt klart mest sannsynlige diagnose.
# 0,5 poeng. Smøring med gruppe 1-2 topikale steroider (hydrokortison, locoid). Behandlingen bør være intensiv i starten (1-2 ganger daglig i noen få uker) eventuelt nedtrapping (men her ikke obligatorisk). Rikelig bruk av fuktighetskrem på hele kroppen (pga generalisert tørr hud og kløe) må også nevnes
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Jenta dukker opp en kveld du har legevakt. Hun er nå 10 år og du har ikke sett henne siden hun var baby. Hun har fått et symmetrisk generalisert intenst kløende utslett siste døgnet med affeksjon av slimhinner. Det er i liten grad affeksjon av håndflater og fotsåler. Hun er i fin form
''SETT INN BILDE''
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
# Beskriv utslettet.
# Hva er mest sannsynlig diagnose og hva skyldes tilstanden?
# Hvilken supplerende undersøkelse kan bekrefte tilstanden hvis du er usikker?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
# Multiple vesikler med klart og blakket innhold av ulik størrelse med umbilisering samt enkelte papler og kruster.
# Varicella/vannkopper eller varicella-zoster-virus
# Pinneprøve til PCR-us fra vesikkelinnhold for viruspåvisning
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
# Multiple vesikler må være med (gir 0,5 poeng). Umbilisering/umbodannelse sentralt (typisk virustegn) gir i tillegg 0,25 poeng. Polymorft bilde med papler og kruster i tillegg gir 0,25 i tillegg. 1 poeng mulig totalt
# Kun varicella som gir poeng, typiske funn og symptomer. Eczema herpeticum ville gitt allmennsymptomer, gir et mer monoformt bilde og man ville forventet aktivitet i eksemet i tillegg. Symmetri taler mot herpes zoster, generalisert zoster er sjeldent og lite sannsynlig hos frisk person. Enterovirus er også ofte vesikuløst, men er typisk lokalisert akralt i tillegg til munn. Gir heller ikke så distinkte vesikler. Immunologiske bulløse hudsykdommer er svært sjeldent hos barn, har mindre akutt sykdomsbilde og det er heller ikke typiske bilde her som ved dermatitis herpetiformis eller lineær IgA-dermatose som kan sees i denne aldersgruppen. 0.5 p.
# Kun pinneprøve til pcr som er riktig svar. Serologi har ikke plass i akuttdiagnostikken. 0.5p.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Det går en ukes tid og foreldrene bestiller time til ny vurdering. Utslettet på kroppen har tørket inn og klør mindre etter noen netter med intens kløe. I ansiktet har det bare blitt verre, men det klør ikke lenger. De har ikke forsøkt noen behandling foreløpig, kun hvitvask mot kløen. Når du undersøker henne ser du følgende:
''SETT INN BILDE''
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
# Beskriv utslettet.
# Hva er mest sannsynlig diagnose og hva skyldes tilstanden?
# Hvordan behandler du dette?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
# Erytematøse plakk dekket av tykke (honning)gule kruster lokalisert rundt munnen.
# Impetigo/brennkopper. Skyldes bakterier, oftest staf. aureus ev. betahemolytiske streptokokker gruppe A.
# Lokalbehandling. Kan starte med lokal antiseptisk behandling (Microcid, Brulidine, Pyrisept) og evt. lokal antibiotikabehandling med Bacimycin. Kruster fjernes forsiktig etter bløtgjøring, kun det som er løst. Vanlig rengjøring. Dekke til med bandasjer for å hindre økt utbredelse/smitte.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
# Gule kruster og lokalisasjon må være med. 0.5 poeng
# Ikke typisk lokalisasjon for eksem i denne aldersgruppen og veldig velavgrensede forandringer med uttalt krustedannelse i forløpet av varicella hos atopiker med økt risiko for utvikling av impetigo. Det er ikke beskrevet aktive eksemforandringer eller kløe, heller ikke noe på bildet som indikerer det og derfor er superinfisert eksem ikke sannsynlig. Det er ikke vesikler som ved herpesinfeksjon og eczema herpeticum gir vanligvis allmennsymptomer. (1 poeng)
# Lokalbehandling må være med i form av antiseptisk behandling, ev. lokal antibiotikabehandling og rengjøring. Det trekkes 0,25 poeng dersom fucidinsyre angis som aktuell behandling. Det gis ikke trekk i poeng dersom systemisk antibiotika angis i tillegg. Hvis systemisk antibiotika navngis må det være dikloxacillin/kloxacillin som er førstevalget, oppgis andre agens som førstevalg trekkes 0,25 poeng. 0,5 poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Det går to uker, og på nytt har de bestilt time. Hun bruker fortsatt behandlingen de startet med, men nå blir det bare mer og mer utslett. Formen er fortsatt fin, men det klør og svir. Mest uttalt utslett nedre del av ansiktet, men brer seg også nedover halsen.
''SETT INN BILDE''
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
# Beskriv utslettet.
# Hva er mest sannsynlig årsak til utslettet.
# Hvordan vil du behandle dette?
# Hvordan kan man utrede årsaken?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
# Papler diffust utbredt venstre side hals. Noe bakgrunnserytem.
# Allergisk kontaktdermatitt mot lokalbehandling (krem, plasterlim)
# Seponering av pågående behandling. Lokale steroider gr 1-2 og fuktighetskrem
# Epicutantest, evt brukertest
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
# Papler venstre side hals må være med. 0,5 poeng
# Allergisk kontaktdermatitt gir 0,5 poeng. Bare kontaktdermatitt, irritativ kontaktdermatitt eller forverring atopisk eksem kan gi 0,25 poeng. Systemisk legemiddelreaksjon gir ikke poeng.
# Seponering av pågående behandling gir 0,25 poeng. Lokale steroider gir 0,25 poeng. 0,5 poeng.
# Kun epicutantest, evt brukertest som gir poeng. 0,5 poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
På vei ut spør de om du kan se på en flekk på ryggen som de er litt bekymret for, hun har hatt denne siden fødselen. Det måler ca 2x 3 cm, er såvidt palpabel og ser slik ut:
''SETT INN BILDE''
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
# Beskriv dette «fødselsmerket».
# Hva er riktig diagnose?
# Hvilke anamnestiske opplysninger er mest viktige?
# Anamnesen gir ikke opplysninger som gir bekymring. Skal denne fjernes eller henvises til dermatolog?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
# Symmetrisk velavgrenset ovalt mellombrunt homogent pigmentert plaque med litt behåring.
# Kongenital melanocyttnevus
# Familiær risiko for melanom? Endring utenom økt størrelse med barnets vekst? Blødning?
# Det er ingen «røde flagg» og små og mellomstore kongenitale nevi skal ikke eksideres rutinemessig fordi det ikke foreligger noen sikker økt risiko slik at de skal følges som alle andre melanocyttnevi. Det er heller ikke nødvendig med vurdering eller oppfølging hos dermatolog ved helt benigne funn etter ABCDE-regelen med mindre det foreligger familiær risiko
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
# ABC-beskrivelse må foreligge (Symmetrisk, pen avgrensning, homogen farge). 0,5 poeng Trekk 0,25 hvis de beskriver det som en makel.
# Melanocyttnevus eller nevus gir 0,25 poeng. Medfødt eller kongenital melanocyttnevus gir 0,5 poeng.
# Alle tre gir 0,5 poeng. Familiær risiko gir 0,2, endring gir 0,2 og blødning gir 0,1.
# Ikke eksisjon og ikke rutinemessig henvisning til dermatolog gir 0,5 poeng.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
En 72 år gammel kvinne tar kontakt med fastlegen på grunn av smerter i lysken og på fremsiden av låret. Hun har hatt plager i noen måneder uten at det er noe kjent traume i sykehistorien. Smertene er såpass plagsomme nå at hun må være mer i ro enn hun pleier.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva er tentative diagnose og nevn to differensialdiagnoser?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
*Td: Coxartrose
* Ddx:
** prolaps eller spinal stenose med rotaffeksjon L3/L4
** karstenose
** trokantersmerter/tendinitt
** avaskulær nekrose
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
* Coxartrose må være med for å få 1 poeng
* Coxartrose + 2 differensialdiagnoser 2 poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Ikke egen vignett
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva er den primære tilleggsundersøkelsen (utenom klinisk undersøkelse) ved utredning av hofteleddsmerter?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Vanlig røntgen av bekken/hofte er primærundersøkelse utenom klinisk undersøkelse
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Røntgen bekken eller hofte angitt som modalitet
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Ikke egen vignett
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Gi en kort beskrivelse av en hofteleddsundersøkelse og relater funn til vanlige diagnoser i hofteleddet.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
* inspeksjon av gange og akser
* palpasjon av trokanter major og sitteknute
* undersøkelse av aktiv/passiv bevegelighet
* FABER/FADIR test
Coxartrose gir nedsatt bevegelighet for passiv bevegelighet, først for fleksjon og innadrotasjon
Coxartrose gir smerter i ytterstillinger
Trokantertendinitt gir smerter ved palpasjon
FABER/FADIR test er smertefull ved impingement
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
# Passiv/aktiv bevegelighet og palpasjon av trokanter 1 poeng
# Nedsatt bevegelighet ved coxartrose gir 1 poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Det viser seg at pasienten er operert for et brudd i øvre del av lårbenet for 3 år siden. Det postoperative forløpet var upåfallende og hun har hatt det fint helt til de siste månedene.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Nevn de tre vanligste formene for brudd i proksimale del av femur
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
* Fractura colli femoris
* Pertrokantær fraktur
* Subtrokantær fraktur
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 type brudd gir 1 poeng, alle 3 gir 2 poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Ikke egen vignett
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva er de vanligste hofterelaterte komplikasjoner etter operasjon med hemiprotese (halvprotese) i hofteleddet. Er det tiltak man kan gjøre for å unngå slike komplikasjoner?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
* Infeksjon - kan forebygges med antibiotikaprofylakse
* Luksasjon - mindre risiko når man opererer i lateral tilgang
* Periprostetisk brudd – kan forebygges med sementert femurstamme
* Halting
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
* 1 poeng ved en komplikasjon
* 2 poeng ved 2 komplikasjoner og forebyggende tiltak på minst ett punkt
* 3 poeng ved 3 komplikasjoner og forebyggende tiltak på minst ett punkt
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
En 60 år gammel kvinne kommer til konsultasjon hos deg som sin nye fastlege. Hun forteller om sterke brennende og sviende smerter i nakken og skuldrene som gjør at hun ikke får sove, og hun er derfor sliten hele dagen og orker ikke gjøre noe. Dette har vart i minst et år, og hun har vært sykemeldt fra vaskejobb det siste halve året. Hun har forsøkt paracetamol (Paracet), ibuprofen (Ibux) og paracetamol/ kodein (Paralgin forte) for plagene med liten eller kortvarig virkning, og må dessuten ha sovemedisin av typer zopiklon (et benzodiazepinderivat) hver kveld for å få sove. Fastlegen ser at hun har omfattende journal som han ikke rekker å lese, men at hun har hatt flere innleggelser for brystsmerter, tungpust, ryggsmerter, magesmerter og smerter i bena de siste 10 årene, og at man har funnet varierende forhøyet blodtrykk, enkelte divertikler i kolon, lett spondylose (degenerative forandringer i ryggen) på røntgen, varierende forhøyede leverprøver og diabetes type II. Hun mener hun ikke har fått hjelp av tidligere fastlege. Hun var tidligere gift med en alkoholisert mann men ble skilt i fjor. Hun sluttet å røyke i fjor. Hun ber om diazepam (Vival, et benzodiazepin) fordi hun trenger å slappe av etter en konflikt med datteren
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Du tenker at hun kanskje har en somatoform smertelidelse. Nevn fire opplysninger i vignetten som støtter en slik diagnose.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
* Vedvarende smerter (minst 1 år, med andre smerter flere år)
* Alvorlig og plagsom smerte
* Kan ikke forklares (fullstendig) av oppgitte somatiske forhold, spesielt ikke smertene i nakken og skuldrene
* Psykososial påkjenning alkoholisert mann, skilsmisse, konflikter og sannsynlig dårlig økonomi som enslig med vaskejobb samt mulig ensomhet pga orker ikke noe
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0.5 poeng for hvert riktig element
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Du ønsker å undersøke om det kan være somatiske årsaker til hennes smerter (tidligere og aktuelle smerter)
Fra tidligere:
<<<
En 60 år gammel kvinne kommer til konsultasjon hos deg som sin nye fastlege. Hun forteller om sterke brennende og sviende smerter i nakken og skuldrene som gjør at hun ikke får sove, og hun er derfor sliten hele dagen og orker ikke gjøre noe. Dette har vart i minst et år, og hun har vært sykemeldt fra vaskejobb det siste halve året. Hun har forsøkt paracetamol (Paracet), ibuprofen (Ibux) og paracetamol/ kodein (Paralgin forte) for plagene med liten eller kortvarig virkning, og må dessuten ha sovemedisin av typer zopiklon (et benzodiazepinderivat) hver kveld for å få sove. Fastlegen ser at hun har omfattende journal som han ikke rekker å lese, men at hun har hatt flere innleggelser for brystsmerter, tungpust, ryggsmerter, magesmerter og smerter i bena de siste 10 årene, og at man har funnet varierende forhøyet blodtrykk, enkelte divertikler i kolon, lett spondylose (degenerative forandringer i ryggen) på røntgen, varierende forhøyede leverprøver og diabetes type II. Hun mener hun ikke har fått hjelp av tidligere fastlege. Hun var tidligere gift med en alkoholisert mann men ble skilt i fjor. Hun sluttet å røyke i fjor. Hun ber om diazepam (Vival, et benzodiazepin) fordi hun trenger å slappe av etter en konflikt med datteren
<<<
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Nevn fire vanlige somatiske tilstander som hver kan gi noen av de smertene (aktuelt og tidligere) som er nevnt i vignetten, og angi hvilke opplysninger i vignetten som øker sannsynligheten for disse lidelsene.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
* Gastritt/ulcus (magesmerter og bruk av ibuprofen)
* Polynevropati (smerter i føttene og diabetes)
* Gallesten (magesmerter og leverprøver)
* Forstoppelse (magesmerter, kodein, lite aktivitet, divertikler)
* Angina (brystsmerter, tidligere røkt (tungpust, orker ikke noe))
* Ikke poeng for alkoholmisbruk pga ikke somatisk tilstand
* Ikke poeng for lett spondylose, siden de fleste har ikke sterke smerter av dette og det kan ikke bekreftes som årsak
* Ikke poeng for divertikler/ divertikulitt pga bare enkelte divertikler som neppe gir plager og ikke nevnt tegn til infeksjon
* Ikke poeng for KOLS pga gir ikke smerte..
* Ikke poeng for osteoporose pga ikke begrunnet i vignett
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
* 0.5 poeng for hver tilstand med begrunnelse
* Bare poeng for hver lidelse hvis den er begrunnet
* Andre somatiske tilstander som passer med symptomene og kan begrunnes godt kan også gi 0.5 poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Ikke egen vignett. Fra tidligere:
<<<
En 60 år gammel kvinne kommer til konsultasjon hos deg som sin nye fastlege. Hun forteller om sterke brennende og sviende smerter i nakken og skuldrene som gjør at hun ikke får sove, og hun er derfor sliten hele dagen og orker ikke gjøre noe. Dette har vart i minst et år, og hun har vært sykemeldt fra vaskejobb det siste halve året. Hun har forsøkt paracetamol (Paracet), ibuprofen (Ibux) og paracetamol/ kodein (Paralgin forte) for plagene med liten eller kortvarig virkning, og må dessuten ha sovemedisin av typer zopiklon (et benzodiazepinderivat) hver kveld for å få sove. Fastlegen ser at hun har omfattende journal som han ikke rekker å lese, men at hun har hatt flere innleggelser for brystsmerter, tungpust, ryggsmerter, magesmerter og smerter i bena de siste 10 årene, og at man har funnet varierende forhøyet blodtrykk, enkelte divertikler i kolon, lett spondylose (degenerative forandringer i ryggen) på røntgen, varierende forhøyede leverprøver og diabetes type II. Hun mener hun ikke har fått hjelp av tidligere fastlege. Hun var tidligere gift med en alkoholisert mann men ble skilt i fjor. Hun sluttet å røyke i fjor. Hun ber om diazepam (Vival, et benzodiazepin) fordi hun trenger å slappe av etter en konflikt med datteren
<<<
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Nevn minst fire psykiske lidelser som er vanlige komorbide tilstander for pasienter med somatoform smertelidelse (bortsett fra andre somatoforme lidelser), og angi hvilke symptomer eller opplysninger som kan gi mistanke om disse lidelsene.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
* Depresjon (søvn, sliten, smerter)
* Angst (flere typer mulig, brystsmerter, tungpust, ønsker benzodiazepin). Ikke poeng for mer enn en angstlidelse.
* PTSD (muskelsmerter pga muskelspenning, søvnvansker, tidligere gift med alkoholisert mann som kan ha mishandlet)
* Avhengighet av medikamenter (Paralgin forte/ sovemedisin, ønsker benzodiazepin)
* Misbruk evt avhengighet av alkohol (eksmann og leverprøver)
* Personlighetsforstyrrelse (konflikter med tidligere fastlege og med datter)
* Ikke poeng for hypokondri
* Ikke poeng for noen type psykose
* Ikke poeng for bipolar alene, men poeng for bipolar depresjon som depresjon
* Ikke poeng for kognitiv svikt/ demens
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0.5 poeng for hver av depresjon og angst og 0.5 for enten misbruk av medikamenter eller alkohol
Bare poeng hvis begrunnelse for hver lidelse
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Du finner grunn til å tilby behandling for somatoform lidelse for pasienten i din allmennpraksis
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Nevn minst fire sentrale elementer i en slik behandling for den aktuelle pasienten. Navn på terapiform gir ikke poeng i seg selv.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
* Terapeutisk allianse og samarbeid
* Nøyaktig anamnese og høre på alle opplysninger som pasienten ønsker å gi (inkl lese journal hvis tid..)
* Støtte og evt hjelp pga økonomi, sosialt, praktisk
* Regelmessige planlagte timer uavhengig av pasientens aktuelle plager og hjelpesøkeatferd hvis hun stadig ønsker (akutt)timer
* Ikke gjenta samme undersøkelser for samme plager hvis ikke god medisinsk begrunnelse (for eksempel nye symptomer)
* Psykoedukasjon med kunnskap om årsaker til/ mekanisme for smerter
* Belyse sammenhenger mellom symptomer, tanker og følelser (som i kognitiv terapi)
* Avspenningsøvelser og lett trening for muskelspenning/ myalgi
* Ikke foreskriv avhengighetsskapende medikamenter (trappe gradvis ned men ikke før allianse og annen hjelp er i gang)
* Evt medikamentell behandling med antihistamin, SSRI, SNRI, amitriptylin (Sarotex), eller mirtazapin (Remeron) etter individuell vurdering (evt gabapentin (Neurontin), pregabalin (Lyrica) mm for polynevropati)
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0.5 poeng per riktig element, inntil maks 2 poeng.
Ikke poeng for Kognitiv terapi alene, det er en betegnelse og ikke et element i behandlingen som det spørres om her
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Du avslår å skrive ut diazepam (Vival) til pasienten
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvordan vil du begrunne svaret for pasienten? Nevn minst fire argumenter for å ikke foreskrive diazepam.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
* __Kortvarig lindring__ som ikke hjelper i lengden
* __Langvarig ulempe__ pga bivirkninger
* Avhengighet som bla kan gi behov for økende doser
* Fare for fall, skader, redusert funksjon, passivitet, (demens)
* Finnes bedre behandling (som du vil tilby)
* Ikke evidens for effekt på tilstand
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0.5 poeng for hver av nevnte argumenter inntil 2 poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Kunnskap genereres over tid og ofte tar det lang tid før ny forskning når ut i den kliniske hverdagen. I forbindelse med Koronavirus-pandemien i 2020-21 har imidlertid generering av kunnskap og utprøving av tiltak/behandling gått hånd i hånd og kunnskapsdeling har skjedd på et helt nytt nivå enn tidligere.
For å svare på spørsmålet: «Hvilke medikamenter har/har ikke effekt på pasienter med Covid-19 infeksjon?» har BMJ/WHO laget en «living systematic review» med en tilhørende «living guideline» som til enhver tid inkluderer ny forskning om medikamentell behandling i et oppdatert kunnskapssystem.
Her er den første delen av sammendraget fra publikasjonen Siemieniuk RAC, Bartoszko JJ, Ge L, et al. Drug treatments for covid-19: living systematic review and network meta-analysis [Update 2]. BMJ 2020;370:m2980, [[doi:10.1136/bmj.m2980|https://doi.org/10.1136/bmj.m2980]]
<<<
!!! Abstract
''Objective'' To compare the effects of treatments for coronavirus disease 2019 (covid-19).
''Design'' Living systematic review and network meta-analysis.
''Data sources'' WHO covid-19 database, a comprehensive multilingual source of global covid-19 literature, up to 3 December 2021 and six additional Chinese databases up to 20 February 2021. Studies identified as of 1 December 2021 were included in the analysis.
''Study selection'' Randomised clinical trials in which people with suspected, probable, or confirmed covid-19 were randomised to drug treatment or to standard care or placebo. Pairs of reviewers independently screened potentially eligible articles.
<<<
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
* Hva er en systematic review/systematisk oversikt?
* Hva kjennetegner denne typen publikasjon generelt?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
En systematisk oversikt er en oversikt over flere artikler om samme emne – en kunnskapsoppsummering. Det er viktig at det er brukt en systematisk og beskrevet fremgangsmåte for å finne, vurdere og oppsummere enkeltstudiene
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
* 0.5 poeng for å beskrive oppsummering
* 0.5 poeng for å beskrive systematikk
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Ikke egen vignett
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva er en meta-analyse?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
En meta-analyse er en statistisk analyse som sammenstiller de kvantitative estimatene fra flere ulike studier i en samlet analyse som gir et samleestimat.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 poeng for å beskrive en kvantitativ sammenstilling av resultatene fra flere enkeltstudier til et samle-estimat.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Basert på blant annet funnene fra den systematiske oversikten og metaanalysen er det laget en anbefaling som også er «levende». Under ser dere anbefalingene for ulike medikamenter/«interventions» for pasienter i henhold til sykdomsalvorlighet (tre grupper).
''Sett inn bilde''
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
# Anbefalingene vi ser her – hvordan er de gitt, og hvilke ''hoved''alternativer fins for graderingen av anbefalinger i dette systemet?
# Hvilke andre elementer enn forskning (dvs. kvaliteten på kunnskapsgrunnlaget) er vanligvis med når man skal avgjøre styrken på en anbefaling?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
# Anbefalinger er gitt med GRADE- systemet. Her kan anbefalinger være svake eller sterke, og de kan være for og mot behandling.
#* Sterk anbefaling for
#* Svak anbefaling for
#* Svak anbefaling mot
#* Sterk anbefaling mot
# I tillegg til kvaliteten på kunnskapsgrunnlaget (certainty of evidence) vurderes følgende 3 elementer systematisk:
#* Benefits and harms (fordeler og ulemper)
#* Preferences and values (Verdi og preferanser) - pasientperspektivet
#* Resources (ressurshensyn) – kostnader
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 poeng for å nevne GRADE, samt sterk og svak anbefaling. (½ poeng dersom bare GRADE eller bare sterk/svak)
1 poeng for å nevne minst 2 av de ovennevnte faktorene. (1/2 poeng for å nevne kun en eller nevne flere perspektiver, men på en usystematisk måte)
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Her vises anbefalingen for kortikosteroider for de med alvorlig eller kritisk sykdom i utdypet form
''Sett inn bilde''
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
I delen «evidence profile» er «Evidence quality” presentert i kolonnen til høyre (sammen med stjernene).
# Hvilket verktøy er benyttet i graderingen?
# Hvilke alternativer fins i tillegg til de som er presentert («moderate» og «low»)?
# Hva betyr studiedesignet for graderingen i dette tilfellet?
# Nevn minst to faktorer (utenom studiedesignet) som kan påvirker denne graderingen?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
# GRADE er benyttet i graderingen
# Alternativene er høy – moderat – lav – svært lav
# Studiedesignet som er benyttet legger grunnlaget for graderingen – RCT studier starter på «høy», mens observasjonsstudier starter på «lav». I denne publikasjonen er kun RCT studier benyttet – altså i utgangspunktet «høy»
# Nedgradering kan gjøres ved
#* Risiko for bias (f.eks for manglende blinding, frafall)
#* Lav presisjon
#* Indirekte mål (ikke direkte sammenheng mellom intervensjonen og det utfallet man ønsker å studere)
#* Inkonsistens/heterogenitet/sprikende funn
#* Publiseringbias
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Et poeng for rett svar på hvert element
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Ikke egen vignett
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Gi en kortfattet tolkning av funnene som er presentert her.
Forklar med et presist og enkelt språk (som om du skulle ''forklart til en medstudent'') hvorfor behandling med kortikosteroider er anbefalt for de med alvorlig eller kritisk sykdom, og hva det vil si i praksis (''bruk gjerne tallene fra figuren'').
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Pasienter som får kortikosteroider har lavere dødelighet (både pasienter som er alvorlig og kritisk syke), men flere episoder med hyperglykemi, sammenlignet med pasienter form får vanlig behandling. Her er kunnskapsgrunnlaget vurdert som moderat – dvs. at vi har grunn til å tro at tallene som presenteres //sannsynligvis// ligger i nærheten av den sanne effekten.
Anbefalingen bygger både på den sannsynlige reduksjonen i dødelighet, samt at det trolig ikke er alvorlige bivirkninger annet enn hyperglykemi. I tillegg er behandlingen gjennomførbar, ikke veldig kostbar og pasienter ville trolig valgt dette.
Dersom vi behandler 1000 kritisk syke pasienter med kortikosteroider vil sannsynligvis 87 færre dø (sammenlignet med uten behandling).
Dersom vi behandler 1000 alvorlig syke pasienter med kortikosteroider vil sannsynligvis 67 færre dø (sammenlignet med uten behandling).
Dersom vi behandler 1000 alvorlig eller kritisk syke pasienter med kortikosteroider vil 47 flere få hyperglykemi (sammenlignet med uten behandling).
Behandling av alvorlig eller kritisk syke pasienter med kortikosteroider endrer sannsynligvis ikke forekomsten av GI-blødning, superinfeksjoner, nevromuskulær styrke eller nevropsykiatriske effekter.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
2 poeng for å beskrive
* redusert dødelighet med tall (1/2 p)
* sannsynlig (1/2 p)
* minst en av følgende: bivirkninger, gjennomførbarhet, kostnader og pasientens preferanser (1/2 p)
* enkel og presis fremstilling (1/2 p)
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
En 75 år gammel tidligere stort sett frisk mann kommer til deg
på fastlegekontoret. Han har hatt hudkløe i en måneds tid, og
for tre uker siden tilkom et rødt utslett som stort sett har vært på
overkroppen og begge ben. Ved undersøkelse ser du følgende
på trunkus og nedover begge lår: <br>
[img[IIC-2023k-1A.png]] <br>
På spørsmål fra deg mener han at det flytter på seg i løpet av
dagen. Han benekter andre plager. Du bestemmer deg for å
behandle dette ut ifra klinikk og sykehistorie.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilken behandling vil du starte med?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Her må man først resonnere seg fram til at dette er best forenlig
med urtikaria. Funn av vabler pluss anamnese på at utslettet
flytter på seg i løpet av dagen. Akutt urtikaria pga varighet under
6 uker. Behandling er antihistaminer (i opptil 4-dobbel dose)
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Antihistaminer: 0,5 poeng <br>
Antihistaminer i opptil 4-dobbel dose: 1 poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Vignett fra tidligere: <br>
<<<
En 75 år gammel tidligere stort sett frisk mann kommer til deg
på fastlegekontoret. Han har hatt hudkløe i en måneds tid, og
for tre uker siden tilkom et rødt utslett som stort sett har vært på
overkroppen og begge ben. Ved undersøkelse ser du følgende
på trunkus og nedover begge lår: <br>
[img[IIC-2023k-1A.png]] <br>
På spørsmål fra deg mener han at det flytter på seg i løpet av
dagen. Han benekter andre plager. Du bestemmer deg for å
behandle dette ut ifra klinikk og sykehistorie.
<<<
Supplerende vignett: <br>
Etter ytterligere fire uker kommer han tilbake. Han har nå blitt
verre, og har fått blemmer på begge armer og på ryggen. Han
synes ikke medisinen han fikk har hjulpet noe. Ved
undersøkelse av huden finner du nå følgende: <br>
[img[IIC-2023k-1B.png]] <br>
[img[IIC-2023k-1B2.png]]
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Gi en systematisk beskrivelse av mannens hudforandringer:
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Lokalisert til truncus, armer og framside av begge lår,
symmetriske forandringer. Bulla. Noen fylt med blodtilblandet
væske (hemorrhagiske). Kruster. Erytematøse plakk/makler.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Symmetri 0,5 <br>
Lokalisasjon 0,5 <br>
Bulla 0,5 <br>
Kruster 0,5 <br>
Erytematøse plakk/makler 0,5
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Vignett fra tidligere: <br>
<<<
En 75 år gammel tidligere stort sett frisk mann kommer til deg
på fastlegekontoret. Han har hatt hudkløe i en måneds tid, og
for tre uker siden tilkom et rødt utslett som stort sett har vært på
overkroppen og begge ben. Ved undersøkelse ser du følgende
på trunkus og nedover begge lår: <br>
[img[IIC-2023k-1A.png]] <br>
På spørsmål fra deg mener han at det flytter på seg i løpet av
dagen. Han benekter andre plager. Du bestemmer deg for å
behandle dette ut ifra klinikk og sykehistorie.
<<<
Ingen egen vignett.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva er mest sannsynlige diagnose?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Bulløs dermatose <br>
Bulløs pemfigoid <br>
Bulløs legemiddelreaksjon <br>
(Bulløs impetigo)
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Bulløs dermatose 0,5 <br>
Bulløs pemfigoid 1,0
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Vignett fra tidligere: <br>
<<<
En 75 år gammel tidligere stort sett frisk mann kommer til deg
på fastlegekontoret. Han har hatt hudkløe i en måneds tid, og
for tre uker siden tilkom et rødt utslett som stort sett har vært på
overkroppen og begge ben. Ved undersøkelse ser du følgende
på trunkus og nedover begge lår: <br>
[img[IIC-2023k-1A.png]] <br>
På spørsmål fra deg mener han at det flytter på seg i løpet av
dagen. Han benekter andre plager. Du bestemmer deg for å
behandle dette ut ifra klinikk og sykehistorie.
<<<
Ingen egen vignett.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke prøver vil du ta for å komme nærmere en diagnose?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Biopsi fra blemmekant, sendes inn på formalin <br>
Anti hud (blodprøve) <br>
(evt IF) <br>
(baktus/virus)
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Biopsi på formalin 1 poeng <br>
Anti hud 1 poeng <br>
(evt IF) <br>
(baktus/virus)
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Vignett fra tidligere: <br>
<<<
En 75 år gammel tidligere stort sett frisk mann kommer til deg
på fastlegekontoret. Han har hatt hudkløe i en måneds tid, og
for tre uker siden tilkom et rødt utslett som stort sett har vært på
overkroppen og begge ben. Ved undersøkelse ser du følgende
på trunkus og nedover begge lår: <br>
[img[IIC-2023k-1A.png]] <br>
På spørsmål fra deg mener han at det flytter på seg i løpet av
dagen. Han benekter andre plager. Du bestemmer deg for å
behandle dette ut ifra klinikk og sykehistorie.
<<<
Supplerende vignett: <br>
Prøvene du tar bekrefter din tentative diagnose. Pasienten bor i
en kommune hvor det er langt til nærmeste hudlege, og du tar
derfor telefonisk kontakt med hudlege for å få råd om hvilken
behandling du kan starte med.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilken behandling bør hudlegen gi råd om?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Helkropps smøring med gruppe IV-steroider. Evt systemiske
steroider.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Helkropps gruppe IV smøring. 1,0 <br>
Systemiske steroider. 1,0
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Vignett fra tidligere: <br>
<<<
En 75 år gammel tidligere stort sett frisk mann kommer til deg
på fastlegekontoret. Han har hatt hudkløe i en måneds tid, og
for tre uker siden tilkom et rødt utslett som stort sett har vært på
overkroppen og begge ben. Ved undersøkelse ser du følgende
på trunkus og nedover begge lår: <br>
[img[IIC-2023k-1A.png]] <br>
På spørsmål fra deg mener han at det flytter på seg i løpet av
dagen. Han benekter andre plager. Du bestemmer deg for å
behandle dette ut ifra klinikk og sykehistorie.
<<<
Supplerende vignett: <br>
Pasienten ble etter hvert bra og har nå vært symptomfri i over ett
år. Han kommer nå til deg med negler som plager han, se foto. <br>
[img[IIC-2022k-1F.png]]
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Nevn minst to tentative diagnoser
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Psoriasis 0,5 <br>
Tinea unguium (neglesopp) 0,5 <br>
Eksem 0,5 <br>
Evt lichen planus 0,5 <br>
Maks 1 poeng
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Psoriasis 0,5 <br>
Tinea 0,5 <br>
Eksem 0,5 <br>
Evt lichen planus 0,5 <br>
Maks 1 poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Vignett fra tidligere: <br>
<<<
En 75 år gammel tidligere stort sett frisk mann kommer til deg
på fastlegekontoret. Han har hatt hudkløe i en måneds tid, og
for tre uker siden tilkom et rødt utslett som stort sett har vært på
overkroppen og begge ben. Ved undersøkelse ser du følgende
på trunkus og nedover begge lår: <br>
[img[IIC-2023k-1A.png]] <br>
På spørsmål fra deg mener han at det flytter på seg i løpet av
dagen. Han benekter andre plager. Du bestemmer deg for å
behandle dette ut ifra klinikk og sykehistorie.
<<<
Supplerende vignett: <br>
Du ønsker å ta prøver for å komme nærmere en diagnose.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvordan tar du prøve og hvordan sender du inn?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Skrape og sende inn tørt (mellom to objektglass eller på et tørt
uringlass)
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Skrape 0,5 <br>
Sende inn tørt 0,5
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Vignett fra tidligere: <br>
<<<
En 75 år gammel tidligere stort sett frisk mann kommer til deg
på fastlegekontoret. Han har hatt hudkløe i en måneds tid, og
for tre uker siden tilkom et rødt utslett som stort sett har vært på
overkroppen og begge ben. Ved undersøkelse ser du følgende
på trunkus og nedover begge lår: <br>
[img[IIC-2023k-1A.png]] <br>
På spørsmål fra deg mener han at det flytter på seg i løpet av
dagen. Han benekter andre plager. Du bestemmer deg for å
behandle dette ut ifra klinikk og sykehistorie.
<<<
Supplerende vignett: <br>
Du får svar fra laboratoriet etter noen uker: «Funn av
Trichophyton rubrum»
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvordan bør dette behandles?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Systemisk antifungal behandling. Loceryl neglelakk er heller ikke
direkte feil, men krever langvarig behandling og det er mindre
sannsynlig at man får tilfredsstillende effekt når så mange negler
er affisert.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Systemisk antifungal behandling 0,5 <br>
Loceryl neglelakk 0,25
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Nikolai, en 22 år gammel mann, blir bragt inn til legevakt av
ambulansepersonell etter å ha blitt hentet på et populært utested
for studenter i Trondheim. Han har vært agitert og aggressiv.
Ved ankomst legevakt har han kun på seg bukse, ser ustelt ut og
er svært motorisk urolig. Det rapporteres at han snakker
usammenhengende om at han nå har skjønt at han blir
overvåket av Israelsk etterretning via 5G og at han har en svært
viktig oppgave å utføre. Hans kjæreste Thea følger ham til
legevakt og er svært fortvilet over tilstanden til Nikolai.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke undersøkelser er det viktig å få gjennomført på
legevakt på dette stadiet?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Somatikk: BT, puls og temperatur. Nevrologisk undersøkelse,
vurdering av pupiller. <br>
Psykiatri: Forsøke å ta opp anamnese, men dette kan være
utfordrende hvis han ikke samarbeider. Spørre om inntak av
narkotiske stoffer og eventuelt undersøke bruksmønster. <br>
Vurdere elementene i psykiatrisk status presens; orientering,
kontakt, psykomotorikk, affektive symptomer, angstsymptomer
og psykosesymptomer. <br>
Undersøke innhold i vrangforestillinger og avgjøre om dette mest
sannsynlig er innen normen i enkelte subkulturer eller om dette
fremstår som en klar vrangforestilling. <br>
Forsøke å få klarhet i om eventuelle psykotiske symptomer er
nyoppstått eller en del av et kronisk bilde.
Innhente komparentopplysninger fra pårørende.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Studenten må kunne tenke både på somatikk (maks 1 poeng) og
psykiatri (maks 1 poeng) her. Studenten får kun to poeng om hen
tar hensyn til både somatikk og psykiatri. <br>
Det er høyst sannsynlig at pasienten er intoksikert og kan være i
behov for medisinsk behandling. Samarbeidsevnen til pasienten
må tas med i betraktning, men det bør tilstrebes å få gjennomført måling av blodtrykk, puls og temperatur som et minimum (0,5
poeng) i tillegg til nevrologisk undersøkelse (0,5 poeng). <br>
Psykiatrisk undersøkelse gjennomføres ved å forsøke å ta opp
anamnese og gjøre observasjoner som inngår i psykiatrisk status
presens (0,5 poeng). <br>
Videre må undersøkelsen avdekke om dette er nyoppstått (noe
som støtter intoksikasjon) eller om dette er en kronisk tilstand i
forverring. Dette vil være avgjørende for hvordan pasienten skal
håndteres videre. Her er det en fordel at han har med seg en
pårørende og studenten bør tenke på innhenting av
komparentopplysninger (0,5 poeng) for å få full pott.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Vignett fra tidligere: <br>
<<<
Nikolai, en 22 år gammel mann, blir bragt inn til legevakt av
ambulansepersonell etter å ha blitt hentet på et populært utested
for studenter i Trondheim. Han har vært agitert og aggressiv.
Ved ankomst legevakt har han kun på seg bukse, ser ustelt ut og
er svært motorisk urolig. Det rapporteres at han snakker
usammenhengende om at han nå har skjønt at han blir
overvåket av Israelsk etterretning via 5G og at han har en svært
viktig oppgave å utføre. Hans kjæreste Thea følger ham til
legevakt og er svært fortvilet over tilstanden til Nikolai.
<<<
Supplerende vignett: <br>
Nikolai fremstår tydelig stresset og angstpreget i
situasjonen på legevakt
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke tiltak kan hjelpe ham i denne situasjonen?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Legen bør opptre rolig, tilstrebe et avvæpnende kroppsspråk, gi
mye rom, snakke med rolig stemme og ikke være konfronterende
i samtale.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Studenten får her poeng om hen viser forståelse for at legens
tilnærming til en pasient i denne tilstanden har betydning. Hen
bør nevne det å opptre rolig og forståelsesfull for å få 1 poeng.
Ytre rammer er viktig, men alene ikke nok.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Vignett fra tidligere: <br>
<<<
Nikolai, en 22 år gammel mann, blir bragt inn til legevakt av
ambulansepersonell etter å ha blitt hentet på et populært utested
for studenter i Trondheim. Han har vært agitert og aggressiv.
Ved ankomst legevakt har han kun på seg bukse, ser ustelt ut og
er svært motorisk urolig. Det rapporteres at han snakker
usammenhengende om at han nå har skjønt at han blir
overvåket av Israelsk etterretning via 5G og at han har en svært
viktig oppgave å utføre. Hans kjæreste Thea følger ham til
legevakt og er svært fortvilet over tilstanden til Nikolai.
<<<
Supplerende vignett: <br>
Pasienten klager over at det er svært varmt og du ser at han
svetter. Blikket flakker, og han klarer ikke å sitte stille. Han prater
raskt og snakker fortsatt om samme tema.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke differensialdiagnoser er aktuelle, nevn fem
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
1. Rusutløst psykose, sannsynligvis av et amfetaminlignende
stoff. Det kliniske bildet er svært forenlig med inntak av
stimulantia (hyperaktivitet, agitasjon, paranoide uttalelser
og sannsynlig hypertermi) <br>
2. Akutt paranoid psykose. Det er sterk mistanke om inntak
av rusmidler, men det trenger ikke være tilfelle. Tilstanden kan da være akutt psykose, mest sannsynlig akutt
paranoid psykose. <br>
3. Paranoid schizofreni. <br>
4. Bipolar lidelse, aktuell episode mani med psykose <br>
5. Schizoaffektiv lidelse, aktuell episode mani med psykose <br>
6. Autoimmun encefalitt: lav forekomst og blandet klinisk
bilde, men viktig å oppdage raskt for å gi riktig behandling <br>
7. Delir av ukjent somatisk årsak: ung pasient og dermed
mindre sannsynlig, men også unge personer blir alvorlig
somatisk syke. <br>
8. Medikamentutløst delir: mindre sannsynlig, men for
eksempel bruk av kortikosteroider kan særlig ved bruk av
høye doser utløse psykiatriske symptomer. <br>
9. Feokromocytom-anfall kan arte seg med svetting, uro,
hjertebank og hodepine. Ikke typisk med ledsagende
psykosesymptomer, men det er case-rapporter som har
beskrevet dette. <br>
10.Amfetaminrus uten psykoseutvikling.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Rusutløst psykose, sannsynligvis av et amfetaminlignende stoff
og paranoid schizofreni: jfr. diskusjon om akutt og kronisk tilstand
må begge være med på listen i tillegg til tre andre diagnoser for å
få to poeng. Mangler den ene av disse to diagnosene kan man
trekke et halvt poeng, mangler begge trekkes et poeng. <br>
Rusutløst psykose: 0,5 poeng <br>
Paranoid schizofreni: 0,5 poeng <br>
Tre andre diagnoser oppgitt på listen over: 1,0 poeng <br>
Null poeng om det ikke nevnes noen psykiatriske lidelser.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Vignett fra tidligere: <br>
<<<
Nikolai, en 22 år gammel mann, blir bragt inn til legevakt av
ambulansepersonell etter å ha blitt hentet på et populært utested
for studenter i Trondheim. Han har vært agitert og aggressiv.
Ved ankomst legevakt har han kun på seg bukse, ser ustelt ut og
er svært motorisk urolig. Det rapporteres at han snakker
usammenhengende om at han nå har skjønt at han blir
overvåket av Israelsk etterretning via 5G og at han har en svært
viktig oppgave å utføre. Hans kjæreste Thea følger ham til
legevakt og er svært fortvilet over tilstanden til Nikolai.
<<<
Supplerende vignett: <br>
Nikolai sier at han vil hjem og føler ikke at han er i behov for
helsehjelp, men ser stadig mer angstpreget ut og er svært
motorisk urolig. Thea blir tydelig svært engstelig når han sier at
vil hjem sammen med henne. Tilstanden har ikke endret seg
etter ankomst på legevakt.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvordan vurderer du vilkårene, inkludert hovedvilkåret, for
tvunget psykisk helsevern i denne situasjonen? Hvilke
elementer inngår når man vurderer samtykkekompetanse?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Hovedvilkåret for etablering av tvungent psykisk helsevern er at
pasienten har en alvorlig sinnslidelse. Du må vurdere om hovedvilkåret for tvungent psykisk helsevern er til stede og om
dette mest sannsynlig er en nyoppstått eller kronisk tilstand. <br>
Du må også vurdere Nikolais samtykkekompetanse for å gi en
uttalelse: <br>
• evnen til å Forstå informasjon som er relevant for
beslutningen om helsehjelp <br>
• evnen til å Anerkjenne denne informasjonen i sin egen
situasjon <br>
• evnen til å Resonnere med relevant informasjon i en
avveining av de ulike behandlingsalternativene <br>
• evnen til å uttrykke et Valg <br>
I tillegg må du vurdere om farekriteriet foreligger. Thea beskrives
som svært engstelig, hva er årsaken til det? Hvis han vurderes
som farlig, bortfaller kravet om manglende samtykkekompetanse
ved etablering av tvungent vern.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Full pott gis der studenten redegjør for hovedvilkåret for tvungent
vern (0,5 poeng), vurdering av samtykkekompetanse (0,5
poeng), vurdering av fare (0,5 poeng) og hvordan dette innvirker
på vilkår for samtykkekompetanse (0,5 poeng).
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Vignett fra tidligere: <br>
<<<
Nikolai, en 22 år gammel mann, blir bragt inn til legevakt av
ambulansepersonell etter å ha blitt hentet på et populært utested
for studenter i Trondheim. Han har vært agitert og aggressiv.
Ved ankomst legevakt har han kun på seg bukse, ser ustelt ut og
er svært motorisk urolig. Det rapporteres at han snakker
usammenhengende om at han nå har skjønt at han blir
overvåket av Israelsk etterretning via 5G og at han har en svært
viktig oppgave å utføre. Hans kjæreste Thea følger ham til
legevakt og er svært fortvilet over tilstanden til Nikolai.
<<<
Ingen egen vignett.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilken paragraf vil mest sannsynlig være riktig å bruke ved
en eventuell innleggelse ved psykiatrisk sykehus?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
§3-2 tvungen observasjon. Dersom du på legevakt er i tvil om
vilkårene for tvungent psykisk helsevern er til stede, men likevel
finner det overveiende sannsynlig (sannsynlighetsovervekt) at
pasienten fyller vilkårene, vil det riktige være å henvise til
tvungen observasjon. Ut fra de begrensede opplysningene du
har nå er dette det riktigste valget. Han fremstår som psykotisk,
ikke samtykkekompetent, kan være farlig og tilstanden er mest
sannsynlig nyoppstått som følge av inntak av stimulerende
narkotisk stoff som amfetamin. <br>
Bruk av §3-3 fordrer at det er en kronisk tilstand. Hvis du hadde
fått kjennskap til at Nikolai har en alvorlig psykiatrisk
sykehistorie, og symptomer på alvorlig sinnslidelse er tydelige, vil det (når også øvrige vilkår etter lovens § 3-3 nr. 3 vurderes
oppfylt) være riktig å henvise til etablering av tvungent vern
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Å angi §3-2 eller bruk av begrepet tvungen observasjon gir full
pott med 1 poeng. Brukes det mer uspesifiserte begrepet
tvangsinnleggelse gis kun 0,5 poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Vignett fra tidligere: <br>
<<<
Nikolai, en 22 år gammel mann, blir bragt inn til legevakt av
ambulansepersonell etter å ha blitt hentet på et populært utested
for studenter i Trondheim. Han har vært agitert og aggressiv.
Ved ankomst legevakt har han kun på seg bukse, ser ustelt ut og
er svært motorisk urolig. Det rapporteres at han snakker
usammenhengende om at han nå har skjønt at han blir
overvåket av Israelsk etterretning via 5G og at han har en svært
viktig oppgave å utføre. Hans kjæreste Thea følger ham til
legevakt og er svært fortvilet over tilstanden til Nikolai.
<<<
Ingen egen vignett.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke type medikamenter er mest aktuelt å gi i løpet av en
akuttfase med sterk angst, agitasjon, psykomotorisk uro og
psykotiske symptomer som en del av klinikken?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Benzodiazapiner vil være gode preparater ved slik klinikk. Dette
vil kunne bidra til å fremme ro og søvn som er viktig i en
akuttfase. Bruk av antipsykotika vil sannsynligvis bli en del av
behandlingen etter kort tid, men fordrer at man har noe mer
oversikt over historikken og tilstanden til pasienten, deriblant
samtykkekompetanse. Psykotiske gjennombrudd kan klinge
raskt av uten bruk av antipsykotika, særlig ved rusutløste
episoder, mens ved akutte psykotiske episoder kan det være
nødvendig med kortvarig behandling med antipsykotika.
Kroniske psykosetilstander behandles med antipsykotika over
tid.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Antipsykotika 1 poeng <br>
Benzodiazepiner 1 poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
En 25 år gammel mann forsøker å slukke flammene i en frityrgryte med vann. Det fører til en eksplosiv brann og genseren hans tar fyr. Han greier etter hvert å rive av seg genseren og gå inn i dusjen for avkjøling. Han får kameraten til å kjøre ham til lokalsykehuset, hvor han ankommer 30 minutter etter ulykken.
Du har vakt og skal ta imot pasienten. Han kommer gående inn i akuttmottaket. Han gjør godt rede for seg, men er smertepåvirket.
Du ser raskt at ansiktet, begge armer og store deler av hele overkroppen er forbrent. Du ser sot omkring nese og munn
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva skal du som mottakende lege foreta deg? Pasienten ankommer akuttmottaket nå…
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
* Pasienten skal tas imot som en traumepasient med et «Traumemottak».
* Forsøke å ta en kjapp anamnese
* Sikre luftveier grunnet raskt innsettende ødem (han har sannsynligvis pustet inn varme og røyk ettersom han har sot omkring nese og munn).
* Sikre gode venetilganger
* Smertelindring
* Kontrollere ABCDE:
** Airways (luftveier),
**Breathing (respirasjon),
** Circulation (sirkulasjon),
** Disability (bevissthet, nevrologi),
** Expose / environment (oversikt og omgivelser)
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
2 poeng
* Studenten skal vite at pasienten skal tas imot som en traumepasient.
* Studenten skal kontrollere ABC (evt. også -DE)
* Student skal vite at luftveiene bør raskt sikres
* Studenten bør vite at pasienten trenger gode venetilganger grunnet store mengder i.v. væske det første døgnet
Studenten får 0,5 poeng for hvert av disse svarene.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Du får vite at han er fra før helt frisk og i god fysisk form.
Kroppshøyde: 185 cm
Vekt: 75 kg.
Pasienten tas inn på operasjonsstuen. Han legges i generell anestesi. Du vasker, reviderer og undersøker skadene. Følgende hudområder er affisert:
* Hele ansikt: Huden har blemmer og under blemmene er huden lys rød/ rosa.
* Begge overekstremiteter: Sirkulære skader. Huden har blemmer og under blemmene er huden dyp rød.
* Anteriore side av trunkus: Halve arealet har blek, læraktig hud, ingen blemmer eller kapillærfylning. Den andre halvparten har store blemmer, og under blemmene er huden hvitaktig.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvordan vil du beskrive dybden av disse brannskadene, og hva bør sannsynligvis gjøres med brannskadene på armene i løpet av de første timene?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Alt er sannsynligvis dyp skade. Flammeskader blir oftest dype, mens skoldingsskader blir vanligvis mer overfladisk.
''Ansikt'': Muligens er brannskadene i ansiktet noe mer overfladisk (muligens overfladisk 2.grad), men dybden kan være vanskelig å bedømme dybden initialt. Etter 2-3 dager kan dybden av brannskadene bedømmes mer nøyaktig.
''Begge overekstremiteter'': Sannsynligvis dyp delhudsskade (dyp 2. grad), men dybden er vanskelig å bedømme dybden initialt. Etter 2-3 dager kan dybden av brannskadene bedømmes mer nøyaktig.
Ettersom det er sirkulære skader, må eskarotomi (incisjoner
gjennom brannskadet hud og ned i subkutant fettvev) langsmed
overekstremitetene vurderes for å unngå avklemming av kar og
nerver som følge av ødemdannelse.
''Anteriore side av trunkus'': Halve arealet har en sikker fullhudskade (3. grad; vanligvis enkel
å bedømme).
''Andre halvdel'': Sannsynligvis dyp delhudsskade (dyp 2. grad), men dybden er vanskelig å bedømme dybden initialt. Etter 2-3 dager kan dybden av brannskadene bedømmes mer nøyaktig.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
2 poeng
* Studenten må skrive at skadene sannsynligvis er dype, dvs. dyp 2. grad (dyp delhudsskade) og 3. grad (fullhudskade). Studenten trenger ikke å beskrive spesifikk dybde av skadene for hver kroppsdel. Skadene i ansiktet kan være mer overfladisk, men det trenger studenten ikke å beskrive for å få poeng.
* Student må vite at det bør vurderes å gjøre eskarotomi. Det er greit at studenten ikke husker navnet «eskarotomi», men da bør prosedyren beskrives. Det kreves ikke at studenten beskriver nøyaktig hvordan
eskarotomi gjøres.
Studenten får 1 poeng for hvert av disse svarene.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Ikke egen vignett. Fra tidligere:
<<<
Følgende hudområder er affisert:
* Hele ansikt: Huden har blemmer og under blemmene er huden lys rød/ rosa.
* Begge overekstremiteter: Sirkulære skader. Huden har blemmer og under blemmene er huden dyp rød.
* Anteriore side av trunkus: Halve arealet har blek, læraktig hud, ingen blemmer eller kapillærfylning. Den andre halvparten har store blemmer, og under blemmene er huden hvitaktig.
<<<
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Estimer hvor stort kroppsareal (TBSA%) som er skadet
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
* Ansikt: ca 4%
* Anteriore trunkus: ca 18%
* Begge armer: ca 18%
* TBSA% = Ca. 40%
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
* 1 poeng
* Studenten skal kunne 9-er-regelen.
* Svaret bør være 40 +/- 3 % for å få poeng.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Med hjelp av Parkland-formelen kan man estimere mengde av væske pasienten trenger det første døgnet etter skaden
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva er den største feilkilden når du skal regne ut væskemengden?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Parkland-formelen: 4 ml x kroppsareal (%) x kroppsvekt (kg)
Feilkilden er kroppsarealet. Vekten vet vi, men beregningen av kroppsarealet er ofte vanskelig. Estimerer man for stort areal, kommer pasienten til å bli overvæsket.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 poeng. Studenten må svare «Kroppsareal» eller «TBSA%» (total body surface area %) for å få poeng.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Ikke egen vignett.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvorfor trenger han væskebehandling?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Væsketilførsel er viktig for å unngå nyresvikt som følge av hypovolemi. I brannskadet hud tilkommer økt kapillær lekkasje og økt transkapillært filtrasjonstrykk («sug» i vevet). Dette fører til at vann, salter og plasmaproteiner lekker til interstitiet og gir raskt innsettende ødem.
Omfatter skaden > 25 % av kroppsoverflaten, vil det i tillegg til lokal ødemdanning være generalisert lekkasje av proteinholdig væske fra blodbanen til interstitiet. Dette fører til ødemer også i uskadet hud, muskulatur og indre organer.
Volumstatus vurderes fortløpende på bakgrunn av timediurese, pulsfrekvens og blodtrykk
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 poeng
* Studenten må svare at det skjer en (kapillær-) lekkasje fra blodbanen og skadet vev til interstitiet (extracellulært vev; bindevevet som utfyller mellomrommet mellom organene i kroppen)
* Studenten må svare at det er stor fare for nyresvikt ved ingen væsketilførsel.
Studenten får 0,5 poeng for hvert av disse svarene
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Pasienten må overflyttes til Brannskadeavdelingen ved Haukeland universitetssykehus.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilken type behandling kommer pasienten til å få i Bergen?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
* Intensivbehandling
* Kirurgisk nedskjæring av dype brannskadene
* Hudtransplantasjon
* Sårbehandling
* Rehabilitering
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 poeng
For å få poeng må studenten svare at pasienten vil trenge nedskjæring/ operasjon for sine dype brannskader og hudtransplantasjon.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Etter noen dager skal du ha en samtale med foreldrene til pasienten.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva vil du si til foreldrene vedr hvilke senskader brannskadene hans kan gi?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
En 25 år gammel, frisk mann overlever vanligvis en slik skade dersom han får adekvat behandling, men sekvelene kan bli alvorlige. De vanligste senskadene:
* Arrvev som gir kontrakturer, for eksempel redusert bevegelighet av ledd.
* Permanente arr som kan bli et kosmetisk problem, spesielt i ansikt.
* Transplantert hud vil ikke ha samme kvalitet (f.eks. elastistitet) som uskadet hud. Vevet er hardere, mindre elastisk og har endret/ manglende sensibilitet (paresthesia)
* Hypertrofiske arr/ keloider
* Psykiske problemer
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
2 poeng. For å få to poeng må studenten beskrive to av disse punktene. Studenten får ett poeng dersom det beskrives kun et punkt.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Du arbeider som LIS 2 ved en Ortopedisk Avdeling. I dag jobber du ved Ortopedisk poliklinikk og tar imot en tidligere frisk mann i 60-årene. Han fikk innsatt protese i høyre hofte for om lag 1 år siden. Et par måneder etter innsetting av hofteprotesen fikk han smerter og nedsatt funksjon i hofta. Du samtaler med pasienten, gjør en klinisk undersøkelse og bestemmer deg for å henvise pasienten til en radiologisk undersøkelse
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilken radiologisk utredning vil du begynne med for å utrede pasientens plager?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Røntgen bekken og/eller høyre hofte.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
* Røntgen bekken og/eller høyre hofte = 1 poeng.
* Røntgen bekken = 1 poeng.
* Røntgen høyre hofte = 1 poeng.
* Røntgen Lauenstein eller røntgen innskutt hoftebilde = 0,5 poeng.
* Røntgen = 0,5 poeng.
Øvrige radiologiske (og eventuelt nukleærmedisinske) undersøkelser gir ikke poeng.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Pasienten kommer tilbake 1 uke senere etter å ha gjennomført den radiologiske utredningen. Pasienten gjennomgikk et standard forløp ved innsetting av protesen, og operasjonen var vellykket uten komplikasjoner.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilken undersøkelse ble gjort i forbindelse med operasjonen som du nå kan benytte deg av for å komme nærmere årsaken til pasientens plager?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Postoperative røntgenbilder (som du kan sammenligne med røntgenbilder tatt nå).
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Poenggivende: postoperative røntgenbilder.
Ikke poenggivende: blodprøver, klinisk undersøkelse, andre perioperative undersøkelser.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Du er fremdeles usikker på årsaken til pasientens plager. Du ringer vakthavende nukleærmedisiner og konfererer pasienten. Vakthavende nukleærmedisiner anbefaler at du henviser pasienten til en skjelettscintigrafi.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Nevn minst fire generelle indikasjoner for å henvise pasienter til skjelettscintigrafi?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
* Tidlig diagnostikk / evaluere / følge utbredelsen av skjelettmetastaser.
* Leddprotesekomplikasjoner.
* Osteomyelitt / infeksjon.
* Påvise artritt / artrose.
* Tidlig diagnostikk av traumatiske skjelettskader.
* Uavklart smerteproblematikk.
* Evaluering av primære beintumores (?).
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Hvert av følgende svar gir 0,5 poeng per punkt til maksimalt 2 poeng.
* Skjelettmetastaser = 0,5 poeng.
* Leddprotesekomplikasjoner = 0,5 poeng.
* Osteomyelitt / infeksjon = 0,5 poeng.
* Påvise artritt / artrose = 0,5 poeng.
* Traumatiske skjelettskader / fraktur = 0,5 poeng.
* Uavklarte smerter = 0,5 poeng.
* Beintumores = 0,5 poeng (selv om dette ikke lenger er en veldig god indikasjon).
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Du blir i samråd med vakthavende nukleærmedisiner enig om å henvise pasienten til en skjelettscintigrafi.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Forklar hvordan en vanlig skjelettscintigrafi utføres
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Ved en vanlig skjelettscintigrafi visualiseres osteoblastaktivitet/beinnydanning. Pasienten injiseres pasienten med 99mTc bundet til en fosfatforbindelse på et injeksjonsrom. Deretter ventes det flere timer (gjerne 3 timer) mellom injeksjon og billedtakning. Pasienten later vannet like før billedtakning. Det tas planare helkroppsbilder forfra og bakfra på et gammakamera og det suppleres med SPECT(/CT) ved behov.
Ved en 3-fase skjelettscintigrafi tas 3 ulike bildeopptak på 3 ulike tidspunkt. Hovedindikasjonen for 3-fase skjelettscintigrafi er leddprotesekomplikasjoner og tidlig påvisning av osteomyelitt.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Hvert av følgende svar gir 0,5 poeng per punkt til maksimalt 2 poeng.
# Skjelettscintigrafi visualiserer osteoblastaktivitet / beinnydannelse.
# Pasienten injiseres med 99mTc (eventuelt «noe radioaktivt»).
# 99mTc («noe radioaktivt») bindes til en fosfatforbindelse.
# Venter flere (3) timer mellom injeksjon og billedtakning.
# Planare helkroppsbilder (forfra og bakfra).
# Bildene tas på et gammakamera / supplerer med SPECT/CT ved behov/funn på de planare bildene.
# Dersom 3-fase skjelettscintigrafi nevnes.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Skjelettscintigrafien viser et uventet funn i høyre kne. Du velger å utrede funnet videre med en røntgen og deretter CT, som viser dette:
''Sett inn bilde''
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Tror du denne lesjonen er benign eller malign? Hva er typiske røntgenfunn ved en benign og en malign tumor i bein?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Lesjonen viser malign tumor (1 poeng).
Typiske funn ved malign tumor er diffus avgrensning av tumor mot tilstøtende benvev og/eller bløtvev. Andre tegn som trekker i malign retning er at tumor protruderer fra bein ut i bløtvev, permeativ vekst/møllspist matrix, avbrutt periostreaksjon. (hver komponent gir 0,5 poeng, til maksimalt 2 poeng)
Funn som trekker i benign retning er skarp avgrensning mot tilstøtende benvev og/eller bløtvev, mangel på periostreaksjon. Ingen eller ubrutt/jevn cortical reaksjon/formendring. (hver komponent gir 0,5 poeng, til maksimalt 1 poeng)
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Du arbeider i allmennpraksis. En kvinne i 60 årene oppsøker deg
fordi hun har oppdaget en kul på høyre ankel.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Beskriv hvilke sykdomsprosesser (på et prinsipielt og
overordnet plan) som kan være årsak til kulen
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Kulen kan enten skyldes en neoplastisk prosess, eller en ikkeneoplastisk prosess. Neoplastiske prosesser kan inndeles i
benigne og maligne neoplasier. Maligne neoplasier kan være
primære og metastaser. Ikke-neoplastiske prosesser kan være
inflammatoriske, både infeksiøse som for eksempel ved abscess
og ikke-infeksiøse (for eksempel blødning, muskelruptur,
autoimmunt betinget (som fo eksempel revmatoid knute)).
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Nevn neoplastisk (1 poeng) og ikke-neoplastisk (1 poeng). Maks
2 poeng.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Vignett fra tidligere: <br>
<<<
Du arbeider i allmennpraksis. En kvinne i 60 årene oppsøker deg
fordi hun har oppdaget en kul på høyre ankel.
<<<
Supplerende vignett: <br>
Ved undersøkelse er kulen 6 cm stor, fast elastisk ved palpasjon
og beveger seg ikke mye når du forsøker skyve på den
(sannsynligvis adherent til underliggende strukturer). Huden over
er intakt.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Du mistenker neoplasi. Hvilke vevstyper/celletyper kan
tumor utgå fra, evt likne på ved undersøkelse i mikroskop?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
De fleste vevs og celletyper er representert på ankelen, og det er
svært mange neoplastiske differensialdiagnoser. Tumor kan ha
utgått fra epitel, bindevev (herunder også likne på bein, brusk,
fettvev, hematopoietisk vev), muskel (glatt og tverrstripet) og
nervevev.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Nevner ulike vevstyper. 0,5 poeng for hver vevstype. Maks 2
poeng.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Vignett fra tidligere: <br>
<<<
Du arbeider i allmennpraksis. En kvinne i 60 årene oppsøker deg
fordi hun har oppdaget en kul på høyre ankel.
<<<
Ingen egen vignett.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Nevn en godartet eller en ondartet svulst som histologisk
likner, eventuelt utgår fra hver av disse vevstypene. Maks 6
diagnoser, minimum to benigne og to maligne.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Dette er en lang liste, mange svar vil være riktige. Eksempel:
epitel: hudadnexadenom – hudadnexkarsinom. <br>
Nervevev: Nevrofibrom/schwannom – malign perifer
nerveskjedetumor. <br>
Muskel: Leiomyom – leiomyosarkom, rabdomyom -
rabdomyosarkom <br>
Bindevev: fibrøst histiocytom – udifferensiert sarkom, Lipom –
Liposarkom, <br>
Brusk: Osteokondrom – Kondrosarkom <br>
Bein: Osteom- Osteosarkom <br>
Blodkar: Hemangiom - Angiosarkom <br>
Hematopoietiske celler (evt immunceller) - lymfom
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0,5 poeng for hver av to benigne diagnoser og 0,5 poeng for hver
av to maligne diagnoser. Maks 2 poeng.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Vignett fra tidligere: <br>
<<<
Du arbeider i allmennpraksis. En kvinne i 60 årene oppsøker deg
fordi hun har oppdaget en kul på høyre ankel.
<<<
Ingen egen vignett.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Du mistenker bløtdelssvulst. Hvilken type bildeundersøkelse
vil du henvise til for å utrede lesjonen videre?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
MR er den foretrukne metoden til påvisning og utredning av
bløtvevssvulster, og er vesentlig i preoperativ utredning av
bløtvevssarkom.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
MR er mest egnet for bløtvevslesjoner: 1 poeng.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Vignett fra tidligere: <br>
<<<
Du arbeider i allmennpraksis. En kvinne i 60 årene oppsøker deg
fordi hun har oppdaget en kul på høyre ankel.
<<<
Supplerende vignett: <br>
Du mottar svar på bildeundersøkelsen, radiolog mistenker malign
bløtdelstumor. Pasienten henvises urørt til nærmeste
spesialavdeling for bløtdelskirurgi for biopsi.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Patologen ser på vevsprøven i mikroskopet. Hvilke
mikroskopiske forandringer kan gi mistanke om malignitet?
(nevn 3)
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Typiske forandringer som kan gi patologen mistanke om
malignitet er: i) nekrose ii) kjerneatypi iii) økt mitotisk aktivitet iv)
atypiske mitoser v) høy celletetthet. <br>
Alle disse forandringene trenger ikke være tilstede selv om tumor
er malign. Enkelte av disse forandringene vil også ses ved
godartede tilstander og er på ingen måte ensbetydende med
malignitet. Enkelte ondartede svulster har også svært sparsom
cellulær atypi
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0,5 poeng for hvert delsvar, maks 2 poeng.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Vignett fra tidligere: <br>
<<<
Du arbeider i allmennpraksis. En kvinne i 60 årene oppsøker deg
fordi hun har oppdaget en kul på høyre ankel.
<<<
Ingen egen vignett.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Kan du nevne noen predisponerende faktorer for maligne
bløtdelssvulster?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
De fleste sarkomer er spontane uten kjent årsak, men enkelte
eksogene faktorer og predisponerende syndromer er assosiert
med økt risiko for sarkomutvikling. <br>
Kimbanemutasjoner som for eksempel Li Fraumeni syndrom. LiFraumeni syndrome er autosomalt dominant. Det er forårsaket
av mutasjoner i suppressorgenet TP53 i 70–75 % av familiene.
Disse pasientene har økt insidens av ulike typer svulster som
brystkreft, osteosarkom, bløtvevssarkom, hjernesvulster,
binyrebarkkarsinom og leukemi. <br>
Nevrofibromatose: Opp til halvparten av maligne perifere
nerveskjedesvulster sees hos pasienter med nevrofibromatose
type 1 (NF1). <br>
Stråleindusert sarkom (SIS) er en sjelden, men alvorlig
komplikasjon etter strålebehandling. <br>
Immunsuppresjon og virusinfeksjon (HHV8) er årsak til Kaposi
sarkom.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Kimbanemutasjon (0,5 poeng). Gjennomgått stråleterapi i
området hvor sarkomet oppstår (0,5 poeng). Immunsupprimert
pasient (0,5 poeng). Maks 1 poeng.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Du er fastlege, til deg kommer Stine Stjørdal, 30 år gammel
kvinne. Hun er gravid og er i 25. svangerskapsuke. Hun har i 2
uker vært plaget periodevis med smerter, nummenhet og
prikninger i tommel, pekefinger og langfinger i begge hender.
Hun angir at symptomene øker på var mest om natten og om
morgenen, men har nå også blitt plagsomt på dagtid.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
A. Hva er det som feiler henne (din arbeids diagnose)
og hva er årsaken for dette? <br>
B. Hvilke to kliniske undersøkelser vil du utføre til å
bekrefte din mistanke? <br>
C. Hvilken første behandling vil du velge for Stine?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
A. Carpal tunnel syndrom, Trykk på nervus medianus i
carpal tunnel 1 poeng <br>
B. Tinnel og Phalens tester. 1 poeng <br>
C. Håndledds skinne om natten som hindrer fleksjon av
håndledd. 1 poeng
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
A. Carpal tunnel syndrom, Tinnel og Phalens tester gir
1 poeng. <br>
B. Tinnel og Phalens tester. <br>
C. Skinne for håndledd om natten gir 1 poeng
Skinne om håndledd andre tider eller hele tiden 0.5 p
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Vignett fra tidligere: <br>
<<<
Du er fastlege, til deg kommer Stine Stjørdal, 30 år gammel
kvinne. Hun er gravid og er i 25. svangerskapsuke. Hun har i 2
uker vært plaget periodevis med smerter, nummenhet og
prikninger i tommel, pekefinger og langfinger i begge hender.
Hun angir at symptomene øker på var mest om natten og om
morgenen, men har nå også blitt plagsomt på dagtid.
<<<
Supplerende vignett: <br>
Stina har nå prøvd ut din første behandling i en ukes tid og ikke
hatt noen effekt av denne. Symptomene har økt på, hun har nå
konstant nummenhet i de tre radiale fingre i begge hender, hun
har mer symptomer på høgre side. Hun føler at hun er sliten,
sover dårlig om natten og er meget bekymret over
nummenheten i fingre som hemmer henne ved håndarbeid.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
A. Hvordan vil du nå behandle Stine? <br>
B. Når vil du behandle henne, vil du behandlet begge
hender samtidig? <br>
C. Hva er prognosen for en slik behandling, vil hun bli
god?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
A. Operert henne snarest mulig i lokal bedøvelse,
Hun er 26. svangerskapsuke og mer tid med
konstant nummenhet kan gi varig men.
Opereres til tross for at hun er gravid. <br>
B. Ta høgre hånd først og siden den andre innen
kort tid (2-4 uker) <br>
C. Prognosen er god etter carpal tunnel syndrom.
Aller fleste blir bra hvis vi opererer før det blir
konstant nummenhet. Noe usikkert hvo lang tid
med konstant nummenhet vil gi varig men
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
A. Operert henne snarest mulig i lokal bedøvelse (1
poeng) Operasjon og bedøvelse ikke angitt eller
narkose 0.5 poeng. <br>
B. Ta høgre hånd først, den er verst og siden den
andre innen kort tid (1 poeng) Begge samtidig 0p
Venter først 0.5p <br>
C. Prognosen er god etter carpal tunnel syndrom. Aller
fleste blir bra hvis vi opererer før det blir konstant
nummenhet. Noe usikkert hvo lang tid med konstant
nummenhet vil gi varig men. (1 poeng) <br>
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Vignett fra tidligere: <br>
<<<
Du er fastlege, til deg kommer Stine Stjørdal, 30 år gammel
kvinne. Hun er gravid og er i 25. svangerskapsuke. Hun har i 2
uker vært plaget periodevis med smerter, nummenhet og
prikninger i tommel, pekefinger og langfinger i begge hender.
Hun angir at symptomene øker på var mest om natten og om
morgenen, men har nå også blitt plagsomt på dagtid.
<<<
Supplerende vignett: <br>
Stina har en onkel, Stian som mener at han har hatt det
samme. Han hadde nummenhet og prikninger i lillefinger og
halve ringfinger på ulnarside. Han ble god når fastlegen
anbefalte at han skulle slutte med å holde albuen bøyd når han
satt i.lazyboy stolen og om natta skulle han slutte å sove i
fosterstilling med armer bøyd og i kross. Stian anbefaler derfor
Stine å gjøre det samme.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
A. Har Stian hatt det samme som plager Stine, forklar
eventuell forskjell klinisk og anatomisk? <br>
B. Vil hans råd om behandling hjelpe henne. <br>
C. Nevn tre kliniske tester for tilstanden som Stian har.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
A. Stian har hatt cubital tunnel, trykk på nervus ulnaris
ved albue. Ikke trykk på nervus medianus. Men han
har også hatt perifer nervekompresjon. <br>
B. Forandringer på albustilling vil ikke hjelpe på carpal
tunnel syndrom settersom nervus medianus er under
trykk ved håndledd i carpal tunnel <br>
C. Albufleksjons test, Tinnel test, Frohments test.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
A. Stian har hatt cubital tunnel, trykk på nervus ulnaris
ved albue. Ikke trykk på nervus medianus. Men han
har også hatt perifer nervekompresjon. 0.5 poeng <br>
B. Forandringer på albustilling vil ikke hjelpe på carpal
tunnel ettersom nervus medianus er under trykk ved
håndledd i carpal tunnel. 0.5 poeng <br>
C. Albufleksjons test, Tinnel test, Frohments test. 1
poeng. To rette gir 0.5 poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Vignett fra tidligere: <br>
<<<
Du er fastlege, til deg kommer Stine Stjørdal, 30 år gammel
kvinne. Hun er gravid og er i 25. svangerskapsuke. Hun har i 2
uker vært plaget periodevis med smerter, nummenhet og
prikninger i tommel, pekefinger og langfinger i begge hender.
Hun angir at symptomene øker på var mest om natten og om
morgenen, men har nå også blitt plagsomt på dagtid.
<<<
Supplerende vignett: <br>
Stina har nå født barnet sitt, Fødselen gikk bra og hun har
fått en stor frisk gutt. Stina hadde hatt problem med
amning og måtte derfor slutte å amme. Gutten har hatt en
del mageproblem på grunn av overgangen fra morsmelk til
ertatningsmelk og vært urolig spesielt om natten. Hun har
måttet holde han med høgre arm i lengre perioder. Hun har
nå i 3 måneder vært plager med smerter som hun
lokaliserer til radiale side av håndledd litt proksimalt for
processus styloideus radii. Du mistenker en klinisk tilstand
som passer med hennes symptomer og funn.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
A. Hva plager Stine nå? Diagnosen og anatomisk
forklaring på tilstanden. <br>
B. Hvilken klinisk test kan du utføre for denne
tilstanden og hva finner du ved klinisk
undersøkelse? <br>
C. Hva er behandlingen for denne tilstanden og kan en
behandle henne?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
A. De Quervain, Tendinitt i første strekkesenekanal 1
poeng <br>
B. Finkelstein test og palpasjonsømhet over første
strekkesenekanal ved procesus styloideus radii.0.5
poeng. <br>
C. NSAID, Skinne, Kortison inj. Operasjon med spalting
av tak i tunnelen Stine er ikke gravid og ammer ikke
og kan behandles på lik linje som andre 0.5 poeng
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
A. De Quervain, Tendinitt i første strekkesenekanal
1 poeng <br>
B. Finkelstein test og palpasjonsømhet over første
strekkesenekanal ved procesus styloideus
radii.0.5 poeng <br>
C. NSAID, Skinne, Kortison inj. Operasjon med
spalting av tak i tunnelen Stine er ikke gravid og
ammer ikke og kan behandles på lik linje som
andre 0.5 poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Du er LIS1-lege i kommunehelsetjenesten og tar imot en 28 år
gammel enslig mann på legekontoret. Han har nylig blitt sagt opp
fra jobben sin i dagligvarebutikk etter en episode hvor han
underslo penger fra kassen. I ettertid har han utviklet en
depresjon, og har nylig startet med et SSRI. Han oppsøker deg
nå fordi han har fått store innsovningsproblemer, og plages av og
til også med tidlig oppvåkning.
Du bestemmer deg for å forskrive et Z-hypnotikum i en kortere
periode. I Norge er preparatene zopiklon og zolpidem
tilgjengelige.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilket preparat vil du forskrive? Begrunn svaret.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Zolpidem har kortere halveringstid og dermed også kortere
virketid – gir mindre dagen derpå-effekter og er mer en
«innsovningstablett». <br>
Zopiklon har lengre virketid og er dermed muligens mer effektiv
ved problemer med tidlig oppvåkning, men har samtidig så lang
halveringstid at man ikke helt unngår hangover-effekt.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Ingen absolutt fasit her mht. hva de bør velge. Så lenge de
begrunner valget sitt adekvat, gir det poeng. Ingen begrunnelse
eller feil begrunnelse gir null poeng.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Vignett fra tidligere: <br>
<<<
Du er LIS1-lege i kommunehelsetjenesten og tar imot en 28 år
gammel enslig mann på legekontoret. Han har nylig blitt sagt opp
fra jobben sin i dagligvarebutikk etter en episode hvor han
underslo penger fra kassen. I ettertid har han utviklet en
depresjon, og har nylig startet med et SSRI. Han oppsøker deg
nå fordi han har fått store innsovningsproblemer, og plages av og
til også med tidlig oppvåkning.
Du bestemmer deg for å forskrive et Z-hypnotikum i en kortere
periode. I Norge er preparatene zopiklon og zolpidem
tilgjengelige.
<<<
Ingen egen vignett.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva er viktig å kartlegge før du skriver resept? Hva er viktig
å informere pasienten om?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Kartlegge: Rusbruk, inkl. alkohol. Bilkjøring. <br>
Informasjon: Tas kort tid før sengetid. Ikke bilkjøring første (8-)12
timer. OBS residualeffekter om morgenen. Ikke kombiner med
alkohol eller andre rusmidler. Kan være vanedannende ved
langtidsbruk.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Rusbruk (kartlegge, informere), bilkjøring (kartlegge, informere)
og mulighet for vanedanning, må alle være med for full pott. <br>
Angående bilkjøring: 8 timer står i veileder til førerkortforskriften,
mens virketiden til zopiklon tilsier at man fraråder bilkjøring i
minst 12 timer. Alle rimelige forslag her godtas
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Vignett fra tidligere: <br>
<<<
Du er LIS1-lege i kommunehelsetjenesten og tar imot en 28 år
gammel enslig mann på legekontoret. Han har nylig blitt sagt opp
fra jobben sin i dagligvarebutikk etter en episode hvor han
underslo penger fra kassen. I ettertid har han utviklet en
depresjon, og har nylig startet med et SSRI. Han oppsøker deg
nå fordi han har fått store innsovningsproblemer, og plages av og
til også med tidlig oppvåkning.
Du bestemmer deg for å forskrive et Z-hypnotikum i en kortere
periode. I Norge er preparatene zopiklon og zolpidem
tilgjengelige.
<<<
Supplerende vignett: <br>
Du har legevakt i distriktskommunen 5 dager senere. AMK
varsler om at pasientens mor har funnet ham ukontaktbar
hjemme, med en tom 30-pakning av det legemidlet du forskrev
ved siden av seg. Ambulanse er på vei, men det tar ca. ½ time
før de vil være på plass. Du kjører til pasientens hjem i
legevaktbilen, med en godt utstyrt legekoffert i bagasjerommet.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke kliniske undersøkelser bør du gjøre når du kommer
frem? Hvilke tiltak kan være aktuelle (avhengig av
alvorlighetsgrad), inntil ambulansen når frem?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Klinisk us: __Bevissthet__. Pupiller. __Fri luftvei, respirasjon,
sirkulasjon.__
Tiltak: __Stabilt sideleie, ev. respirasjonsstøtte__, ev. venflon/væske
IV, ev. __antidot__ (flumazenil IV) ved sterkt nedsatt bevissthet eller
respirasjonsdepresjon.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Det som er understreket (5 element) må være med for full pott. 4
gir 1,5 p. 3 gir 1 p. 2 gir 0,5 p
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Vignett fra tidligere: <br>
<<<
Du er LIS1-lege i kommunehelsetjenesten og tar imot en 28 år
gammel enslig mann på legekontoret. Han har nylig blitt sagt opp
fra jobben sin i dagligvarebutikk etter en episode hvor han
underslo penger fra kassen. I ettertid har han utviklet en
depresjon, og har nylig startet med et SSRI. Han oppsøker deg
nå fordi han har fått store innsovningsproblemer, og plages av og
til også med tidlig oppvåkning.
Du bestemmer deg for å forskrive et Z-hypnotikum i en kortere
periode. I Norge er preparatene zopiklon og zolpidem
tilgjengelige.
<<<
Supplerende vignett: <br>
10 år senere jobber du på en avrusningsklinikk, hvor du møter
pasienten igjen. Han har nå diagnosen avhengighetssyndrom av
benzodiazepiner. De siste årene har han brukt store mengder,
som i stor grad har vært anskaffet illegalt, dels via Internett. Han
legges nå inn for nedtrapping av benzodiazepiner.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva er viktig å kartlegge i pasientens rusanamnese ved
innleggelsen?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Hvor lang tid har han brukt benzodiazepiner? <br>
Hvilke stoffer (spesifikke) har han brukt den senere tiden (f.eks.
den siste måneden)? <br>
Hvor store mengder har han brukt den senere tiden (f.eks. den
siste måneden)? <br>
Har han brukt noen andre rusmidler (inkl. alkohol) eller
medikamenter? <br>
Har han tidligere forsøkt å slutte – har han opplevd noen
problemer i forbindelse med det?
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Hvor lenge, hvilke stoffer og hvor mye i det siste, andre
rusmidler, tidligere seponeringsproblemer. Alt må være med for
full pott. 4 gir 1,5 p. 3 gir 1 p. 2 gir 0,5 p.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Vignett fra tidligere: <br>
<<<
Du er LIS1-lege i kommunehelsetjenesten og tar imot en 28 år
gammel enslig mann på legekontoret. Han har nylig blitt sagt opp
fra jobben sin i dagligvarebutikk etter en episode hvor han
underslo penger fra kassen. I ettertid har han utviklet en
depresjon, og har nylig startet med et SSRI. Han oppsøker deg
nå fordi han har fått store innsovningsproblemer, og plages av og
til også med tidlig oppvåkning.
Du bestemmer deg for å forskrive et Z-hypnotikum i en kortere
periode. I Norge er preparatene zopiklon og zolpidem
tilgjengelige.
<<<
Ingen egen vignett.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke abstinenssymptomer må pasienten være forberedt på
å oppleve under nedtrappingen?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Økt angst, søvnløshet, uro, irritabilitet. Humørsvingninger,
nedstemthet.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Økt angst, søvnløshet, uro, irritabilitet. 3 av 4 gir full pott. 2 gir 1
p, 1 gir 0,5 p.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Vignett fra tidligere: <br>
<<<
Du er LIS1-lege i kommunehelsetjenesten og tar imot en 28 år
gammel enslig mann på legekontoret. Han har nylig blitt sagt opp
fra jobben sin i dagligvarebutikk etter en episode hvor han
underslo penger fra kassen. I ettertid har han utviklet en
depresjon, og har nylig startet med et SSRI. Han oppsøker deg
nå fordi han har fått store innsovningsproblemer, og plages av og
til også med tidlig oppvåkning.
Du bestemmer deg for å forskrive et Z-hypnotikum i en kortere
periode. I Norge er preparatene zopiklon og zolpidem
tilgjengelige.
<<<
Ingen egen vignett.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke komplikasjoner kan en sjelden gang oppstå ved
benzodiazepin-abstinenser, dersom nedtrapping/seponering
skjer for raskt?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Kramper, delir
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Kramper, delir – 0,5 p per stk.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Vignett fra tidligere: <br>
<<<
Du er LIS1-lege i kommunehelsetjenesten og tar imot en 28 år
gammel enslig mann på legekontoret. Han har nylig blitt sagt opp
fra jobben sin i dagligvarebutikk etter en episode hvor han
underslo penger fra kassen. I ettertid har han utviklet en
depresjon, og har nylig startet med et SSRI. Han oppsøker deg
nå fordi han har fått store innsovningsproblemer, og plages av og
til også med tidlig oppvåkning.
Du bestemmer deg for å forskrive et Z-hypnotikum i en kortere
periode. I Norge er preparatene zopiklon og zolpidem
tilgjengelige.
<<<
Ingen egen vignett.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Beskriv kort virkningsmekanismen til benzodiazepiner og Zhypnotika.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Benzodiazepiner har bindingsseter (1, 2 og 3) som er lokalisert
på GABA-A-reseptorkomplekset. Gir en allosterisk endring som
øker tendensen til åpning av kloridkanalen ved binding av GABA,
noe som depolariserer nevronet og gir hemmende effekt i CNS. <br>
Z-hypnotika virker på samme måte, men har noe mer spesifikk
binding til sete 1 og 2, uten at dette har noen klare kliniske
implikasjoner.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Binder seg til benzo-bindingsseter på GABA-Areseptorkomplekset, samt at dette øker den CNS-hemmende
effekten av GABA, må begge være med for å få poeng. <br>
Det er ikke nødvendig å nevne den mer spesifikke bindingen til
Z-hypnotika.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
16 år gammel jente og hennes far kommer til deg som fastlege
på ø-hjelp. Jenta er med mot sin vilje, og ser bare ned i mobilen.
Far sier jenta siste året gradvis har mindre kontakt med venner
og er nå helt uten skolegang. Jenta har sagt til far at hun ikke har
sovet siste 3 døgn. Han har observert overfladiske kutt på begge
underarmer. Far glemte PC hjemme i dag, og når han kom hjem
oppdaget han at jenta satt på badet med 30 tabletter 500 mg
paracet i hånda.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Angi hvilke elementer som inngår i psykiatrisk status
presens av jenta
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
• Førsteinntrykk/ fremtoning (kontaktfunksjon, hygiene,
påkledning) <br>
• Orientering <br>
• Bevissthet <br>
• Kognitive funksjoner <br>
• Emosjoner/affekt/selvoppfatning <br>
• Hukommelse <br>
• Tale <br>
• Psykomotorikk <br>
• Tvang <br>
• Persepsjon/hallusinasjoner <br>
• Tankeforstyrrelser <br>
• Suicidalvurdering
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0,5 poeng for hvert riktig punkt, inntil 2 poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Vignett fra tidligere: <br>
<<<
16 år gammel jente og hennes far kommer til deg som fastlege
på ø-hjelp. Jenta er med mot sin vilje, og ser bare ned i mobilen.
Far sier jenta siste året gradvis har mindre kontakt med venner
og er nå helt uten skolegang. Jenta har sagt til far at hun ikke har
sovet siste 3 døgn. Han har observert overfladiske kutt på begge
underarmer. Far glemte PC hjemme i dag, og når han kom hjem
oppdaget han at jenta satt på badet med 30 tabletter 500 mg
paracet i hånda.
<<<
Ingen egen vignett.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Angi hvilke elementer som inngår i en suicidalvurdering av
jenta
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Suicidale <br>
• Tanker <br>
• Planer <br>
• Handlinger <br><br>
Risikofaktorer<br>
• Psykiske lidelser <br>
• Rusmiddelavhengighet/misbruk <br>
• Tidligere selvmordsforsøk (antall og alvorlighetsgrad) <br>
• Brudd i relasjon <br>
• Selvmord i familien <br>
• Tap av selvaktelse/ ærekrenkelse (for ungdom ofte å bli hengt ut
i media, eller bildemeldinger) <br>
• Manglende nettverk <br>
• Andre stressende livshendelser: Ungdomsalder som risikofaktor
i seg selv: Ubalansert biologisk, sosialt og intellektuell modning <br>
(Intellektuelt moden, men emosjonelt umoden, ustabilt ego,
manglende egenomsorg) <br><br>
Beskyttende faktorer <br>
• Barnet/ungdommens mestringsressurser/strategier <br>
• Foreldre/omsorgspersoner med gode omsorgsferdigheter <br>
• Støttende nettverk/venner: fysisk og psykologisk sikkert miljø,
meningsfylte aktiviteter for barnet/ungdommen og familien. Et
godt nettverk er en veldig viktig beskyttelsesfaktor for barn og
unge, og om det mangler er det en relevant risikofaktor.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0,5 poeng for hvert riktig punkt, inntil 3 poeng <br>
Maks 1 p for tanker, planer, handlinger, maks 1 for risikofaktorer,
maks 1 for beskyttende faktorer
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Vignett fra tidligere: <br>
<<<
16 år gammel jente og hennes far kommer til deg som fastlege
på ø-hjelp. Jenta er med mot sin vilje, og ser bare ned i mobilen.
Far sier jenta siste året gradvis har mindre kontakt med venner
og er nå helt uten skolegang. Jenta har sagt til far at hun ikke har
sovet siste 3 døgn. Han har observert overfladiske kutt på begge
underarmer. Far glemte PC hjemme i dag, og når han kom hjem
oppdaget han at jenta satt på badet med 30 tabletter 500 mg
paracet i hånda.
<<<
Ingen egen vignett.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Du ønsker å legge inn jenta på akuttpost. Hva er grunnlaget
for innleggelse i henvisningen?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Informasjon fra far <br>
Informasjon/ manglende informasjon fra jenta <br>
Psykiatrisk status presens <br>
Suicidalvurdering <br>
Manglende søvn som opprettholdende faktor for alvorlig
sinnslidelse <br>
Tildekkende/ manglende ønske om hjelp <br>
Omsorgsrammer <br>
Mistanke om alvorlig sinnslidelse (alvorlig depresjon,
psykoseutvikling)
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0,5 poeng for hvert riktig punkt, inntil 2 poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Vignett fra tidligere: <br>
<<<
16 år gammel jente og hennes far kommer til deg som fastlege
på ø-hjelp. Jenta er med mot sin vilje, og ser bare ned i mobilen.
Far sier jenta siste året gradvis har mindre kontakt med venner
og er nå helt uten skolegang. Jenta har sagt til far at hun ikke har
sovet siste 3 døgn. Han har observert overfladiske kutt på begge
underarmer. Far glemte PC hjemme i dag, og når han kom hjem
oppdaget han at jenta satt på badet med 30 tabletter 500 mg
paracet i hånda.
<<<
Supplerende vignett: <br>
Jenta forsøker å stikke av fra legekontoret
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Beskriv aktuelle lovverk som du kan benytte
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Kortvarig fastholding på legekontor for å hindre alvorlig skade på
suicidal pasient etter Nødrett §17 i straffeloven. Lov om straff
(straffeloven) - Kapittel 3. Grunnvilkår for straffansvar - Lovdata <br><br>
Tvungen innleggelse i psykisk helsevern for observasjon etter
Lov om etablering og gjennomføring av psykisk helsevern § 3.2
Tvungen observasjon siden det er overveiende sannsynlig etter
§3.3 pkt 3 at: <br>
Pasienten har en alvorlig sinnslidelse og etablering av tvungent psykisk hepå grunn av sinnslidelsen enten <br>
a. får sin utsikt til helbredelse eller vesentlig bedring i betydelig vedkommende i meget nær framtid får sin tilstand vesentlig fo <br>
b. utgjør en nærliggende og alvorlig fare for eget eller andres liv <br>
Lov om etablering og gjennomføring av psykisk helsevern (psykisk
helsevernloven) - Kapittel 3. Etablering og opphør av tvungent psykisk
helsevern - Lovdata
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0,5 p for riktig lovverk med riktig beskrivelse av lovverk
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Vignett fra tidligere: <br>
<<<
16 år gammel jente og hennes far kommer til deg som fastlege
på ø-hjelp. Jenta er med mot sin vilje, og ser bare ned i mobilen.
Far sier jenta siste året gradvis har mindre kontakt med venner
og er nå helt uten skolegang. Jenta har sagt til far at hun ikke har
sovet siste 3 døgn. Han har observert overfladiske kutt på begge
underarmer. Far glemte PC hjemme i dag, og når han kom hjem
oppdaget han at jenta satt på badet med 30 tabletter 500 mg
paracet i hånda.
<<<
Supplerende vignett: <br>
Når pasienten ankommer akuttmottaket til BUP er hun
utagerende og fremstår forvirra, usammenhengende og svært
engstelig
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Angi aktuelle legemidler, og hvilken legemiddeleffekt i
akuttfasen du ønsker
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Benzodiazepiner (valium, oksazepam, lorazepam):
angstdempende, sederende <br>
Olanzapine: sederende <br>
Quetapine: sederende <br>
Alimemazine: sederende <br>
Zopiklone: sederende <br>
Olanzapine og quetapine vil etter hvert gi en antipsykotisk effekt
som også er ønsket ved vedvarende psykotiske symptomer.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0,5 poeng for hvert riktig punkt, inntil 2 poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Petter er ein snart 8 år gamal gut, aktiv i leik og likar spesielt
godt å spele fotball. Dei siste 2 månadene har han klaga over
periodevise smerter i høgre kne. Ingen sikre knetraume i
anamnesen. Pasienten og mor hans oppsøkjer fastlegen som
ikkje finn noko gale ved ei vanleg kne-undersøking, men det er
ein lett haltetendens
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
A: Kva er den førebelse arbeidsdiagnosen din? <br>
B: Kva undersøkingar vil du utføre for å stadfeste
mistanken din? <br>
C: Kva tiltak vil du no velje for Petter?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
A: Overbelasting i kneet <br>
B: Gjere ei standard kneundersøking med fokus på ev.
væske i kneet, ømleik over tuberositas tibiae (Mb.
Schlatter), og ev. smerter ved menisktestar (alder kan
gje mistanke om debut av discoid lateral menisk).
Pasienten tilvisast til rtg. og ev. MR hø. kne (pga.
haltinga). <br>
C: Redusere aktivitet ein periode.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
A: Overbelasting i kneet 0,5 poeng. <br>
B: Gjere ei standard kneundersøking med fokus på ev.
væske i kneet, ømleik over tuberositas tibiae (Mb.
Schlatter),
og ev. smerter ved menisktestar. Tilvise til røntgen og ev.
MR (pga. haltinga) av hø. kne 1,0 poeng. <br>
C: Redusere aktivitet ein periode 0,5 poeng.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Vignett fra tidligere: <br>
<<<
Petter er ein snart 8 år gamal gut, aktiv i leik og likar spesielt
godt å spele fotball. Dei siste 2 månadene har han klaga over
periodevise smerter i høgre kne. Ingen sikre knetraume i
anamnesen. Pasienten og mor hans oppsøkjer fastlegen som
ikkje finn noko gale ved ei vanleg kne-undersøking, men det er
ein lett haltetendens
<<<
Supplerende vignett: <br>
Etter 3 månader kjem Petter tilbake til fastlegen, no saman med
far sin som også er trenar for fotball-laget til Petter. Far forklarer
no at Petter framleis har periodevise smerter i kneet, og at
haltinga har blitt meir tydeleg.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
A: Kva slags vurderingar gjer du no? <br>
B: Kva slags andre undersøkingar er aktuelle å gjere
no?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
A: Er det ikkje kneliding, men noko anna? Hofteliding? <br>
B: Rtg. hø. hofte, og ev. MR hø. hofte
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
A: Er det ikkje kneliding, men noko anna? Hofteliding?
1 poeng <br>
B: Rtg. hø. hofte, og MR hø. hofte 1 poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Vignett fra tidligere: <br>
<<<
Petter er ein snart 8 år gamal gut, aktiv i leik og likar spesielt
godt å spele fotball. Dei siste 2 månadene har han klaga over
periodevise smerter i høgre kne. Ingen sikre knetraume i
anamnesen. Pasienten og mor hans oppsøkjer fastlegen som
ikkje finn noko gale ved ei vanleg kne-undersøking, men det er
ein lett haltetendens
<<<
Supplerende vignett: <br>
Framleis ingen smerter/funn ved kneundersøking, men
moderate smerter og noko redusert rørsle i hø. hofte.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
A: Kva kan forklaringa på knesmertene til pasienten vere,
når det er normal rtg. og MR av hø. kne, og med positive
rtg. funn i hø. hofte?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
A: Påverknad av n. obtoratorius pga. sjukdom i
hofteleddet, som så følgjer forgreiningar av nerven ned
mot kneet, og kan difor gje smerter frå kneregionen.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
A: Påverknad av n. obtoratorius pga. sjukdom i hofteleddet,
som så følgjer forgreiningar av nerven ned mot kneet, og
kan difor gje smerter frå kneregionen 2 poeng.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Vignett fra tidligere: <br>
<<<
Petter er ein snart 8 år gamal gut, aktiv i leik og likar spesielt
godt å spele fotball. Dei siste 2 månadene har han klaga over
periodevise smerter i høgre kne. Ingen sikre knetraume i
anamnesen. Pasienten og mor hans oppsøkjer fastlegen som
ikkje finn noko gale ved ei vanleg kne-undersøking, men det er
ein lett haltetendens
<<<
Ingen egen vignett.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
A: Med positive rtg. funn for hø. hofte, kva slags sjukdom
er mest sannsynleg? <br>
B: Kvifor?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
A: Hoftesjukdom, mest truleg Calvé-Legg-Perthes
sjukdom <br>
B; Periodevise smerter og halting, alder ved
symtomdebut
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Calvé-Legg-Perthes sjukdom 1 poeng <br>
Periodevise smerter og halting 0,5 poeng <br>
Alder (øvre alder for vanleg debut) 0,5 poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Vignett fra tidligere: <br>
<<<
Petter er ein snart 8 år gamal gut, aktiv i leik og likar spesielt
godt å spele fotball. Dei siste 2 månadene har han klaga over
periodevise smerter i høgre kne. Ingen sikre knetraume i
anamnesen. Pasienten og mor hans oppsøkjer fastlegen som
ikkje finn noko gale ved ei vanleg kne-undersøking, men det er
ein lett haltetendens
<<<
Ingen egen vignett.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
A: Kva er viktig ved behandlingsstart ved denne
sjukdomen?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
A: Ro og kvile, avlasting. <br>
B: Fysioterapi for å sikre god rørsle.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Ro og kvile, avlasting, 1 poeng <br>
Fysioterapi for å sikre god ROM 1 poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
En 21 år gammel mann kommer til fastlegen fordi han sliter
veldig på studiene han nettopp har begynt på. Det største
problemet er å konsentrere seg på forelesningene, at han hele
tiden utsetter skolearbeidet, at han snur døgnrytmen og drikker
for mye alkohol. Han forteller at han fikk diagnosen ADHD i
barndommen, men klarte seg rimelig bra på skolen mens han
bodde hjemme. Nå bor han på studentby langt hjemmefra.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva er de tre kjernesymptomene ved ADHD
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Oppmerksomhetssvikt, hyperaktivitet og impulsivitet
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Alle de tre kjernesymptomene må oppgis
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Vignett fra tidligere: <br>
<<<
En 21 år gammel mann kommer til fastlegen fordi han sliter
veldig på studiene han nettopp har begynt på. Det største
problemet er å konsentrere seg på forelesningene, at han hele
tiden utsetter skolearbeidet, at han snur døgnrytmen og drikker
for mye alkohol. Han forteller at han fikk diagnosen ADHD i
barndommen, men klarte seg rimelig bra på skolen mens han
bodde hjemme. Nå bor han på studentby langt hjemmefra.
<<<
Supplerende vignett: <br>
Du spør ham litt mer detaljert om hva som ikke fungerer i forhold
til å mestre skolearbeidet og de daglige rutinene (eksekutive
funksjoner).
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Nevne to eksempler på hyppig forekommende svikt i
eksekutive funksjoner hos voksne med ADHD.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
1. Organisere, prioritere og aktivere for oppgaver <br>
2. Fokusere, holde oppmerksomhet over tid, og skifte ved
behov <br>
3. Regulere årvåkenhet, opprettholde innsats, holde tempo <br>
4. Arbeidshukommelse <br>
5. Regulere egne handlingsmønster
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
To av de ovennevnte eksemplene må oppgis.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Vignett fra tidligere: <br>
<<<
En 21 år gammel mann kommer til fastlegen fordi han sliter
veldig på studiene han nettopp har begynt på. Det største
problemet er å konsentrere seg på forelesningene, at han hele
tiden utsetter skolearbeidet, at han snur døgnrytmen og drikker
for mye alkohol. Han forteller at han fikk diagnosen ADHD i
barndommen, men klarte seg rimelig bra på skolen mens han
bodde hjemme. Nå bor han på studentby langt hjemmefra.
<<<
Supplerende vignett: <br>
Pasienten forteller også at han sliter mye følelsesmessig, og at
dette kan skape problemer for ham i forhold til familie og venner.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Nevne tre eksempler på hyppig forekommende tegn på
emosjonell dysregulering hos voksne med ADHD.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
1. Lav frustrasjonstoleranse <br>
2. Irritabilitet og raseriutbrudd <br>
3. Emosjonell impulsivitet <br>
4. Stemningssvingninger (som ikke kvalifiserer for affektiv
lidelse) <br>
5. Sårbarhet for kritikk
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Tre av de ovennevnte eksemplene må oppgis.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Vignett fra tidligere: <br>
<<<
En 21 år gammel mann kommer til fastlegen fordi han sliter
veldig på studiene han nettopp har begynt på. Det største
problemet er å konsentrere seg på forelesningene, at han hele
tiden utsetter skolearbeidet, at han snur døgnrytmen og drikker
for mye alkohol. Han forteller at han fikk diagnosen ADHD i
barndommen, men klarte seg rimelig bra på skolen mens han
bodde hjemme. Nå bor han på studentby langt hjemmefra.
<<<
Supplerende vignett: <br>
Symptomer på emosjonell dysregulering ved ADHD kan ha
noen likhetstrekk med milde/moderate symptomer fra det
bipolare spekteret, som bipolar type 2 (forekomst av både
depressive episoder og hypomane episoder).
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Kan du forklare hvordan vi best kan skille mellom ADHD
med mye emosjonelle symptomer, og milde/moderate
symptomer fra det bipolare spekteret?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
1. ADHD kommer oftest til syne i tidlig barndom, mens
bipolar lidelse debuterer oftest seinere i livet. <br>
2. Bipolar lidelse kommer til syne episodisk, mens
symptomer på ADHD er til stede stort sett kontinuerlig. <br>
3. Bipolar lidelse skal ha klare episoder med mani/hypomani,
med økt selvfølelse/grandiose ideer. <br>
4. Oppmerksomhetssvikten er hovedsakelig til stede
episodisk ved bipolar lidelse.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Ett av de ovennevnte eksemplene gir 0,5 poeng, minst to gir ett
poeng.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Vignett fra tidligere: <br>
<<<
En 21 år gammel mann kommer til fastlegen fordi han sliter
veldig på studiene han nettopp har begynt på. Det største
problemet er å konsentrere seg på forelesningene, at han hele
tiden utsetter skolearbeidet, at han snur døgnrytmen og drikker
for mye alkohol. Han forteller at han fikk diagnosen ADHD i
barndommen, men klarte seg rimelig bra på skolen mens han
bodde hjemme. Nå bor han på studentby langt hjemmefra.
<<<
Supplerende vignett: <br>
Du spør også litt om han har noen andre psykiske problemer
eller symptomer som har kommet de siste årene, som
rusmisbruk, depresjoner, angst eller mer personlighetsmessige
vansker.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvorfor er det viktig å gjøre en bred diagnostisk vurdering
ved utredning av ADHD?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
1. Andre psykiske lidelser kan av og til forklare pasientens
symptomer og funksjonsvansker bedre enn ADHD. <br>
2. Det er veldig vanlig med psykiatrisk samsykelighet hos
pasienter med ADHD. <br>
3. Hvis pasienten har andre psykiske lidelser samtidig med
ADHD må man ofte behandle disse før man behandler
ADHD (depresjon, angst, rusmisbruk). <br>
4. Noen psykiske lidelser kan være kontraindikasjon for
oppstart med sentralstimulerende legemidler (pågående
rusmisbruk, alvorlig depresjon, sterk angst,
spiseforstyrrelse).
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Ett av de ovennevnte eksemplene gir 0,5 poeng, minst to gir ett
poeng.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Vignett fra tidligere: <br>
<<<
En 21 år gammel mann kommer til fastlegen fordi han sliter
veldig på studiene han nettopp har begynt på. Det største
problemet er å konsentrere seg på forelesningene, at han hele
tiden utsetter skolearbeidet, at han snur døgnrytmen og drikker
for mye alkohol. Han forteller at han fikk diagnosen ADHD i
barndommen, men klarte seg rimelig bra på skolen mens han
bodde hjemme. Nå bor han på studentby langt hjemmefra.
<<<
Supplerende vignett: <br>
Du tenker at du nå må henvise pasienten til spesialisthelsetjenesten for å få avklart om han fortsatt har ADHD og trenger
behandling.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Nevn minst 3 elementer som er viktig i en utredning av
ADHD hos voksne
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
1. Psykiatrisk og somatisk sykehistorie <br>
2. ADHD spesifikke instrumenter <br>
3. Komparentopplysninger <br>
4. Generell psykiatrisk diagnostikk med MINI plus eller
tilsvarende instrumenter (differensialdiagnostikk) <br>
5. Personlighetsdiagnostikk kan være indisert (for eksempel
SCID-II), nevropsykologiske tester (WAIS)
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Tre av de ovennevnte eksemplene må oppgis.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Vignett fra tidligere: <br>
<<<
En 21 år gammel mann kommer til fastlegen fordi han sliter
veldig på studiene han nettopp har begynt på. Det største
problemet er å konsentrere seg på forelesningene, at han hele
tiden utsetter skolearbeidet, at han snur døgnrytmen og drikker
for mye alkohol. Han forteller at han fikk diagnosen ADHD i
barndommen, men klarte seg rimelig bra på skolen mens han
bodde hjemme. Nå bor han på studentby langt hjemmefra.
<<<
Supplerende vignett: <br>
Hvis pasienten får diagnosen ADHD er det aktuelt å gjøre en
medikamentutprøving med sentralstimulerende legemidler
(metyfenidat/deksamfetamin)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Nevn minst 3 kontraindikasjoner for å gi sentralstimulerende
legemidler til voksne med ADHD.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
1. Pasienter med kjent psykotisk sykdom og bipolar lidelse. <br>
2. Alvorlig depresjon, økt selvmordsfare, akutt ustabilitet. <br>
3. Anorexia nervosa/spiseforstyrrelser. <br>
4. Kardiovaskulære sykdommer som alvorlige arytmier,
koronarsykdom og alvorlig hypertensjon. <br>
5. Pågående rusmisbruk (krav om dokumentert 3 måneders
rusfrihet før oppstart, og gjerne fortsatt under behandling
med SSL)
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Tre av de ovennevnte eksemplene må oppgis.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
En familie på 4 med far 39 år, mor 38 år, datter på 7 år og sønn på 18
år er på tur til hytta på vinterføre. De får skrens på bilen og
frontkolliderer med en møtende bil. Mor blir sittende fastklemt med
begge bena under dashbordet mens far kommer seg ut på egenhånd
men faller om utenfor bilen da venstre fot svikter. Sønnen og datteren
kommer seg ut av bilen på egenhånd.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
I hvilken rekkefølge ville du undersøke en multitraumatisert pasient
klinisk i akuttmottaket?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Luftveier (A), respirasjon (B), sirkulasjon (C), orienterende
nevrologisk status (D). <br>
Hos en multitraume pasient er korrekt undersøkelsesmetodikk først å
orientere seg om vitale funksjoner i nevnte rekkefølge (primary
survey). Ved sekundærundersøkelsen (secondary survey) undersøkes
bevegelsesapparatet nærmere og det gjøres en reevaluering av ABCD
og evt. behandlingstiltak som er satt i gang under og etter
primærundersøkelsen.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Spørsmålet skal få studenten til å angi at det i første omgang skal legges
vekt på klinisk undersøkelse av kritiske funksjoner hos multitraumepasienten. Her gis det 1 poeng dersom studenten angir
ABCD og ytterligere 0,5 poeng om hen nevner sekundærundersøkelse.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Vignett fra tidligere: <br>
<<<
En familie på 4 med far 39 år, mor 38 år, datter på 7 år og sønn på 18
år er på tur til hytta på vinterføre. De får skrens på bilen og
frontkolliderer med en møtende bil. Mor blir sittende fastklemt med
begge bena under dashbordet mens far kommer seg ut på egenhånd
men faller om utenfor bilen da venstre fot svikter. Sønnen og datteren
kommer seg ut av bilen på egenhånd.
<<<
Ingen egen vignett.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke radiologiske undersøkelser er de viktigste under
primærundersøkelsen i mottagelsen hos en uavklart pasient med
flerskade (multitraume)?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Rtg thorax, rtg bekken og FAST ultralyd.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Spørsmålet er ute etter at studenten skal angi de viktigste radiologiske
undersøkelsen hos en pasient tidlig i traumeforløpet der en ikke vet om
pasienten er stabil fysiologisk eller ikke («uavklart» pasient). Korrekt
angivelse av 1-2 modaliteter gir 0,5 poeng, 1 poeng for alle tre
modaliteter. <br>
I og med at pasienten er uavklart (dvs. vi vet ikke om hen er stabil eller
ikke) gir ikke CT som svar noe poeng (eks. rtg thorax + rtg bekken +
CT = 0,5 poeng).
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Vignett fra tidligere: <br>
<<<
En familie på 4 med far 39 år, mor 38 år, datter på 7 år og sønn på 18
år er på tur til hytta på vinterføre. De får skrens på bilen og
frontkolliderer med en møtende bil. Mor blir sittende fastklemt med
begge bena under dashbordet mens far kommer seg ut på egenhånd
men faller om utenfor bilen da venstre fot svikter. Sønnen og datteren
kommer seg ut av bilen på egenhånd.
<<<
Supplerende vignett: <br>
Etter avklaring i mottakelsen, fraktes mor til observasjonspost. Der tas
det et røntgenbilde som viser en crusfraktur høyre side, ingen frakturer
på venstre side. Det er nå gått 6 timer siden ulykken og hun klager over
økende smerter i venstre legg. Leggen er spent og hard og det er nedsatt
puls distalt.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilken tilstand kan ha oppstått? Begrunn svaret. Hvordan ville du gått
frem for å få nærmere diagnostikk av denne tilstanden og hvordan ville
du evt. behandle dette?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Sannsynlig diagnose er kompartment syndrom. På grunn av
klemskaden, har det oppstått blødning i leggmuskulatur som er omgitt
av senehinner (muskellosjer). Ved pågående blødning, øker trykket og
sirkulasjonen til legg og fot komprimeres. Etter hvert oppstår det
smerter på grunn av ischemi. Tilstanden kan evt. verifiseres med
trykkmåling men klinikk alene med uforholdsmessig mye smerter gjør
at diagnosen er høyst aktuell. Behandling er spalting av muskellosjer
(fasciotomi) så raskt som mulig når mistanken har oppstått for å unngå
nekrose i muskulaturen med påfølgende muskelsvinn og skade på
perifere nerver, særlig n. peroneus som er mest utsatt.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Spørsmålet dreier seg om en forholdsvis vanlig komplikasjon ved
høyenergiskader mot underekstremitet. 1 poeng for å nevne
kompartmensyndrom og 1 poeng å angi behandling ved denne
tilstanden.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Vignett fra tidligere: <br>
<<<
En familie på 4 med far 39 år, mor 38 år, datter på 7 år og sønn på 18
år er på tur til hytta på vinterføre. De får skrens på bilen og
frontkolliderer med en møtende bil. Mor blir sittende fastklemt med
begge bena under dashbordet mens far kommer seg ut på egenhånd
men faller om utenfor bilen da venstre fot svikter. Sønnen og datteren
kommer seg ut av bilen på egenhånd.
<<<
Supplerende vignett: <br>
Far blir innlagt på intensiv overvåkning etter traumemottak. Rtg thorax
viser ingen patologi. Han klager over smerter i venstre lår.
Undersøkelse på intensivavdeling gir ikke mistanke om andre skader.
Det blir tatt et røntgenbilde som viser: <br>
[img[IIC-2023v-1D.png]] <br>
Neste dag på intensiven er bruddet fremdeles ikke behandlet. Det
registreres nå en respirasjonsfrekvens på 23 og han oppleves som
forvirret og urolig. Nytt rtg thorax viser ingen tegn til pneumothorax.
Det blir det tatt blodgasser som viser (normverdier til høyre): <br>
pH 7,25 (7,360 – 7,440) <br>
paCO2 8,7 kPa (4, 64 – 6,40) <br>
HCO3
-
27 mmol/l ( 22,0 – 26,0) <br>
BE -5 mmol/l (-3,0 – 3,0) <br>
PaO2 8 kPa ( 11,0 – 13,0) <br>
SaO2 79 % (97 – 98)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
a) Hvor foreligger bruddet (anatomisk lokalisasjon)? <br>
b) Hvilken komplikasjon kan ha oppstått? Begrunn svaret.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
a) Bildet viser en skaftfraktur i femur/lårbensbrudd. <br>
b) Fettpartikler fra åpen benmarg i femurskaftet kan lekke ut i
mikrosirkulasjonen. Disse partiklene er trombogene og når de fraktes
til lungevev, kan det føre til lungeemboli både ved at små fettvakuoler
tetter lunge kapillærer men også ved at de initierer en
inflammasjonsreaksjon i lungevevet. Dette hindrer gassvekslingen mellom alveoler og lunge kapillærer. En CO2 økning og samtidig lav
pH verdi mens HCO3
-
holder seg nesten normalt skulle tyde på at det
foreligger en akutt respiratorisk acidose. Imidlertid er BE noe endret
og en komponent av metabolsk acidose som følge av vevsdestruksjon
kan også forventes.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Spørsmålet dreier seg om å kunne angi korrekt anatomisk lokalisasjon
og beskrivelse av et benbrudd ut i fra røntgen bilder uten at nærmere
klassifikasjon (AO etc.) er nødvendig. I tillegg bes studenten redegjøre
for en ikke uvanlig men fryktet komplikasjon av en fraktur i store
rørknokler ved en høyenergiskade. Klinikk med økt
respirasjonsfrekvens, urolig pasient og patologiske blodgassverdier,
skal sette studenten på sporet av diagnosen lungeemboli. <br>
a) Lokalisasjon av frakturen til femur gir 0,5 poeng og riktig angivelse
av sted på femur i.e. en skaft fraktur, gir 0,5 poeng i tillegg. <br>
b) At studenten angir diagnosen «lungeemboli» gir 1 poeng. <br>
Forklaring av mulig patofysiologisk mekanisme («begrunn svaret») gir
1 poeng i tillegg
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Vignett fra tidligere: <br>
<<<
En familie på 4 med far 39 år, mor 38 år, datter på 7 år og sønn på 18
år er på tur til hytta på vinterføre. De får skrens på bilen og
frontkolliderer med en møtende bil. Mor blir sittende fastklemt med
begge bena under dashbordet mens far kommer seg ut på egenhånd
men faller om utenfor bilen da venstre fot svikter. Sønnen og datteren
kommer seg ut av bilen på egenhånd.
<<<
Supplerende vignett: <br>
Sønnen på 18 år kommer seg ut av bilen på egenhånd. På vei bort til
ambulansen sklir han imidlertid på isen og kjenner en vridning i
ankelen som han beskriver som et «kraftig overtråkk». Du undersøker
ham i mottagelsen og finner ingen andre tegn til skader utenom smerter
i høyre legg og ankel. Det er ingen tegn til direkte skade mot leggen.
Du rekvirerer røntgenbilder av ankel og legg
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke skader foreligger på disse røntgenbildene? <br>
[img[IIC-2023v-1E.png]]
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Siden det ikke foreligger mistanke om direkte skade og siden pasienten
forteller om en mulig rotasjon («overtråkk») i ankelen, er det mest sannsynlig at det foreligger en skade på syndesmoseligamenter i
ankelen («Maisonneuve» skade). I skadeøyeblikket oppstår det en
rotasjon i ankelgaffelen. Rotasjonskreftene går først gjennom
ligamentapparatet og forplanter seg deretter videre langs membrana
interossea mellom tibia og fibula og forårsaker en høy fibulafraktur
som på bildet.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Studenten får 0,5 poeng for beskrivelse av at det foreligger en høy
fibulafraktur og i tillegg 1 poeng for å påpeke at det foreligger en
feilstilling i ankelleddet på bakgrunn av ligamentskader med
syndesmoseskade som den viktigste strukturen som er skadet.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Vignett fra tidligere: <br>
<<<
En familie på 4 med far 39 år, mor 38 år, datter på 7 år og sønn på 18
år er på tur til hytta på vinterføre. De får skrens på bilen og
frontkolliderer med en møtende bil. Mor blir sittende fastklemt med
begge bena under dashbordet mens far kommer seg ut på egenhånd
men faller om utenfor bilen da venstre fot svikter. Sønnen og datteren
kommer seg ut av bilen på egenhånd.
<<<
Supplerende vignett: <br>
Datteren på 7 år klager over vondt i armen og ved ankomst sykehuset
blir det tatt et rtg bilde: <br>
[img[IIC-2023v-1F.png]]
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilen type brudd (ikke klassifikasjon) er dette? Etter behandling,
hvordan ville du fulgt opp pasienten? Begrunn svaret.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Dette er en epifysiolysefraktur i distale radius etter et høyenergitraume.
Disse frakturene skal reponeres og enten behandles konservativt med
gips eller pinnes i tillegg til gips (som oftest etter høyenergiskader).
Pasienten skal følges i minst 6 mnd for å kontrollere at det ikke
tilkommer arrest av vekstskiven som kan gi feilstilling i
knokkelen/håndleddet.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Spørsmålet dreier seg om en av de vanligste typene barnefrakturer og
oppfølging av disse. <br>
Klassifiseringen av frakturen som skade på epifyseskien gir i seg selv
0,5 poeng. <br>
0,5 poeng gis også om studenten forklarer viktigheten av å følge opp
disse pasientene over tid for å fange evt. vekstarrest.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
En 56 år gammel mann bor i et gammelt hus, som ligger litt unna
i skogen. Han er tilsynelatende lite interessert i sine naboer og
så langt du kjenner til har han ingen venner eller
kjæresteforhold, trives best i eget selskap. Du har vært mannens
fastlege i mange år, men kjenner ham ikke godt. Han kommer
sjeldent innom legekontoret, og da kun når han har fått
småskader på sine skogsturer. Behandlingen blir da ofte litt
vanskelig, siden han er mistenksom mot deg og andre
mennesker generelt, mot vestlig medisin og i alle fall mot
tabletter. Du vurderer ham imidlertid ikke som paranoid. Han
fremstår litt påfallende, «grinete», smiler ikke, forteller ofte om et
spøkelse som går igjen i skogen. Han påstår at han har gjenkjent
og sett spøkelser i forskjellige trær. Han fastholder at spesielle
steinformasjoner, trær og dyr har en sammenheng med
hverandre og ham. Han tolker ting rundt seg med stor betydning
for ham selv, hans eget liv og spiritualitet. Om dagene er han en
del ute i naturen, grubler mye og følger noen påfallende ritualer
for å roe ned spøkelset. Han er ellers somatisk frisk. Dette har
vært slik i den tiden du har vært hans fastlege og ifølge
pasienten har det vært slik hele hans liv.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Nevn (bare!) 4 av pasientens symptomer som kommer frem i
vignetten og burde beskrives i pasientens psykiske status
presens
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Selvhenføringsideer, magisk tenkning, vrangforestillinger,
illusjoner, grubling, tvangshandlinger/tvangsritualer,
mistenksomhet, nedsatt interesse, sosial isolasjon, nedsatt
glede/affektmodulasjon
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Hvert symptom gir 0,5 poeng. Bare de første 4 svar kan gi
poeng.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Vignett fra tidligere: <br>
<<<
En 56 år gammel mann bor i et gammelt hus, som ligger litt unna
i skogen. Han er tilsynelatende lite interessert i sine naboer og
så langt du kjenner til har han ingen venner eller
kjæresteforhold, trives best i eget selskap. Du har vært mannens
fastlege i mange år, men kjenner ham ikke godt. Han kommer
sjeldent innom legekontoret, og da kun når han har fått
småskader på sine skogsturer. Behandlingen blir da ofte litt
vanskelig, siden han er mistenksom mot deg og andre
mennesker generelt, mot vestlig medisin og i alle fall mot
tabletter. Du vurderer ham imidlertid ikke som paranoid. Han
fremstår litt påfallende, «grinete», smiler ikke, forteller ofte om et
spøkelse som går igjen i skogen. Han påstår at han har gjenkjent
og sett spøkelser i forskjellige trær. Han fastholder at spesielle
steinformasjoner, trær og dyr har en sammenheng med
hverandre og ham. Han tolker ting rundt seg med stor betydning
for ham selv, hans eget liv og spiritualitet. Om dagene er han en
del ute i naturen, grubler mye og følger noen påfallende ritualer
for å roe ned spøkelset. Han er ellers somatisk frisk. Dette har
vært slik i den tiden du har vært hans fastlege og ifølge
pasienten har det vært slik hele hans liv.
<<<
Ingen egen vignett.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Nevn (bare!) 4 forskjellige symptomkategorier i psykisk
status presens som pasienten viser symptomer på.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
- Tankeinnhold (selvhenføringsideer, vrangforstyrrelser, magisk
tenkning, eventuell mistenksomhet, eventuell grubling) <br>
- Persepsjon (illusjoner) <br>
- Formell tankeforstyrrelse (grubling) <br>
- Tvang (tvangshandlinger, tvangsritualer, eventuell grubling)
(Formell) Kontakt (mistenksomhet) <br>
- Affekt (grinete, nedsatt glede/affektmodulasjon)
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Hvert riktig symptomkategori gir 0,5 poeng. Bare de første 4 svar
kan gi poeng.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Vignett fra tidligere: <br>
<<<
En 56 år gammel mann bor i et gammelt hus, som ligger litt unna
i skogen. Han er tilsynelatende lite interessert i sine naboer og
så langt du kjenner til har han ingen venner eller
kjæresteforhold, trives best i eget selskap. Du har vært mannens
fastlege i mange år, men kjenner ham ikke godt. Han kommer
sjeldent innom legekontoret, og da kun når han har fått
småskader på sine skogsturer. Behandlingen blir da ofte litt
vanskelig, siden han er mistenksom mot deg og andre
mennesker generelt, mot vestlig medisin og i alle fall mot
tabletter. Du vurderer ham imidlertid ikke som paranoid. Han
fremstår litt påfallende, «grinete», smiler ikke, forteller ofte om et
spøkelse som går igjen i skogen. Han påstår at han har gjenkjent
og sett spøkelser i forskjellige trær. Han fastholder at spesielle
steinformasjoner, trær og dyr har en sammenheng med
hverandre og ham. Han tolker ting rundt seg med stor betydning
for ham selv, hans eget liv og spiritualitet. Om dagene er han en
del ute i naturen, grubler mye og følger noen påfallende ritualer
for å roe ned spøkelset. Han er ellers somatisk frisk. Dette har
vært slik i den tiden du har vært hans fastlege og ifølge
pasienten har det vært slik hele hans liv.
<<<
Ingen egen vignett.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilken diagnose er mest sannsynlig?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Schizotyp lidelse eller schizotyp personlighetsforstyrrelse
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Det gis 2 poeng for riktig diagnose schizotyp lidelse (ICD) eller
schizotyp personlighetsforstyrrelse (DSM) <bR>
Det gis 1 poeng for en F2 diagnose med hovedsakelig kronisk
forløp som paranoid psykose eller vrangforestillingslidelse. <br>
Det gis 0,5 poeng for en F2 diagnose som er hovedsakelig
episodisk, men kan gå over i et kronisk forløp etter en tidligere
episode, som for eksempel alle typer schizofreni <br>
Det gis ikke noe poeng for «psykose», da dette ikke er en
diagnose, men et syndrom
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Vignett fra tidligere: <br>
<<<
En 56 år gammel mann bor i et gammelt hus, som ligger litt unna
i skogen. Han er tilsynelatende lite interessert i sine naboer og
så langt du kjenner til har han ingen venner eller
kjæresteforhold, trives best i eget selskap. Du har vært mannens
fastlege i mange år, men kjenner ham ikke godt. Han kommer
sjeldent innom legekontoret, og da kun når han har fått
småskader på sine skogsturer. Behandlingen blir da ofte litt
vanskelig, siden han er mistenksom mot deg og andre
mennesker generelt, mot vestlig medisin og i alle fall mot
tabletter. Du vurderer ham imidlertid ikke som paranoid. Han
fremstår litt påfallende, «grinete», smiler ikke, forteller ofte om et
spøkelse som går igjen i skogen. Han påstår at han har gjenkjent
og sett spøkelser i forskjellige trær. Han fastholder at spesielle
steinformasjoner, trær og dyr har en sammenheng med
hverandre og ham. Han tolker ting rundt seg med stor betydning
for ham selv, hans eget liv og spiritualitet. Om dagene er han en
del ute i naturen, grubler mye og følger noen påfallende ritualer
for å roe ned spøkelset. Han er ellers somatisk frisk. Dette har
vært slik i den tiden du har vært hans fastlege og ifølge
pasienten har det vært slik hele hans liv.
<<<
Supplerende vignett: <br>
Du møter pasienten ved et annet tilfelle. Han forteller at søstera
hans hadde ringt for noen dager siden for å si ifra at deres mor
døde. Han er opprørt og tydelig stresset. Han virker nå litt
paranoid og snakker litt mer omstendelig og usammenhengende,
men du forstår fortsatt det han prater om. Han virker litt mer
bisarr og er overbevist om at skogsspøkelset har tatt livet av
mora hans fordi han ikke har tilfredsstilt det med sine ritualer. I
går ble han skremt av at han har sett mora si gående gjennom
skogen. Han sover dårlig.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Ønsker du å endre på diagnosen du har tidligere valgt,
ønsker du å tilføre en diagnose som kun forklarer det
aktuelle, eller ønsker du å bruke samme diagnosen som før?
Begrunn ditt svar.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Det gis poeng for å ikke endre på diagnosen med god
begrunnelse om at psykotiske lidelser samt
personlighetsforstyrrelser kan forstås som spektrum lidelser med
varierende symptomtrykk, for eksempel dekompensering av en
(schizotyp) personlighetsforstyrrelse. <br>
Det kan også gis poeng for at diagnosen ikke endres, men at
han har en stressreaksjon idet det er en vesentlig endring i livet
for en mann med en diagnose som tilsier at han er lite fleksibel
og takler endringer dårlig. <br>
Det gis poeng for å tilføre en diagnose til grunnlidelsen, dersom
grunnlidelsen var en personlighetsforstyrrelse. Tilført diagnose
bør da være av episodisk, ikke kronisk karakter, for eksempel
F23, for å forklare den akutte tilstanden.<br>
Må vurderes ellers etter skjønn av eksaminator/sensor
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Vignett fra tidligere: <br>
<<<
En 56 år gammel mann bor i et gammelt hus, som ligger litt unna
i skogen. Han er tilsynelatende lite interessert i sine naboer og
så langt du kjenner til har han ingen venner eller
kjæresteforhold, trives best i eget selskap. Du har vært mannens
fastlege i mange år, men kjenner ham ikke godt. Han kommer
sjeldent innom legekontoret, og da kun når han har fått
småskader på sine skogsturer. Behandlingen blir da ofte litt
vanskelig, siden han er mistenksom mot deg og andre
mennesker generelt, mot vestlig medisin og i alle fall mot
tabletter. Du vurderer ham imidlertid ikke som paranoid. Han
fremstår litt påfallende, «grinete», smiler ikke, forteller ofte om et
spøkelse som går igjen i skogen. Han påstår at han har gjenkjent
og sett spøkelser i forskjellige trær. Han fastholder at spesielle
steinformasjoner, trær og dyr har en sammenheng med
hverandre og ham. Han tolker ting rundt seg med stor betydning
for ham selv, hans eget liv og spiritualitet. Om dagene er han en
del ute i naturen, grubler mye og følger noen påfallende ritualer
for å roe ned spøkelset. Han er ellers somatisk frisk. Dette har
vært slik i den tiden du har vært hans fastlege og ifølge
pasienten har det vært slik hele hans liv.
<<<
Supplerende vignett: <br>
Pasienten har høyt lidelsestrykk og virker fortvilet. Han ønsker
hjelp i form av noen tabletter for å roe seg ned, slik at han kan tenke klarere. Han har ikke vært særlig tilgjengelig for
medikamentell behandling tidligere.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Nevn (bare!) tre typer medikamenter som generelt er indisert
for å behandle grunnlidelsen eller de mer akutte
symptomene. Marker medikamentgruppen som du anser
som mest viktig og begrunn ditt svar.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Antipsykotika/nebvroleptika, hypnotika/sovemedisin,
benzodiazepiner/anxiolytika
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0,5 poeng for hver nevnt gruppe (eller konkret preparat av denne
gruppen). 0,5 poeng ekstra dersom hypnotika eller
benzodiazepiner er markert. <br>
Begrepet z-preparat(er) gir poeng som sovemedisin.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Vignett fra tidligere: <br>
<<<
En 56 år gammel mann bor i et gammelt hus, som ligger litt unna
i skogen. Han er tilsynelatende lite interessert i sine naboer og
så langt du kjenner til har han ingen venner eller
kjæresteforhold, trives best i eget selskap. Du har vært mannens
fastlege i mange år, men kjenner ham ikke godt. Han kommer
sjeldent innom legekontoret, og da kun når han har fått
småskader på sine skogsturer. Behandlingen blir da ofte litt
vanskelig, siden han er mistenksom mot deg og andre
mennesker generelt, mot vestlig medisin og i alle fall mot
tabletter. Du vurderer ham imidlertid ikke som paranoid. Han
fremstår litt påfallende, «grinete», smiler ikke, forteller ofte om et
spøkelse som går igjen i skogen. Han påstår at han har gjenkjent
og sett spøkelser i forskjellige trær. Han fastholder at spesielle
steinformasjoner, trær og dyr har en sammenheng med
hverandre og ham. Han tolker ting rundt seg med stor betydning
for ham selv, hans eget liv og spiritualitet. Om dagene er han en
del ute i naturen, grubler mye og følger noen påfallende ritualer
for å roe ned spøkelset. Han er ellers somatisk frisk. Dette har
vært slik i den tiden du har vært hans fastlege og ifølge
pasienten har det vært slik hele hans liv.
<<<
Ingen egen vignett.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke andre ikke-medikamentelle tiltak kan du tilby pasienten
med tanke på både den akutte fasen og den langvarige
tilstanden?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Psykoedukasjon, støttesamtaler, kommunale tilbud som
dagtilbud, innleggelse, verge, etc.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0,5 poeng per tiltak som gir mening
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
90 år gammel mann som falt fra egen høyde i hjemmet sitt. Kjent
osteoporose. Klinisk vurdering gir mistanke om mulig fraktur i
høyre hofteledd eller bekken. Det er tatt røntgen protese bekken
frontopptak samt innskudd bildet av høyre hofteledd.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva ser du etter på disse røntgenbildene som vil øke
mistanken om fraktur? beskriv
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Ser etter corticale defekter eller diskontinuitet i korteks. Vurder
om trabekelverket ser normalt ut, tegn til forstyrret arkitektur.
Abrupt endret ytre kontur av benet. Ser etter løse benfragmenter.
Sjekker anatomiske akser og mulig avvik. Sjekker
bløtdelshevelse.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
2 poeng for beskrivelse av vurdering av avbrudt korteks som
sikker tegn for fraktur.samt andre argumenter som gir
frakturmistanke dvs løse benfragmenter, akseavvik,
bløtdelshevelse hvor man sjekker for underliggende fraktur eller
endring i trabekelstruktur men kanskje bevart ytre korteks. <br>
1 poeng gis ved kun å nevne en av oppførte tegn til mulig fraktur
på røntgen.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Tidligere vignett:
<<<
90 år gammel mann som falt fra egen høyde i hjemmet sitt. Kjent
osteoporose. Klinisk vurdering gir mistanke om mulig fraktur i
høyre hofteledd eller bekken. Det er tatt røntgen protese bekken
frontopptak samt innskudd bildet av høyre hofteledd.
<<<
Ingen egen vignett.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvorfor er det tatt både frontopptak av bekken og innskudd
bildet av hofteledd og ikke Lauenstein-projeksjon?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Et prinsipp i røntgen for best mulig deteksjon av mulige frakturer
er krav om minst to ortogonale projeksjoner. Ved frakturmistanke
i hofte er det standard med front bekken samt innskudd bilde av
relevant hofte som er en teknikk for fremstilling av hofteledd i
sideplan ved smerter/immobilitet.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 poeng gis for å gå inn på basal prinsipp å kreve minst 2
ortogonale projeksjoner ved utredning av mulig fraktur. <br>
1 poeng gis for å forklare hva et innskutt bildet i sammenheng
med mistanke om hoftefraktur er. Man kan ikke ta standard
opptak med sideplan av type Lauenstein-opptak siden pasienten
har smerter etter et fall. Med et innskutt bildet velger man en
teknikk å lage likevel et sideplan med horisontal strålegang med
innskutt av røntgenfotoner fra medialt mot lateralt gjennom
hofteleddet med friske hofte i 90 graders fleksjonsstilling.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Tidligere vignett:
<<<
90 år gammel mann som falt fra egen høyde i hjemmet sitt. Kjent
osteoporose. Klinisk vurdering gir mistanke om mulig fraktur i
høyre hofteledd eller bekken. Det er tatt røntgen protese bekken
frontopptak samt innskudd bildet av høyre hofteledd.
<<<
Supplerende vignett: <br>
Røntgensvar beskriver «ingen sikker fraktur påvist men svært
redusert bildekvalitet pga lav bentetthet slik at fraktur ikke kan
utelukkes. Nødvendig med klinisk vurdering.»
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilken bildemodalitet er mest sensitiv til å detektere mulig
fraktur ved denne osteoporotiske pasienten? forklar
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
MR av bekken med begge hofter er mest sensitiv å detektere
frakturer i et osteoporotisk skjelett. Høy sensitivitet for
benmargsødem som er uttrykk ( i traumesammenheng) for
fraktur. CT er et mulig valg for bedre frakturdeteksjon enn med
konvensjonell røntgen men har sine begrensninger ved redusert
benkvalitet pga kjent osteoporose. En negativ CT ville ikke
utelukke fraktur.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
2 poeng for å resonere rundt styrken av MR ved osteoporose
som gir høyest sensitivitet å detektere benmargsødem . MR er
ikke avhengig av bentetthet til å vise benmargsødem som CT,
som er en røntgenbasert undersøkelse, hvor
benrekonstruksjoner blir av dårlig bildekvalitet i tynne snitt ved
osteoporose slik at en kan miste fraktur. <br>
Benmargsødem som uttrykk for skadet i medullært benvev som
ved fraktur vil føre til diagnosen for denne pasienten. MRsekvenser som er best egnet for framstilling av benmargsødem
er væskefølsomme sekvenser som f.eks T2 stir.I dette området
med økt væskesignal pga ødem i benmargen får en signalbortfall
av fett på tilsvarende T1-vektet sekvens. <br>
1 poeng gis for kun kort svar med MR som modalitet men uten
nærmere forklaring av styrken som i dette tilfelle betyr uavhengig
av osteoporose og mulighet å påvise benmargsødem som
indirekt tegn for fraktur.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Tidligere vignett:
<<<
90 år gammel mann som falt fra egen høyde i hjemmet sitt. Kjent
osteoporose. Klinisk vurdering gir mistanke om mulig fraktur i
høyre hofteledd eller bekken. Det er tatt røntgen protese bekken
frontopptak samt innskudd bildet av høyre hofteledd.
<<<
Supplerende vignett: <br>
Det blir på MR hofte/bekken påvist en pertrochantær udislosert
femurfraktur på høyre side. Operativ tilnærming med med
gamma-nagl med collumskrue.
Du er bedt om å rekvirere postoperative røntgenbilder dagen
etter utført operasjon av denne pasienten.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilken bilder (inkludert ønskete projeksjoner) rekvirerer du?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Røntgen protesebekken frontopptak samt innskudd bildet av
høyre hofteledd.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
2 poeng for å be om 2 ortogonale projeksjoner også
postoperativt til å kunne vurdere mulig tilkommet fraktur under
operasjon samt kunne vurdere korrekt posisjon av
osteosyntesen. <br>
Det gis ikke 2 poeng for kun skrive sideopptak uten å gå
nærmere inn til innskutt teknikk (i dette tilfelle også postoperativt
ikke relevant med Lauenstein-projeksjoner pga postoperativ
immobilitet). <br>
Kun 1 poeng gis hvis man enten kun ber to ortogonale
projeksjoner uten å nevne disse projeksjoner eller ikke
klassifisere hvilken sideprojeksjon en ønsker.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Tidligere vignett:
<<<
90 år gammel mann som falt fra egen høyde i hjemmet sitt. Kjent
osteoporose. Klinisk vurdering gir mistanke om mulig fraktur i
høyre hofteledd eller bekken. Det er tatt røntgen protese bekken
frontopptak samt innskudd bildet av høyre hofteledd.
<<<
Supplerende vignett: <br>
Ved 3 mnd klinisk kontroll hos ortoped klager pasienten over
økende smerter etter belastningen i høyre hofteledd etter lengre
gåturer. Har begynt å halte igjen. Intet nytt traume.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvorfor kunne det vært relevant å rekvirere nye
røntgenbilder nå? Hvilken tilkommet patologi kan tenkes?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Kan tenkes: osteosyntesesvikt. Tilkommet fraktur pga
osteoporotisk benvev (insuffisiens fraktur mest relevant) uten
nødvendigvis nytt traume. Feilstilling i operert pertrochantær
fraktur under belastningen.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Åpent spørsmål som krever litt resonering over mulig tilkommet
patologi ved innsatt osteosyntese i osteoporotisk benvev. <br>
1 poeng gis for resoneringer rundt mulighet for
osteosyntesesvikt relatert til enten collumskruen som beveger
seg ut av sin posisjon. Ofte dynamisk collumskrue slik at den kan
går ut langt lateralt og irriterer bløtvevet. Det er mulig at selve
materiale får seg en knekk/brudt skrue. Nok for å få 1 poeng å
nevne osteosyntesesvikt/-haveri som grunn for nytt røntgen.
1 poeng gis for å reflektere rundt mulighet for en tilkommet <br>
fraktur hos en i basis osteoporotisk pasient hvor
insuffisiensfrakturer er vanlig å få uten nytt traume pga svekket
benkvalitet. Det kan ha oppstått ny feilstilling i den
pertrochantære frakturen eller f.eks en ny fraktur i fremre
bekkenring under belastningen i mobiliseringsfasen.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
En ambulanse kommer inn på legevakten med en kvinne på 34
år etter en trafikkulykke. Hun mistet styring over bilen da hun ble
blendet av solen i en sving, kom over i motsatte kjørefelt og
unngikk front-mot-front kollisjon ved å kjøre av veien. Bilen gikk
rundt. Pasienten har et kutt i pannen og klager over smerter i
mage og bryst. Hun er urolig, sier at hun må på jobb og passe
arbeidet sitt. Virker ikke som om ulykken riktig er gått opp for
henne, blir sint når du sier at hun må bli på legevakten for
undersøkelse. Puls 120, BT: 180/120.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva kalles den psykiske tilstanden kvinnen er i, og hvilke
opplysninger gir støtte for din vurdering.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Akutt belastningslidelse. <br>
Vært utsatt for alvorlig traumatisk enkelthendelse for kort tid
siden (minutter – 48 timer). Er forvirret, virker desorientert, urolig. <br>
Tegn på aktivering av det sympatiske nervesystem med høy puls
og høyt BT
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1,0 poeng for navn <br>
0,5 poeng for å nevne symptomer <br>
0,5 poeng for å nevne sympatikus aktivering
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Tidligere vignett:
<<<
En ambulanse kommer inn på legevakten med en kvinne på 34
år etter en trafikkulykke. Hun mistet styring over bilen da hun ble
blendet av solen i en sving, kom over i motsatte kjørefelt og
unngikk front-mot-front kollisjon ved å kjøre av veien. Bilen gikk
rundt. Pasienten har et kutt i pannen og klager over smerter i
mage og bryst. Hun er urolig, sier at hun må på jobb og passe
arbeidet sitt. Virker ikke som om ulykken riktig er gått opp for
henne, blir sint når du sier at hun må bli på legevakten for
undersøkelse. Puls 120, BT: 180/120.
<<<
Supplerende vignett: <br>
Pasienten møter en uke senere til sin fastlege. Hun forteller at
hun fortsatt ser hele hendelsesforløpet for seg; bilen som
kommer mot henne og angsten for kollisjon. Har ikke kjørt siden
ulykken. Hun sover dårlig og er stadig redd for at noe skal hende
henne selv eller familien. Hun spør etter beroligende medisiner.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvordan oppfatter du pasientens psykiske tilstand og hvilke
tiltak vil du gjøre i dag? Begrunn svaret.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Pasienten har noen posttraumatiske symptomer
(gjenopplevelser, unnvikelse og arousal), men de fleste personer
får ikke vedvarende symptomer etter en traumatisk hendelse. Du
gir psykoedukasjon om vanlige traumereaksjoner, velger
watchfull waiting og setter henne opp til ny time 3 uker senere. <br><br>
Angående medikamenter kan det være rimelig å gi noe
innsovningsmedisin et par dager for at pasienten skal få
nødvendig hvile. Benzodiazepin kan unntaksvis forskrives, men
med stor forsiktighet da det kan virke negativt ved å hemme
kriseprosess og -bearbeiding. Videre kan det være risiko for at
hun blir slapp og passiv.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0,5 poeng for å nevne posttraumatiske symptomer. Nevnes
PTSD gis ikke poeng, da det er for tidlig for denne diagnose <br>
0,5 poeng for å nevne watchfull waiting/sette opp time etter 3-4
uker <br>
0,5 poeng for å være forsiktig med beroligende <br>
0,5 poeng for å reflektere rundt bruk av medikamenter
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Tidligere vignett:
<<<
En ambulanse kommer inn på legevakten med en kvinne på 34
år etter en trafikkulykke. Hun mistet styring over bilen da hun ble
blendet av solen i en sving, kom over i motsatte kjørefelt og
unngikk front-mot-front kollisjon ved å kjøre av veien. Bilen gikk
rundt. Pasienten har et kutt i pannen og klager over smerter i
mage og bryst. Hun er urolig, sier at hun må på jobb og passe
arbeidet sitt. Virker ikke som om ulykken riktig er gått opp for
henne, blir sint når du sier at hun må bli på legevakten for
undersøkelse. Puls 120, BT: 180/120.
<<<
Supplerende vignett: <br>
Pasienten følges opp av fastlege gjennom de følgende 6
måneder. Hun ønsker ikke å snakke mer om ulykken, sier hun vil
legge den bak seg. Klager over at hun er anspent og irritabel.
Har smerter i nakke og skuldre, sover dårlig og har maretitt. Kan
få sterk angst hvis hun må gå ut når solen skinner, da tar hun på
solbriller. Har fått ny bil, men tar helst buss, selv om det tar
ekstra tid. Forsøker å høre lydbok på bussen og sitter med
blikket i fanget fordi hun ikke vil se ut.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva kalles denne psykiske tilstanden og hvilke opplysninger
bygger du dette på?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
PTSD <br>
Gjenopplevelser: mareritt, minnebilder og angst i sollys. <br>
Unnvikende: unngår å snakke om ulykke, kjøre bil, se ut. <br>
Arousal: anspent, irritabel, sover dårlig
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0,5 poeng for navn PTSD <br>
0,5 poeng for hver av disse symptomer med eksempler:
gjenopplevelser, unnvikelser og arousal
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Tidligere vignett:
<<<
En ambulanse kommer inn på legevakten med en kvinne på 34
år etter en trafikkulykke. Hun mistet styring over bilen da hun ble
blendet av solen i en sving, kom over i motsatte kjørefelt og
unngikk front-mot-front kollisjon ved å kjøre av veien. Bilen gikk
rundt. Pasienten har et kutt i pannen og klager over smerter i
mage og bryst. Hun er urolig, sier at hun må på jobb og passe
arbeidet sitt. Virker ikke som om ulykken riktig er gått opp for
henne, blir sint når du sier at hun må bli på legevakten for
undersøkelse. Puls 120, BT: 180/120.
<<<
Ingen egen vignett.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvordan kan du som fastlege hjelpe pasienten å håndtere
sine symptomer?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
A) Gi psykoedukasjon om traumatiske krisereaksjoner <br>
B) Få henne til å fortelle om hendelsen, forankre den i tid/sted. <br>
C) Ha fokus på her og nå, skille fortid og nåtid. <br>
D) Oppfordre henne til å kjøre bil igjen, avbetinge angsten.
Toleransevindu.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0,5 poeng for hver teknikk, maks to poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Tidligere vignett:
<<<
En ambulanse kommer inn på legevakten med en kvinne på 34
år etter en trafikkulykke. Hun mistet styring over bilen da hun ble
blendet av solen i en sving, kom over i motsatte kjørefelt og
unngikk front-mot-front kollisjon ved å kjøre av veien. Bilen gikk
rundt. Pasienten har et kutt i pannen og klager over smerter i
mage og bryst. Hun er urolig, sier at hun må på jobb og passe
arbeidet sitt. Virker ikke som om ulykken riktig er gått opp for
henne, blir sint når du sier at hun må bli på legevakten for
undersøkelse. Puls 120, BT: 180/120.
<<<
Supplerende vignett: <br>
Pasienten forteller senere at hun opplever økt uro, anspenthet og
hjertebank når hun kjører i godt vær med mye sol. Dette roer seg
gradvis i løpet av kjøreturen. Men kommer også neste gang hun
kjører.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvordan forstår du dette nevrobiologisk?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Når kvinnen kjører bil i fin vær, fanger sensoriske system
(thalamus) opp sanseinntrykk forenelig med dem som var tilstede
ved den dramatiske opplevelsen.
Dette signaliserer “fare” til amygdala (“røykvarsleren”), og
organismen aktiverer det sympatiske nervesystemet (uro,
anspent, hjertebank) for å overleve. <br><br>
Imidlertid har kvinnen nå bearbeidet det psykiske traumet etter
trafikkulykken, slik at hippocampus (i det limbiske system) har
minnet om at dette ikke skjer her-og-nå og kan bruke denne
erfaringen til å dempe krisereaksjonen (jeg er ikke i fare nå). <br><br>
Det skjer videre en kognitiv og bevisst bearbeiding i cortex slik at
kvinnen kan bruke ytterligere tankemessige ressurser på å roe
seg ned (å kjøre i fint vær er i utgangspunktet ingen trussel). <br><br>
Dermed blir hun roligere i løpet av kjøreturen.
Imidlertid vil “alarmen” i amygdala fortsatt gå mange ganger og
hun blir trigget fremover inntil nye mønstre om at “kjøring i fint
vær er ikke farlig” er etablert som en automatisk reaksjon.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0,5 poeng for å nevne amygdala / “røykvarsleren” <br>
0,5 poeng for å nevne hippocampus/det limbiske system <br>
0,5 poeng for å nevne cortex <br>
0,5 poeng for å nevne trigger ved ny kjøring
Maks 2 poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
En ellers frisk og sprek 38 år gammel mann, som spiller aktivt
fotball og er en lidenskapelig off-piste kjører på ski, er på fjelltur
med Turistforeningen. Når de endelig når toppen, sklir pasienten
på en snøskavl og faller 800m vertikalt og 150m horisontalt ned
fra toppen. Han er bevisst under hele fallet, og jobber hardt med
å holde seg over de løse snømassene. Etter landingen i
dalbunnen merker han at venstre kne er ute av stilling i svær
valgusfeilstilling og er smertefullt. Det er dekning på
mobiltelefonen som han har i lomma og han ringer selv etter
hjelp. Du er vakthavende lege på helikopteret som ankommer
skadestedet og ser hvor han har falt i fra.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Uavhengig av pasientens tilstand i dette tilfelle, hvilke
tanker gjør du deg om hva slags skader en slik pasient
kunne ha pådratt seg etter et slikt fall?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Følgende skader avtagende alvorlighetsgrad: Død, kvelning,
thoraxskader, abdominalskader, bekkenskader, hodeskader og
ekstremitetsskader; i dette tilfelle knefraktur og/eller luksasjon.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
3 punkter 1 poeng <br>
4 punkter eller mer 2 poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Tidligere vignett:
<<<
En ellers frisk og sprek 38 år gammel mann, som spiller aktivt
fotball og er en lidenskapelig off-piste kjører på ski, er på fjelltur
med Turistforeningen. Når de endelig når toppen, sklir pasienten
på en snøskavl og faller 800m vertikalt og 150m horisontalt ned
fra toppen. Han er bevisst under hele fallet, og jobber hardt med
å holde seg over de løse snømassene. Etter landingen i
dalbunnen merker han at venstre kne er ute av stilling i svær
valgusfeilstilling og er smertefullt. Det er dekning på
mobiltelefonen som han har i lomma og han ringer selv etter
hjelp. Du er vakthavende lege på helikopteret som ankommer
skadestedet og ser hvor han har falt i fra.
<<<
Ingen egen vignett.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva slags type skade kan han ha i relasjon til kneskaden?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Pasienten kan ha en distal femur fraktur, proksimal tibia fraktur
eller en kneluksasjon, eller en kombinasjon av disse.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Fraktur og luksasjon: 1 poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Tidligere vignett:
<<<
En ellers frisk og sprek 38 år gammel mann, som spiller aktivt
fotball og er en lidenskapelig off-piste kjører på ski, er på fjelltur
med Turistforeningen. Når de endelig når toppen, sklir pasienten
på en snøskavl og faller 800m vertikalt og 150m horisontalt ned
fra toppen. Han er bevisst under hele fallet, og jobber hardt med
å holde seg over de løse snømassene. Etter landingen i
dalbunnen merker han at venstre kne er ute av stilling i svær
valgusfeilstilling og er smertefullt. Det er dekning på
mobiltelefonen som han har i lomma og han ringer selv etter
hjelp. Du er vakthavende lege på helikopteret som ankommer
skadestedet og ser hvor han har falt i fra.
<<<
Ingen egen vignett.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva slags primærbehandling gir du det skadde kneet?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Det gjøres forsiktig grovreposisjon og immobilisering i skinne
eller gips. Smertebehandling.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
grovreposisjon
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Tidligere vignett:
<<<
En ellers frisk og sprek 38 år gammel mann, som spiller aktivt
fotball og er en lidenskapelig off-piste kjører på ski, er på fjelltur
med Turistforeningen. Når de endelig når toppen, sklir pasienten
på en snøskavl og faller 800m vertikalt og 150m horisontalt ned
fra toppen. Han er bevisst under hele fallet, og jobber hardt med
å holde seg over de løse snømassene. Etter landingen i
dalbunnen merker han at venstre kne er ute av stilling i svær
valgusfeilstilling og er smertefullt. Det er dekning på
mobiltelefonen som han har i lomma og han ringer selv etter
hjelp. Du er vakthavende lege på helikopteret som ankommer
skadestedet og ser hvor han har falt i fra.
<<<
Supplerende vignett: <br>
Pasienten kommer til sykehuset med helikopter. Du er
vakthavende LIS.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva slags kliniske undersøkelser vil du gjøre av denne
kneskaden?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Bedømme ev akseavvik, lokal hevelse og palpasjonssmerte,
distal puls (ev. dopplerpuls og ankel-arm index) og
sensibilitet/motorikk (spes. ankelbevegelighet). (Ved ev. neg rtg
kan forsiktig stabilitetstesting av kneet gjøres.)
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Alle tre punkter 1 poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Tidligere vignett:
<<<
En ellers frisk og sprek 38 år gammel mann, som spiller aktivt
fotball og er en lidenskapelig off-piste kjører på ski, er på fjelltur
med Turistforeningen. Når de endelig når toppen, sklir pasienten
på en snøskavl og faller 800m vertikalt og 150m horisontalt ned
fra toppen. Han er bevisst under hele fallet, og jobber hardt med
å holde seg over de løse snømassene. Etter landingen i
dalbunnen merker han at venstre kne er ute av stilling i svær
valgusfeilstilling og er smertefullt. Det er dekning på
mobiltelefonen som han har i lomma og han ringer selv etter
hjelp. Du er vakthavende lege på helikopteret som ankommer
skadestedet og ser hvor han har falt i fra.
<<<
Ingen egen vignett.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva slags billeddiagnostiske undersøkelser bestiller du, og
med hvilken hastegrad?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Rtg kne, femur, legg ev traume CT med eller uten angio
avhengig av kliniske funn. Disse undersøkelsene gjøres rett etter
innkomst. Senere (1-2 dager) ev. MR av kneet.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Rtg, CT og MR gir 1 poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Tidligere vignett:
<<<
En ellers frisk og sprek 38 år gammel mann, som spiller aktivt
fotball og er en lidenskapelig off-piste kjører på ski, er på fjelltur
med Turistforeningen. Når de endelig når toppen, sklir pasienten
på en snøskavl og faller 800m vertikalt og 150m horisontalt ned
fra toppen. Han er bevisst under hele fallet, og jobber hardt med
å holde seg over de løse snømassene. Etter landingen i
dalbunnen merker han at venstre kne er ute av stilling i svær
valgusfeilstilling og er smertefullt. Det er dekning på
mobiltelefonen som han har i lomma og han ringer selv etter
hjelp. Du er vakthavende lege på helikopteret som ankommer
skadestedet og ser hvor han har falt i fra.
<<<
Ingen egen vignett.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva slags behandlingsplan vil du legge opp?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
To mulige strategier: <br>
Konservativ tilnærming med PCL ortose/skinne med fri
bevegelighet og maks 20kg belastning i 6-8 uker mtp tilheling av
MCL og PCL. Eventuelt kan ACL rekonstruksjon gjøres senere. <br>
Operativ behandling med ACL og PCL rekonstruksjon med graft
og MCL reparasjon eller rekonstruksjon med graft innen 10-14
dager.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Ortose og operasjon: 2 poeng <br>
Kun en: 1 poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Tidligere vignett:
<<<
En ellers frisk og sprek 38 år gammel mann, som spiller aktivt
fotball og er en lidenskapelig off-piste kjører på ski, er på fjelltur
med Turistforeningen. Når de endelig når toppen, sklir pasienten
på en snøskavl og faller 800m vertikalt og 150m horisontalt ned
fra toppen. Han er bevisst under hele fallet, og jobber hardt med
å holde seg over de løse snømassene. Etter landingen i
dalbunnen merker han at venstre kne er ute av stilling i svær
valgusfeilstilling og er smertefullt. Det er dekning på
mobiltelefonen som han har i lomma og han ringer selv etter
hjelp. Du er vakthavende lege på helikopteret som ankommer
skadestedet og ser hvor han har falt i fra.
<<<
Supplerende vignett: <br>
Pasienten er selv meget opptatt av å komme tilbake til fotballen
og off-piste kjøringen om vinteren.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva vil du si til pasienten om sjansene for at han skal kunne
gjøre dette, og hvilke faktorer er viktige for prognosen?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Det primære målet etter en kneluksasjon er at pasienten skal
kunne gå tilnærmet normalt. Deltagelse i idrett etter en slik skade
er bonus og kan ikke påregnes. Spesielt gjelder dette
pivoterende (vridnings) idretter som han ønsker seg tilbake til.
Noen pasienter blir etter lang tid såpass bra at de kan delta på
det meste. Den viktigste faktoren for et godt resultat er god og
riktig kirurgi. Denne type kirurgi krever spesialkompetanse på
området (og bør i utgangspunktet kun gjøres på svært få
sykehus i landet). Den nest viktigste faktoren er riktig
rehabilitering etter behandlingen.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Redusert sjanse for å være med i vridningsidrett: 1 poeng <br>
Riktig behandling og rehabilitering: 1 poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
En 42 år gammel kvinne kommer til deg på fastlegekontoret. Hun
har de siste 2 årene fått et utslett i ansiktet som gradvis har blitt
verre, og i løpet av sist sommer opplevde hun en kraftigere
forverring. Utslettet ser ut som på dette bildet: <br>
[img[IIC-2024v-2A.png]]
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Gi en systematisk beskrivelse av hudforandringene
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Symmetrisk i ansikt <br>
På kinn, hake og nese <br>
Erytem, papler, pustler, kruster/erosjoner
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Symmetri 0,5 <br>
Lokalisasjon 0,5 <br>
Erytem 0,25 <br>
Papler 0,25 <br>
Pustler 0,25 <br>
Kruster 0,25 <br>
Erosjoner 0,25
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Tidligere vignett:
<<<
En 42 år gammel kvinne kommer til deg på fastlegekontoret. Hun
har de siste 2 årene fått et utslett i ansiktet som gradvis har blitt
verre, og i løpet av sist sommer opplevde hun en kraftigere
forverring. Utslettet ser ut som på dette bildet: <br>
[img[IIC-2024v-2A.png]]
<<<
Ingen egen vignett.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva er mest sannsynlige diagnose?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Rosacea
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Rosacea
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Tidligere vignett:
<<<
En 42 år gammel kvinne kommer til deg på fastlegekontoret. Hun
har de siste 2 årene fått et utslett i ansiktet som gradvis har blitt
verre, og i løpet av sist sommer opplevde hun en kraftigere
forverring. Utslettet ser ut som på dette bildet: <br>
[img[IIC-2024v-2A.png]]
<<<
Ingen egen vignett.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Nevn to forskjellige topikale behandlingsalternativer for
denne diagnosen
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Metronidazol krem <br>
Ivermectin krem <br>
Azelainsyre krem <br>
Brimonidin krem (mot erytem)
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0,5 poeng per riktig, maks 1 poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Tidligere vignett:
<<<
En 42 år gammel kvinne kommer til deg på fastlegekontoret. Hun
har de siste 2 årene fått et utslett i ansiktet som gradvis har blitt
verre, og i løpet av sist sommer opplevde hun en kraftigere
forverring. Utslettet ser ut som på dette bildet: <br>
[img[IIC-2024v-2A.png]]
<<<
Ingen egen vignett.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Pasienten lurer på om hun kan gjøre noen tiltak selv for å
unngå at utslettet blir verre. Nevn fire råd du kan gi henne
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Følgende triggerfaktorer kan forverre rosacea: <br>
• Varme eller kulde <br>
• Vind <br>
• Sol <br>
• Varme drikker <br>
• Koffein <br>
• Krydret mat <br>
• Alkohol <br>
• Trening
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0,5 poeng per riktig, maks 2 poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Tidligere vignett:
<<<
En 42 år gammel kvinne kommer til deg på fastlegekontoret. Hun
har de siste 2 årene fått et utslett i ansiktet som gradvis har blitt
verre, og i løpet av sist sommer opplevde hun en kraftigere
forverring. Utslettet ser ut som på dette bildet: <br>
[img[IIC-2024v-2A.png]]
<<<
Ingen egen vignett.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Pasienten kommer tilbake etter 3 måneder og har ikke hatt
effekt av behandlingen du har gitt. Det kommer stadig nye
hudforandringer i ansiktet. Hva slags peroral behandling bør
du starte med nå?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Tetrasykliner, lavdosert
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Antiinflammatorisk behandling 0,25 <br>
Tetrasykliner 0,5 <br>
Tetrasykliner, lavdosert 1 <br>
Isotretinoin 0,5
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Tidligere vignett:
<<<
En 42 år gammel kvinne kommer til deg på fastlegekontoret. Hun
har de siste 2 årene fått et utslett i ansiktet som gradvis har blitt
verre, og i løpet av sist sommer opplevde hun en kraftigere
forverring. Utslettet ser ut som på dette bildet: <br>
[img[IIC-2024v-2A.png]]
<<<
Supplerende vignett: <br>
3 år senere kommer kvinnen tilbake til deg. Hun har de siste to
månedene fått et kløende utslett på kroppen som varierer veldig i
lokalisasjon og intensitet. Hun beskriver at det endrer seg fra dag
til dag, både hvor det er på kroppen og hvor utbredt det er. Av og
til har hun problemer med å sove på grunn av kløen. Hun føler
seg ellers helt frisk, og bruker ingen faste medisiner. Ingen andre
i familien hennes klør. Akkurat nå har hun det stort sett på bena,
se bilde: <br>
[img[IIC-2024v-2F.png]]
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilken diagnose er mest sannsynlig?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Urtikaria/elveblest
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Urtikaria/elveblest
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Tidligere vignett:
<<<
En 42 år gammel kvinne kommer til deg på fastlegekontoret. Hun
har de siste 2 årene fått et utslett i ansiktet som gradvis har blitt
verre, og i løpet av sist sommer opplevde hun en kraftigere
forverring. Utslettet ser ut som på dette bildet: <br>
[img[IIC-2024v-2A.png]]
<<<
Ingen egen vignett.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilken behandling bør du starte med hos henne?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Antihistaminer i opptil 4-dobbel dose
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Antihistaminer 0,5 <br>
Antihistaminer i opptil 4-dobbel dose 1
</$details>
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
<div class="oppgave">
<div class="vignett">
!!Vignett
Du jobber som fastlegevikar i en bykommune. Neste pasient er Pawel Novak (52 år). Han har bestilt hastetime, i timeboka står det "Kne". Han har tilhørt legesenteret i ca. ett år. Du ser han har vært der for en kuttskade, en akutt rygg-episode med kort sykmelding, og for å få resept på et middel mot psoriasis. Under familie/sosialt står det. "Fra Polen. Bodd i Norge siden 2013. Gift, tre barn. Snekker. Stort sett frisk" Du henter pasienten på venterommet, på veien inn til kontoret observerer du at han halter litt. Du starter konsultasjonen åpent, inviterer ham til å fortelle om sitt ærend. Han sier, på veldig famlende norsk:
"Jeg kommer for kneet. Jeg skal ha MR og vil til spesialist"
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Nevn noen grunnleggende trekk ved norsk helsetjeneste som kan oppleves uvant og kan hende frustrerende for (im)migranter, for eksempel fra Polen. Stikkord: Organisering, legerollen, ev. andre forhold.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Bakgrunn for sensor: Migranter utgjør en mangfoldig gruppe med stor variasjon i migrasjonsårsak, sosial og kulturell bakgrunn, ikke minst helsetilstand og behov for helsetjenester. I utgangspunktet har migranter generelt bedre helse enn «normalbefolkningen» når de ankommer landet – men mange utvikler etter hvert betydelige helseproblemer. Mange sør/øst-europeere er arbeidsinnvandrere dvs. at det er viktig å holde seg frisk – slik at de kan jobbe og tjene penger. Mange forsørger familie i hjemlandet.
Svar til selve oppgaven: Både i et land som Polen og Norge spiller allmennleger en rolle i helsesystemet, men fastlegerollen er mye klarere definert i Norge (formell portvakt/døråpner/koordinator), mens det andre steder er mer tradisjon for rask henvisning og bruk av spesialister. Helt private aktører har ikke så sentral plass i Norge, og de koster betydelig mer å oppsøke enn det offentlige systemet. Legerollen i mange andre land, inkludert Sør- og Øst-Europa, er dernest tradisjonelt mere autoritativ/paternalistisk, og medisinen mer preget av prøvetaking/supplerende undersøkelser og terapitiltak (eks medisiner). Norske fastleger kan med sitt mer pasientsentrerthet, fokus på «low tech» medisin og partnerskapsorienterte fremgangsmåte, fremstå som passive og mindre kompetente – dersom forventningen er å møte et paternalistisk og autoritativt system. Språklige og kulturelle forskjeller/barrierer påvirker også opplevelsen av organisasjon og legerolle.
Supplerende info – forventes ikke av studentene: En del arbeidsinnvandrere fra Øst-Europa bruker erfaringsmessig helsevesenet i sine hjemland som «supplement» til det som finnes i Norge – f. eks. å få undersøkelser, autorative uttalelser etc. Privat medisinsk sektor i for eksempel Polen er relativt rimelig, innen rekkevidde for pasienter med norsk arbeidsinntekt.
Ut fra forelesninger forventes de fleste å svare som angitt over. Oppgaven kan imidlertid også tolkes som et spørsmål om organisering og regulering på makronivå. Dette bør også godtas som riktig svar.
Dette inkluderer svar som diskuterer regulering av kommunenes ansvar for å sørge for fastleger (jfr Helse- og omsorgstjenesteloven med fastlegeforskriften), rett på en avtale med fastlege, rett til å skifte fastlege, og rett til vurdering hos annen lege (jfr Pasient og brukerrettighetsloven), at fastleger har en dobbeltrolle i forhold til en del rettighetsfestede velferdsytelser (sykmelding, uførepensjon osv) hvor legen er både pasientens advokat og forvalter av ytelsene, i betydning av at ytelsene ikke blir misbrukt eller ikke brukt etter lov og forskrift, at spesialisthelsetjenester krever henvisning, og den tredelte finansieringen av fastleger (hodetilskudd, refusjon fra NAV og egenandel)
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Dette er en oppgave om et stadig mer aktuelt tema. Tematikken har vært drøftet på forelesning men ikke på måter som inviterer til enkel opplisting av stikkord. Studentene kan derfor komme til å streve litt med å formulere besvarelsen og det må utvises skjønn også her.
Men svaret må omtale både helsetjenesten og legerollen for å gi tre poeng.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
På en blanding av norsk, engelsk og kroppsspråk får du vite at Pawel fikk en vridning av venstre kne på jobb for to dager siden, da han skled og falt i en gressbakke mens han bar noen planker på skulderen.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke overordnede, differensialdiagnostiske overveielser gjør du deg, basert på anamnesen og det du til nå har observert?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Skademekanismen er vridning/kontusjon av kneet, et lavenergitraume. Pasienten kommer gående på egne bein. Han halter bare lett.
Anamnese og observasjoner kan tyde på skade av sideligament (strekk eller partiell overriving), dette er en vanlig skade og den mest sannsynlige diagnosen i dette tilfellet. Skademekanismen er også forenlig med en mulig meniskskade. Korsbåndsskader oppstår ofte ved rotasjon i kneet mens foten er låst mot bakken eller ved hyperekstensjon av kne. Ved større kneskader er det ofte skade på flere strukturer samtidig.
Det er ikke sannsynlig at pasienten har noen alvorlig skade ut fra anamnese og observasjoner så langt, men kneet må undersøkes før man konkluderer.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
OBS dette er en 1-poengs deloppgave og det forventes ikke noe langt resonnement her; oppgavens fokus er ikke kneskader (komplett eksaminering i klinisk allmennmedisin tilhører stadium IIID). Her kreves relevante stikkord knyttet til ligamenter, menisk, korsbånd. Fraktur ikke nødvendig å nevne.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Du undersøker pasientens kne. Du registrerer at det er litt hovent, men finner ingen tegn til alvorlig skade som krever umiddelbar intervensjon.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Om du ser bort fra den aktuelle pasientens uttrykte forventinger, hvilken faglig strategi vil du helst velge? Beskriv dine valg med referanse til aktuelle allmennmedisinske arbeidsteknikker.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Ved mye smerter (og ingen tegn til «akutt, ØH ortopedi» som f eks akutt låsning av kneet) er det klokt å ta pasienten tilbake etter 3-4 dager når tilstanden har roet seg - for ny undersøkelse (= å bruke tiden som diagnostikum, å ta pasienten tilbake for ny undersøkelse, å sette opp til kontroll). Ro, evt. støttebandasje og evt. elevasjon (det siste ikke så viktig hvis liten skade). Evt. avlastning med krykker noen dager. Smertestillende – paracetamol/NSAIDS. Sykmelding hvis behov (som det nok er i denne situasjonen). I og med at skaden skjedde på arbeidsplassen, bør det vurderes om dette er en yrkesskade. Noter dette i journalen. Pasienten kan dernest oppfordres til å be arbeidsgiver melde dette som mulig yrkesskade.
Dersom ny undersøkelse viser det samme – stabilt kne – vil neste råd være å se det an videre, evt. sykemelding fortsettes. I tilfeller ved strekk på sideleddbånd vil skaden gradvis tilheles dersom belastningen tilpasses – her er det viktig å avdramatisere saken og berolige. Fortelle pasienten at billeddiagnostikk eller annen utredning generelt ikke er indisert i denne fasen etter en slik skade.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Avventende holdning må skisseres. Temaet yrkesskade bør nevnes (journalføring kan vel holde så lenge skaden er såpass liten), men ikke trekk mer enn 0,2 hvis det ikke nevnes.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Du legger en plan for videre oppfølging av pasienten. En uke
senere går det imidlertid opp for deg at han har avbestilt neste
time. Men etter et par uker dukker han opp igjen. Han halter ikke
lenger. Han har med seg polske MRI bilder av hhv. venstre kne og
lumbal-sacral columna, tatt for tre dager siden.
<<<
MR venstre kne (din oversettelse): Lett ødem rundt mediale kollaterale ligament og tendens til tendinitt. Noe degenerative forandringer. Liten cyste 3x4 mm i fossa poplitea (Bakers cyste)
MR LS columna (din oversettelse): De tre øverste skiverom er upåfallende med gode plassforhold. L4 skive er dehydrert, høyderedusert. Lite, høyrestillet prolaps L5 skiverom, men ingen rotaffeksjon. Litt sideleddsartrose.
R: lette degenerative forandringer i L4 og L5 skiverom, lite prolaps L5 uten sikker rotkompresjon
<<<
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva er ditt resonnement når du fortolker billedsvarene og implikasjonene av dem? Hvordan vil du formidle dette til pasienten?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Her er poenget at ingen av røntgensvarene gir holdepunkter for at pasienten bør henvises eller opereres.
Formidles til pasienten: Bifunn som Bakers cyste og et lite prolaps (her altså uten klinisk rot-affeksjon) setter ofte i gang tanker og bekymringer hos pasienter. Obs Overdiagnostikk – som kan lede til overbehandling etc. Røntgenfunnene styrker ellers din kliniske mistanke om overstrekk av ligamenter i kneet ev. i kombinasjon med lette degenerative forandringer, som er å forvente utfra alder/yrke. Din strategi med avlastning og «aktiv ekspektans» er fortsatt riktig/innenfor god medisin.
Når det gjelder ryggen – så behøver ikke et slikt funn å bety at det foreligger et klinisk problem. Og selv om pasienten skulle ha noen ryggplager, må det en nøye anamnese og klinisk undersøkelse hvis man skal kunne konkludere at det er samsvar mellom symptomer og røntgenfunn. (Det er ikke nødvendig å utrede med mindre ryggen nevnes som et problem av pas)
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Studenten må ha et gyldig resonnement for hvorfor det ikke er indisert med videre utredning eller operasjon (1poeng) og bør skissere hvordan funnene presenteres for pasienten (1 poeng)
Både konklusjonen ikke indikasjon for videre utredning og resonnementet bør inngå. Litt avveining i poengfordeling, avhengig av hvordan studenten bygger opp sitt svar.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Det er fortsatt svært utfordrende å kommunisere på grunn av språket. Pawel Novak sier at kneet har blitt bedre og er ikke lengre bekymret for det. Derimot oppfatter du at han nå er bekymret for ryggen sin. Pawel sier at han har hatt vondt i ryggen, og «bildene er ikke normale». Du får ikke helt tak i hva han tenker på, men han nevner ordet operasjon to ganger, og sier noe om at broren hans kan dø fordi han kom for sent til operasjon. Stemningen mellom dere preges av frustrasjon, og du innser at språkproblemet er såpass stort at dere ikke kommer videre. Noen må tolke for dere.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
# Nevn ulike tolke-løsninger som brukes jevnlig i helsetjenesten og nevn fordeler og ulemper med de ulike løsningene.
# Hvem betaler for innleide tolketjenester på legekontoret?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
* Profesjonelle tolker: Telefontolk, videotolk (fjerntolking) eller fremmøte-tolk
* Privat tolking: typisk slekt/venn som tolk
* Gullstandard er tilstedeværende tolk som er profesjonell.
''Fordeler med fremmøtetolk'' er at tolken kan få med seg ikke-verbale signaler hos samtalepartnere. Tolken kan bruke kroppsspråk til å støtte sin kommunikasjon. Anbefales særlig ved kompliserte helsekonsultasjoner/operasjoner, Større møter med flere deltakere, Samtaler med psykisk syke personer, Tilfeller hvor man skal lære bruk av nytt utstyr, Samtaler med små barn.
''Fordeler med telefontolk'': Rimeligste alternativ som gir tolkebrukere mye fleksibilitet, Tilgjengelig på meget kort varsel, ofte døgnåpent, mange tilgjengelige språk, uavhengig av tolkested og tid på døgnet, tolken er mindre i veien for samtalepartnere, Ved helseoppdrag med smittefare
Ulemper: Tolken går glipp av nonverbale signaler, vanskelig med flere personer i rommet – og mindre mulighet til å kunne følge med hva som skjer, flytte seg fra rom til rom etc.
''Fordeler ved videotolking'' (kan bli fremtidens fremmøte tolking): Mange av de samme som ved telefontolk, men tolken får nå også med seg non-verbale signaler. I geografisk vanskelig tilgjengelige områder. Større møter med flere deltakere
Det er fint om studentene også viser at de har fått med seg at det ofte er stor forskjell på nivået på tolkene (i hvilken grad det bare har avgitt språktest – eller har tolken faktisk også fått opplæring i tolking- tolkefaget/ blitt autorisert som tolk). Problemet er at det mange steder ikke finnes tolk som kan være tilstede – og da er telefontolk et alternativ. Familie/ slekt/venner bør som hovedregel unngås – så lenge ikke akutt/ øyeblikkelig hjelp. Men selvfølgelig også bedre enn ingenting. Når det gjelder barn så er det en alminnelig oppfatning at disse bør skånes for belastningen med å ta tolkeoppdrag. Med bakgrunn i dette ble det fra og med 1. juli 2016 forbudt å bruke barn som tolk. (Ifølge § 11 e. i forvaltningsloven skal ikke barn brukes «til tolking eller annen formidling av informasjon mellom forvaltningen og personer som ikke har tilstrekkelige språkferdigheter».)
Kommunen er pålagt å tilby og betale for tolketjenester: https://helsedirektoratet.no/Lists/Publikasjoner/Attachments/242/Veileder%20om%20kommunikasjon%20via%20tolk%20for%20ledere%20og%20personell%20i%20helse%20og%20omsorgstjenesten%20fullversjon%20IS-1924.pdf
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Også her må det utvises skjønn. Sensorveiledningen er mer omfattende enn det detaljnivå som kreves for å kunne få 2 poeng
Max 1,5 p for typer tolk og fordeler/ulemper 0,5 p poeng for kommunal betaling
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Du har fått lagt til rette for bedre kommunikasjon med Pawel Novak. Du kommer dermed i posisjon til å stille mer åpne, pasientsentrerte spørsmål
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
# Med henvisning til læreboka Allmennmedisin der pasientsentrert arbeidsmetode omtales: Nevn de 4 (evt 5) F-ene som i stikkords form oppsummerer pasientsentrert metode (1p)
# Velg dernest tre av F-ene og formuler pasientsentrerte spørsmål knyttet til disse, med relevans i den aktuelle situasjonen (2 p.).
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Se nedenfor, 1 poeng hvis 4 eller 5 F-er nevnes. Ev. sier de «Pasienten som person» som alternativ til denne 5. F-en (Den 5. F kalles ellers Forutsetninger)
Her må det være åpent for litt ulike varianter – men bør kunne knyttes an til «F-ene»:
* ''Forestillinger'' og ''Forventninger'': Hva tenker du selv om disse plagene? Evt om røntgenbildet? Hvordan ser du for deg at saken/sakene skal håndteres?
* ''Frykt''/bekymringer (– for hva?) Hva er det med broren din?
* ''Funksjon'' – hvordan fungerer du i det daglige (i og utenfor jobb)?
* ''Forutsetninger'' (kan også betegnes Pasienten som person): hvordan er livet generelt, hvem utgjør ditt sosiale nettverk, osv – her er mange tema relevante.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 poeng for å oppgi forestillinger, forventninger, frykt (eller tilsvarende begrep) og funksjon (eller tilsvarende begrep), med eller uten forutsetninger.
½ poeng for 3-4 F’er der ikke alle av forestillinger, forventninger, frykt og funksjon kategoriene er med.
Max 2 poeng for tre relevante spørsmål i henhold til F-enes tema. Fleksibilitet i sensur er OK.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
I løpet av den samme tolkede konsultasjonen forteller Pawel Novak at da han nylig var hjemme i Polen, fikk han vite at en halvbror på 67 år (felles far) har fått diagnostisert prostatakreft. Da diagnosen ble stilt hadde broren allerede fått metastaser til skjelettet. Pawel er naturligvis berørt av dette og sier han tenker på sin egen familie som er avhengig av ham. Han vil ha sjekket sin prostata så godt det overhodet lar seg gjøre. Han har hørt om en «kreft-prøve» som kan avklare det hele.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke overveielser gjør du nå, og hvilken strategi bør du velge?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Overveielser: Dette er ikke noen rett-fram situasjon. Generell PSA-screening for menn er ikke anbefalt på grunn av fare for overdiagnostikk/ overbehandling og følgende fare for bivirkninger med vannlatingsbesvær og impotens (mange må behandles for å unngå ett dødsfall av prostatakreft)
Ved ev. vesentlige vannlatingsplager er PSA testing mer aktuelt. Det samme hvis ca. prostatae i nær familie (som her), og selvsagt hvis klinisk undersøkelse (rektal eksplorasjon) skulle gi grunn til mistanke.
Strategi: Saken må drøftes med pasienten, uansett hva man velger. Forklare PSA-dilemmaet for pasienten, inkludert mulighet for overdiagnostikk/-behandling. I dette tilfelle er det nok rimelig å la pasienten avgjøre (pga. mulig genetikk og derav økt bekymring). I andre tilfeller (yngre symptomfri menn som bare vil ha en «helsjekk» kan det være naturlig å være mer tydelig restriktiv i forhold til PSA-testing).
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Å vise til PSA test-dilemmaet og forklare hva det består i (mulig overdiagnostikk og overbehandling), og samtidig å resonnere seg fram til at i dette tilfellet vil pasientens (informerte) valg være ganske avgjørende – sterkere indikasjon her enn hos en mann uten tilsvarende slektsanamnese.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Du er legevaktslege i og tilkalles til en arbeidsulykke 5 – 6 minutters kjøring fra St Olavs hospital. Luftambulansen er opptatt i et annet oppdrag.
En 1 – 2 tonn tung sementblokk har veltet over en 28 år gammel mann. Pasienten har blitt liggende i klem. Etter hva som opplyses har hode, armer og øvre thorax stukket ut og pasienten vært våken hele tiden. Før du kommer til stedet har sementblokka blitt løftet bort.
Ambulansepersonell har kommet til. De har gitt pasienten oksygen på maske og satt på et pulsoksymeter. Pasienten ligger på bakken, er våken, beveger begge armer og løfter på hodet. Han har tydelig store smerter. Høyre bein ligger i en unormal stilling. Mens du hjelper til med å legge inn veneflon bemerker du at pasienten er blek og kjølig perifert, men du kjenner samtidig en kraftig radialispuls med rask frekvens. Pulsoksymeteret viser SaO2 92 %, pulsfrekvens 130. Du ser ingen tegn til betydelige ytre blødninger.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke potensielle farer truer pasienten?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Pasienten har potensielt store indre blødninger og truende blødningssjokk. Han er ung og kan kompensere med økt krono- og inotropi til han plutselig dekompenserer.
Det kan ikke utelukkes at han også har en lungekontusjon med begynnende lungesvikt, selv om funnene kan forklares ut fra kompenserte store blødninger aleine. Pasienten kan også ha skade på rygg og ryggmarg.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Det kan utvises skjønn i poenggivingen. Det viktigste er å diskutere blødningsrisiko og risiko for dekompensasjon/blødningssjokk. Skade på rygg og ryggmarg trenger ikke være med.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke umiddelbare tiltak bør settes i gang?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Det er kort vei til sykehuset og han bør snarest mulig dit. Dette er det viktigste tiltaket i denne situasjonen. Legen må overvåke pasienten under transport og evt gi væske.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 poeng for rask transport med overvåking.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Du bestemmer deg for å ta pasienten inn i ambulansen før videre behandling . Men først må han opp på en båre. Det er opplagt at han trenger smertelindring før flytting. Fra ambulansepersonellet blir du spurt om hvilket medikament de skal gi. De har følgende intravenøse medikamenter: morfin (Morfin), diazepam (Stesolid), esketamin (Ketanest/Ketamin).
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Angi fordeler og ulemper med å gi morfin (Morfin®) intravenøst i denne situasjonen
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
''Fordeler'': morfin er et opioid og gir smertelindring
''Ulemper'': Pasienten er (sannsynligvis) avhengig av høy sympaticustonus. Morfin vil redusere denne og dette kan gi et vanskelig traktabelt blodtrykksfall. I tillegg er morfin respirasjonsdempende og kan forverre en eventuell lungesvikt,
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Fordeler: smertelinding 0,5 p. Ulemper: 0,5 p for enten respirasjonsdepresjon eller redusert sympatikustonus Studentene er ikke bedt om å konkludere om hvilket medikament som skal gis.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Fra forrige vignett:
<<<
Du bestemmer deg for å ta pasienten inn i ambulansen før videre behandling . Men først må han opp på en båre. Det er opplagt at han trenger smertelindring før flytting. Fra ambulansepersonellet blir du spurt om hvilket medikament de skal gi. De har følgende intravenøse medikamenter: morfin (Morfin), diazepam (Stesolid), esketamin (Ketanest/Ketamin).
<<<
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Angi fordeler og ulemper med å gi diazepam (Stesolid®) intravenøst i denne situasjonen
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
''Fordeler'': diazepam er et benzodiazepin som er angstdempende og sederende. Ikke sterkt nok sedativum til å ha særlig nytteeffekt i denne situasjonen
''Ulemper'': Pasienten er (sannsynligvis) avhengig av høy sympaticustonus. Diazepam vil redusere denne noe men vil neppe gi et svært blodtrykksfall. Diazepam er sløvende og svekker reflekser som beskytter pasientens respirasjon og sirkulasjon.
Det ville være feil å gi denne pasienten diazepam for smertelindring.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0,5 poeng for angstdempende eller «sederende, men ikke tilstrekkelig nyttig her», 0,5 poeng for «diazepam vil redusere sypatikustonus, men antagelig ikke gi et stort blodtrykksfall» eller «diazepam er sløvende og svekker reflekser som beskytter pasientens respirasjon og sirkulasjon». Studentene er ikke bedt om å konkludere om hvilket medikament som skal gis.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Fra forrige vignett:
<<<
Du bestemmer deg for å ta pasienten inn i ambulansen før videre behandling . Men først må han opp på en båre. Det er opplagt at han trenger smertelindring før flytting. Fra ambulansepersonellet blir du spurt om hvilket medikament de skal gi. De har følgende intravenøse medikamenter: morfin (Morfin), diazepam (Stesolid), esketamin (Ketanest/Ketamin).
<<<
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Angi fordeler og ulemper med å gi esketamin (Ketanest®/Ketamin) intravenøst i denne situasjonen
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
''Fordeler'': Ketamin er smertedempende og gir såkalt «dissosiativ anestesi» - pasienten opplever ikke situasjonen. Pasienten er i narkose med bevart egenrespirasjon. Ketamin er sympatikusstimulerende og hever blodtrykk og hjertefrekvens ved akutte situasjoner som denne.
''Ulemper'': Dissosiativ anestesi kan for noe innebære marerittlignende «bad trips».
Ketamin er det klart beste valget i denne situasjonen (studenten er ikke bedt om å velge preparat, og det er derfor ikke nødvendig å angi dette).
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Det viktigste her er smertedempende (0,5p) og sympatikusstimulerende effekt (0,5p). Studentene er ikke bedt om å konkludere om hvilket medikament som skal gis.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
En av pasientene i ditt fastlegevikariat er en 84 år gammel enke som bor alene. Hun har hjemmesykepleie en gang ukentlig til utlevering av medisindosett og hjelp til dusj, i tillegg har hun middagsombringing tre dager pr uke. Hun har alltid hatt dårlig rygg, i tillegg har hun pga osteoporose hatt flere kompresjonsfrakturer de siste årene. Hun har også hypertensjon og mulig angina.
Du blir kontaktet av hjemmesykepleien fordi pasienten har vært i redusert form siste uker. Hun har vært mye sengeliggende og har klaget over smerter i kropp og mage til tross for at hun har tatt Paralgin forte og Ibux. Har tidvis virket forvirret og hjemmesykepleien er usikker på hvor mye mat og drikke hun har fått i seg. Du drar på hjemmebesøk. Pasienten er slapp og noe desorientert. Blodtrykket er 102/58, puls 98 regelmessig, temp 36,0.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Du velger å legge pasienten inn på sykehus. Lag en liste over pasientens problemstillinger (symptomer, mulige årsaker og/eller aktuelle differensialdiagnoser) som er relevante å ta med i henvisningen?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
* Smerter – ulcus? obstipasjon?
* Lite matinntak
* Lite væskeinntak – sannsynlig dehydrering
* Forvirring/delirium
* Akutt funksjonssvikt/redusert allmenntilstand
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0.5 poeng for hvert punkt, maks 2 poeng totalt
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Ut fra de opplysningene du har - hvilke forhold hos denne pasienten bør du vektlegge når du vurderer om hun er i risiko for ernæringsvansker?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Det er flere forhold ved pasienten som gjør at man bør være oppmerksom på risikoen for ernæringsproblematikk: Høy __alder__, bor __alene__, har __kroniske sykdommer__, __forvirring__ (mulig kognitiv svikt), __smerter__. Det at hun har et __bistandsbehov__ ift ernæring (middagsombringing) indikerer også at hun allerede har, eller er sårbar for, et ernæringsproblem.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0.5 poeng for hvert punkt som er understreket, maks 2 poeng totalt.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Pasienten havner på medisinsk avdeling. Hun er slapp og mager. Angir at hun føler seg i dårlig form, ubehag i magen, men redegjør ellers dårlig for sine plager. Fram til innleggelsen har hun brukt følgende medisiner: Calcigran forte (kalk/vitamin D3), Diovan Comp (valsartan/hydroklortiazid, dvs A2- blokker og diuretikum), Albyl-E og Ferromax (jerntilskudd). Ved behov tar hun Paralgin forte (kodein/ paracetamol) og Ibux (ibuprofen).
Blodprøver ved innkomst:
|! |!Aktuell verdi |!Normalverdi |
|Kreatinin (mikromol/l) | 153 | 45- 90 |
|Kalium (mmol/l) | 5,3 | 3,5- 4,4 |
|Natrium (mmol/l) | 130 | 137- 145 |
|Hemoglobin (g/dl) | 9,1 | 11,7- 15,3 |
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Kan noen av pasientens medikamenter ha bidratt til at hun nå er dårlig?
Angi de medisinene som er aktuelle, og nevn hvordan hver enkelt av dem kan ha bidratt til den aktuelle sykehistorien.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
* Diovan Comp – kan ha bidratt til dehydrering og nyresvikt, samt elektrolyttforstyrrelser
* Ibux – kan ha bidratt til nyresvikt, kan også føre til gastritt/ulcus med lav Hb og dårlig matlyst til følge
* Albyl-E – kan føre til gastritt/ ulcus (spesielt i kombinasjon med NSAIDS), med lav Hb og dårlig matlyst til følge
* Ferromax - kan bidra til obstipasjon og magesmerter og dermed dårlig matlyst
* Calcigran forte – kan bidra til obstipasjon og dermed dårlig matlyst
* Paralgin Forte – kan bidra til obstipasjon og dermed dårlig matlyst, samt bidra til å utløse forvirring/delirium)
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0.5 poeng for hvert medikament med forklaring, maks 2 poeng totalt
</$details>
<div class="oppgave">
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!!Vignett
Under oppholdet blir det utført rutinemessig ernæringsscreening. Hun er 163 cm høy og veier 48 kg, dvs har BMI 18,1. Kostregistrering etter noen dager viser at hun får i seg 1100 kcal, 30 gram protein og 1,5 liter væske pr døgn
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Vurder pasientens inntak av henholdsvis kalorier og proteiner.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Både kalori- og proteininntaket er for lavt. Energibehovet er på minst 1500 kcal (30 kcal/kg – men egentlig noe høyere da hun er underernært og nå har akutt sykdom). Proteinbehovet er ca 1,5 g/kg, dvs ca 70 g pr døgn.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0.5 poeng for hver (kalorier, proteiner), totalt maks 1 poeng. Det er ikke nødvendig å angi normalt behov, men studenten må kunne angi at inntaket er for lite.
</$details>
<div class="oppgave">
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!!Vignett
Pasienten er uheldig og pådrar seg en infeksjon i løpet av oppholdet. Hun får høy feber, får påvist et infiltrat på røntgen thorax og CRP- stigning til nærmere 300. Det blir startet antibiotika og væske intravenøst, men til tross for dette er matinntaket tilnærmet lik null hele påfølgende uke. Etter forespørsel fra avdelingssykepleier får pasienten anlagt ernæringssonde og det blir startet sondeernæring i henhold til kroppsvekt. Få dager senere utvikler hun perifere ødemer og blir økende tungpust.
Kontroll-blodprøver viser:
|! |!Aktuell verdi |!Normalverdi |
|Kreatinin (mikromol/l) | 123 | 45- 90 |
|Kalium (mmol/l) | 2,8 | 3,5- 4,4 |
|Fosfat | 0,48 | 0,71- 1,23 |
|Magnesium | 0,53 | 0,71- 0,94 |
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke diagnostiske overveielser gjør du nå?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Ut fra sykehistorien (undervektig, tilnærmet null inntak siste uke og deretter oppstart ernæring uten forsiktig opptrapping), kliniske funn (ødemer og mulig hjertesvikt) og labfunn (lav kalium, magnesium og fosfat) er tilstanden forenlig med re-ernæringssyndrom.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 poeng for riktig diagnose
</$details>
<div class="oppgave">
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!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilken behandling bør iverksettes?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Behandling: Pasienten bør snarest få tiamin iv el im (burde vært startet før ernæring). Elektrolytter må korrigeres. Det anbefales også vitamintilskudd med Berocca el tilsvarende.) Det bør vurderes å redusere mengde sondeernæring.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0.5 poeng for hvert bandlingsforslag (totalt 1 poeng for behandling).
</$details>
<div class="oppgave">
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!!Vignett
Etter et langtrukkent sykeleie blir pasienten utskrevet tilbake til hjemmet. Som fastlegevikar mottar du epikrise. Det er angitt at pasienten er i "ernæringsmessig risiko"
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva innebærer dette begrepet for videre oppfølging?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
I følge nasjonale retningslinjer for forebygging og behandling av underernæring, skal alle pasienter som fyller kriterier for «ernæringsmessig risiko» ha en individuell ernæringsplan. I planen skal det være angitt ernæringsstatus, beregnet næringsbehov, inntak, aktuelle tiltak, mål (for eksempel holde stabil vekt eller vektøkning) og anbefalt oppfølging.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 poeng for ernæringsplan (svar som forklarer innholdet i begrepet aksepteres, selv om ordet "ernæringsplan" ikke er nevnt)
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Oppgaven baserer seg på utdelt artikkel:
Liu X, et al. (2017): Antidepressant use during pregnancy and psychiatric disorders in offspring: Danish nationwide register based cohort study. BMJ 2017;358:j3668 http://dx.doi.org/10.1136/bmj.j3668
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva var hensikten med studien?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Hensikten var å studere sammenhengen mellom eksponering for antidepressiva under svangerskapet og risiko for at barna skulle få en psykiatrisk diagnose.
</$details>
<div class="oppgave">
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!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Gir denne studien grunnlag for å redusere bruken av medikamenter mot depresjon i svangerskapet? Begrunn svaret.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Her bør kandidaten drøfte avveining mellom mors helse, barnets helse, relativt små forskjeller, samt problemer med konfundering fra underliggende familiær risiko. Kandidaten bør nevne at en slik studie ikke kan benyttes som grunnlag for å endre klinisk praksis i seg selv.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilket design har studien?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Kohortstudie
</$details>
<div class="oppgave">
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!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
# Hvilke primære og sekundere utfallsmål har studien?
# Hvordan begrunner forfatterne valg av utfallsmål?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
# Utfallsmålene er basert på dato for første psykiatrisk diagnose hos avkom. Diagnose ble satt ved kontakt med døgn- eller poliklinisk spesialisert psykiatrisk behandling. Primære utfallsmål var diagnose i kapittel F00-F99 (ICD10). Sekundære utfallsmål var et utvalg av underkategorier av psykiatriske diagnoser.
# Forfatterne gjør et poeng av at man kan gå glipp av viktig informasjon ved kun å undersøke enkelttilstander ved eksponering for antidepressiva i svangerskapet.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
# Kandidaten må nevne både psykiatriske diagnoser og underkategorier (ikke nødvendig med navn) for å få 1p. Hvis kandidaten kun skriver psykiatriske diagnoser, gis 0,5 poeng.
# 0,5 p
</$details>
<div class="oppgave">
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!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilket effektmål og mål på presisjon er brukt i Table 2?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Effektmålet er hazard ratio som er et mål på relativ risiko og målet på presisjon er 95% konfidensintervall
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
HR 0,5 p, 95%CI 0,5 p
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva betyr konfundering (confounding)? Hvilke konfunderende faktorer kan tenkes å være relevante for denne studien?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Konfundering betyr effektforveksling hvor en felles årsak til eksponering og utfall skaper en «feil» sammenheng mellom eksponering og utfall.
I denne studien kan vi anta at familiær risiko for psykiatrisk sykdom er viktig årsak til behandling av mor under svangerskapet og årsak til psykiatrisk sykdom hos barna.
Forfatterne har også listet opp flere potensielle konfunderende faktorer i Tabell 1.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Korrekt definisjon av konfundering gir 0,5 poeng. Drøfting av konfunderende faktorer fra Tabell 1 gir 0,5 poeng. Drøfting av familiær risiko som kanskje viktigste konfunderende faktor gir 1 poeng.
</$details>
<div class="oppgave">
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!!Vignett
(Ikke egen vignett)
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<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvordan har forfatterne forsøkt å ta hensyn til konfundering?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Forfatterne har justert for mulige konfunderende faktorer (1 p).
Ved å dele inn i ueksponerte (ingen bruk av antidepressiva før eller under svangerskapet), de som hadde brukt før, men ikke under svangerskapet (discontinuation group), brukte før og under svangerskapet (continuation group) og nye brukere under svangerskapet, så kan forfatterne til en viss grad skille mellom grad av eksponering og potensiell innvirkning av familiær risiko (0,5 p). De har også sett på om fars eksponering for antidepressiva er assosiert med utfallet. Det er ikke sannsynlig at fars eksponering når mor er gravid skal påvirke barnets psykiatriske sykdomsrisiko (0,5 p)
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
I en supplerende analyse (suplementary figure), viser forfatterne en analyse av fedres eksponering for medikamenter mot depresjon før og under svangerskapet. Hvordan tolker du disse resultatene?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Sammenhengen til fedres bruk av antidepressiva under svangerskapet og barnas psykiatriske sykdomsrisiko er mye svakere enn tilsvarende for mors. Dette er en god test på om sammenhengen er drevet av underliggende familiær risiko (den skulle være samme for far som for mor). Samtidig er det en sterkere sammenheng for psykiatriske diagnoser blant de som brukte før og under svangerskapet (continuation group) enn for de om brukte før, men ikke under svangerskapet /(discontinoued use). Dette kan ses som en indikasjon på confounding for underliggende familiær risiko.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
At kandidaten beskriver at dette er en test på underliggende confounding fra familiær risiko gir 0,5 p. Minst ett av følgende må bli nevnt for å få 0,5 p: (1) Drøfting av betydningen av den reduserte effekten for far versus mor. (2) Sammenhengen for continuation group hos far.
</$details>
<div class="oppgave">
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!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva er hovedkonklusjonen til forfatterne?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Forfatterne konkluderer ganske forsiktig med at mors bruk av antidepressiva under svangerskapet er assosiert med barnas risiko for psykiatrisk sykdom. De skriver videre at dette kan henge sammen med både mors underliggende psykiatriske morbiditet og in utero eksponering for antidepressiva.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Gi en vurdering av om resultatene i denne studien er generaliserbare
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Forfatterne har brukt data fra en dansk populasjon. Det er en antatt biologisk mekanisme (antidepressiva under svangerskapet og avkommets risiko for psykiatrisk sykdom). Dette taler for høy generaliserbarhet. På den andre siden, så har Danmark et velfungerende velferdssystem. Ubehandlet depresjon hos mor kan tenkelig få større konsekvenser i andre land hvor man ikke har tilsvarende støttesystemer.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Lise på 32 år er skilt og har aleneomsorg for ei lita jenta på 2 år. Barnefaren bodde sammen med dem inntil han brøt all kontakt da barnet var vel 1 år gammelt. Lises mor døde brått og uventet for en uke siden etter et akutt hjerteinfarkt. Lise har i over 6 år jobbet som resepsjonist på et hotell (IA bedrift) og har nå brukt egenmelding for å være hjemme den første uken etter dødsfallet.
Du har vært fastlege for Lise i over 10 år, men hun har kun vært hos deg i forbindelse med svangerskap og fødsel og du har ikke sykmeldt henne tidligere. I dag er første gang du ser henne opprørt og ute av seg. Hun tar til tårene flere ganger og ser trist og sliten ut. Hun sier at hun har knapt sovet den siste uken. Hun føler seg helt utslitt, og opplever at hun ikke helt har forstått at moren virkelig er borte. Hun kan ta seg selv i å snakke høyt til moren som om de var i samme rom, men bryter deretter ut i gråt i visshet om at moren aldri vil kunne svare. Lise ber nå om en forlenget sykmelding på en uke. Hun sier at hun ikke makter å forholde seg til andre mennesker på jobben (redd for å bryte ut i gråt og klarer ikke å samle tankene om annet enn dødsfallet/begravelsen og hvordan hun skal klare å ta vare på barnet). Om fire dager må hun reise til en annen del av landet for å delta i begravelsen. Hun ber også om sovemedisin fordi hun merker at hun må sove mer hvis hun skal klarer å ta vare på barnet på 2 år. I går hadde hun satt en kjele på kokeplaten og sovnet fra dette. Datterens gråt og røykvarsleren som ulte hadde vekket henne.
''Du skal ta stilling til pasientens forespørsel om 100% sykmelding''.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Foreligger det egen sykdom i henhold til et anerkjent sykdomsbegrep som kan gi rett til sykmelding? Redegjør for argumenter __for__ og __imot__, før du gir en begrunnet konklusjon
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Her er det ''IKKE'' kun ett fasit svar. Viktig med en god begrunnelse. Eksempelsvar:
''Taler imot'': Sosiale årsaker gir ikke rett til sykepenger. Det må anses som naturlig at en mors dødsfall utløser en tydelig sorgreaksjon.
''Taler for'': Sykehistorien tyder på at dette kan dreie seg om utvikling av en patologisk sorgreaksjon: alvorlige søvnvansker, konsentrasjonsvansker, problemer med å forholde seg til andre mennesker, fornektelse/kortvarig virkelighetsbrist (snakker til den døde moren) i forhold til det som har skjedd, egen bekymring for omsorgsevne for barnet. I dette tilfellet skjedde dødsfallet brått og uventet og dette kan bidra til å forklare en kraftig reaksjon.
Ja, det foreligger sykdom i henhold til et anerkjent sykdomsbegrep (symptomdiagnoser godtas). Mest aktuelle diagnoser: P02 Psykisk ubalanse situasjonsbetinget. P06 Søvnforstyrrelse.
(Ad regelverket: se rundskriv til kap. 8 om sykepenger. Der står det blant annet: ”Sorg er i seg selv ikke en sykdom, men i enkelte særlige tilfeller kan sorgreaksjonen gå utover det normale på en slik måte at man må si at vedkommende er arbeidsufør på grunn av sykdom”)
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Det må generelt utvises skjønn ved poengsettingen i denne oppgaven, alle deloppgaver.
Studenten må diskutere for og imot og vise forståelse for at sorg normalt sett ikke er sykdom, men at det kan finnes tilfeller hvor reaksjonen kan sies å gjøre pasienten arbeidsufør pga sykdom.
Både ja og nei kan godtas som konklusjon, så lenge diskusjonen er tilfredsstillende.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
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</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Foreligger det helseplager av en slik alvorlighetsgrad at de fører til nedsatt funksjonsevne som kan ha innvirkning på arbeidsevnen? Redegjør for argumenter __for__ og __imot__, før du gir en begrunnet konklusjon.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Her er det ''IKKE'' kun ett fasit svar. Viktig med en god begrunnelse. Eksempelsvar:
''Taler for'': Hun beskriver helseplager (uttalte tretthet pga. søvnvansker, konsentrasjonsvansker, gråtelabil) som er hemmende for daglig fungering både på jobb og hjemme.
Alvorlig søvnmangel alene kan ha betydelig innvirkning funksjonsevnen og videre på arbeidsevnen. Samlet funksjonssvikt bør vurderes. Nedsatt fungering i arbeidssituasjoner kombinert med sviktende omsorgsevne er et viktig tegn på at det bør settes inn tiltak. Sykmelding en kort periode kan vær et slikt tiltak. Gradering av sykmelding kan drøftes. Utover dødsfall i nær familie, er det ikke opplyst om andre ikke-medisinske faktorer som kan forklare nedsatt arbeidsevne.
''Taler imot'': Tidsmessig fremstår helsesvikt som en normal reaksjon på morens dødsfall.
''Konklusjon'': Ja, det vurderes å foreligge årsakssammenheng mellom helseplager av en viss alvorlighetsgrad, funksjonssvikt og nedsatt arbeidsevne (se nærmere beskrivelse under "taler for")
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Også her er argumentasjonen viktigere enn konklusjonen. Studenten må diskutere grad av funksjonssvikt, og konsekvenser for arbeidsevne for full skår.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Foreligger det risikofaktorer for langvarig sykefravær eller kontraindikasjoner til det å sykmelde? Begrunn svaret.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Nei, ingen kjente. Hun har hatt samme fastlege i 10 år og har vært lite syk. Hun fremstår som robust ved at hun har fungert i jobb uten sykmelding gjennom flere år inkludert gjennom et svangerskap og gjennom et samlivsbrudd.
Riskofaktorer man ser etter er eksempelvis hyppige eller langvarige tidligere sykmeldinger samt sosial belastning som kan tenkes å innvirke på arbeidsevnen (eks. konflikt på arbeidsplassen, store omsorgsoppgaver hjemme ved kronisk sykt barn eller ektefelle som er alkoholiker).. Det opplyses ikke om denne type risikofaktorer i forhistorien. En ev. risikofaktor er det at hun er kvinne og har aleneomsorg for et barn, men dette er statistisk og mindre relevant i den individuelle kliniske vurderingen som gjøres her.
Et kortvarig fravær kan virke preventivt i forhold til langvarig sykdom og fremtidig langvarig fravær.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Her bør studenten konkludere med at det ikke foreligger risikofaktorer for full skår. 0.5 poeng viss studenten diskuterer noen relevante momenter og lander på konklusjon om at risikofaktorer foreligger.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Foreligger det åpenbare medisinske grunner til at pasienten ikke kan delta i noen som helst slags form for tilrettelagt arbeidsrettet aktivitet? Begrunn svaret.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Nei, det finnes ingen åpenbare medisinske grunner til at tilrettelagt arbeid ikke kan prøves ut. Basert på de medisinske opplysningen vi har foreligger det ikke et sykdomsbilde som er så alvorlig at det vil være "medisinsk kontraindisert" for henne å være i tilrettelagt arbeidsrettetaktivitet. Hun kan sannsynligvis trygt prøve seg i gradert jobb med tilrettelagte og enkle kontoroppgaver i skjermede omgivelser. (Det kan drøftes om det er hensiktsmessig å kreve at hun prøver seg i jobb. I den gitte situasjonen kan 100% sykmelding i inntil en uke fremstå som mest hensiktsmessig. Det er snakk om korttidsfravær i en situasjon der hun fungerer dårlig i jobbsituasjonen og der omsorgsevnen for barnet er redusert. Det å stå i jobb på tross av plagene kan øke risiko for forlenget helsesvikt. Andre moment kan drøftes: for eksempel hensyn til barnet, behov for å delta i begravelsen, men da omtaler vi omgivelsesfaktorer og ikke det som er relevant ved sykepenger, dvs egen sykdom).
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0.5 poeng for riktig konklusjon, 0.5 poeng for adekvat begrunnelse
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Uavhengig av om hun skal sykmeldes eller ikke, bør du som lege kjenne til om det finnes alternativ til sykmelding i en slik situasjon. Beskriv kort ett alternativ til sykmelding som kan drøftes med pasienter som ber om sykmelding ved dødsfall i nær familie.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Velferdspermisjon. Velferdspermisjon ved dødsfall i nær familie er ikke en lovfestet rett men noe svært mange arbeidsgivere vil innvilge, ofte med lønn.
(For eksempel: For statlig ansatte er velferdspermisjon ved dødsfall omtalt i Hovedtariffavtalen 7.3.22. NB! Velferdspermisjon er en lovfestet rett ved en rekke andre situasjoner ved for eksempel omsorg for og pleie av nærstående – se Arbeidsmiljøloven§12-10.)
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Velferdspermisjon 0,5 p, beskrivelse av denne (ikke lovfestet, innvilget av arbeidsgiver, ofte med lønn) 0,5 p
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Harald er 35 år, singel og har bodd hele livet i barndomshjemmet sammen med foreldrene sine. Han er yngste sønn i en søskenflokk på seks. Han forteller at han aldri var skoleflink og at etter fullført ungdomsskole begynte han å jobbe i farens bilverksted. Foreldrene har alltid forsørget ham og han har kun hatt lommepenger. Faren døde for et års tid siden og verkstedet ble da lagt ned. Mor på 67 år og sønn lever nå kun av hennes alderspensjon (minstepensjon).
Han oppsøker deg som fastlege for første gang og sier at moren har sagt at han må søke om trygd hvis de skal klare seg økonomisk. Du forstår det slik på Harald at han er frisk. Ifølge journal har han ikke vært hos legen siden han hadde en halsinfeksjon mens han gikk på ungdomsskolen.
I løpet av samtalen merker du at Harald ikke klarer å holde en vanlig samtale gående. Han svarer på mange av spørsmålene på en litt barnslig måte og med et svært enkelt ordforråd. Du får mistanke om at han har betydelig nedsatt mentalt og kognitiv fungering. Du finner overraskende nok ingen opplysninger om dette i tidligere legejournal.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Drøft hvem og hvilke instanser (både i og utenfor NAV) det kan være aktuelt å samarbeid med i den videre utredningen.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
# Komparentopplysninger fra mor (sykehistorie, svangerskap/fødsel, barndom/skolegang, fungering som voksen på verkstedet med faren og på fritiden). Ev. fra andre i familien eller nær omgangskrets
# Helsestasjon/skolen: finne frem rapporter fra skoleårene som kan si noe om funksjonsnivået, om det har vært kontakt med pedagogisk-psykologisk tjeneste (PPT), osv.)
# Spesialisthelsetjenesten: Henvise til nevropsykolog, voksen (re)habilitering og avklare om det er gjort kartlegginger av eldre dato ved f.eks. Barne- og ungdomspsykiatrisk enhet (BUP).
# NAV: Lokalt NAV kontor er første instans som bør kontaktes. Det kan være aktuelt å trekke inn NAV Arbeidsrådgivning (utredning av lese/skrivevansker, evt. nevropyskologisk utredning , karriere rådgivning).
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
3 av 4 punkt bør være med for 2 poeng (ev. et halvt poeng for hvert riktig svar).
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Du blir bedre kjent med Harald gjennom det videre forløp. Det avdekkes ingen tegn til somatisk sykdom. Fysisk er han sterk.
Nevropsykologisk utredning konkluderer med redusert evne til læring og hukommelse, samt redusert konsentrasjon og vansker med oppmerksomhet over tid. Han har relativt god innsikt i egne begrensinger. Det konkluderes med at Haralds kognitive vansker mest sannsynligvis skyldes en medfødt hjerneskade og at det er overraskende at han ikke har vært i kontakt med lege og NAV tidligere.
Det beskrives at Harald som barn var en stille, blid og samarbeidsvillig gutt som sparket mye fotball og hadde noen få gode venner. Skoleprestasjoner var gjennomgående svært dårlige i alle fag. Familien ønsket imidlertid minst mulig oppmerksomhet rundt dette. De sa at "gud hadde skapt ham slik og da fikk det holde". Ellers beskrives en harmonisk familie og at faren på fritiden alltid var tilstede og hjalp sønnen.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Han har ingen jobb og er ikke i stand til å forsørge seg selv slik situasjonen er per i dag. Beskriv kort hvilke stønader/ytelser som kan komme til anvendelse for å sikre økonomien til Harald.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
# Uføretrygd (hvis det konkluderes med at arbeidsevnen er betydelig nedsatt i forhold til ett hvert hensiktsmessig arbeid. Medisinske inngangsvilkår.)
# Arbeidsavklaringspenger (i en utredningsfaser der arbeidsevnen skal avklares. Medisinske inngangsvilkår.)
# Sosial stønad (hvis han ikke fyller medisinske inngangsvilkår, ev. inntil dette er avklart. Stønad som er forbeholdt den som er "ute av stand til å forsørge seg selv ved arbeid, egne midler eller ved andre økonomiske ytelser de kan ha krav på"
# Kvalifiseringsstønad (som for sosial stønad, dvs. aktuell når det ikke foreligger medisinsk årsak til nedsatt arbeids- og inntektsevne. Krav til at han deltar i et fastsatt program med arbeidstrening og oppfølging)
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Som hovedregel 0.5 poeng for hvert av punktene ovenfor som er med.
Trekk 0.5 poeng hvis dagpenger eller sykepenger foreslås. Ikke aktuelt med dagpenger eller sykepenger pga. manglende inntektsgrunnlag.
Teller positivt hvis studentene husker tillegget som ung ufør, men det kreves ikke at ung ufør nevnes for å få full poengskår. Tilleggsytelse som "ung ufør" kan komme i tillegg til uføretrygd og AAP, dette vurderes individuelt.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Som fastlege blir du bedt av NAV om å skrive en legeerklæring. Det bes spesielt om at denne inneholder en grundig funksjonsvurdering slik at dette kan danne grunnlag for det videre arbeidet med å vurdere om det er aktuelt å prøve ut tilrettelagt arbeidsrelatert aktivitet.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke hovedpunkter bør være med i en funksjonsvurdering til bruk i NAV? Sett opp en stikkordsmessig tabell eller oversikt som viser:
# hvilke generelle momenter som bør være med i en funksjonsvurdering
# hvilke av de nevnte momenter (punkt 1) kan du si noe konkret om i dette tilfellet
# hvilke av de nevnte momenter (punkt 1) mangler du opplysninger om
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Studenten skal klare å identifisere hvilke punkter man faktisk har opplysninger om og hva slags informasjon som bør etterspørres.
# Legens vurdering av nåsituasjonen (tidsaktuelle, ikke utdaterte opplysninger).
# Beskrivelse av legens egne observasjoner/vurderinger av funksjonsnivå
# Gjerne supplert med pasientens egen beskrivelse og eventuelt observasjoner/vurderinger fra andre instanser (rehabiliteringsinstitusjon, arbeidsmarkedsbedrift). Kilde angis.
# Bredde i funksjonsområder som beskrives, bør inkludere både psykisk og fysisk fungering. Gjerne opplysninger om sosial fungering. (Stikkord: biopsykososial kartlegging av funksjon)
# Ta med både begrensninger og ressurser
# Om funksjonsevnens "tidsprofil" ( er funksjonsnivået stabilt eller svingende, eventuelt hvor hyppig og hvor mye svinger det, hvor lenge varer en periode med funksjonsfall eller en funksjonstopp og hvordan er funksjonsnivået i gjennomsnitt.
# Tempo. Trengs det økt tid på å gjennomføre oppgaver?
# Er funksjonssvikten relatert til bestemte situasjoner? F. eks. sammenligne funksjon på jobb og fritid. Utløsende situasjoner?
# Si noe om hvilke konsekvenser redusert funksjonsnivå kan ha eller helt konkret har hatt for arbeidsevnen (i den grad du har grunnlag for å si noe om dette)
Eksempelsvar: Kort oppsummert om de funksjonsopplysninger vi har (svar på punkt 2) og de vi mangler(svar på punk 3)
# Legen har gjort en nylig gjennomgang av saken. Vi har en del tidsaktuelle opplysninger.
# Legens egne observasjoner/funn: Fysisk sterk, Problemer med å holde en samtale gående
# Vi mangler pasientens egen beskrivelse av fungering per i dag. Opplysninger fra andre instanser: Det foreligger en nevropsykologisk vurdering av nylig dato. Ingen observasjoner fra andre instanser (rehabiliteringsinstitusjon, arbeidsmarkedsbedrift)
# Biopsykososialfungering: kognitiv fungering : redusert – se svar fra nevropsykolog. fysisk fungering: ingen svikt beskrevet. emosjonell fungering: lite kjent. Sosial fungering: bra som barn, lite beskrevet nå.
# begrensninger (kognitiv, nevnt ovenfor) og ressurser (fysisk sterk, sosialt omgjengelig?)
# Tidsprofil. INGEN OPPLYSNINGER
# Tempo. INGEN OPPLYSNINGER
# Situasjonsbestemt funksjonssvikt: INGEN OPPLYSNINGER
# Konsekvenser for arbeidsevnen: Resultater fra nevropsykologisk vurdering tilsier at kognitiv svikt vil kunne ha stor betydning for arbeidsevnen i forhold til de fleste yrker. Men, vi mangler et observasjonsgrunnlag for å kunne si noe om hvordan han faktisk fungerer i konkrete situasjoner. Ingen informasjon om hvilke oppgaver han hadde i farens bedrift, hvor selvstendig jobbet han? Hva slags tilrettelegging ble gjort? Hvordan fungerte han i denne jobben?
(Funksjonsvurderingen er ufullstendig og bør suppleres før den
kan brukes av NAV til å konkludere vedrørende arbeidsevne.
NB! Oppgaveteksten spør ikke etter en sluttvurdering og det
stilles ikke krav til at studenten har gjort dette).
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Som hovedregel kreves det at 8 av 9 punkter er nevnt og at opplysninger eller mangel på opplysninger er registrert på disse. Poeng beregnes slik:
* 1 rett 0.5 poeng,
* 2 rett 1 poeng
* 3 rett 2 poeng
* 4 rett 3 poeng
* 5 rett 3.5 poeng
* 6 rett 4 poeng
* 7 rett 4.5 poeng
* 8-9 rett 5 poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Du jobber som fastlege i en veletablert 4-legepraksis. Neste pasient er Eva Olsen (66 år). Hun står på en øyeblikkelig hjelptime på timeboka med stikkordet "Utslett".
Du ser at hun er ny på lista di. Det er ennå ikke lagt inn noen opplysninger i den elektroniske journalen, men du minnes at du så en tynn papirjournal (oversendt fra forrige fastlege) i posthylla di, og skjønner at den tilhører Eva Olsen.
Du henter henne på venterommet og hilser før dere går inn på legekontoret. Hun er ved første øyekast i allment god form, men ser dradd og sliten ut. På ditt spørsmål om hva hun ønsker hjelp med, forteller hun: "De siste 2 dagene har jeg fått et rart utslett bak på venstre skulder". Hun viser deg et bilde tatt med mobiltelefonen den første dagen det dukket opp. "Før utslettet kom, kjente jeg en rar svie i huden der, skjønte først ikke hva det var".
Bildet viser Evas utslett Dag 1.
<<imgLink "IIIC-2018-1-A.PNG" 400>>
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilken diagnose er mest sannsynlig, basert på bildet og anamnesen?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Herpes zoster
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Herpes zoster må nevnes. Om de nevner diffdiagnoser er det greit.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
En velkjent allmennmedisinsk arbeidsteknikk er å bruke tiden som diagnostikum.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Bør man bruke tiden som diagnostikum i dette tilfellet? Begrunn svaret.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Å avvente og se an en problemstilling er et aktivt valg og en arbeidsteknikk i allmennmedisinen. Dette kan være en aktuell løsning ved eksem og lignende hudlidelser i allmennpraksis.
I dette tilfellet bør man ut fra anamnesen mistenke herpes zoster – og hvis antiviral behandling er indisert, er det viktig å starte behandlingen tidsnok, og det er derfor ikke lurt å vente og ta pasienten tilbake. Antiviral terapi bør, om indisert, starte innen 72 timer. Pasientens alder kan tilsi at antiviral terapi er indisert, men hovedpoenget her er ikke et entydig svar på det, men kjennskap til at det kan være aktuelt og at man bør konsultere et oppslagsverk hvis man er i tvil om cut-off for alder og evt varighet av plagene før legesøkning.
Eks slå opp i NEL, Best practice aller andre autoritative oppslagsverk.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
At de forklarer på en grei måte at det å automatisk se tiden an ikke er lurt i en situasjon der tidlig diagnose og intervensjon kan bedre prognosen på en klinisk betydningsfull måte. Om de kan cut-off-punktet 72 timer eller sier at de vet at det finnes og vil slå det opp, spiller ingen vesentlig rolle.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Du synes pasienten ser sliten ut, og hun nevner at det har vært mye stress den siste tiden. Du kjenner henne ikke fra før og vil gjerne vite mer om henne og hva dette handler om
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva kan du si eller spørre pasienten om? Formuler alternative formuleringer og knytt disse opp mot konsultasjonsteori.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Tankegangen her er at du som ny fastlege ikke kjenner henne eller hennes helseproblemer fra tidligere og det kan være relevant å ta en runde på det. I tillegg kan det være relevant å høre om hvordan hun har det ellers – pasienten har nevnt stress, og det er kjent at dette kan være en utløsende årsak til herpes zoster (men trenger heller ikke være det).
Konsultasjonstekniske poeng; her kan man f eks kommentere at pasienten ser litt sliten ut (et nonverbalt hint) – spørre om hvordan er det/ har du det for tiden, refleksjon: «stress, sier du/fortell?». Andre innganger: «Nå kjenner ikke jeg deg fra før/ettersom du er ny pasient her hos oss; kan du fortelle litt om deg selv?» Screening-spørsmål vedrørende forhold rundt familie/sosialt/tidligere sykdommer/jobb – kan også gjøres ganske raskt – f eks med begrunnelse i at det er behov for å oppdatere journalens familie/sosialt seksjon.
Det er også relevant om studenten nevner de fire eller 5 F-ene (5. F: forutsetninger (pasienten som person). Ref: Hunskår, Allmennmedisin (2013) kap 1.4 og formulerer spørsmål basert på disse.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Fleksibilitet her- studenten må vise at de ser poenget med å kartlegge litt om pasienten som person. Studentene må formulere alternativer som enten kan inkludere nonverbale hint, refleksjon, åpne spørsmål.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Eva Olsen forteller at hun ble skilt for mange år siden og jobber i en skobutikk. Økonomien er anstrengt, men hun klarer seg. På grunn av sykdom hos en kollega har hun måttet jobbe en del overtid i det siste. Det har også vært mye å tenke på den siste tiden ettersom hennes yngste datter (29 år) har vært på ryggsekkreise i Tyrkia hvor det for 10 dager siden var et stort jordskjelv. I tre dager hørte hun ikke fra datteren, men så fikk hun vite at hun var i sikkerhet. Sønnen (39 år) står midt oppe i en vanskelig skilsmisse og EO har stadig større bekymringer for barnebarnet Trine på 5 år– som havner midt i konfliktsonen mellom foreldrene. Siste gang hun var på besøk, gråt hun og spurte "Kan jeg ikke få bo her hos deg?"
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
# Identifiser potensielle stressorer fra sykehistorien over.
# Redegjør for en relevant modell som viser sammenhenger mellom belastende livserfaringer (stress) og helseproblemer
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
# Anamnestisk: Stressorer – datteren i fare – dramatisk uvisshet i flere døgn. Sønnens uhåndterlige parkonflikt, barnebarnet som lider overlast. Selv ellers robuste mennesker kan få en fysiologisk helseknekk under slike betingelser. Og dette kommer hos Eva oppå et vanlig litt strevsomt liv (butikkjobb, presset økonomi).
# Ved NTNU underviser vi ut fra modellen om Allostase (Hunskår 2013 kap 1.8).
#* Belastninger over lang tid – allostatisk overbelastning fysiologisk dysregulering av immunsystem. Endokrint system (HPA aksen), CNS og autonomt nervesystem, økt sjanse for sykdomsgjennombrudd
Det er likevel OK om andre stressteorier som logisk peker mot svekket forsvar mot sykdom beskrives.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
For å få full score må både anamnestiske clues nevnes(1p) (se over) og en stressmodell (2p)må beskrives. Litt fleksibilitet tolereres nåer det gjelder vektlegging.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Oppsummer konsultasjonen med Eva Olsen i form av et PSOAP-notat.
Hvis du savner opplysninger som ikke har framkommet i oppgaven fram til nå, føl deg fri til å supplere litt med realistisk informasjon. For å få full poengskår må notatet ditt ha korrekt struktur, være faglig adekvat og tekstlig kompakt.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Fasit: PSOAP struktur: Problem- Sykehistorie- Observasjon-Analyse-Plan.
Ut fra de opplysningene som er gitt så langt, er det ikke forventet at studentene beskriver noen plan for oppfølging av barnebarnet Trine, men de skal heller ikke trekkes hvis de inkluderer dette i notatet. Man kan gi pasienten råd om å tilråde sønnen å søke hjelp for å takle utfordringene (familievernkontor, egen fastlege, helsesøster).
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
For å få full score må notatet være både godt innholdsmessig og kompakt. Urimelig langt notat trekker ned 0.5 poeng selv om struktur og innhold er bra.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Vi foretar nå et sceneskifte:
Du er fastlegen også for Eva Olsens sønn og barnebarn Trine på 5 år (barnet som er nevnt ovenfor). Trines far går til støttesamtaler hos deg i forbindelse med samlivsbruddet. Samlivsbruddet er konfliktfylt, og ektefellene er overhode ikke på talefot. Konfliktnivået er blitt høyere i det siste, relatert til en krangel om hvorvidt datteren Trine bør bruke bleie på dagtid eller ikke. Trine sliter med at hun tisser seg ut (enurese) og til dels også har dårlig kontroll på avføringen (enkoprese). Problemene har åpenbart tiltatt etter at foreldrene gikk fra hverandre. Den siste krangelen startet etter at far mente at de nå bør forsøke å avvikle bleien. Eks-konen ble da rasende fordi hun var uenig (hun mener "ting får ta den tiden de tar", og det er strevsomt med så mye tøy/sengeklær å vaske).
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Reflekter rundt barnets situasjon og helseproblem, og hvordan du bør håndtere situasjonen.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Dette barnet kan lide overlast og det er ikke usannsynlig at hennes helseproblemer har sammenheng (forverres betydelig av) hennes livssituasjon. Det er din plikt å finne ut mer. Det må også gjøres en klinisk vurdering med tanke på for eksempel obstipasjon.
''Anbefalt strategi'':
Ta barnet inn på time sammen med far– fullstendig anamnese, klinisk undersøkelse (obstipasjon?) evt supplerende prøvetaking (urinprøve etc). Anamnestiske poenger: har problemene oppstått den senere tid (har barnet vært tørt tidligere?) Observer evt. samspill far og barn. Tilstrebe å få koblet inn mor også.
Snakke åpent med far/mor og evt. barnet (hver for seg – kan helsesekretær ha Trine hos seg noen minutter?). Forklar at du har en viss bekymring for at foreldrekonflikten går utover barnet – formidle bekymring for situasjonen på en respektfull og ivaretakende måte. Hvordan fungerer far og mor i det daglige, hvordan kan konflikten håndteres bedre, andre omsorgspersoner inne i bildet? Søsken? Hvem kan hjelpe? Her må noe gjøres. Ulike tiltak aktuelle.
''Samarbeidspartnere/andre hjelpeinstanser'':
Er familievernkontoret en mulighet? De har trolig allerede vært der til pålagt mekling ifb med planlagt seperasjon/ skilsmisse (lovpålagt for alle foreldre som er samboere/gift og som har barn < 16 år). Andre muligheter: Koble inn helsesøster, PPT, henvise til psykolog i kommunen. BUP-tjenesten er ikke aktuelt i første omgang, det vil kreve at forholdene er avklart på kommunalt nivå, men dersom problemene er omfattende vil dette kunne være aktuelt.
Det er nok ikke aktuelt å sende bekymringsmelding til barnevernet i første omgang, men dette skal gjøres når/hvis du har grunn til å tro at det foreligger omsorgssvikt, at barnet ikke blir tilstrekkelig ivaretatt.
Se neste spørsmål.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Max 1 poeng her for å si adekvate ting om bekymring og ev. meldeplikt, fordi det omfattes av neste spørsmål. Her gir vi mest poeng for strategien å involvere foreldrene på respektfull måte som første skritt i videre håndtering og foreslå adekvate tiltak i forkant av barnevern.
Poenggivningen her avveies mot neste spørsmål. Poenget er at dette og neste spm. til sammen gir et helhetlig bilde/strategi
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Etter noen uker konkluderer du med at Trines livssituasjon ikke blir bedre, tross dine (og andres) forsøk på å gi råd og støtte familien hennes. Barnet lider overlast, så langt du kan bedømme. Idet du innser dette, er du bundet av lover og regelverk som pålegger deg å gripe inn.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Gi noen stikkord om aktuelle lover og hva de innebærer og drøft hvordan du skal forholde deg til taushetsplikten
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Vi forventer ikke lange svar. Litt generelt om taushetsplikt og fritak fra taushetsplikt hvis mistanke om at barn lider overlast. Nevne navn på lovverk og stikkord om innhold – se nedenfor
Ved uklar/tvil om bekymring – ev. forhåndskonferer – gjerne med barnevernstjenesten eller kollegaer om hvordan du kan håndtere situasjonen. ''Husk å ikke nevne familiens navn'' dersom du drøfter saken med kolleger/andre fagfolk (taushetsplikt). Du kan diskutere saken anonymt med BVT, hvis du er usikker på om du bør melde.
Grunnlag for å melde bekymring til Barnevernet bør vurderes dersom ikke mulig med dialog med foreldrene. Nedenfor om lovverket.
''Lov og regelverk''
__Taushetsplikt – helsepersonelloven § 21__; Utgangspunktet etter helsepersonelloven er at legen har taushetsplikt om alle helse- og personopplysninger om den enkelte pasient. Det følger av __helsepersonelloven § 21__ at "helsepersonell skal hindre at andre får adgang eller kjennskap til opplysninger om folks legems- eller sykdomsforhold eller andre personlige forhold som de får vite om i egenskap av å være helsepersonell".
Lovverk som hjemler __unntak fra taushetsplikten__ er:
* Barnevernloven § 6-4 Innhenting av opplysninger, og
* Helsepersonelloven § 33. Opplysninger til barneverntjenesten
Her er det gitt bestemmelser som gjør unntak fra taushetsplikten i situasjoner der hensynet til å avdekke forhold i hjemmet som kan skade barnet veier tyngre enn hensynet til å bevare taushet om personlige forhold. Legen plikter å gi opplysninger til barneverntjenesten (gjerne i form av en __bekymringsmelding__) når: "det er grunn til å tro at et barn blir mishandlet i hjemmet eller det foreligger andre former for alvorlig omsorgssvikt, jf. lov om barneverntjenester § 4-10, § 4-11, og § 4-12. Det samme gjelder når et barn har vist vedvarende og alvorlige adferdsvansker, jf. nevnte lov § 4-24".
Det følger også av __barnevernloven § 6-4__ og __helsepersonelloven § 33__ at legen må gi barneverntjenesten nødvendige opplysninger om barnet når dette pålegges av barnevernet i en sak. Barnevernet må da henvise til lovhjemmel som begrunner behovet for opplysningene fra legen. Pålegg om informasjon kommer ofte i form av en bestilling fra barneverntjenesten med en del spørsmål som legen skal svare på og det blir da aktuelt for legen å avgi en erklæring.
Meldeplikten er hjemlet i __Barnevernloven § 6-4 Innhenting av opplysninger__ og __helsepersonelloven § 33__. Opplysninger til barneverntjenesten Her er det gitt bestemmelser som gjør unntak fra taushetsplikten i situasjoner der hensynet til å avdekke forhold i hjemmet som kan skade barnet veier tyngre enn hensynet til å bevare taushet om personlige forhold.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
For full score forutsetter navn på relevant lovverk: Barnevernloven og
Helsepersonell-loven (ikke paragrafer men stikkord om innhold)
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
En 40 år gammel mann blir lagt inn på sykehus med akutt dyspné. Han er tidligere frisk og bruker ingen faste medisiner.
Dagen før innleggelse var han i habituell tilstand, men våknet kl. 06.00 og følte at han ikke fikk puste. Det er ingen andre ledsagende symptomer bortsett fra litt hoste. Prehospital oksygenmetning i ambulansen var 82 % uten O2. Han jobber som bonde, og de siste par dagene før innleggelsen hadde han arbeidet med legging av gress i en tårnsilo.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
I arbeidet med silolegging kan man bli eksponert for ulike gasser. Gi eksempler på to gasser som kan være aktuelle eksponeringer ved silolegging.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Nitrøse gasser og CO2.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Ett poeng for nitrøse gasser. Man får også poeng om man skriver NO (nitrogenoksid), NO2 (nitrogendioksid), eller NOx
Ett poeng for CO2 (karbondioksid).
Andre gasser gir ikke poeng.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Du er primærvakt i mottak og får kl. 08.00 meldt at pasienten beskrevet ovenfor er på vei til sykehus og er forventet til sykehuset om 45 minutter.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Nevn fire relevante faglige instanser/rådgivningstjenester (i eller utenfor sykehus) du kan snakke med/ringe for å få informasjon om aktuelle eksponeringer og diskutere behandling med.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
* Giftinformasjonssentralen.
* NBC-Senteret Ullevål
* Bakvakt
* Arbeidsmedisinsk Avdeling
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0,5 poeng for hvert av alternativene som nevnt over.
Yrkeshygieniker som sådan er ikke godkjent som et poenggivende svar, men hvis man nevner yrkeshygieniker tilknyttet arbeidsmedisinsk avdeling gir dette poeng.
Andre leger på sykehuset i sekundær eller tertiærsjiktet med relevant erfaring er likestilt med «Bakvakt», herunder lungelege eller annen spesialist med toksikologisk kompetanse.
Nevnes BHT som en faglig instans, gir det ikke poeng. BHT driver viktig forebyggende arbeid, inkludert risikoanalyse, men er ikke en instans med akuttmedisinsk funksjon/kompetanse.
Nevnes Helsebiblioteket og lignende som en faglig instans, gir det ikke poeng. Helsebiblioteket har gode artikler om akutte forgiftninger på sine hjemmesider, men tilbyr ikke rådgivning i enkeltsaker og anses derfor ikke å fylle vilkåret om at "du kan snakke med/ringe og diskutere behandling
med".
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Når pasienten ankommer sykehuset kl. 08.45, gjør du en vanlig somatisk status i mottakelsen. Vitale parametere viser BT 142/82, puls 82, respirasjonsfrekvens 26. O2 metningen er 96 % med 2,5 liter O2 på nesebrille. Du antar gasseksponering som årsak til hans pustebesvær.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Du rekvirerer relevante blodprøver, men hvilke andre undersøkelser bør også gjøres i akuttfasen i dette tilfellet? Nevn minst 3 relevante primære utredningstiltak med kort begrunnelse for hvert av dem.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
''Røntgen toraks/CT thorax''. Billeddiagnostikken tas primært grunnet mistanke om utvikling av lungeødem, men er også relevant for differensial diagnostikk som f.eks.
pneumothoraks.
''Arteriell blodgass''. Arteriell blodgass tas på grunn av pasientens respirasjonssvikt og mulig gassforgiftning og gir et raskt bilde på blant annet syre/basestatus, pH, laktat, CO2 og CO som alle gir relevante opplysninger i en akuttfase for vurdering av differensialdiagnostikk og behandling.
''EKG''. EKG tas på grunn av at man er i en akuttfase i mottaket, og man må tenke differensialdiagnostikk. Selv om man antar gasseksponering som årsak må man utelukke blant annet kardiell patologi.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
* 2 poeng for 3 relevante undersøkelser med indikasjon/begrunnelse for disse
* 1 poeng for 2 relevante undersøkelser med indikasjon/begrunnelse for disse
* 0.5 poeng for 1 relevant undersøkelse med indikasjon/begrunnelse
CT thorax er likestilt med røntgen thoraks, selv om man tenker seg at røntgen thoraks er mer tilgjengelig i akuttfasen ved de fleste sykehus.
Blodgass er likestilt med "Arteriell blodgass"
Nevnes håndholdt ultralydapparet (Vscan), gir det ikke poeng. Det er presisert i vignetten at man antar gasseksponering som årsak. Håndholdt ultralydapparat ville vært mer relevant ved mistanke om f.eks. kardiell årsak.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Etter at pasienten nå har ligget med O2 på nesebrille i et par timer føler han seg i god form og er ikke lenger tungpustet. Ved auskultasjon av lunger hører du grove knatrelyder over begge lungeflater og mest uttalt basalt venstre side. Det er fullt på avdelingen og du er bedt om å være tilbakeholden med å legge inn pasientene
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Sender du pasienten hjem? Begrunn svaret.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Man bør ikke sende pasienten hjem. Det er sagt i supplerende vignett til deloppgave 3 at man mistenker gasseksponering som årsak til hans pustebesvær. Ulike gasser har ulik vannløselighet, og såkalte «tørre» gasser, dvs. gasser med lav vannløselighet, kan komme dypt ned i luftveiene (bronkioler og alveoler) og øker risikoen for alvorlige komplikasjoner som lungeødem. Latenstiden kan være opp til 24 timer. Selv om pasienten føler seg kvikk, bør man ikke sende pasienten hjem før man har observert sykdomsforløpet en viss tid. Pasienten bør derfor legges inn til observasjon.
I hovedvignetten til denne oppgaven er det sagt at pasienten jobber som bonde og de siste par dagene før innleggelsen har arbeidet med silolegging. Han kan derfor ha vært eksponert for nitrøse gasser og CO2. Nitrøse gasser er «tørre» og kan forårsake lungeødem etter en latenstid.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Ett poeng hvis man ikke sender pasienten hjem, og samtidig også klarer å resonnere rundt gasseksponering, latenstid og risiko for alvorlige komplikasjoner. Det er ikke tilstrekkelig å kun begrunne innleggelsen med gasseksponering.
Kandidaten må også dokumentere kunnskap om sammenhengen mellom gasseksponering, latenstid og alvorlige komplikasjoner.
Ett poeng dersom man i tillegg konkret nevner lungeødem som aktuell alvorlig komplikasjon.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Ved sykdom forårsaket av eksponering i arbeid, er du som lege pålagt å melde på fastsatt skjema.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvor skal meldingen sendes?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Skjema 154b skal sendes til Arbeidstilsynet
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Ett poeng hvis kandidaten vet at skjemaet skal sendes til Arbeidstilsynet.
Alle leger har plikt til å melde fra til Arbeidstilsynet om sykdom som legen antar skyldes pasientens arbeidssituasjon. Se Arbeidsmiljølovens § 5-3. Meldeplikten gjelder uavhengig av om tilstanden er godkjent som yrkessykdom eller ikke. Meldingen skal sendes på skjema 154b.
Nevnes NAV gis det ikke poeng. Ved yrkesskade derimot skal melding sendes til NAV, men dette er arbeidsgivers plikt.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Mange bønder blir også eksponert for organisk materiale via luftveiene, og hos noen kan dette utløse lungesykdom.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Nevn to lungesykdommer som kan relateres til inhalasjon av organisk materiale?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
* Astma
* KOLS
* Hypersensitivitetspneumonitt (allergisk alveolitt)
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
To poeng hvis man lister 2 av de 3 som er nevnt over. Ett poeng hvis man lister 1 av de 3 som er nevnt over
Hypersensitivitetspneumonitt er en mangefasettert sykdom som kan ha ulik klinisk presentasjon, intensitet og forløp. Sykdommen skyldes en allergisk reaksjon i lungealveolene, og går også under navnet allergisk alveolitt. Tilstanden har dessuten fått ulike navn etter de ulike yrkesgruppene som er utsatt: Farmers lung/bondelunge, fugleholderlunge, justerverksjukan, luftfuktersykdom, kornarbeiderlunge osv. Alle disse er likestilt som svar med hypersensitivitetspneumonitt og gir ett poeng.
Obstruktiv lungesykdom som fellesbetegnelse for astma og KOLS gir kun ett poeng.
Forekomsten av astma hos bønder er ikke høyere enn i befolkningen for øvrig, men bønder kan utvikle astma grunnet eksponering for biologiske faktorer som organisk støv, bakterier, muggsopp, endotoksiner.
Eksponering for organisk støv er kjent for å øke risikoen for utvikling av KOLS hos bønder. Det kan dreie seg om støv fra f.eks husdyr, mikroorganismer, endotoksiner, fòr, høy og halm
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Oppgaven baserer seg på utdelt artikkel: David P. Fisher, et al. (2017): Association Between Bariatric Surgery and Macrovascular Disease Outcomes in Patients With Type 2 Diabetes and Severe Obesity. JAMA 2018; 320: 1570-1582
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva var hensikten med studien?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Målet var å finne ut om pasienter med type 2 diabetes som fikk bariatrisk kirurgi opplevde færre makrovaskulære komplikasjoner (det vil si koronar hjertesykdom eller cerebrovaskulær sykdom) enn pasienter som fikk vanlig oppfølging (det vil si medikamenter og livsstilsintervensjon).
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Kandidaten må kunne forklare at man ønsker å sammenlikne omfanget av makrovaskulære komplikasjoner (det vil si koronar hjertesykdom eller cerebrovaskulær sykdom) for de om fikk bariatrisk kirurgi sammenliknet med enn pasienter som fikk vanlig oppfølging (det vil si medikamenter og livsstilsintervensjon). Her gis det ikke delpoeng.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva var forfatternes begrunnelse for valg av forskningsdesign?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Tidligere observasjonelle studier har antydet at bariatrisk kirurgi kan redusere makrovaskulære komplikasjoner av type 2 diabetes sammenlignet med vanlig medisinsk omsorg. Det er imidlertid begrenset kunnskap om nyere typer kirurgiske behandlingsmetoder, særlig fordi man ikke har hatt tilgang til store nok antall pasienter. Det har også vært mangelfullt grunnlag for å sammenlikne med personer som ikke har gjennomgått bariatrisk kirurgi (bl.a. utilgjengelighet av Kroppsmasseindeksmålinger).
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Kandidaten må angi begrensninger fra tidligere kunnskap og hva som denne studien kan bidra med. Her gis det ikke delpoeng.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
I Table 3 er det vist til 95% konfidensintervall. Hva er fordelen med å vurdere presisjon ut fra slike konfidensintervall sammenlignet med p-verdi?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Konfidensintervall gir informasjon om styrke på sammenheng og hvor presis sammenhengen er. P-verdier er en blanding av styrke på sammenheng og størrelse på studien.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Kandidaten må vise at et konfidensintervall gir informasjon om styrke på sammenheng og hvor presis sammenhengen er. P-verdier er en blanding av styrke på sammenheng og størrelse på studien. Det gis ikke poeng for å beskrive om konfidensintervallet inneholder 1 eller ikke for relativ risiko, eller 0 eller ikke for absolutte forskjeller. Her gis det ikke delpoeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Gi er fortolkning av resultatene fra Table 3.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Det er gjennomgående lavere risiko for makrovaskulære komplikasjoner for de som har gjennomgått bariatrisk kirurgi enn blant kontrollpasientene. Denne sammenhengen er stabil gjennom ut over oppfølgingsperioden. Effektestimatene er noenlunde i samme størrelsesorden. Resultatene er mest presise for den sammensatte indeksen. Der angir øvre del av konfidensintervallet en betydningsfull sammenheng for første år. Resultatet blir noe mer upresist gjennom perioden, noe som nok henger sammen med færre hendelser
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Her bør kandidaten vise at det det er betydelig lavere risiko for de som har gjennomgått bariatrisk kirurgi sammenliknet med kontrollpasientene (1 poeng). Det må også gis en vurdering av presisjon (1). Det gis ikke poeng for å kommentere om hvorvidt konfidensintervallet inneholder 1 eller ikke.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva forstår du med en konfundering (confounding)? Hvilke mulige problemer med konfundering kan du anta at en slik studie har?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Konfundering betyr effektforveksling som skyldes en felles årsak mellom eksponering og utfall. I denne studien vil vi anta at indikasjoner for valg av kirurgi eller ikke kan være nærliggende grunner for konfundering. Man kunne tro at de sykeste mest sannsynlig blir henvist til kirurgi, men det er kanskje ikke sikkert. For eksempel hvis helsetilstanden tilsier at pasienten ikke tåler en kirurgisk prosedyre.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Kandidaten må kunne forklare at konfundering innebærer en effektforveksling som skyldes en felles årsak mellom eksponering og utfall (0,5). Mulige indikasjonene for kirurgisk behandling må være nevnt for full skåre.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
La oss anta at noen av kontrollpasientene likevel hadde fått utført bariatrisk kirurgi, hvilken type bias ville det medføre, og hva ville konsekvensen av en slik bias være?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Ikke-differensiell målefeil (informasjonsbias og misklassifisering). Konsekvensen ville være en redusert sammenheng mellom eksponering (bariatrisk kirurgi) og utfallsmålene.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Ikke-differensiell (0,5 p) målefeil (informasjonsbias og misklassifisering godtas) (0,5 p). Konsekvensen ville være en redusert sammenheng mellom eksponering (bariatrisk kirurgi) og utfallsmålene (1 p).
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Gi en vurdering av om resultatene i denne studien er generaliserbare
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Ekstern validitet kan tenkes å være påvirket av flere forhold. For eksempel kan man tenke seg at ulike helsesystemer vil gi forskjellig oppfølging etter behandling. Pasientene i denne studien er i overveiende grad finansiert gjennom kommersielle forsikringsordninger. Hvordan dette ville slå ut for mer utsatte grupper av pasienter er vanskelig å si.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
For å få full skår bør kandidaten ha en vurdering av settingen og pasientgrunnlaget for denne studien. Dette bør settes i sammenheng med hvilken oppfølging og helsetilbud som gis for øvrig.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Gir denne studien grunnlag for å anbefale bruk av bariatrisk kirurgi for personer med type 2 diabetes og fedme? Begrunn svaret.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Hvorvidt man skal anbefale bariatrisk kirurgi eller ikke må hvile på en lang rekke faktorer ut over det som kommer fram i denne studien. Det er et omfattende inngrep som kan ha betydning for mange livsområder. Det er også verdt å merke seg at denne studien er observasjonell og ikke kan gi et dekkende bilde på hvorvidt det er en kausal sammenheng eller ikke. I tråd med forfatternes konklusjoner, så kan man tenke seg at resultatene fra denne studien, kan danne grunnlag for drøfting mellom lege og pasient av mulige alternativer i fedmebehandling. Da bør også annen kunnskap om mulige bivirkninger av slik omfattende kirurgisk behandling tas med.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
For å få full skåre bør kandidaten trekke fram at man ikke bør bruke enkeltstudier for vurdering av kliniske tiltak. Kandidaten bør også vektlegge at dette er en studie basert på et observasjonelt design. Dette er særlig utfordrende i vurdering av behandlingseffekt. Andre virkninger og bivirkninger av prosedyren bør også vektlegges for å bedre pasientens mulighet til å ta et informert valg
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Livmorhalsprogrammet er et screeningprogram som ble innført i Norge i 1995 for kvinner i alderen 25-69 år.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva menes med et screeningprogram?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Et screeningprogram er en organisert, systematisk undersøkelse av personer som føler seg friske (symptomfrie) for å påvise sykdom (eller risiko for sykdom) i en tidlig (subklinisk) fase
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0,5 poeng for å nevne at målgruppa er frisk/symptomfri
0,5 poeng for å nevne påvisning av subklinisk/tidlig tilstand
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Analyse av celleprøve fra livmorhalsen er en sentral undersøkelse i Livmorhalsprogrammet.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke krav bør stilles til undersøkelser som skal brukes som verktøy i screeningprogrammer?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Testene bør være
* Akseptable for befolkningen som skal tilbys screening
* Pålitelige (reproduserbare/validerte og ha høy sensitivitet, høy spesifisitet)
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 poeng for hvert krav, til sammen max 2 poeng. For siste punkt er sensitivitet den minst viktige, så dersom kun dette er nevnt uten noen av de andre bør det trekkes litt.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
En hensikt med Livmorhalsprogrammet er å forebygge død av livmorhalskreft.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Forklar hvordan Livmorhalsprogrammet kan forebygge død av livmorhalskreft.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Et sentralt prinsipp i screening er at tidlig diagnose gir mulighet for tidlig behandling. Tidlig diagnose kan gi gevinst kun hvis den etterfølges av behandling. En forutsetning for at screening skal forebygge død av livmorhalskreft er derfor at behandlingen har bedre effekt i tidlig fase enn senere (f eks etter spredning). I tillegg må sykdommen (livmorhalskreft) ha en tidlig/preklinisk fase som varer lenge nok til at den kan påvises.
Gjennom Livmorhalsprogrammet påvises både invasiv livmorhalskreft (men fortsatt asymptomatisk), forstadier (celleforandringer) og infeksjon med onkogene HPV-typer (som kan gi celleforandringer etter lang tid – ofte flere tiår). Behandling av forstadier reduserer forekomst av livmorhalskreft og dermed også død av livmorhalskreft.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Behandling må gis og være mer effektiv i tidlig fase (0.5), tidlig fase må være påvisbar i praksis (0.5), påvisning av både forstadier (0.5) og invasiv sykdom (0.5).
Det skal ikke trekkes poeng for informasjon som går ut over oppgaven, men som i seg selv er korrekt. Hvis besvarelsen inneholder alle momenter som kreves, men i tillegg opplysninger som ikke er korrekte, bør det trekkes poeng hvis disse tyder på grunnleggende mangel på forståelse.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Figuren nedenfor er hentet fra Kreftregisterets rapport «Cancer in Norway 2016», utgitt i 2018, og viser utvikling av 5-års overlevelse fra diagnosedato (brun, øverst), nye tilfeller (rød, i midten) og dødelighet (rosa, nederst) av livmorhalskreft over tid i Norge.
<<imgLink "IIIC-2018-4-A.PNG" 500>>
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Nevn minst tre teoretisk mulige forklaringer på endringen du ser i overlevelse etter innføringen av Livmorhalsprogrammet i 1995.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Forklaringer direkte relatert til screening:
* Lead time: Tidligere diagnose gir lengre målt overlevelse, selv uten at livet forlenges
* Overdiagnostikk: Svulster som ikke ville gitt plager og dermed ikke ville blitt oppdaget uten screening, vil bidra med flere «overlevere» blant pasientene
* Effekt av screening: En reell gevinst av screening i form av forlenget liv, vil også gi økt overlevelse
Andre mulige forklaringer:
* Bedre behandling over tid kan øke overlevelse uavhengig av screening.
* Bedre diagnostiske metoder kan gi tidligere diagnose også blant personer med symptomatisk sykdom.
* Endring i «awareness»: Raskere legesøkning ved symptomer
* Endring i faktorer i befolkningen som påvirker sykdommens aggressivitet eller respons på behandling, for eksempel samsykelighet.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 poeng per forklaring, uavhengig av hvilke som er nevnt (max 3 poeng)
Det skal ikke trekkes poeng for informasjon som går ut over oppgaven, men som i seg selv er korrekt. Hvis besvarelsen inneholder alle momenter som kreves, men i tillegg opplysninger som ikke er korrekte, bør det trekkes poeng hvis disse tyder på grunnleggende mangel på forståelse.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Vaksine mot humant papillomavirus ble innført i barnevaksinasjonsprogrammet for jenter i 7. klasse i 2009.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvordan kan vi forvente at dette tiltaket vil påvirke dødeligheten av livmorhalskreft i befolkningen fremover? Forklar kort hvorfor.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Genital infeksjon med enkelte typer humant papillomavirus (HPV) er en hovedårsak til livmorhalskreft fordi langvarig infeksjon kan gi celleforandringer i livmorhalsepitelet som kan utvikle seg til kreft. HPV 16 og 18 er til sammen involvert i ~70% av alle tilfeller av livmorhalskreft, mens HPV 31, 33, 45, 52 og 58 til sammen er involvert i ~20% av tilfellene.
Vaksine mot HPV er vist å gi 90-100% beskyttelse mot forstadier til livmorhalskreft hos jenter/kvinner som ikke var smittet ved vaksinasjonstidspunktet. Det fins foreløpig svært få studier av livmorhalskreft etter HPV-vaksine, men kunnskap om sammenhengen mellom forstadier og utvikling av livmorhalskreft gir grunn til å tro at HPV-vaksine beskytter mot livmorhalskreft også, ikke bare mot forstadier. I så fall kan vi forvente en reduksjon i dødelighet av livmorhalskreft gjennom primærforebygging av sykdommen.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
HPV årsak til livmorhalskreft (1), vaksine gir beskyttelse mot forstadier (0,5), antatt reduksjon i dødelighet gjennom redusert forekomst (0.5), til sammen max 2 poeng.
Det skal ikke trekkes poeng for informasjon som går ut over oppgaven, men som i seg selv er korrekt. Hvis besvarelsen inneholder alle momenter som kreves, men i tillegg opplysninger som ikke er korrekte, bør det trekkes poeng hvis disse tyder på grunnleggende mangel på forståelse.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
En kvinne på 26 år oppsøker deg som fastlege. Hun er overvektig (vekt 130 kg, BMI 45) og sier at hun ønsker henvisning til fedmepoliklinikken ved sykehuset.
Hun forteller at hun har slitt mye med depresjoner og angst. Hun ble mye mobbet under oppveksten. Hun har fullført 2 år på videregående skole som barne- og ungdomsarbeider, men klarte ikke å fullføre lærlingetiden og har ikke tatt fagbrev. Hun sier at hun var mye deprimert mens hun var lærling og følte at hun ble mobbet på arbeidsplassen. Hun er singel og bor hjemme hos sine foreldre. Hun beskriver seg selv som beskjeden, trives best hjemme og har noen gode venninner som hun har en del kontakt med, mest via sosiale medier. Hun har jobbet det siste halvåret i en barnehage. Hun sier at hun har det bedre psykisk nå. Foruten sykelig overvekt, finner du normal psykisk og somatisk status.
Dere drøfter ulike livsstilstiltak og du henviser til fedmepoliklinikken.
Hun nevner avslutningsvis at hun trenger en sykmelding fordi hun var borte fra jobben onsdag og torsdag (2 hele dager) i forrige uke pga. angstanfall. Hun kontaktet ikke lege eller arbeidsgiver da, men planla å levere egenmelding på fredag. På jobben fredag fikk hun høre fra arbeidsgiver at hun hadde brukt opp egenmeldingsdagene sine og måtte ha en legeerklæring.
Hun tenkte at det kunne være praktisk å ordne dette i dag ettersom hun hadde time til lege allikevel.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Ta begrunnet stilling til kvinnens ønske om tilbakedatert sykmelding for fraværet som ikke dekkes av egenmelding.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Det foreligger ikke grunnlag for å tilbakedatere. Pasienten har ikke vært forhindret fra å oppsøke lege og legen kan ikke sannsynliggjøre at pasienten var arbeidsufør i det aktuelle tidsrommet. Utvidet svar: Det er som hovedregel ikke tillatt med tilbakedatering av sykmelding. Hvis tilbakedatering skal være tillatt må to vilkår være oppfylt:
# Pasienten skal ha vært forhindret fra å oppsøke lege, og
# det må kunne godtgjøres (sannsynliggjøres) at pasienten var arbeidsufør fra før tilbakedateringsdatoen.
Se FTRL §8-7. Tilbakedatering kan være aktuelt hvis legen vurderer at pasienten var forhindret fra å oppsøke lege, f.eks. pga. alvorlig psykisk lidelse med manglende sykdomsinnsikt. Dette er ikke tilfelle i denne saken. Pasienten har varslingsplikt til arbeidsgiver fra første fraværsdag (FTRL § 8-18) og burde ha kontaktet lege samme dag for å be om en sykmelding. Her har det gått mange dager og pasienten har åpenbart vært arbeidsfør og i stand til å kontakte lege før dagens konsultasjon.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Svaret må være nei til tilbakedatering (1/2 p) og en begrunnelse må foreligge (1 p).
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Pasienten kommer tilbake etter 3 måneder og sier at hun trenger en sykmelding. Hun er tydelig nedstemt og sier at hun sover mye og har mistet kontroll over matinntaket. Hun kan gå 1-2 dager uten mat, for deretter å spise alt hun kommer over helt til hun ikke makter mer og blir liggende uvel resten av dagen. Hun tenker på alle situasjonene der hun har dummet seg ut på arbeidsplassen og alt det negative kollegene tenker om henne.
Hun klarer ikke å konsentrere seg på jobben, og har fått flere irettesettelser i situasjoner der hun ikke har fulgt god nok med barna når de er på lekeplassen eller går tur i nærmiljøet. Det fremkommer at hun har hatt flyktige selvmordstanker den siste måneden. Montgomery And Åsberg Depression Rating Scale (MADRS) skår er 32 (20-34 tolkes som moderat deprimert). Du stiller diagnosen depressiv episode, moderat til alvorlig(stryke: og henviser henne til nærmeste distriktspsykiatriske senter (DPS) til en ø-hjelps vurdering.)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Foreligger det egen sykdom i henhold til et anerkjent sykdomsbegrep som kan gi rett til sykmelding? Begrunn svaret
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Ja, her foreligger det sykdom i henhold til et anerkjent sykdomsbegrep. Her er det symptomer av et slikt omfang og av en slik alvorlighetsgrad at det fyller kriterier for sykdom. P76 Depressiv lidelse. Her foreligger det sykdom med innvirkning på fungering og arbeidsevne, slik det spørres om i neste spørsmål. (Det vil kunne være situasjoner der sykmelding ikke er beste løsning men der sykdomskriteriet allikevel er oppfylt.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
For å få riktig svar: Må svaret være ja til at sykdomskriteriet er oppfylt, med en begrunnelse. (Sykmelding er sannsynligvis beste løsning, men det er ikke feil å argumentere for at det ikke er eneste løsning.)
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvordan påvirker helseplagene hennes fungering, og er dette relevant for vurdering av arbeidsmulighet. Begrunn svaret.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Her er det ''IKKE'' kun ett fasit svar. Viktig med en god begrunnelse. Eksempelsvar:
Hun beskriver psykiske symptomer som er hemmende for daglig fungering (mistet kontroll over matinntak) og som kan ha betydelig innvirkning på arbeidsevnen: nedsatt konsentrasjonsevne, flere irettesettelser pga. dette. Sviktende omsorgsevne for barna hos en barnehageansatt er et alvorlig tegn på at arbeidsevnen er nedsatt. Det er sannsynliggjort at det er årsakssammenheng mellom helseplager, funksjonssvikt og nedsatt arbeidsevne.
Det vises til diagnosespesifikk veileder for sykmelder:
https://helsedirektoratet.no/retningslinjer/sykmelderveileder/seksjon?Tittel=diagnosespesifikke-anbefalinger-for-sykmelding-1398#depressivlidelse-(p76)
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Riktig svar: For å få riktig svar må det fremkomme at konsentrasjonsvansker er vurdert som alvorlig funksjonssvikt i dette tilfellet der hun har omsorg for små barn.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Du treffer henne igjen etter 12 måneder. Hun behandles med antidepressiva og går til samtaleterapi hos en psykolog. Hun er nå 100% sykmeldt fra jobben. Hun føler seg mye bedre. Din objektive vurdering er at hun fortsatt har en mild depresjon. Hun beskriver at hun fungerer relativt godt i det daglige. Du drøfter med henne at det kan være aktuelt å prøve seg delvis i jobb igjen. Hun ser bekymret ut og sier at hun ikke tror de liker henne på arbeidsplassen. Hun er redd for tilbakefall og ønsker en periode med ro slik at hun kan bygge seg opp og bli helt frisk før hun prøver seg igjen i jobb.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke kriterier må være oppfylt for å få AAP(arbeidsavklaringspenger) i denne situasjonen?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
# Nedsatt arbeidsevne pga. sykdom skade og lyte. §11-5
#* Minst 50% arbeidsufør ved inngang AAP (0,5p)
#* arbeidsuførhet med årsakssammenheng til nedsatt funksjon pga. Sykdom (0,5p)
# Sykdom skal være en vesentlig årsak til arbeidsuførheten. Helse er kun en av flere faktorer som vektlegges ved vurdering av den nedsatte arbeidsevne. (0,5p)
# Aktivitetskrav. §11-6. Det skal lages en aktivitets plan som beskriver aktiv behandling, arbeidsrettede tiltak og/eller annen oppfølging av NAV med sikte på å komme i jobb. (0,5p)
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Riktig svar: 1 og 3 må være med for å få riktig svar (Redusert arbeidsevne på grunn av sykdom + aktivitetsplan (utredning, behandling og eller arbeidsrettet tiltak). Full skår hvis også 2 er med.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Over de neste tre årene prøver hun seg i flere typer deltidsarbeid (ordinær jobb med lønn fra arbeidsgiver) kombinert med arbeidsavklaringspenger. Hun sender inn meldekort til NAV hver 14. dag der hun oppgir hvor mye hun til enhver tid jobber. Hun har hatt 3-4 depressive episoder, hver gang med 100% sykefravær i 1-2 måneder, og deretter gradvis tilbakeføring. For 1 år siden ble det gjennomført overvektskirurgi (gastric bypass). Hun har etter det gått ned 40 kg og hatt mange komplikasjoner som langvarig sårinfeksjon, kvalme og diare (7-8 tømninger daglig). Hun har problemer med å rekke frem til toalettet og har hatt flere uhell hvis hun ikke har tilgang til toalett i løpet av få minutter. Hun har gitt opp tanken på jobb og sier at hun ønsker å søke om uførepensjon. Som hennes fastlege ser du på dette som en dårlig løsning, mye pga. av hennes unge alder og fordi du vurderer at det på lengre sikt bør være utsikter til bedring. Du avtaler et møte med NAV for å drøfte hvilke muligheter hun har.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Utover de krav som stilles ved inngang til AAP, hvilke medisinske krav må være oppfylt for å få AAP på unntak utover 3 år?
Hvor lenge kan det gis forlengelse på AAP utover tre år?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Riktig svar: Arbeidsavklaringspenger kan forlenges utover tre år hvis
# sykdom, skade eller lyte er hovedårsaken til at medlemmets arbeidsevne ikke er avklart tidligere (1/2 poeng)
# pasienten i tillegg har enten hatt langvarig medisinsk utredning eller har vært forhindret fra å kombinere medisinsk behandling og arbeidsrettet tiltak (1/2 poeng)
# Loven åpner for å forlenge perioden med arbeidsavklaringspenger i inntil to år (1/2 poeng)
For mer informasjon se § 11-12 andre ledd – Unntak fra hovedregel: https://www.nav.no/rettskildene/Rundskriv/11-12-varighet
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
For riktig svar: 2 av 3 punkt må være med. 0.5 poeng for hvert punkt.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke medisinske krav må være oppfylt for å få varig uførepensjon.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
# Hensiktsmessig utredning og behandling skal være forsøkt (§12-5). (0,5p)
# Hensiktsmessig arbeidsrettet aktivitet skal være forsøkt (§12-5) Det må foreligge medisinske hinder som sannsynliggjør at ytterligere arbeidsrettede tiltak ikke er hensiktsmessig. (0,5p)
# Varig sykdom, skade, lyte – krav til årsakssammenheng (§12-6) (Den medisinske lidelsen må ha medført en varig funksjonsnedsettelse av en slik art og grad at den utgjør hovedårsaken til nedsettelsen av inntektsevnen/arbeidsevnen.) (1 poeng)
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
For riktig svar: Må ha med 3 (1 poeng). I tillegg må enten 1 (0,5 poeng) eller 2 (0,5 poeng) være nevnt.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
FREMTIDSSCENARIO: Pasienten har fylt 32 år. Hun fikk innvilget 100% varig uføretrygd ett år tidligere. Du har hatt lite kontakt med henne etter dette. Hun har i dag bestilt time til fjerning av en føflekk. Du møter en smilende og normalvektig kvinne og merker at hun har blitt mye tryggere på seg selv. Hun forteller at hun for et år siden totalt endret livsstil fordi hun ble så desperat av alle senplagene etter overvektsoperasjonen, Disse klarer hun nå holde i sjakk hvis hun trener regelmessig, spiser hyppige men små måltider og har et sunt kosthold. BMI er 30.
Hun bor i egen leilighet, har kjæreste og de vurderer nå å flytte sammen. Hun føler at hun takler hverdagen godt, og savner det å ha en jobb å gå til. Hun sier at hun ønsker å prøve seg i jobb, og har tilbud om en 40% stilling. Hun er usikker på om hun kan klarer full jobb og er redd for å miste uføretrygden.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke råd kan du gi henne om mulighetene hun som uførepensjonert har for å prøve seg i en jobb?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Uførepensjon og reaktivisering. (rundskriv til §12-14 tredje ledd)
# Det viktigste er å ta kontakt med NAV og varsle om at hun tenker å prøve seg i lønnet arbeid.
# Det er fullt mulig å prøve seg i lønnet arbeid uten å miste retten til uføretrygd.
# Uføretrygden vil bli avkortet ved inntekt over en viss grense. Hvor mye vil avhenge av størrelse på arbeidsinntekten hun får.
For utvidet info se rundskriv til Lov om Folketrygd, kap 12 Uføretrygd. https://www.nav.no/rettskildene/lov/L19970228-19_P12-14#L19970228-19_P12-14
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Riktig svar: Totalt må 2 av 3 punkt være med.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Du jobber som fastlege. Du ser i timeboka at Abena Okeke (26 år) står oppført med en dobbeltime i morgen med «Første svangerskapskontroll».
Du kjenner ikke Abena Obeke fra før, men ser at hun var på legekontoret for helsesjekk i forbindelse med at hun ble bosatt i kommunen for et år siden. Utover vitamin D mangel var det den gang ikke noe å bemerke ved undersøkelsen. Det står intet om gynekologiske problemstillinger i journalen.
Under Familie/sosialt står det fra siste besøk: «Fra Somalia. Bodd i Norge siden 2015. Gift, i introduksjonsprogrammet»
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Du vil forberede deg til konsultasjonen:
* Hvordan bør du forberede deg til konsultasjonen, og hvilke hjelpemidler (faglig ressurser og utstyr) trenger du, for en første, rutinemessig svangerskapskontroll?
* Er det noen spesielle problemstillinger det kan være viktig å ha tenkt gjennom før denne konkrete konsultasjonen?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Generelt om forberedelser – introduksjon til informasjon for sensor:
Studentene undervises i betydningen av å forberede seg til konsultasjonen. Inngår som første ledd i «konsultasjonens anatomi»:
* Forberedelse
*# Åpning
*# Pasient-del
*# Lege-del
*# Felles del
*# Avslutning
* Etterarbeid
som er nøye forelest for studentene.
Begrepet «housekeeping» kan komme opp; et begrep som har blitt brukt i forelesning både om det å «holde orden i konsultasjonen» (få unna arbeidet under veis) og om å «rydde hodet» (mentalt) mellom pasienter (konsultasjoner).
Forberedelser til konsultasjonen:
Det legges i undervisningen av den allmennmedisinske konsultasjonen vekt på betydningen av å forberede seg til/ før konsultasjonen. I dette tilfelle kan det handle om flere ting;
# sjekke journalen for opplysninger om tidligere kontaktårsaker, familie/sosialt, kroniske sykdommer og medikasjon. I dette tilfelles er det opplyst om vitamin D mangel – da aktuelt å sjekke om det er foreskrevet medikament på resept, ev. siste blodprøvestatus.
# Behov for tolk, sjekke journalen om det står noe der om bruk av tolk fra forrige konsultasjon. Tolk bør bestilles om du har grunn til å tro at pasienten ikke snakker godt norsk.
# Faglige hjelpemidler:
#* Ved denne konsultasjonen kan det være nødvendig å ta en kikk på «Helsekort for gravide» – og oppdatere seg på Retningslinjen for svangerskapsomsorg mtp hva som skal inngå i første svangerskapskontroll. Oppdaterte råd om levevaner for gravide; kosthold, vitaminer (anbefalinger for tilskudd folat, vitamin D), avhold fra rusmidler etc (ligger på nett, Hdir sine sider).
#* Videre også sjekke hva som er anbefalt vedrørende vitamin Dmangel (slå opp i NEL el lignende elektronisk oppslagsverk) og medisinering i svangerskapet (eks RELIS-databasen og/eller legemiddelhåndboka).
# Utstyr: Ved førstegangs sv skaps us gjøres vanligvis grundig anamnese, blodtrykksmåling, u-stix og blodprøver (i uke 12). Dvs blodtrykksmåler, utstyr for å teste urin (stix) finnes på alle fastlegekontor og mulighet for å ta enkle blodprøver lokalt (Hb) – og sende inn prøver til sykehus for analyse. Verktøy for terminbestemmelse f eks (e) Snurra
(Hvis noen kommer på allerede her at kjønnslemlestelse kan være en problemstilling å ha i bakhodet – så er det flott, men ikke påkrevet – det dukker uansett opp senere i oppgaven)
Stud kan selvsagt også lure på om det er noe spesielt medisinsk de bør tenke på («tropemedisin»), men vi har ikke noe spesielt i tankene der.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
# Sjekke journalen etter viktige opplysninger – 1 poeng
# Faglige hjelpemidler knyttet til svangerskapsomsorg– 1 poeng
# Utstyr tilgjengelig for blodtrykksmåling, ustix, blodprøver og terminbestemmelse – 1 poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Du har ikke mye erfaring med innvandrere fra Somalia, kjenner ikke språket og vet lite om kulturen. Dette gir deg litt utilstrekkelighetsfølelse. Det hadde selvsagt vært fint om du hadde mulighet til å lære mer om den aktuelle kulturen før konsultasjonen i morgen, men som lege må du være forberedt på konsultasjoner der du mangler spesifikk kulturkunnskap.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke prinsipper fra pasient-sentrert metode kan du anvende for å kommunisere på en rimelig «kultursensitiv» måte i en situasjon som dette?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Studentene har mye undervisning om __pasient-sentrert metode__ som bygger på følgende prinsipper:
* å stimulere pasienten til SELV å fortelle fremfor å stille mange spørsmål
* bruke av åpne spørsmål i starten av konsultasjonen
* god balanse mellom åpne og lukkede spørsmål
* utforske pasientperspektivet aktivt gjennom de 4 F’ene
* og den 5.F’en – Pasienten som person (forutsetninger) (se nedenunder)
__Kultursensitivitet__ har blitt undervist som kompatibel med den pasientsentrert mode
Hovedprinsippene handler om å fokusere på hva som i situasjonen kan ansees som hhv:
* Allmennmenneskelig?
* Individuelt?
* Kulturbetinget?
Videre vektlegges empati og forståelse, samt narrativ tilnærming (å legge vekt på historien, pasientens egen problemdefinering)
(F’ene i Pasientsentrert metode:
* Forestillinger: Hva tenker du selv om disse plagene (her: situasjonen, altså svangerskapet)?
* Forventninger: Hvordan ser du for deg at saken/sakene skal håndteres?
* Frykt/bekymringer/følelser knyttet til saken/tema (– for hva?)
* Funksjon/følger – hvordan fungerer du i det daglige (i og utenfor evt. jobb)?
* Forutsetninger (kan også betegnes Pasienten som person): hvordan er livet generelt, hvem utgjør ditt sosiale nettverk, osv – her er mange tema relevante.)
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
# Studentene MÅ vise at de kjenner pasient sentrert metode og gjengi hovedpoenget her som er utforskning av pasientperspektivet – gjennom bruk av F’ene (1 poeng).
# Hvis de dernest formulerer kloke tanker knyttet til det å møte en pasient fra en fremmed kultur med en passe blanding av gode pasientsentrerte spørsmål og styring av egen agenda, får de nok et poeng. Poenget er at kultursensitivitet er kompatibelt med pasientsentrert metode. (1 poeng)
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Du får vite at Adena er gift med Mohammed, 27 år. De fikk begge innvilget asyl for 1 år siden, er bosatt i kommunen og går begge i Introduksjonsprogrammet. Du har forstått at de flyktet pga. politisk/religiøse overbevisninger, men det er neppe aktuelt å gå inn i detaljer rundt dette nå.
Du er godt i gang med å fylle ut helsekortet, da du kommer i tanker om at Adena kan ha gjennomgått kjønnslemlestelse som i verste fall kan lede til komplikasjoner i forbindelse med fødsel. Dette vil du gjerne finne ut av, men innser at spørsmålet er litt sensitivt.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Beskriv hvordan du kommunikativt kan komme i posisjon til å introdusere sensitive/private tema i en konsultasjon. Formuler et konkret forslag som kan passe i den aktuelle situasjonen.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Den pasientsentrerte metoden fokuserer på varsomhet når man skal snakke/ spørre pasienten om sensitive spørsmål. Noen momenter:
* «Sign-posting» (veg-skilting) dvs at man introduserer tema før man spør. Gjerne bruke alminneliggjøring/
generaliseringer: «Nå vil jeg gjerne stille deg noen spørsmål som har betydning i forbindelse med…», osv
* Spørre om tillatelse før man spør; «Er det greit at jeg stiller deg et litt privat spørsmål som har betydning i denne situasjonen»,ell.l.
* Bruk av åpne spørsmål
Hvis man ikke får godt svar er det ikke urimelig å spørre om det er OK å gjennomføre en GU (for eksempel en gang senere)
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Nevne «veiskilting» og spørre om tillatelse gir 0,5 p. Et godt forslag som er kompatibelt med dette gir 0,5 poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Adena har også oppfølging hos jordmor, og du ser henne ikke igjen før i svangerskapsuke 32.
Du gjennomfører vanlige rutiner og finner at Adena er i brukbar form, men hun sier hun kjenner seg veldig trett. Ved undersøkelse finner du Blodtrykk=125/80 U-stix; negativ, Fosterlyd=140. Ditt Symfyse-fundus (SF)-mål er 27 cm. Når du plotter dette inn i skjema ser du at kurven har flatet noe ut. Målet ligger nå på 2,5 percentilen, mot tidligere 10
percentilen.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Du bestemmer deg for å skrive en henvisning til sykehusets
Fødepoliklinikk på bakgrunn av ditt funn. Skriv et allmennmedisinsk, problembasert journalnotat fra denne konsultasjonen (PSOAP struktur).
Skriv deretter en henvisning til fødepoliklinikken der dagens PSOAP notat utgjør «kjernen», og du legger til annet du mener bør være med.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Henvisninger bygger i hovedsak på journalnotatet (PSOAP) som er problemorientert. I tillegg er det vanlig å ta med relevant opplysninger innen familie/sosial historikk, tidligere sykdommer, medikamentbruk (Legemidler i bruk). Vanligvis bruker man også en diagnosekode på henvisningen (ICPC).
PSOAP- notatet skal ha følgende struktur:
* P= problem
* S= sykehistorie, subjektivt
* O= observasjon, objektivt
* A= analyse
* P= plan, hva skal skje videre evt råd/ behandling, råd, videre utredning eller henvisning etc.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Korrekt oppbygget notat der PSOAP elementene er innbakt på en bra måte gir 1 poeng. Beste poeng for innholdet. Kompakt men tilstrekkelig innholdsrikt notat – altså en realistisk lengde – gir full score. Ikke gi ekstra uttelling for veldig langt og detaljert notat.
1 poeng for tillegg så det blir en komplett henvisning. Her bør familie/sosialt og tidligere sykdommer inngå. De fleste journalsystemer vil «automatisk» ta med Familie/sosialt, Tidligere sykdommer, Allergier (cave) og Medikamenter – men studentene bør kunne gjengi oppsettet i en Henvisning, slik gjengitt i Praksisveilederen (henvisninger er «nødvendig» læringsmål
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
I følge nye retningslinjer for svangerskapsdiabetes, anbefales at Adena skal gjennomføre en sukkerbelastningstest (peroral glukosebelastning) i uke 24 - 28. Indikasjonen er at hun er førstegangsgravid og > 25 år (alder er et isolert kriterium for testen).
Det har vært mye debatt om de nye retningslinjene. Det hevdes blant annet at de kan føre til uheldig medikalisering av svangerskapet, samt overdiagnostikk.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvordan defineres henholdsvis medikalisering og overdiagnostikk, og på hvilken måte kan begrepene ha relevans for denne aktuelle retningslinje-debatten?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Vi er her i grensen mellom to beslektede begreper som vi i Allmennmedisin introduserer for 6. års studentene. Studentene kan sikkert komme til å svare litt sprikende her, og det får vi tåle. Men det er noen sentrale definisjoner de skal kjenne til og evne å si noe om (se abstract fra Hofmann-artikkel nedenfor)
Generell innledende kommentar: Man kan snakke om både Medikalisering og Overdiagnostikk i denne situasjonen, i det et fagmiljø velger å et legge cut-off for å screene for en vesentlig risikofaktor (svangerskapsdiabetes) i et ellers normalt svangerskap ved alder 25 år som eneste kriterium. Hvis man dernest legger til kriteriet knyttet til økt BMI (Kroppsmasseindeks) vil ennå flere behøve testen. Dvs man gjør med disse retningslinjene svangerskapet ennå mer «risikopreget» - uten at det per i dag (2018) finnes god evidens for dette. Vi har dernest ikke solid evidens for at det å diagnostisere de minst uttalte tilfellene av «reell» svangerskapsdiabetes vil føre til bedre helse for barn og mor, derfor er det aktuelt å snakke om overdiagnostikk.
* ''Medikalisering'' defineres gjerne som en prosess der ikkemedisinske aspekter av livet defineres som medisinske problemstillinger.
* ''Overdiagnostikk'' dreier seg derimot om at man diagnostiserer en tilstand/sykdom som aldri ville komme til å volde problemer for pasienten/personen. Dvs. diagnosen er teknisk sett korrekt, problemet ligger i at medisinen ikke greier å skille farlige fra ufarlige varianter (for eksempel noe som patologisk ser ut som kreft)
* ''Falsk positive funn'' er IKKE del av den egentlige overdiagnostikken, for de vil avkreftes i den diagnostiske prosessen. Helt greit om noen nevner fenomenet, men det er ikke sentralt i svaret.
''UTDYPNING'':
Svaret overfor gjenspeiler en artikkelen av Bjørn Hofmann i Med Health Care Philos. 2016 Jun;19(2):253-64. doi: 10.1007/s11019-016-9693-6.
<<<
''Medicalization and overdiagnosis: different but alike.''
Medicalization is frequently defined as ''a process by which some non-medical aspects of human life become to be considered as medical problems''. Overdiagnosis, on the other hand, is most often defined as ''diagnosing a biomedical condition that in the absence of testing would not cause symptoms or death in the person's lifetime''.
Medicalization and overdiagnosis are related concepts as both expand the extension of the concept of disease. They are both often used to critique unwarranted or contested expansion of medicine and to address health services that are considered to be unnecessary, futile, or even harmful. However, there are important differences between the concepts, as ''not all cases of overdiagnosis are medicalizations and not all cases of medicalizations are overdiagnosis''. The objective of this article is to clarify the differences between medicalization and overdiagnosis. It will demonstrate how the subject matter of ''medicalization traditionally has been non-medical'' (social or cultural everyday life) phenomena, while the subject matter of ''overdiagnosis has been biological'' or biomolecular conditions or processes acknowledged being potentially harmful. They also refer to different types of uncertainty: medicalization is concerned with indeterminacy, while overdiagnosis is concerned with lack of prognostic knowledge. Medicalization is dealing with sickness (sick role) while overdiagnosis with disease. Despite these differences, medicalization and overdiagnosis are becoming more alike (…).
<<<
Her er ellers NFAs policydokument (det har vi ikke gitt til studentene men sensor kan jo lese dette hvis behov) https://legeforeningen.no/PageFiles/253324/160506%20Policydokument%20overdiagnostikk%20.pdf
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 poeng for hver definisjon, og 1 poeng for gode refleksjoner
knyttet til den aktuelle situasjonen
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Helsestasjon for barn 0-5 år en er en arena for helsefremmende og forebyggende arbeid.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Forklar kort hva som menes med de to begrepene «helsefremmende» og «forebyggende» arbeid. Du trenger ikke gå inn på definisjonen av undergrupper av helsefremmende eller forebyggende arbeid.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Forebygging kan defineres som «Å treffe tiltak eller å innrette handling for å hindre at noe skjer eller blir resultatet» eller «Å fjerne eller minimere virkningen av sykdom og funksjonstap, eller om mulig forsinke progresjon av sykdom og funksjonstap».
Helsefremming handler om å «gjøre det mulig å øke kontrollen over og forbedre sin helse».
Tradisjonelt har man brukt forebygging om tiltak som legger vekt på risiko, sykdom og uheldig adferd, mens helsefremming legger mer vekt på funksjon, mening og mestring.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Det finnes ulike definisjoner, vi krever derfor ikke at svaret inneholder én bestemt definisjon/ordlyd.
1 poeng for en definisjon av forebygging som innebærer at dette skal forhindre sykdom/ negative konsekvenser av sykdom
1 poeng for en definisjon av helsefremmende som innebærer at dette er tiltak for å bedre helse, med en definisjon som tilsier at studenten har forstått at helse er mer enn fravær av sykdom
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Gi minst tre eksempler på arbeid/aktiviteter som gjennomføres i regi av helsestasjon for barn og angi hvilke forebyggende og/eller helsefremmende hensikter disse har.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Det finnes mange ulike eksempler som kan benyttes, for eksempel vaksinasjon (primærforebygging av sykdom), helseundersøkelse (screening for sykdom, forebygge konsekvenser av sykdom, beroligelse om normalitet etter undersøkelse kan eventuelt ha helsefremmende effekt), organisering av barselgruppe (helsefremmende), samtaler, individuelt eller i grupper, om kosthold, søvn, samspill, rus, vold etc (kan ha både helsefremmende og forebyggende effekter), undersøke psykomotorisk utvikling og veilede foreldre om normal psykomotorisk utvikling (forebygging og helsefremming), kontroll av vekst (sekundærforebyggende (kan oppdage sykdom som medfører redusert vekst), )
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0,5 poeng for hvert eksempel som er knyttet opp mot forebyggende/helsefremmende effekter. Det kreves ikke nivåinndeling av forebyggende effekter.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva er dine oppgaver som helsestasjonslege?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Helsestasjonen skal tilby helseundersøkelser med lege. Dette er spesifisert i retningslinjen og har støtte i lov/forskrift. Disse helseundersøkelsene bør gjennomføres som en del av helsestasjonsprogrammet på konsultasjonene når barnet er 6 uker, 6 måneder, 1 år og 2 år
En av legens oppgaver er altså å skal undersøke barnet. Formålet med legeundersøkelsen er å forebygge og fange opp risikofaktorer for sykdom og avvikende eller forsinket fysisk, psykisk og atferdsmessig utvikling på et hensiktsmessig tidspunkt. Ved de rutinemessige undersøkelsene, bør legen gjennom sykehistorie og klinisk undersøkelse identifisere risikofaktorer for utvikling av fysiske og psykiske helseproblemer og uheldig utvikling.
Som helsestasjonslege arbeider man tverrfaglig, i tett samarbeid med helsesøster og eventuelt i samarbeid med andre profesjoner. Dette er fremhevet som sterke anbafalinger i retningslinjen.
*Sterk anbefaling: Helsesøster og lege bør samarbeide om forberedelser og oppfølgning av alle helseundersøkelser der lege er tilstede
*Sterk anbefaling: Helsesøster og lege bør særlig samarbeide med fysioterapeuten om barnets motoriske utvikling.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
* Helseundersøkelse 0,5 p
* Identifisere risikofaktorer 0,5 p
* Fange opp tegn på avvikende/forsinket utvikling 0,5 p
* Råd og veiledning for å fremme fysisk og psykisk helse 0,5 p
* Samhandling med annet personell 1 p
(Totalt max 2,5 p)
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Oppgaven baserer seg på utdelt artikkel: Blumenthal KG, Lu N, Zhang Y, Li Y, Walensky RP, Choi HK.Amit V. Khera, et al. (2016): Risk of meticillin resistant Staphylococcus aureus and Clostridium difficile in patients with documented penicillin allergy: population based matched cohort study. BMJ. 2018 Jun 27;361:k2400. doi: 10.1136/bmj.k2400.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
# Hva var hensikten med studien?
# Hvorfor er dette en interessant problemstilling å studere?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
# Hensikten med studien var å undersøke om registrert penicillinallergi var assosiert med utvikling av meticillinresistent Staphylococcus aureus (MRSA) og C difficile.
# Å være registrert med penicillinallergi medfører økt bruk av bredspektret antibiotika, og man forventer at det derfor også medfører økt forekomst av MRSA og C difficile. En betydelig andel av pasienter med registrert penicillinallergi har ikke hypersensitivitetsreaksjon mot penicillin, og kunne derfor brukt penicillin likevel. Hvis registrering av penicillinallergi øker risiko for MRSA/C difficile, er det viktig å unngå feilaktig registrering av allergi mot penicillin. Man har liten mulighet til å intervenere på faktisk penicillinallergi, men stor mulighet til å intervenere på feilaktig registrering av allergi. Man forutsetter at en assosiasjon mellom registrert allergi og infeksjon opptrer uansett om den registrerte allergien er reell eller ikke.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
# 1p. Kandidaten må kunne gjengi problemstillingen. Her gis det ikke delpoeng
# 2 p. Må fremgå at en sammenheng mellom registrert allergi og infeksjon er relevant fordi man i så fall kan redusere forekomst av infeksjon ved å unngå feilaktig registrering av diagnose.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Oppgaven baserer seg på utdelt artikkel: Blumenthal KG, Lu N, Zhang Y, Li Y, Walensky RP, Choi HK.Amit V. Khera, et al. (2016): Risk of meticillin resistant Staphylococcus aureus and Clostridium difficile in patients with documented penicillin allergy: population based matched cohort study. BMJ. 2018 Jun 27;361:k2400. doi: 10.1136/bmj.k2400.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Tabell 2 viser fordelingen av ulike pasientkjennetegn for hhv deltakere med og uten penicillinallergi. Gi en kort, oppsummert sammenligning av deltakere med og uten penicillinallergi basert på informasjon fra tabell 2.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
De to gruppene er gjennomgående like på de fleste pasientkjennetegnene som er vist. Det er noe høyere andel med annen type antibiotikaallergi i gruppa som har penicillinallergi.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
For å få full skåre må kandidaten vurdere hvor sammenliknbar de to gruppene er. Basert på informasjonen i tabellen er de svært lik på de kjennetegnene som er listet opp.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Oppgaven baserer seg på utdelt artikkel: Blumenthal KG, Lu N, Zhang Y, Li Y, Walensky RP, Choi HK.Amit V. Khera, et al. (2016): Risk of meticillin resistant Staphylococcus aureus and Clostridium difficile in patients with documented penicillin allergy: population based matched cohort study. BMJ. 2018 Jun 27;361:k2400. doi: 10.1136/bmj.k2400.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvordan vil du fortolke resultatene fra Table 3?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Det er gjennomgående høyere risiko for både resistent MRSA og C difficile for deltakerne med penicillinallergi sammenliknet med de som ikke har slik allergi. Sammenhengen er sterkere for MRSA.
Resultatene er forholdsvis presise hvor nedre del av konfidensintervallet indikerer betydelig økning for MRSA.
Resultatet endrer seg relativt lite ved justering, noe som kan indikere at sammenhengen ikke er sensitiv for de konfunderende faktorene som er inkludert i analysen.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 poeng for å vise til økt risiko ved p-allergi.
1 poeng for en vurdering av presisjon. Det gis ikke poeng for å kommentere om hvorvidt konfidensintervallet inneholder 1 eller ikke.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva er forskjellen mellom mediering og konfundering?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Konfundering betyr effektforveksling som skyldes en felles årsak mellom eksponering og utfall. Mediering er en effekt av eksponering som igjen påvirker utfallet.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Kandidaten må kunne forklare at konfundering innebærer en effektforveksling som skyldes en felles årsak mellom eksponering og utfall (2p), og at mediering er en effekt av eksponering som igjen påvirker utfallet (1p).
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Som fastlege har du en konsultasjon med en kvinne som er 35 år. Hun har vært til flere konsultasjoner for symptomer på depresjon og ulike somatiske symptomer. Du har tidligere satt inn en IUD hos henne. Nå kommer hun til deg på grunn av blødningsforstyrrelser, og du tenker at du eventuelt må fjerne den for å undersøke om blødningene stabiliserer seg. Når kvinnen legger seg på benken og legger bena i benholdere, ser du flere mindre blåmerker på innsiden av begge lår. Under undersøkelsen begynner hun å gråte.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvordan bør du håndtere denne situasjonen? Gi en kort begrunnelse for svaret.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Funnet bør vekke mistanke på grunn av uvanlig lokalisasjon for en tilfeldig skade. I denne situasjonen er det viktig at du våger å spørre pasienten om hva som har skjedd/hvordan hun kan ha fått blåmerkene. For å legge til rette for en god samtale, bør du be kvinnen gå ned av GU-stolen og kle på seg før du starter en samtale med henne.
Skadene bør dokumenteres i journalen, særlig om pasienten ikke har en god forklaring på hvordan blåmerkene har oppstått (kampsport, kontaktidrett, annen sannsynlig skademekanisme).
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
* Nevner at det kan være en uvanlig skade (1 p).
* Spør pasienten hvordan blåmerker har oppstått (1p).
* Legger til rette for samtalen ved å la pasienten kle på seg (1p).
* Skadedokumentasjon gir ikke poengmessig uttelling her, da det kommer senere i oppgaven.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Forrige vignett:
<<<
Som fastlege har du en konsultasjon med en kvinne som er 35 år. Hun har vært til flere konsultasjoner for symptomer på depresjon og ulike somatiske symptomer. Du har tidligere satt inn en IUD hos henne. Nå kommer hun til deg på grunn av blødningsforstyrrelser, og du tenker at du eventuelt må fjerne den for å undersøke om blødningene stabiliserer seg. Når kvinnen legger seg på benken og legger bena i benholdere, ser du flere mindre blåmerker på innsiden av begge lår. Under undersøkelsen begynner hun å gråte.
<<<
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke forhold kan bli skjult, dersom du ikke stiller direkte spørsmål?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Vold, alkohol, annen form for rus
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0,5 poeng per nevnte forhold, full skår om to forhold er nevnt, eventuelt andre relevante forhold (for eksempel psykisk helse).
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Kvinnen bor sammen med sin ektefelle, de har ingen barn. Hun forteller etter hvert om gjentatte episoder hvor ektefellen har utsatt henne for vold. Dette har pågått over flere år. Ektefellen har slått, sparket, kløpet og tatt kvelertak på henne. Hun får stadig høre at hun er verdiløs, og at «det kommer til å få konsekvenser» om hun ikke føyer ham. Du blir etter hvert bekymret for hennes sikkerhet.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke tiltak vurderer du?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
# Informasjon om krisesenter
# Anbefale politianmeldelse.
# Dokumentere i journal funnene på innsiden av lårene, og at hun har snakket om vold.
# Gir henne en trygghetsplan, dvs forberedelser for å kunne forlate hjemmet hurtig og kunne gi beskjeder i koder. Det forventes ikke at studenten gjengir innholdet i en trygghetsplan, men denne kan for eksempel inneholde:
#* Ha nøkler tilgjengelig
#* Kode til nettverk dersom hun trenger å si at hun er i fare mens han hører på
#* Avtale med naboer at de ringer politi dersom de høre bråk
#* Fjerne våpen i huset
#* Ha alle viktig papirer og kort tilgjengelig
#* Ekstra simkort for å ringe
#* Ferdigpakket bag slik at hun kan forlate huset fort
# Ta henne tilbake til kontroll.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0,5 poeng for hvert av følgende tiltak: Krisesenter, forslag om anmeldelse, trygghetsplan, kontrolltime, dokumentasjon av skader, inntil max 2 poeng.
Studenten behøver ikke beskrive innholdet i kriseplanen for å få uttelling.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Kvinnen vil dra hjem til sin ektefelle. Hun vil ikke at noen skal få vite om hva hun blir utsatt for
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Diskuter kort om du kan kontakte politiet til tross for at kvinnen motsetter seg dette.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Du har i utgangspunktet taushetsplikt etter Helsepersonelloven om det pasienten har fortalt deg. Du kan likevel melde fra uten hensyn til taushetsplikten dersom du kan avverge en kriminell handling.
I følge straffelovens generelle bestemmelse om avverge er enhver forpliktet til å «avverge en straffbar handling eller følgene av den, på et tidspunkt da dette fortsatt er mulig og det fremstår som sikkert eller mest sannsynlig at handlingen er eller vil bli begått.» Den generelle avvergeplikten innbefatter også deg som fagperson. Lovbestemmelsen er begrenset til noen definerte straffbare handlinger, inkludert alvorlig eller gjentatt mishandling eller overgrep i nære relasjoner. Hensynet til å verne om liv og helse vil i disse tilfellene veie tyngre og går foran taushetsplikten du har som fagperson.
Avvergeplikten inntrer altså når du holder for sikkert eller mest sannsynlig at den straffbare handlingen vil bli eller er begått. Du er da forpliktet til å avverge handlingen ved å anmelde forholdet til politiet eller på annen måte å avverge.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Her må studenten nevne både taushetsplikten (1p) og avvergeplikten (1p).
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Dersom pasienten hadde hatt barn, men fortsatt ville dra hjem uten å fortelle noen om hva som har skjedd, hva ville vært det riktige å gjøre?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Dersom du har grunn til å tro at et barn blir eller vil bli mishandlet, utsatt for alvorlige mangler ved den daglige omsorgen eller annen form for alvorlig omsorgssvikt, har du plikt til å melde fra til barnevernet etter lov om barneverntjenester.
Du bør ta opp med pasienten kontakt med barnevernet, og informere om at du har meldeplikt.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 p for meldeplikt til barnevernet.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
En 23 år gammel musiker kommer til legevakten i Trondheim, der du har vakt. Han har vært på oppdrag på en festival i Henningsvær i Lofoten for vel 4 uker siden og så på Trænafestivalen for ca. to uker siden. Han har nå vært lett febril i 2 dager og fra i går har han blitt øm og fått hevelse på kinnet foran øret og har litt vondt når han tygger. Du mistenker at pasienten har kusma og rekvirerer serologisk prøve og hals- og munnsekret/spyttprøve med tanke på dette.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Kusma er meldepliktig sykdom i gruppe A. Hva innebærer dette?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Meldepliktige sykdommer i gruppe A meldes med full pasientidentitet både fra medisinsk-mikrobiologiske laboratorium og fra diagnostiserende lege til MSIS, Folkehelseinstituttet. Kopi av meldingen fra diagnostiserende lege går også til kommuneoverlegen i pasientens bostedskommune.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Sykdommer i gruppe A skal meldes med full pasientidentitet (1p)
Melding skal sendes MSIS, Folkehelseinstituttet med kopi til kommuneoverlegen i pasientens bostedskommune (1p).
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Du slår opp kriteriene for melding av kusma og finner følgende:
<<<
Kriterier for melding er et klinisk forenlig tilfelle med epidemiologisk tilknytning eller laboratioriepåvisning av parotittvirus eller antistoff mot parotittvirus, i fravær av nylig vaksinasjon. Kliniske kriterier er feber og minst én av følgende symptomer: uni- eller bilateral hevelse av parotis eller andre spyttkjertler uten annen åpenbar årsak, orkitt, meningitt. Med epidemiologisk tilknytning menes overføring fra person til person.
<<<
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Gi en kort vurdering av om du bør melde dette tilfellet nå eller avvente svar på laboratoriediagnostikk.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Pasienten har et klinisk bilde forenlig med kusma, med feber og hevelse over parotis. Det foreligger så langt i oppgaven ikke opplysninger om tilknytning til kjente tilfeller av kusma, men det foreligger opplysninger om en situasjon hvor smitte typisk kan forekomme (festival).
Man bør forsøke å få avklart hvorvidt pasienten kjenner til at det har vært andre tilfeller av kusma blant dem han har hatt kontakt med, i så fall bør tilfellet meldes da det er epidemiologisk tilknytning.
Dersom det ikke er andre kjente tilfeller av kusma, kan man avvente melding. Et argumentet for å likevel melde allerede nå, er behovet for å raskt identifisere det som kan vise seg å være et stort utbrudd med smitte av pasienter i flere landsdeler.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Her må det utvises skjønn, diskusjonen er viktigere enn konklusjonen om å melde eller ikke melde før laboratoriesvar, konklusjonen må være basert på relevante argumenter.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
I tillegg til melding skal man i noen tilfeller varsle om smittsomme sykdommer.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Når og til hvem skal man som allmennlege varsle om kusma?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Noen utpekte sykdommer i gruppe A skal varsles om ved enkeltsykdom, men kusma er ikke en av disse sykdommene. Det er ikke forventet at studentene vet hvilke sykdommer som skal varsles ved enkelttilfeller, dette er informasjon som endrer seg over tid og som de må oppdatere seg på når det er akutelt.
Ved mistenkt eller påvist utbrudd utenfor helseinstitusjon skal lege varsle kommuneoverlegen, som på sin side skal varsle fylkesmannen og Folkehelseinstituttet.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Varsle kommuneoverlege (0,5p) ved mistanke om eller påvist (0,5p) utbrudd (0,5p)
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Etter noen dager kommer bekreftende svar på prøvene som ble tatt av pasienten. Smittevernoverlegen i Trondheim mottar også varsel om at flere unge voksne som har vært på samme festival har blitt syke. Flere av dem bor i Trondheim og nabokommuner, men det er varslet at det er tilfeller både i Nordland fylke og på Østlandet. Det kan altså tyde på at det er et stort utbrudd på gang.
Både behandlende lege og kommuneoverlege vil ha en rolle i begrensingen av utbruddet.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke tiltak er aktuelt at ulike parter iverksetter i denne situasjonen? Begrunn svaret.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Ved lokale sykdomsutbrudd skal Folkehelseinstituttet i henhold til smittevernlovens § 7-9 gi bistand, råd, veiledning og informasjon ved oppklaring og håndtering av utbruddet, dersom kommuneoverlegen ønsker det. Ved nasjonale utbrudd der flere kommuner er rammet (som i denne oppgaven), har Folkehelseinstituttet ansvaret for å drive og koordinere det faglige oppklaringsarbeidet innen befolkningen.
# Melding til MSIS av (nye) tilfeller (diagnostiserende lege og laboratorium)
# Varsling (hvis det ikke alt er gjort). Kommuneoverlegen skal varsle fylkesmannen og Folkehelseinstituttet.
# Smitteoppsporing. Smittevernloven gir plikt til smitteoppsporing «når dette er gjennomførbart og at hensynet til smittevernet kreve det» (Smittevernloven §3-6). Ved enkelttilfeller har diagnostiserende lege et ansvar for individrettet smitteoppsporing, men ved utbrudd vil smittevernlegen/kommunelegen overta koordinering av smitteoppsporing. Se neste punkt.
# Informasjonsarbeid. Informasjon om: at det er utbrudd, symptomer, risikogrupper, tiltak (vaksine, unngå sosiale samlinger, basale smittevernrutiner mot dråpesmitte). Dette er det naturlig at smittevernoverlege og FHI tar ansvar for.
# Vaksinering. Ved utbrudd av kusma anbefales at de som har vært i nær kontakt med den syke tilbys MMR-vaksine hvis de ikke allerede er fullvaksinerte. Hvis det er gått mange år siden dose 2, kan disse nærkontaktene tilbys en tredje vaksinedose selv om effekten av dette tiltaket er ikke godt undersøkt. Som nærkontakter regnes husstandsmedlemmer, partnere, eller andre som har hatt mye nær kontakt med den syke. Vaksinen kan ha liten eller ingen effekt hvis man allerede er smittet. Man blir imidlertid beskyttet mot smitte fra nye tilfeller som måtte komme. Personer som med sikkerhet tidligere har gjennomgått kusma har ikke behov for vaksine da de er immune. FHI kommer med anbefaling om slik vaksinering etter samarbeid med lokalt smittervern, kommuneoverlegen kommuniserer anbefalingene og iverksetter evt. sammen med fastleger/vaksinasjonskontor vaksineringstilbud.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Dersom varsling videre fra kommunelege er angitt i svar på spørsmål 4 gir dette også uttelling her.
Det må utvises noe skjønn i poengsettingen her. Full skår om tre av fem punkter er beskrevet.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Under ser du en tabell over meldinger av kusma de senere årene
|! |!2010 |!2011 |!2012 |!2013 |!2014 |!2015 |!2016 |!2017 |
|Under 1 år | 0 | 0 | 0 | 0 | 0 | 0 | 0 | 0 |
|1-9 | 0 | 3 | 6 | 1 | 3 | 0 | 3 | 2 |
|10-19 | 2 | 0 | 5 | 2 | 0 | 7 | 6 | 3 |
|20-49 | 8 | 9 | 13 | 21 | 8 | 166 | 58 | 11 |
|50 og over | 2 | 1 | 6 | 11 | 7 | 7 | 16 | 2 |
|Totalt | 12 | 16 | 30 | 35 | 18 | 180 | 83 | 18 |
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva kan du si om forekomsten av kusma ut fra Tabell 1?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Beskrivelse: En betydelig økning, faktisk en 10 dobling av forekomsten fra 2014 til 2015, som avtok men vedvarte også inn i 2016 før det kom til en mer vanlig forekomst i 2017. Utbruddet kom blant unge voksne i alderen 20-49.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Betydelig økning (1p), aldersgruppe (1p)
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Forrige vignett:
Under ser du en tabell over meldinger av kusma de senere årene
|! |!2010 |!2011 |!2012 |!2013 |!2014 |!2015 |!2016 |!2017 |
|Under 1 år | 0 | 0 | 0 | 0 | 0 | 0 | 0 | 0 |
|1-9 | 0 | 3 | 6 | 1 | 3 | 0 | 3 | 2 |
|10-19 | 2 | 0 | 5 | 2 | 0 | 7 | 6 | 3 |
|20-49 | 8 | 9 | 13 | 21 | 8 | 166 | 58 | 11 |
|50 og over | 2 | 1 | 6 | 11 | 7 | 7 | 16 | 2 |
|Totalt | 12 | 16 | 30 | 35 | 18 | 180 | 83 | 18 |
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva kan årsakene til et slikt funn som Tabell 1 over viser, være?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
# Spørsmål om vaksinasjonsgrad (hvor mange i denne gruppa var vaksinert), er vaksinasjonsgraden tilstrekkelig for flokkimmunitet
# Spørsmål om vaksinen faktisk hadde effekt - om man har indikasjoner på avtagende effekt? Nye mutasjoner av virus som gir redusert effekt av vaksine? (Utfyllende kommentar, ikke forventet av studentene: I 2015 var det et utbrudd av kusma i studentmiljøer flere steder i landet, særlig i Trondheim hvor det per desember 2015 var bekreftet 143 tilfeller. De fleste av de syke studentene var vaksinerte, og det ble påvist en spesiell variant av kusmaviruset som ikke dekkes like godt av MMRvaksinen)
# Varighet av immunitet etter vaksine. Det er holdepunkter for at MMR-vaksinen gir kortere varighet av beskyttelse mot kusma enn mot meslinger og rubella.
# Innvandring (av uvaksinerte eller smittede)? Man har mistanke om at det var uvaksinerte/delevis vaksinert utlandsstudent som var smittet før han kom til Trondheim og at det var starten på utbruddet i 2015.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Forhold rundt vaksinasjonsgrad (1p), forhold rundt effekt av
vaksine (1p)
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Du er fastlege til Bjørn på 24 år som bor på hybel og er heltidsstudent (grunnskolelærerutdanningen). Han går på tredje året og har inntil forrige semester vært svært aktiv i studentmiljøet. Han har tidligere vært frisk og trent myt. Han har jobbet et par uker hver sommer men har ellers ingen jobberfaring. Han hadde en mononukleoseinfeksjon for et halvt år siden, var da sengeliggende en uke og har etter det ikke følt at han har kommet helt til hektene.
Han har gått glipp av svært mye undervisning det siste halvåret. Han innså at han ikke vil klare å følge ordinær studieprogresjon dette semesteret. I samråd med studiekonsulent og deg som fastlege har han meldt midlertidig avbrudd i studiene pga sykdom.
Tilstanden har blitt verre de siste 6 ukene. Han kommer seg ikke opp om morgenen. Han bruker mye tid på selv enkle rutineoppgaver som å kle på seg. Han går ut fra hybelleiligheten ca. 3 ganger i uken, da først og fremst for å handle mat. Han sier at han ikke er deprimert, men at han er nå ganske oppgitt og fortvilet over sin egen situasjon. Han har noen gode kompiser som har vært innom et par ganger i uken, og han har mye kontakt med dem daglig via sosiale medier.
Han oppsøker deg som fastlege fordi han er bekymret for både helsen og økonomien.
Hovedsymptomet hans er langvarig utmattelse, som forverres selv av lett fysisk anstrengelse. Andre symptomer: sår hals, søvnvansker, konsentrasjonsproblemer, muskelsmerter, fryser lett og blir svimmel hvis han reiser seg opp fort fra sittende eller liggende. Han beskriver nedsatt utholdenhet både fysisk og psykisk.
Han er blek og tynn, og snakker med litt langsom og lav stemme. Han gir god blikkontakt og kommuniserer godt under samtalen. Han har tidvis glimt i øyet og en god porsjon galgenhumor når han snakker om situasjonen. Eller er status upåfallende.
Som fastlege igangsetter du utredning med tanke på bakenforliggende årsak. Du utreder ham henhold til anbefalinger i nasjonal veileder for kronisk utmattelsessyndrom (CFS/ME). Etter eksklusjonsdiagnostikk, konkludert du med at det mest sannsynligvis dreier seg om kronisk utmattelsessyndrom. Pasienten henvises til et rehabiliteringsopphold for unge voksne med CFS/ME og får tilbud om plass med kort ventetid.
Etter en del avklaringer med NAV og Lånekassen konkluderes det med at Bjørn har brukt opp sine rettigheter hos lånekassen og skal nå vurderes i forhold til eventuelle ytelser fra NAV.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
# Hvilken ytelse vurderer du som mest aktuell for Bjørn i den foreliggende situasjon
# Drøft om han fyller vilkårene for denne ytelsen.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
* Arbeidsavklaringspenger (AAP) er mest aktuelt.
* Ikke opptjent rett til sykepenger
* Ikke aktuelt med uføretrygd av flere årsaker. Ikke varig. Ikke gjennomført hensiktsmessig beh. og arbeidsrettet aktivitet.
* Sosialstønad kan vurderes.
§ 11-14.Arbeidsavklaringspenger til studenter: Det kan gis arbeidsavklaringspenger til en student som har avbrutt studiet, og som har behov for aktiv behandling for å kunne gjenoppta studiet.
Vilkår for AAP:
* Nedsatt arbeidsevne pga. sykdom skade og lyte. §11-5
* Minst 50% arbeidsufør ved inngang AAP
* Arbeidsuførhet med årsakssammenheng til nedsatt funksjon pga. sykdom
* Aktivitetskrav
Sykdom skal være en vesentlig årsak til arbeidsuførheten. Helse er kun en av flere faktorer som vektlegges ved vurdering av den nedsatte arbeidsevne.
Aktivitetskrav. §11-6. Det skal lages en aktivitetsplan som beskriver aktiv behandling som er nødvendig for at medlemmet skal kunne gjenoppta et avbrutt studium
Kriterier for AAP til studenter er i hovedsak som for AAP for øvrig, men for studenter med avbrudd i studiene gis det unntak fra vilkåret om at man skal vurderes i forhold til ethvert arbeid. Fra rundskrivet til §11-4: Arbeidsavklaringspenger kan tilstås i en periode med aktiv behandling som er nødvendig for at medlemmet skal kunne gjenoppta et avbrutt studium. Dette innebærer at det ikke skal vurderes hvorvidt andre tiltak vil fåmedlemmet raskere i arbeid.
NB! Eksamenskandidaten bør kjenne til at AAP kan tilstås studenter. Det forventes ikke at kandidaten kjenner til det nevnte unntaket fra vurdering i forhold til ethvert arbeid. Det trekker opp hvis kandidaten har innsikt i dette.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
AAP mest aktuelle ytelse: 1 poeng
Poenggivende momenter i drøftingen:
* Redusert arbeidsevne med minst 50% 1 poeng
* Sykdom som ikke er helt kortvarig som vesentlig årsak 1 poeng
* Aktivitetsplan 1 poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Som fastlege blir du skriftlig bedt om å skrive en legeerklæring til NAV. Det er bedt spesielt om at legen sender med en funksjonsvurdering
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke hovedpunkter bør være med i en funksjonsvurdering til bruk i NAV? Sett opp en stikkordsmessig tabell eller oversikt som viser:
* a) hvilke generelle momenter som bør være med i en funksjonsvurdering
* b) hvilke av de nevnte momenter kan du si noe konkret om i dette tilfellet
* c) hvilke av de nevnte momenter mangler du opplysninger om i dette konkrete tilfellet
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Studenten skal klare åidentifisere hva slags informasjon som bør etterspørres. (dette er momenter for a)
# Legens vurdering av nåsituasjonen (tidsaktuelle, ikke utdaterte opplysninger).
# Beskrivelse av legens egne observasjoner/vurderinger av funksjonsnivå̊: Lite vurderinger fremgår men legens observasjoner er med: Pasienten snakker med litt langsom og lav stemme. God blikkontakt og kommuniserer godt under samtalen. Glimt i øyet og galgenhumor. Eller er status upåfallende.
# Gjerne supplert med pasientens egen beskrivelse og eventuelt observasjoner/vurderinger fra andre instanser (rehabiliteringsinstitusjon, arbeidsmarkedsbedrift). Kilde angis.
# Bredde i funksjonsområder som beskrives, bør inkludere både psykisk og fysisk fungering. Gjerne opplysninger om sosial fungering. (Stikkord: biopsykososial kartlegging av funksjon)
# Ta med både begrensninger og ressurser
# Om funksjonsevnens ”tidsprofil” ( er funksjonsnivået stabilt eller svingende, eventuelt hvor hyppig og hvor mye svinger det, hvor lenge varer en periode med funksjonsfall eller en funksjonstopp og hvordan er funksjonsnivået i gjennomsnitt.
# Tempo. Trengs det økt tid påågjennomføre oppgaver?
# Er funksjonssvikten relatert til bestemte situasjoner? F.eks. sammenligne funksjon påjobb og fritid. Utløsende situasjoner?
# Si noe om hvilke konsekvenser redusert funksjonsnivå̊kan ha eller helt konkret har hatt for arbeidsevnen (i den grad du har grunnlag for åsi noe om dette)
Eksempelsvar: Kort oppsummert om de funksjonsopplysninger vi har (svar påoppg b) og de vi mangler (svar påoppg. c)
''Svar b)''
# Legen har gjort en nylig gjennomgang av saken. Vi har en del tidsaktuelle opplysninger.
# Legens egne observasjoner/funn som brukes:
# Vi har pasientens egen beskrivelse av fungering per i dag. Opplysninger fra andre instanser: Ingen observasjoner fra andre instanser (studiested, rehabiliteringsinstitusjon, arbeidsmarkedsbedrift)
# Begrensninger (Generell tretthet, slitenhet, økt behov for hvile og søvn. Opplevelse av utmattelse som gjør selv dagligdagse aktiviteter som påkledning og å gå på butikken og ressurser (beskriver seg selv som psykisk sterk, sosialt omgjengelig).
# Tempo. Bruker mer tid på selv enkle daglige oppgaver. Klarer ikke å henge med på vanlig studieprogresjon.
''Svar c)''
# Biopsykososial fungering: fysisk fungering: redusert, økte symptomer selv etter lett fysisk belastning. emosjonell fungering: lite kjent, ingen opplysninger som gir mistanke om dårlig fungering. kognitiv fungering: redusert konsentrasjonsevne nå. NB! For kort tid siden en velfungerende student. Sosial fungering: aktiv som student tidligere. Uklart nå.
# Tidsprofil. INGEN OPPLYSNINGER
# Situasjonsbestemt funksjonssvikt: INGEN OPPLYSNINGER
# Konsekvenser for studie/arbeidsevnen: Redusert fungering med innvirkning på studie/arbeidsevne per dags dato. Vi mangler et observasjonsgrunnlag for åkunne si noe om hvordan han faktisk fungerer i konkrete situasjoner.
# (Funksjonsvurderingen er ufullstendig og bør suppleres før den kan brukes av NAV til åkonkludere vedrørende arbeidsevne. NB! Oppgaveteksten spør ikke etter en sluttvurdering og det stilles ikke krav til at studenten har gjort dette).
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
* a)
** 1 og 2 må være med for poeng (1/2p for hvert),
** 1 og 2 + 2 andre momenter=1 poeng,
** 1 og 2 + 3-4 andre momenter=1 1/2 p,
** 1 og 2 +5 eller flere momenter= 2 p
* b) ½ poeng for hvert element inntil 2 p
* c) 1 poeng for nr 1, ½ p i tillegg for hvert av de to andre (ev. andre relevante)
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Du arbeider som allmennlege i en liten industrikommune. En morgen blir en 34 år gammel maskinfører brakt av brannvesenet til konsultasjon som øyeblikkelig hjelp. Det viser seg at han hele natta har vært innesperret i en tunnel fordi et snøras hadde stengt for både inngangen og ventilasjonsanlegget. I tunnelen ble det drevet anleggsvirksomhet med bl.a. sprengning. Før raset gikk var det foretatt en sprengning og han har arbeidet hele natta med en hjullaster for å forsøke å grave seg ut. Pasienten sier at det etter hvert ble mye eksos inne i tunnelen og brannvesenet sier at det også kan ha vært igjen en del nitrogenoksid på stedet etter sprengningen. Etter å ha blitt reddet ut ble han på morgenen kjørt direkte til legekontoret av brannvesenet.
Han kommer gående til konsultasjonen, men kjenner seg «rar» og ønsker hjelp. Han klager over hodepine, litt svimmelhet, hoste og noe tungpust og framstår ganske engstelig
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke anamnestiske opplysninger er relevante å innhente i denne konsultasjonen?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Kartlegge hendelsen: Hvor lenge var han innestengt? Hvordan var omstendighetene i tunnelen? Hvor mange maskiner/kjøretøy var i drift inne i tunnelen? Diesel- eller bensinmotorer? Ble motorene slått av? Var det foretatt sprengning? Var det mørkt? Følte han seg truet på livet? Hvordan ble han befridd?
Symptombeskrivelse: Debut og karakteristika av hvert symptom. Opplevd liknende symptomer tidligere? Tidsrelasjon til hendelsen.
Tidligere sykdommer/sykehistorie: kjent lungesykdom?
Stress/psykiske symptomer/lidelser?
Røyking
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 poeng for tilfredsstillende kartlegging av hendelsen.
1 poeng for tilfredsstillende symptombeskrivelse.
0,5 poeng for andre relevante anamnestiske opplysninger som røyking og tidligere sykdommer.
Det må utvises skjønn i vurderingen om hva som er tilfredsstillende kartlegging her.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Etter at du har skaffet oversikt over den akutte situasjonen lurer du på hvordan du skal gå videre med dette.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke kliniske undersøkelser er relevante i denne konsultasjonen?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Vurder pasientens hudfarge (cyanose, blek, kaldsvett?), Puls, blodtrykk. Kort lungestatus med lungestetoskopi (ut fra hoste og tungpust). Orienterende nevrologisk undersøkelse (ut fra hodepine og svimmelhet). Mental tilstand og bevissthet (ut fra mulig forgiftning).
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Pasienten kommer gående til konsultasjonen, men ellers gir vignetten lite opplysninger som sier noe om pasientens allmenntilstand. Vurdering av behov for akuttmedisinsk behandling er dermed det viktigste. Vitale parametere (1p).
Lungeundersøkelse (0,5p). Nevrologisk status (0,5p).
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Pasienten mener at han i løpet av natta har pustet inn mye eksos og frykter at han kan ha blitt forgiftet på noe vis.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke gasser i eksos er særlig relevante med tanke på toksisitet, og med hvilke virkningsmekanismer lokalt i luftveiene og systemisk?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Nitrogenoksid (NOx) er en gass som vesentlig finnes i dieseleksos. Mekanisme: Nitrøse gasser irriterer luftveiene. Slik gass er relativt lite vannløselig og gir effekter distalt i luftveiene med risiko for alvorlige komplikasjoner som lungeødem. Dette er en langsom reaksjon med peroksidasjon av fett i cellemembraner og lungeødemet kan derfor manifestere seg flere timer etter eksponeringen.
NOx virker også oksiderende i blodet slik at hemoglobin som inneholder 2-verdig jern (Fe^^2+^^) omdannes til MetHb med 3-vedig jern (Fe^^3+^^) som ikke kan transportere oksygen.
Karbonmonoksid (CO) er en gass som vesentlig stammer fra bensinmoterer. Utslipp av CO har gått ned etter innføring av katalysatorer i nyere biler. CO binder seg til hemoglobin med større affinitet enn O2 og hemmer dermed oksygentransport.
Det binder seg også til hem-proteiner i perifert vev og reduserer oksidativ fosforylering. Dessuten fører opptak av CO også til relaksasjon av glatt muskulatur og vasodilatasjon. Nevrologiske senskader etter alvorlige forgiftninger forklares sannsynligvis av cellulær toksisitet i kombinasjon med hypoksi.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
CO – 0,5 p, binding til Hb – 0,5 p, redusert oksygentransport -0,5
NOx- 0,5 p. Irritasjon i distale luftveier pga lav vannløselighet-0,5 p, MetHb med redusert oksygentransport 0,5 p
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Ved dine enkle kliniske undersøkelser framkommer ikke klar
patologi.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvordan håndterer du denne pasienten videre etter at du har gjennomført konsultasjonen og hva er din begrunnelse for tiltaket?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Symptomer kan komme sent etter innånding av NOx (konf skademekanisme i lungene). Ved antagelse av at det kan ha vært høy eksponering skal selv pasienter uten symptomer og uten funn observeres i 12-24 timer. Med mindre man kan sørge for forsvarlig overvåking på annen måte, og man har tilgang til rask og adekvat behandling i tilfelle utvikling av lungeødem skal pasienten derfor legges inn.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Innleggelse eller annen adekvat overvåking (1 p) med begrunnelse (1p)
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Det videre forløpet etter den akutte konsultasjonen forløp komplikasjonsfritt.
Det har etter hvert gått to måneder siden pasienten ble innestengt i tunnelen. Pasienten har vedvarende diffuse symptomer. Han klager over hoste og tidvis åndenød, hodepine, utmattelse og generelle muskelsmerter. Han virker nedstemt og har konsentrasjonsvansker.
Han forteller at han reagerer sterkt på eksos og bensinlukt. Dette gjør det vanskelig å fylle bensin på bilen og oppholde seg på sterkt trafikkerte steder. Han opplever også sterkt ubehag med hodepine og hjertebank ved kjøring i tunnel. Han unngår derfor all kjøring i tunnel. Det kommer fram at pasienten opplevde at han var i livsfare da han ble innestengt i tunnelen.
Pasienten selv er nå overbevist om at symptomene hans skyldes eksosforgiftning.
Gitt at du ikke kommer i mål med utredning og tiltak som allmennlege alene, kan det være aktuelt å henvise pasienten til spesialister eller andre samarbeidende profesjoner i helsevesenet.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Angi tre spesialiteter eller samarbeidende profesjoner det kan være relevant å henvise pasienten til som ledd i utredning/behandling. Begrunn svaret.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
''Lungelege'' – kan vurdere hyperreaktivitet i luftveier og om pasienten har tegn til nedsatt lungefunksjon. Begrunnelsen for dette er at han angir hoste og tidvis åndenød som kan gi mistanke om irritantutløst astma eller RADS. Utrede eventuelle andre årsaker til lungeplager.
''Arbeidsmedisiner'' – kan vurdere eksponeringen som pasienten har vært utsatt for, både ved den aktuelle hendelsen og eventuelt tidligere i yrkeslivet. Kan vurdere om eksponeringen kan gi symptomer samsvarende med det pasienten opplever.
''Psykolog/psykiater'' – kan utrede pasienten med tanke på posttraumatisk stress og ev depresjon. (Oppgaven gir mindre holdepunkter for depresjonsdiagnose)
''Fysikalsk medisiner'' eller ''Fysioterapeut'' er ikke så aktuelt mtp eksosforgiftning eller PTSD, men kan være aktuelt mtp smerter og utmattelse
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 poeng for hver spesialist eller profesjon med relevant begrunnelse. Det må utvises skjønn i vurderingen av hva som er relevant, men studenten må vise at de har en tanke basert på det som foreligger av opplysninger og kunnskap om ulike spesialiteter eller andre profesjoners kompetanse.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Det har gått snart et år siden pasienten ble stengt inne i tunnelen. Pasientens symptomer vedvarer og medfører betydelige plager og unngåelse av situasjoner som forverrer dem. Unngåelse av eksos samt generelt dårlig funksjon gjør at han ikke klarer arbeidet som maskinfører.
Relevant utredning har ikke funnet somatiske årsaker som kan forklare pasientens plager.
Hvilken diagnose som settes, og dermed implisitt hvilken forklaringsmodell pasientens symptomer forstås ut fra, kan også få trygdemedisinske konsekvenser.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Vurder hvilke anerkjente eller mindre anerkjente diagnoser som er mest aktuelle for denne pasienten.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Ettersom relevant utredning ikke finner somatisk årsak til plagene, er senvirkninger av eksosforgiftning mindre sannsynlig, i hvert fall at han skulle ha noe varig men av en i tilfelle lettgradig forgiftning.
Pasienten har opplevd en traumatisk hendelse, og det kan argumenteres for at denne er så alvorlig at det er tilstrekkelig for å utløse PTSD. De fysiske symptomene som beskrives (hodepine, svimmelhet, kvalme og palpitasjoner) er forenlig med PTSD, det samme gjelder søvnvansker, anhedoni og konsentrasjonsvansker. Pasienten har klar unnvikelse av situasjoner som minner om den traumatiske hendelsen. Det er ikke beskrevet typiske flashbacks i vignettene, men økt aktivering ved tunnelkjøring kan tolkes som en form for intrusjon.
MUPS (medisinsk uforklarte symptomer/sykdommer)/MCS (multippel kjemisk overfølsomhet) bør overveies. MCS oppstår typisk etter en episode med høy eksponering for et luktsterkt kjemikalium, gir symptomer fra flere organsystemer (nesten alltid inkludert fra CNS), og symptomene reproduseres ved gjentatt eksponering. Pasienten reagerer ofte på nivåer som ikke skulle forventes å gi toksikologisk effekt. Etter hvert kan pasienten reagere på flere ubeslektede stoff. Tilstanden kan ikke påvises ved fysiologiske tester. Pasientens symptombilde er forenlig med MCS.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 for MUPS/MCS, alternative begreper som miljørelatert overfølsomhet eller kjemisk intoleranse godtas også. 1 for PTSD (post-traumatisk stresslidelse). Post traumatisk stress symptomer = PTSS, kan gi samme antall poeng
''Epilog til sensor''
Pasienten har ikke fått en sikker og endelig diagnose, men han har sannsynligvis en blanding av MCS og PTSD. 2 spesialister (psykiater og psykologspesialist) har gitt han en PTSD diagnose. Pasienten ville opprinnelig ikke godta en psykiatrisk diagnose, og han tapte nok derfor en erstatningssak mot arbeidsgiver fordi retten mente han hadde MCS og ikke PTSD. I ettertid ser han at tilstanden er en blanding, og han har hatt best nytte av psykologisk behandling i forhold til bedret livskvalitet og arbeidsførhet.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Pasienten har vært sykemeldt i ett år og han klarer fortsatt ikke å komme tilbake i arbeid.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke kriterier må være oppfylt for at pasienten skal kunne få arbeidsavklaringspenger?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Formålet med arbeidsavklaringspenger er å sikre inntekt for et medlem som på grunn av sykdom, skade eller lyte har fått nedsatt arbeidsevne, som har brukt opp retten til sykepenger og fortsatt får aktiv behandling, eller deltar på et arbeidsrettet tiltak, eller får annen oppfølging med sikte på å skaffe seg eller beholde arbeid.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Sykdom/skade – 0,5p
Nedsatt arbeidsevne – 0,5p
+ inntil 1 p for: enten aktiv behandling (0,5p), arbeidsrettet tiltak(0,5p) eller annen oppfølgning (0,5p)
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Pasienten har gått gjennom massiv utredninger og behandlinger over flere år, men med liten fremgang når det gjelder livskvalitet og arbeidsliv
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva er kriteriene for å få innvilget uføretrygd?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
«Pasienten har en varig nedsatt arbeidsfunksjon > 50 % for ethvert yrke av medisinske årsaker. Han har gjennomgått omfattende og tilstrekkelig utredning, samt prøvd ut relevant behandling og arbeidsutprøving uten at dette har bedret hans arbeidsfunksjon».
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
* Varig 0,5p
* >50% 0,5 p
* Medisinsk årsak 0,5 p
* For ethvert yrke 0,5 p (ikke restarbeidsevne)
* Utredet 0,5 p
* Arbeidsprøving forsøkt 0,5
Inntil 2.5 poeng totalt (5 av 6 punkter er nok for full skår)
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Oppgaven baserer seg på utdelt artikkel: Jiménez et. al: Hospital volume and outcomes for acute pulmonary embolism: multinational population based cohort study. BMJ. 2019 Jul 29;366:l4416. doi: 10.1136/bmj.l4416.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva var hensikten med studien?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Hensikten med studien var å undersøke om sykehusvolum, målt som antall tilfeller med lungeemboli per år, var assosiert med 30-dagers årsaksspesifikk dødelighet (primærendepunkt).
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Kandidaten må kunne gjengi problemstillingen. Her gis det ikke delpoeng.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilken type studiedesign ble brukt?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Kohortstudie
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Her er det nok at kandidaten angir kohortstudie.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Sykehus av ulik størrelse vil ofte ha forskjellig oppgaver. Dette kan føre til at pasientene som behandles ved store sykehus ikke er helt sammenliknbare med de som behandles ved små. I tillegg kan pasientene som bor i nærheten av store vs. små sykehus ha ulik alvorlighetsgrad av tilstanden.
# Hvilken feilkilde kan slike forskjeller medføre?
# Hvordan vil du vurdere forskjellene i pasientkjennetegn basert på resultatene som er listet opp i Table 1?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Slike forskjeller i pasientkjennetegn kan føre til confounding. Resultatene i Table 1 viser noen forskjeller, men på disse observerbare kjennetegnene er de forholdvis like.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
For å få full skåre må kandidaten angi at confounding kan være et problem her (1 poeng). Kandidaten må også vurdere hvor sammenliknbare gruppene er. Basert på informasjonen i tabellen er de relativt lik på de kjennetegnene som er listet opp (1 poeng).
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva er studiens hovedfunn?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Det er reduksjon i dødelighet ved større sykehusvolum.
Resultatene er forholdsvis presise, og de er robuste for ulike justeringer og sensitivitetsanalyser
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 poeng for å vise til at økt volum er assosiert med redusert dødelighet.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Sentralisering av sykehusfunksjoner er en pågående debatt i Norge. I hvilken grad kan resultatene fra denne studien være relevant i spørsmålet om oppgaver som skal legges til små og store sykehus?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Dette er en observasjonell studie hvor det er uklart hvorvidt man har klart å ta hensyn til confounding på en tilstrekkelig måte og det er relativt små absolutte forskjeller i dødelighet. Det er også kun knyttet til dødelighet ved lungeemboli. Vi vet lite om de potensielle mekanismene som skal resultere i økt dødelighet ved mindre sykehus. Dette indikerer at det er vanskelig å si om dette understøtter sentralisering av sykehusoppgaver også for lungeemboli. Samtidig er dette en stor studie med data fra ulike land hvor resultatene er robuste for forskjellige tester. Man kan derfor si at resultatene støtter opp under sterke antakelser som er gjort angående betydningen av en viss størrelse på fagmiljø for å yte adekvat sykehusbehandling. Funn knyttet til lungeemboli og komplikasjoner antas å ha høy generaliserebarhet fordi dette er biologisk betinget. Forskjeller i organisering av helsevesenet kan likevel ha betydning for generaliserbarhet til Norge. Relevante poeng her kan være mulighet til å velge sykehus ved akutt sykdom, reisetid til sykehus (geografiske forskjeller).
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Her bør kandidaten drøfte svakhetene ved studiedesignet (1 poeng), at det gjelder kun en tilstand (1 poeng) og at det er relativt små absolutte forskjeller (1 poeng). Det er en fordel om kandidaten også setter dette i sammenheng med betydningen av store nok fagmiljø.1 poeng for å diskutere om funnene er generaliserbare til Norge.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
På fastlegekontoret får du besøk av en 7 år gammel gutt i følge med far. Far forteller at sønnen for to uker siden fikk noe som de vurderte som en vanlig forkjølelse, men at han etter en uke med rennende nese og litt feber har fått økende plager med hoste. Han får voldsomme hosteanfall om natta, noen ganger med brekninger. På dagtid er han i nokså fin form, men blir fortere sliten enn han pleier. Han har ikke hatt feber siste uka.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Nevn minst tre tilstander du vurderer som aktuelle basert på sykehistorien.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Her er det mange mulige tilstander. Kikhoste vil vel de fleste nevne etter å ha lest resten av oppgaven. Både infeksjon med mykoplasma, viral luftveisinfeksjon, akutt bronkitt (viral eller bakteriell) og astma er aktuelle differensialdiagnoser, men en infeksjon er mer sannsynlig enn astma på dette tidspunktet i konsultasjonen
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1p hvis de nevner minst tre aktuelle tilstander. 0.5 p hvis færre enn tre muligheter nevnes. Hvis det nevnes tilstander som ikke er forenlig med sykehistorien, får studenten max 0.5 p, selv om det også nevnes tilstander som er aktuelle (riktige).
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Ved klinisk undersøkelse finner du lett rubor i svelget, men ellers normale funn. Hvite blodceller er lett forhøyet. Du bestemmer deg for å starte behandling med erytromycin, men tar først en dyp neseprøve som sendes til PCR-undersøkelse samme dag. Neste dag får du følgende svar fra mikrobiologisk avdeling: PCR positiv for Bordetella pertussis. Sykdommen er nominativt meldepliktig (gruppe A).
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Når og til hvem skal det meldes om sykdommer i gruppe A og hva betyr nominativt meldepliktig?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Melding sendes samme dag til MSIS – meldesystem for smittsomme sykdommer – som er et sentralt helseregister for overvåkning av smittsomme sykdommer i Norge. Det skal også meldes til kommunelegen, noe som vanligvis gjøres ved at kopi av meldingen til MSIS sendes til kommunelegen. Nominativt meldepliktig betyr at sykdomstilfellet meldes med full identitet på pasienten (navn, personnummer, adresse), noe som kan gjøre uten hinder av taushetsplikt og uten pasientens samtykke i denne situasjonen
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
MSIS (1p) og kommunelegen (1p) nominativt=full identitet (1p)
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Du kontakter faren til den 7 år gamle gutten for å informere om resultatet av undersøkelsen og om hva som skjer videre.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke plikter utover meldeplikt har du som behandlende lege når det gjelder smittevern i dette tilfellet?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
* Informere pasienten (i dette tilfellet foreldrene) om at det meldes til MSIS og kommunelegen, samt hva som meldes.
* Gi smittevernveiledning til familien: Forklare om dråpesmitte, hygiene, unngå kontakt med andre (f eks ved å holde sønnen hjemme første dagene etter behandlingsstart, til smittefaren er over, vurdere vaksinebehov).
* Smitteoppsporing: Spørre etter mulige smittekilder og kontakter som den smittede kan ha videreført smitten til. Kontakte disse, evt via den smittede (her via foreldrene) for videre undersøkelser. Hvis behandlende lege ikke er i stand til å utføre smitteoppsporing skal kommunelegen underrettes om dette og overta smitteoppsporingen.
* Plikt til å undersøke personer ved mistanke om smittsom sykdom.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
* Informere 0,5 p.
* Veiledning 1 p.
* Smitteoppsporing 1 p.
* Undersøkelsesplikt 0,5 p.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
I samtalen med far kommer det frem at også han har hostet en del de siste ukene. Han tror det startet før sønnen ble syk. På direkte spørsmål bekrefter han at hosten ofte kommer som anfall
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva gjør du på bakgrunn av disse opplysningene?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Ved kikhoste gir klinisk grunnlag med epidemiologisk tilknytning meldeplikt. Her er klinisk grunnlag oppfylt fordi han har hostet i minst 2 uker og har anfallsvis hoste. Epidemiologisk grunnlag er også oppfylt fordi sønnen har laboratoriepåvist kikhoste. Dermed skal farens sykdom også meldes til MSIS og kommunelegen med full identitet samme dag. Han må undersøkes for å få diagnosen bekreftet mikrobiologisk. Det er vanligvis ikke aktuelt med behandling av voksne når sykdommen har vart såpass lenge.
(Selv om det nå er snakk om 2 tilfeller av meldepliktig sykdom, er det ikke mistanke om at de har felles smittekilde siden det er to tilfeller i samme husstand. I tillegg opptrer kikhoste med jevne mellomrom i befolkningen, dvs den er endemisk. Det er derfor ikke mistanke om utbrudd ).
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Fars sykdom meldepliktig 1 p, undersøke mikrobiologi 1 p
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Kommunen hvor du arbeider som fastlege er en liten kommune med rundt ett tusen innbyggere. En uke senere ringer mikrobiologisk avdeling ved sykehuset til kommunelegens kontor med beskjed om at de har påvist 15 tilfeller av Bordetella pertussis blant kommunens innbyggere de siste to ukene, mot normalt 0-2 tilfeller per måned på denne tida av året.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvordan vil du karakterisere denne situasjonen? Begrunn svaret.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Opplysningene gir mistanke om utbrudd, fordi det nå er snakk om et antall tilfeller som klart overskrider det man ville forvente (det endemiske nivået - det normale bakgrunnsnivået av sykdommen) innenfor et område i et gitt tidsrom.
Den andre situasjonen som gir mistanke om utbrudd er to eller flere tilfeller av samme sykdom som mistenkes å ha felles kilde, men foreløpig er det for tidlig å si noe om felles smittekilde her.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Dette er et utbrudd av smittsom sykdom (1p), pga flere tilfeller enn forventet (1p)
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva bør kommunelegen i første omgang gjøre basert på disse opplysningene?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Først: Varsle Folkehelseinstituttet og Fylkesmannen om mistanke om utbrudd, samt starte smitteoppsporing.
(Deretter: følge utbruddets utvikling, vurdere smitteverntiltak og informasjon til befolkningen etter hvert som mer informasjon skaffes til veie. )
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Varsle FHI (0,5 p) og Fylkesmannen (0,5 p), starte smitteoppsporing (1 p)
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
En 32 år gammel kvinne oppsøker deg som fastlege. Hun har aleneomsorg for en jente på 8 år som nylig har fått påvist barneleddgikt av systemisk type. Barnet går til kontroller ved det lokale sykehuset. Sykdomsforløpet har vært svært svingende. Barnet klarer ofte ikke å delta på skolen grunnet nedsatt allmenntilstand samt smerter og hevelse i affiserte ledd. Barnet plages med magesmerter og tidvis svært løs avføring.
Moren har 100% stilling som lærer i grunnskolen. Familien har et godt sosialt nettverk. Barnet er nå inne i en dårlig periode, og mor har brukt opp retten til omsorgspenger. Hun er engstelig og fortvilet ved tanken på at hun må la barnet være hjemme alene på dagtid. Hun sier at hun ikke har råd til å ta seg fri fra jobb og ikke makter økte økonomiske bekymringer i tillegg til datterens sykdom. Hun ber om en sykmelding.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Gjør rede for hvorfor sykmelding ikke er en aktuell løsning i dette tilfellet
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Sykmelding er ikke aktuelt i dette tilfellet fordi det ikke fremkommer at dette dreier seg om egen sykdom hos mor (eller annen gyldig grunn etter §8-4).
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Ikke egen sykdom hos mor – 1p
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke muligheter har mor for å få fri fra jobb med inntektssikring?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
''Utvidet rett til omsorgspenger'' (1p)
Hun kan ha utvidet rett til omsorgspenger men dette må forhåndsgodkjennes. Hun bør søke om dette hvis det ikke allerede gjort.
Utdrag fra Lov om folketrygd §9-5,Stønadssituasjonen for omsorgspenger: Til en arbeidstaker, frilanser eller selvstendig næringsdrivende som har omsorg for barn, ytes det omsorgspenger dersom han eller hun er borte fra arbeide på grunn av nødvendig tilsyn med og pleie av et sykt barn i hjemmet eller i helseinstitusjon. Videre står det:
* Dersom en arbeidstaker har kronisk syke eller funksjonshemmete barn og dette fører til en markert høyere risiko for fravær fra arbeidet, ytes det omsorgspenger etter reglene i første ledd med tillegg av 10 stønadsdager for hvert kronisk sykt eller funksjonshemmet barn. Når arbeidstakeren er alene om omsorgen, dobles antall stønadsdager
* For at arbeidstakeren skal få utvidet rett til omsorgspenger etter andre ledd, må Arbeids- og velferdsetaten ha godtatt at barnet er kronisk sykt eller funksjonshemmet.
* Departementet gir forskrifter om gjennomføringen av bestemmelsene i denne paragrafen, herunder om hvilke sykdommer og funksjonshemninger som skal gi utvidet rett til omsorgspenger etter andre ledd. Se https://lovdata.no/nav/forskrift/1997-03-25-263. I listen over forhåndsgodkjente sykdommer inngår «Leddgikt og andre kroniske revmatiske sykdommer» (punkt 14).
''Velferdspermisjon'' (0,5p)
Mor kan søke om velferdspermisjon fra arbeidsgiver (med eller uten lønn). Dette er særlig aktuelt for perioden frem til rett til utvidede omsorgspenger er forhåndsgodkjent.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
* Utvidet rett til omsorgspenger (1p)
* Velferdspermisjon (0,5p)
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Barnet blir mye dårligere i løpet av den påfølgende uken og er innlagt på sykehus i en uke før det skrives ut med avtale om hyppige polikliniske kontroller. Barnet har respondert dårligere enn forventet på medikamentell behandling. Mor forespeiles av pediater at hun bør være hjemme på heltid og at det kan ta flere måneder før barnet er i stand til å delta fullt på skolen.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Gjør rede for hvilke(n) ytelse(r) fra NAV som er aktuelle for å sikre økonomien til familien i perioden mens barnet krever kontinuerlig tilsyn og pleie? Nevn de viktigste medisinske vilkår som skal være oppfylt for hver ytelse.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
''Pleiepenger'' MÅ nevnes (1 poeng)
https://lovdata.no/nav/folketrygdloven/kap9
Medisinske vilkår for pleiepenger etter §9-10 (1.5 poeng hvis (1.) ,(2.) og (3.) er med). Et medlem som har omsorg for barn under 18 år har rett til pleiepenger
# når barnet på grunn av sykdom, skade eller lyte (0,5p)
# har behov for kontinuerlig tilsyn og pleie (0,5p)
# og medlemmet derfor må være borte fra arbeidet (0,5p).
''Hjelpestønad'' bør nevnes (0,5p) og drøftes med de begrensinger som foreligger (hvis (1.) eller (2.) nevnes 0.5p)
# Hjelpestønad alene vil ikke kunne kompensere for tapt inntekt.
# Det er uklart om hjelpebehovet er varig i dette tilfellet. (Fra rundskriv til kap 6: «Formålet med grunnstønad og hjelpestønad er å kompensere helt eller delvis for ekstrautgifter og hjelpebehov av mer varig art. Ifølge langvarig praksis er det ikke bare livsvarige lidelser som kommer i betraktning. Den lidelsen som er årsak til medlemmets ekstrautgifter eller hjelpebehovet må etter lang praksis vare i 2-3 år eller mer for å kunne betraktes som varig. I enkelte tilfeller vil det være usikkert om lidelsen vil vare så lenge som nevnt. Da bør man i rimelig grad la tvilen komme medlemmet til gode».
''Omsorgsstønad'' (0,5p)
Omsorgsstønad er en kommunal stønad som kan være aktuell særlig når folktrygdens ytelser ikke kommer til anvendelse, f.eks hvis mor ikke hadde hatt inntektstap.:
* Hvis du har særlig tyngende omsorgsarbeid og utfører oppgaver som ellers måtte vært utført av kommunen, kan du få omsorgsstønad. Omsorgsstønad skal gjøre det mulig for private omsorgspersoner å opprettholde omsorgsarbeidet for sine nærmeste.
* Ordningen omfatter både omsorgsytere uten omsorgsplikt og foreldre som har omsorgsplikt for sine mindreårige barn.
* Ingen har en lovfestet rett til omsorgsstønad, men kommunen har en plikt til å tilby ordningen.
For mer info: https://helsenorge.no/hjelpetilbud-ikommunen/omsorgsstonad
''Sykepenger'' er ikke riktig ytelse hvis mor ikke er syk selv.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
* Pleiepenger 1 p, vilkår får disse 1,5 p
* Hjelpestønad 0,5 p, vilkår (kompensere for ekstra utgifter ved varig hjelpebehov) 0,5 p
* Omsorgsstønad 0,5 p, vilkår (kommunal stønad – må søkes om, tenkt å kompensere for at privat omsorgsperson utfører oppgaver som elles ville vært utført av kommunen) 0,5p
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Barnet har i tillegg fått påvist cøliaki. Ved overgang til glutenfri kost forsvinner symptomer som diare og abdominale smerter. Dietten medfører økte kostutgifter
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilken stønad kan gis ved økte diettutgifter og nevn de medisinske vilkår som skal være oppfylt for å få slik stønad?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
''Grunnstønad'' må nevnes (1p)
Medisinske vilkår (minst 3 av 4 punkt (a, b, c og d) nevnes (2p):
a) Varighet 2-3 år
b) Det skal være er en godkjent diett, dvs. den skal være skal være alminnelig anerkjent i medisinsk praksis.
c) Krav til diagnostikk ved relevant spesialist.
d) Spesifikke krav er diagnoseavhengige. Spesifikke medisinske krav ved cøliaki hos barn er at det er dokumentert:
# relevante symptomer
# forhøyede antistoffnivåer mot vevstransglutaminase (>10 x øvre grense) eller tilsvarende test
# disponerende vevstype (HLA-DQ eller HLA-DQ8)
# Hvis nevnte kriterier er oppfylt er det ikke krav om tynntarmsbiopsi, slik det er for voksne. Det vil som hovedregel foreligge et biopsikrav hvis nevnte kriterier ikke er oppfylt.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Grunnstønad 1p, Medisinske vilkår (minst 3 av 4 punkt (a, b, c og d) nevnes -2p
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
For alle som arbeider med smittevern og forebygging av utbrudd av smittsom sykdom, gjelder det å ha oppmerksomhet på alle leddene i smittekjeden, slik at man eventuelt kan sette inn tiltak som forhindrer sykdom.
For at epidemier, store og omfattende eller mindre lokale, skal kunne bryte ut, må visse betingelser være oppfylt
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke fire basale betingelser må foreligge for at det skal kunne bryte ut epidemier?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
* ''Smittestoff'' (bakterier, virus, sopp eller parasitter, og nå ev. også prioner)
* ''Smittekilde'' (syke mennesker, friske smittebærere, mennesker eller dyr – altså evt zoonoser)
* ''Smittemåte'' (kontakt, inhalasjon, gjennom næringsmidler og inokulasjon)
* ''Mottakelige individer'' (tilstrekkelig antall, og her kan gjerne nevnes at også flokkimmunitet kan hindre epidemier)
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0,5 p for hver av de fire faktorene. Det finnes i litteraturen eksempler på ytterligere oppstykking i flere enn disse fire faktorene – men de fire er essensielle
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
# Hva forstår vi med monokulturer?
# Gjør rede for monokulturers betydning for behovet for pesticider og antibiotika i landbruket.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
# Monokulturer er når det er mange individer, oftest planter eller kulturvekster, av samme genus på samme sted, som en åker. Men stadig mer aktuelt også som med laksemerder eller svinefjøs med svært mange individer på et lite, konsentrert område, der smittepresset blir høyt. Eller som definert i Store norske leksikon: «Monokultur er dyrking av samme planteart eller kulturvekst på samme jordstykke i år etter år, uten å skifte med andre arter eller vekster. Monokulturer utarmer jorden, gjør den avhengig av stadig gjødsling og gjør vekstene sårbare for skadegjørere».
# Naturen har en innebygget tilbøyelighet til å gjenskape mangfold/diversitet. Monokulturer gir gode vilkår for oppblomstring av artens naturlige fiender, «skadegjørere», som i denne betydningen blir agenter for gjenopprettelse av mangfold. For å opprettholde «rene» monokulturer bruker vi derfor pesticider av ulike slag, som ugressdrepere, ulike antiparasittiske midler og ev. antibiotika. Behovet for slik bruk øker med monokulturenes størrelse. Studentene kan eventuelt knytte monokulturene opp mot begrepene i første delspørsmål; ved tilstedeværelse av agens vil det være mange mottakelige individer og høy sannsynlighet for smitteoverføring fra smittekilde til mottakelig individ.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
# Mange individer av samme genus på samme sted (1)
# Når studentene viser at de har forstått denne dynamikken, og hvorfor det er sammenheng mellom monokulturers størrelse og behovet for å holde den sykdomsfrie med pesticider/antibiotika (2p)
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Øresundbroen laget en forbindelse mellom København i Danmark og Malmø i Sverige fra 1999. Under planlegging og bygging av broen ble behovet for spredningsbarrierer mellom Danmark (kontinentet) og Norge/Sverige diskutert.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
# Hva forstår vi med spredningsbarrierer?
# Hvilke sykdommer ønsket man særlig å forebygge i denne sammenhengen?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
# Spredningsbarrierer kan være naturlige (som med Øresund eller som i Norge med fjord og fjell), eller kunstige, som ved tiltak for å hindre at fremmed arter settes ut i naturen. Begrepet får økende betydning
både for smittevern og for å forstå hva som truer biologisk mangfold/diversitet.
# Først og fremst var det for å forhindre at vi får rabies til Norge/Sverige – og det var rabiesinfiserte rever eller hunder som var mest diskutert, men også evt andre dyr som kan bli «rabiate» og løpe ut og bite ville dyr. Dernest var det også stor uro for spredning av dvergbendelorm – som kan gi ekinokokksykdom.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Fullt hus 1) når de kan skrive noe fornuftig om betydningen av spredningsbarrierer (1p), og 2) i det minste liste opp en av de to aktuelle sykdommene (rabies og ekinokokksykdom) (1p).
Kommentar etter sensur: Ved sensur ble det også gitt uttelling for besvarelser som inneholdt andre momenter/sykdommer enn de som var tenkt på da oppgaven ble laget.
</$details>
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!!Vignett
(Ikke egen vignett)
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!!Spørsmål {{!!question}} ({{!!points}} poeng)
# Hva forstår vi med zoonoser?
# Hvorfor er zoonoser av interesse i forbindelse med antibiotikaresistens?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
# Av zoo – dyr, nose – sykdom, smittesykdommer som overføres fra dyr til mennesker (og iblant også fra mennesker til dyr). Listen over zoonoser er meget lang, og kan omfatte både direkte og indirekte smitte.
# Oftest dreier det seg om smitte fra kjæledyr eller husdyr, som i en viss utstrekning kan dele vårt mikrobiologiske miljø. Derfor er det også viktig å vite at bruk av antibiotika blant kjæledyr og husdyr kan skape resistente mikrober som i neste omgang også kan ramme oss mennesker.
</$details>
<div class="oppgave">
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!!Vignett
En 25 år gammel mann møter på fastlegekontoret i august. Han kommer til konsultasjon fordi han følt seg slapp og sliten siste 4 måneder. Han har også følt hjertebank i perioder.
Pasienten er nest eldst av 4 søsken, foreldrene er skilt og det er høyt konfliktnivå mellom foreldrene. Han har vært frisk i oppveksten, ingen kroniske sykdommer.
Han droppet ut av videregående skole og han har ingen formell utdanning. Han er arbeidssøker gjennom NAV og arbeider nå på et lager med lønnstilskudd fra NAV. Han trives godt i jobben. Da han droppet ut av skolen brukte han en periode ulike rusmidler, Kokain, MDMA/Ecstacy, speed, hasj, alkohol (1 episode med intox). Han injiserte aldri rusmidler. Etter at han ble samboer har han sluttet å ruse seg og bruker nå 3-4 enheter alkohol en vanlig uke.
Ved klinisk undersøkelse gjøres følgende funn:
* Det er ingen cyanose, icterus eller generell glandelsvulst.
* Tyreoidea er ikke følbart forstørret, ingen knuter.
* BT: 135/90 puls 104 regelmessig
* Hjerte: Normale hjertetoner, ingen bilyd
* Lunger: respirasjonsfrekvens 16, normalt respirasjonsmønster, ingen fremmedlyder, ingen dempning ved perkusjon.
* EKG: Sinusrytme, frekvens 100, normal morfologi.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
* 1a) Gjør rede for hvilken kommunikativ strategi det er anbefalt å bruke i den diagnostiske prosessen?
* 1b) Gi eksempler på 3 spørsmål det kan være aktuelt å bruke med denne kommunikative strategien/tilnærmingen.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
* 1a)
** Pasientsentrert tilnærming/åpen modus
** Pasientsentrert metode er en arbeidsform der pasientens bekymringer og oppfatninger tillegges stor vekt i både diagnostikk og behandling. Pasienten definerer hva som skal tas opp i konsultasjonen og er medansvarlig i det medisinske arbeidet.
* 1b)
** Hva tror du selv trettheten skyldes?
** Hvordan påvirker trettheten hverdagen din?
** Har du gjort deg noen tanker før du kom om hva du så for deg at jeg skulle gjøre for deg?
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
* 1a) Pasientsentrert tilnærming med forklaring 1 poeng
* 1b) 0.5 p per formulert spørsmål som fanger opp enten:
** Forventninger
** Frykt
** Forutsetninger
** Forestillinger
** Funksjon
(For å unngå følgefeil, kan man se spørsmål a og b i sammenheng. Dersom studenten skriver åpen modus og formulerer spørsmål deretter, gir dette også uttelling. Her må altså sensor bruke skjønn, flere spørsmål kan gi poeng, men max 1,5 poeng på 1b).
</$details>
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!!Vignett
(Ikke egen vignett)
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<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Nevn tre hovedpunkt det er viktig å kartlegge anamnestisk under utredning av tretthet. Gi eksempler på anamnestiske spørsmål under hvert hovedpunkt.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
* «Tretthetens natur»
** Episodisk eller kontinuerlig?
** Situasjonsbestemt?
** Utløsende faktorer?
** Varighet?
* Ledsager symptomer
** Infeksjonstegn (feber)
** Vekttap, allmenntilstand
** Endringer vannlatning/avføring, matlyst, tørste
** Søvnmønster (snorking, mobil)
** Medikamentbruk
* Psykososiale forhold
** Hjemme og på jobb; stress, hvile/ restitusjon
** Viktige livshendelser?
** Stemningsleie (nedstemt, angstplager?)
** Rusmidler (alkohol)
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
* 0,5 poeng for hvert hovedpunkt (max 1,5 poeng for hovedpunkter)
* 0,5 poeng for >= 6 spørsmål
* 1 poeng for >=10 spørsmål
</$details>
<div class="oppgave">
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!!Vignett
Ved manglende funn i sykehistorien og den kliniske
undersøkelsen av pasienter med slapphet er det sjelden at
laboratorieprøver avdekker patologi.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
I hvor stor andel påvises patologiske blodprøver?
</div>
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<$details class="answer" summary="Svar" state="!!showanswer">
Patologiske blodprøver påvises i ca. 5% av tilfellene.
Til informasjon, men dette er ikke spurt om:
Likevel; det tas supplerende prøver hos ca. 50% av pasientens som søker allmennlege for tretthet (studier). Når tretthet har vart > 4 uker; supplerende undersøkelser har større betydning.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Anslag i området 3-7% gir 0.5 poeng
</$details>
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!!Vignett
I dette tilfellet ble det tatt følgende blodprøver:
|!Prøve |!Resultat |!Referanseverdi |
|Hb |15,4 |13,4-17,0 |
|Ferritin |263 |30-383 |
|HbA1c |34 |20-42 |
|ALAT |80 |10-70 |
|GT |65 |10-80 |
|Kobalamin (B12) |269 |186 – 645 |
|Folat |9 |9-36 |
|TSH |6,22 |0,24-3,78 |
|Fritt tyroksin |14,6 |11,6 – 19,1 |
|Kreatinin |84 |60-105 |
|GFR est/1,73m^^2^^ |>90 | |
|Vitamin D |27 |35-117 |
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
4a) Vurder prøveresultatene og angi hvilket organsystem prøvene sier noe om
4b) Er det sannsynlig at noen av prøveresultatene kan forklare pasientens tretthet? I så fall hvilke(t)? Begrunn svarene
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
* 4a)
** Hematologi: Ikke anemi eller jernmangel
** Normal langtidsregulering av blodsukkeret
** Leverenzymer: ALAT lett forhøyet, uten klinisk betydning
** Normal GT
** B-vitaminstatus: Kobalamin normal
** Folat i nedre referanseområde, inadekvat kosthold?
** Stoffskiftet: TSH lett forhøyet, i et område hvor prøven bør observeres om 3-6 måneder
** FT4 er normal
** Nyrefunksjon: normal kreatinin
** Lavt vitamin D etter årstiden, sammen med lav folat kan det indikere inadekvat kosthold
* 4b) Ingen av blodprøvene er så mye utenfor referanseområdet at de per se kan forklare pasientens slapphet. Lavt folat og lavt Vitamin D i august måned kan gi mistanke om et inadekvat kosthold og en grundig kostholdsanamnese er indisert. Dårlige spisevaner er en livsstilsfaktor som kan påvirke energinivået og gi følelse av tretthet.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
* 4a)
** Adekvat vurdering av >=7 prøvesvar 1.5 poeng
** Adekvat vurdering av alle prøvesvar 2.5 poeng
* 4b) hvis det er anført som lite sannsynlig med begrunnelse 1 poeng
</$details>
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!!Vignett
Forrige vignett:
|!Prøve |!Resultat |!Referanseverdi |
|Hb |15,4 |13,4-17,0 |
|Ferritin |263 |30-383 |
|HbA1c |34 |20-42 |
|ALAT |80 |10-70 |
|GT |65 |10-80 |
|Kobalamin (B12) |269 |186 – 645 |
|Folat |9 |9-36 |
|TSH |6,22 |0,24-3,78 |
|Fritt tyroksin |14,6 |11,6 – 19,1 |
|Kreatinin |84 |60-105 |
|GFR est/1,73m^^2^^ |>90 | |
|Vitamin D |27 |35-117 |
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvordan er det anbefalt å følge opp dette stoffskiftesvaret? Begrunn svaret
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Normal FT4 og TSH 6-10 kan observeres med nye prøver etter 3-6 måneder. Ved rask stigning av TSH kan behandling begynne.
Anti TPO kan rekvireres, hvis denne er forhøyet kan behandling mot subklinisk hypotyreose tilbys.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Hvis begrunnet og anført at dette kan observeres med ny prøve. 1 poeng
Hvis anti TPO er anbefalt og den er forhøyet og behandling anbefalt oppstartet 1 poeng
</$details>
<div class="oppgave">
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!!Vignett
Tyreoideascreening har blitt innført i noen land. Dette har ført til en dramatisk økning i insidensen av tyreoideakreft, mens mortaliteten av tyreoideakreft ikke har økt
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Gjør rede for begrepene:
* Feildiagnose
* Overdiagnose
* Overbehandling
(Her forventes korte svar, 1-2 setninger per begrep)
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
''Feildiagnose'' er diagnostisering av sykdom hos en pasient som ikke har det. Det vil føre til unødvendige videre undesøkelser.
''Overdiagnose'' er påvisning av sykdom som progredierer så langsomt at det ikke vil føre til symptomer eller død i pasientens naturlige levetid (dvs. fram til død av andre årsaker). Dette fører ofte til unødvendig behandling, dvs. ''overbehandling'', altså behandling som ikke bedrer pasientens symptomer eller prognose
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 poeng for hvert riktig svar , totalt max 3 poeng
</$details>
<div class="oppgave">
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!!Vignett
En ny screeningtest for kreft oppdager kreftsykdommen tidligere enn den tradisjonelle testen, men det er ingen effektiv behandling for kreftsykdommen. Pasientene som har blitt screenet med den nye testen lever lengre med kreftsykdommen og mange ivrer etter å ta testen i bruk.
Når man analyserer sammenhengen mellom screeningtest og overlevelse, kan resultatet påvirkes av kilder til systematiske feil (i spørsmålet under referert til som metodefeil).
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<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilken metodefeil må det her tas hensyn til før man vurderer å ta i bruk testen? Begrunn svaret
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<$details class="answer" summary="Svar" state="!!showanswer">
Lead time bias er den bias som oppstår når 2 tester blir sammenliknet, og en test (den nye eksperimentelle) diagnostiserer sykdommen tidligere, men det er ingen effekt på utkommet av sykdommen. Tilsynelatende er det forlenget overlevelse med sykdommen, mens testen i virkeligheten bare resulterte i tidligere diagnose sammenliknet med den tradisjonelle metoden.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Tilsynelatende bedre overlevelse/ lead time bias 1 poeng
(Det er ikke nødvendig å bruke begrepet lead time bias for uttelling om studenten forklarer konsekvensen av biaset.)
</$details>
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!!Vignett
Du arbeider som fastlege. Neste pasient på listen er en 62 år gammel mann som kommer til konsultasjon som øyeblikkelig hjelp. Som kontaktårsak er det oppgitt «brystsmerter». Pasienten er ny på lista di, og du finner ikke tidligere journal.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Nevn ti differensialdiagnoser du bør overveie ved brystsmerter hos middelaldrende menn, når du skal tenke bredt differensialdiagnostisk og samtidig få med de vanligste og alvorligste diagnosene?
(Du trenger ikke begrunne svaret her.)
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
* Kardial årsak:
** Stabil/ustabil angina pectoris
** Hjerteinfarkt gammelt/ferskt
** Klaffestenoser/-insuffisiens
** Perikarditt/endokarditt.
*Aorta:
** Disseksjon
** Aneurisme/ruptur
*Lunge/luftveier:
** Lungeemboli
** Lungebetennelse
** Pneumothorax
** Pleuritt/pleuraeffusjon primær/metastatisk kreft
* Øvre GI-traktus:
** Refluks
** Ulcus
** Pankreas/galle-relatert smerte.
* Muskel/bindevev:
** Interkostalmyalgi/kostokondritt
** Herpes zoster
** Smerter fra thorakalkolumna/ribben (ulike årsaker)
* Blod:
** Anemi (med sekundær kardial iskemi)
* Psykisk betinget
** Panikkangst, stress/somatoform tilstand.
Årsaker til kontakt grunnet brystsmerter i allmennpraksis har en slik fordeling (Klinkman et al., J Fam Pract. 1994 Apr;38(4):345- 52), selv om oppgaven ber studentene vektlegge både alvorlighetsgrad og hyppighet:
* 36% - muskelskjelett
* 19% - gastrointestinal
* 10% - stabil angina
* 2% - ustabil angina
* 4% - annen kardial årsak
* 8% - psykiatrisk sykdom
* 5% - lungerelatert
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0.25 poeng per diagnose (for inntil 10 diagnoser). I tillegg vektlegges det:
# Evne til å tenke bredt differensialdiagnostisk (inkluderer diagnoser fra ulike organsystemer (hjerte, lunge, kar, gastro, muskel/skjelett) og med ulike mekanismer: vaskulær-, infeksiøs/inflammatorisk -, neoplastisk -, og psykisk betinget årsak). -0.5 p
# At studenten ikke gå glipp av de mest alvorlige diagnosene som krever akutt avklaring (infarkt, disseksjon, etc.). -0.5 p
</$details>
<div class="oppgave">
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!!Vignett
(Ikke egen vignett)
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<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke anamnestiske opplysninger er viktig å få fram ved brystsmerter hos middelaldrende menn?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Her er det viktig med en detaljert symptombeskrivelse, eksempelvis ved bruk av «SOCRATES pain assessment» eller lignende (Site, Onset, Character, Radiation, Associated sympt., Timing, Exacerbation/alleviation, Severity):
* S - Hvor sitter smertene?
* O - Hvordan begynte smertene (plutselig/gradvis)?
* C - Smertenes karakter (trykkende/stikkende/...)?
* R - Flytter eller stråler smertene ut andre steder (hals/arm/kjeve/rygg/høyre scapula...)?
*A - Er det andre symptomer assosiert med smertene (kvalme, hoste, oppspytt, sure oppstøt, tung pust, hyperventilering/prikking i fingre, vekttap/kreftsymptomer)?
* T - Når begynte smertene? Hvor lenge varer smertene? Forsvinner smertene når du hviler, og i så fall hvor raskt?
* E - Hva forverrer/letter smertene (anstrengelse/hvile, mat, inspirasjon/hoste, sure oppstøt)?
* S - Hvor sterke er smertene (eksempelvis fra 1-10)?
Studentene er undervist i «symptomattributtene»:
* Lokalisasjon
* Kvalitet
* Kvantitet
* Tidsaspektet
* Sammenhenger
* Påvirkningsfaktorer
* Assosierte manifestasjoner
Andre viktige momenter er standard anamnestisk kartlegging av:
* SOSIAL SITUASJON (stress/bekymringer/yrkesanamnese/…)
* ARV (hjerte/kar-sykdom/kreft/…)
* TIDLIGERE SYKDOMMER
* MEDIKAMENTER
* STIMULANTIA (røyk/alkohol/…)
* NATULIGE FUNKSJONER (urin/avføring/…)
* Skader
Studentene er også undervist i de fem F-ene (Forestillinger, Forventninger, Frykt/bekymringer, Funksjon og Forutsetninger).
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Studentene bør vise at de kan å ta opp en full anamnese og symtombeskrivelse. God og detaljert symptombeskrivelse 2 p; god øvrig anamnese 2 p. For full skår må alle sentrale elementer være med i svaret.
</$details>
<div class="oppgave">
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!!Vignett
Pasientens hovedsymptomer er venstresidige brystveggsmerter og dyspne. Symptomene har tilkommet gradvis i løpet av de siste tre ukene. Han har god allmenntilstand; god matlyst, har ikke gått ned i vekt og er i vanlig fysisk aktivitet.
Du henviser ham til røntgen thorax som øyeblikkelig hjelp. Røntgen thorax viser: «Venstresidig økt mengde pleuravæske og tumoraktig fortykkelse av pleurahinnen i laterale deler av pleura parietale. Upåfallende lungeparenkym.»
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva er nå de mest aktuelle differensialdiagnoser?
(Nevn minst tre aktuelle diagnoser)
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
* Mesoteliom er mest aktuelt
* Primær lungekanser med pleural affeksjon.
* Metastase
* Lymfom.
* Sarkoidose/tuberkulose/...
* Benign tumor/ reaktiv pleuritt: Benign pleural tumor / reaktiv mesotelhyperplasi / infeksiøs pleuritt / asbestutløst / autoimmun...)
* Hemothorax, empyem, chylothorax, evt. medikamentutløst pleuraeffusjon (mindre sannsynlig mtp. fortykket pleurahinne).
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 p for mesoteliom, 1 p for minst to aktuelle diff-diagnoser
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Forrige vignett:
<<<
Pasientens hovedsymptomer er venstresidige brystveggsmerter og dyspne. Symptomene har tilkommet gradvis i løpet av de siste tre ukene. Han har god allmenntilstand; god matlyst, har ikke gått ned i vekt og er i vanlig fysisk aktivitet.
Du henviser ham til røntgen thorax som øyeblikkelig hjelp. Røntgen thorax viser: «Venstresidig økt mengde pleuravæske og tumoraktig fortykkelse av pleurahinnen i laterale deler av pleura parietale. Upåfallende lungeparenkym.»
<<<
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke tilleggsundersøkelser bør gjøres for å avkrefte/bekrefte differensialdiagnosene dine om du nå er pasientens lege på et sentralsykehus (maks tre tilleggsundersøkelser)?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
CT thorax med kontrast. Diagnose bør ved kansermistanke videre bekreftes histologisk/cytologisk ved pleurabiopsi/pleuravæske-cytologi. Ev. bronkoskopi med biopsi/BAL, men angitt upåfallende lungeparenkym.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
CT thorax med kontrast 1 p, histologisk/cytologisk verifisering 1 p.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Forrige vignett:
<<<
Pasientens hovedsymptomer er venstresidige brystveggsmerter og dyspne. Symptomene har tilkommet gradvis i løpet av de siste tre ukene. Han har god allmenntilstand; god matlyst, har ikke gått ned i vekt og er i vanlig fysisk aktivitet.
Du henviser ham til røntgen thorax som øyeblikkelig hjelp. Røntgen thorax viser: «Venstresidig økt mengde pleuravæske og tumoraktig fortykkelse av pleurahinnen i laterale deler av pleura parietale. Upåfallende lungeparenkym.»
<<<
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Gitt det aktuelle funnet på røntgen thorax, hva er mest aktuelt å kartlegge angående pasientens yrkesanamnese?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Asbesteksponering er mest aktuelt, men også andre karsinogen bør kartlegges:
Tidligere/nåværende yrke med aktuelle arbeidsoppgaver som kunne gi eksponering for asbest evt. annen karsinogen eksponering, samt om det ble det brukt verneutstyr.
* Bygningsarbeidere, skipsverftansatte, smelteverksarbeidere, jernbanearbeidere, mekanikere, maskinister har økt forekomst av mesoteliom.
Beskrive grad, varighet og tidsrom for evt. eksponering for asbest. Kronologisk oversikt over yrker og arbeidsplasser med angivelse av tidsrom. Når og hvor lenge skjedde den sannsynlige eksponeringen?
* forekomsten av malignt mesoteliom er høyest 30-50 år etter asbesteksponeringen. Hos yngre pasienter, spør om foreldrenes yrke.
* Risikoen for mesoteliom øker med asbesteksponering, men risikoen kan være økt selv etter liten eksponering, og ca. en fjerdedel har ingen kjent asbesteksponering.
Kartlegge evt. andre sykdommer som assosiert med eksponering for asbest:
* sykdommer i pleura
* asbestose
* kronisk obstruktiv lungesykdom (KOLS)
* lungekreft, ev. andre kreftformer.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Asbest – 0.5 p
Yrke, arbeidsoppgaver, beskyttelsesutstyr -1 p
Grad, varighet, tidsrom 1 p
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Anta at pasienten ble diagnostisert med den tilstanden du
vurderte som mest sannsynlig på [[delspørsmål 4|IIIC - 2019s - Oppgave 2 - Del 4]].
Årsaksrettet behandling hadde ikke ønsket effekt og ble derfor avsluttet. Noen måneder senere blir pasienten innlagt på sykehus med høy feber, hoste med plommefarget oppspytt og tungpust. Røntgen thorax viser infiltrat på venstre side som ved forrige kontroll og nyoppstått infiltrat i høyre underlapp. CRP er 205. Både blodkultur og ekspektorat viser oppvekst av Streptococcus Pneumoniae. Pasienten blir raskt dårligere og dør under oppholdet. Fra pasientjournalen finner du for øvrig at pasienten fra tidligere har kjent ikke insulinkrevende diabetes mellitus type II.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke diagnoser skal registreres under hvilket felt på legeerklæring om dødsfall, basert på de opplysningene som er gitt i vignetten?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
* 1 a Sepsis
* 1 b Pneumoni
* 1 c Mesoteliom
* 2 Diabetes mellitus type II.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Formålet er å teste oppsett i legeerklæring ved dødsfall – 1a er umiddelbar dødsårsak, 1 b/c er underliggende dødsårsaker. Til sammen skal de utgjøre de en forklarende «dødsårsaksekvens» slik at 1c er primære underliggende tilstanden/dødsårsaken, som forårsaket tilstand 1b, som igjen forårsaket den tilstanden som umiddelbart førte til døden (1a). Om det kun foreligger to sekvensielle tilstander/dødsårsaker (1a og 1b) angir 1b den primære underliggende dødsårsaken slik 1c gjør med tre sekvensielle tilstander. 2 er andre vesentlig medvirkende tilstander som kan ha bidratt til døden, men uten å stå i direkte årsaksforhold til den tilstanden som framkalte døden.
2 poeng hvis studenten oppgir diagnoser forenlig med de opplysninger som er gitt, samt at 1c->1b->1a er i logisk rekkefølge og at diabetes er oppført under 2.
Det skal ikke gis trekk for følgefeil om studenten mener annen diagnose enn mesoteliom er mest sannsynlig på [[delspørsmål 4|IIIC - 2019s - Oppgave 2 - Del 4]]. Dersom studenten har vurdert annen diagnose som mest sannsynlig, kan dette påvirke om tilstanden skal føres opp som underliggende dødsårsak.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Oppgaven baserer seg på utdelt artikkel: Pincus et. al: Association Between Wait Time and 30-Day Mortality in Adults Undergoing Hip Fracture Surgery. JAMA 2017
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva var begrunnelsen for å studere sammenhengen mellom tid til operasjon for hoftebrudd?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Tid til operasjon er et vanlig brukt mål på kvalitet i behandling ved hoftebrudd. Man antar at det er økt risiko for komplikasjoner hos pasienten hvis det tar for lang tid.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Kandidaten må kunne gjengi begrunnelsen fra forfatterne. Her gis det ikke delpoeng.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilken type studiedesign ble brukt?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Kohortstudie
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Her må kandidaten angi kohortstudie. Om kandidaten bruker prospektiv kohortdesign, pasientkohort eller endog populasjonsbasert kohort, så kan dette godkjennes.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Man kan tenke seg at det er forskjellige grunner for at det går tid til pasienten blir operert ved hoftebrudd. For eksempel kan pasienten ha behov for å bli stabilisert før en operasjon kan finne sted, og slike pasienter kan ha dårligere prognose.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilken betydning kan dette få for hvordan sammenhengen mellom tid til operasjon og mortalitet slik det framstår i studien?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Dette kan føre til confounding. Dette kan gi både sterkere eller svakere effektestimat. Dette er faktorer som er felles årsaker til tid til operasjon og dødelighet.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
For å få poeng må kandidaten angi at confounding kan være et problem her (1 poeng). Hvis kandidaten skriver seleksjon eller seleksjonsbias, så skal dette ikke gis poeng.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva er studiens hovedfunn?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Opp til 24 timer er det ingen særlig endring i dødelighet ved ulik tid til operasjon. Etter 24 timer stiger dødeligheten.
Resultatene er forholdsvis presise. Det er også en lignende sammenheng for flere av sekundærendepunkter.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 poeng for å vise at det er en økning først etter 24 timer. 0,5 poeng for vurdering av sekundære endepunkter. 0,5 poeng for å vurdere presisjon. Referanse til statistisk signifikans eller ikke, skal ikke gi poeng.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Det er store forskjeller for tid til operasjon for pasienter med hoftebrudd, også i Norge.
Hva kan slike forskjeller skyldes? (Svar kort)
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Årsakene til ulik tid til operasjon vil være en blanding mellom forhold ved pasienten (komorbiditet, overvekt, bruk av blodfortynnende medisin e.l.), ledig operasjonskapasitet, prioritering mellom pasientgrupper og hvilke tidspunkt man opererer på de enkelte sykehus.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Her bør kandidaten få fram at det er forskjeller i organisatoriske forhold (1p) og forhold ved pasienten (1p) som vil gi lengre tid til operasjon.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
(Ikke egen vignett)
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Diskuter kort om denne studien gir grunnlag for å redusere tid til operasjon for alle hoftebruddpasienter, sett i lys av både studiens kvalitet og mulige konsekvenser av en eventuell reduksjon i tid til operasjon?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Denne studien gir støtte til at operasjoner bør gjennomføres innen 24 timer for optimal prognose hos hoftebruddpasienter.
Likevel er det mange forbehold:
Dette er en observasjonell studie hvor det er uklart hvorvidt man har klart å ta hensyn til confounding på en tilstrekkelig måte. Hvis pasienter som trenger tid for stabilisering får raskere operasjon, kan dette være negativt.
Hvis man ikke endrer rammebetingelsene for operasjonskapasitet, så må andre pasientgrupper prioriteres ned. Det sier denne studien ikke noe om.
Noe av forskjellene i tid til operasjon kan skyldes at man legger operasjonsaktivitet til dagtid eller arbeidsuke. Det er ikke gitt at kvaliteten på behandlingen blir bedre ved at man opererer 24/7
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Her bør kandidaten trekke fram:
* Konklusjon om at dette støtter at det kan være viktig med rask tid til operasjon ved hoftebrudd (1p)
* Residual confounding/observasjonelt design (0,5p)
* Vridning av ressurser/prioritering/organisatoriske følgeeffekter som kan gå ut over andre pasientgrupper (0,5p)
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
En 87 år gammel kvinne legges inn på sykehuset etter å ha falt hjemme om natta. Hun har gjennomgått et hjerneslag for tre år siden, med lettgradig sekvele i venstre sides ekstremiteter. For øvrig behandles hun for høyt blodtrykk og søvnvansker. Hun har de siste to årene vært plaget med brystsmerter som har vært tolket som mulig angina pectoris, men har aldri hatt hjerteinfarkt eller vært igjennom koronarutredning. Datteren beskriver henne som glemsk og forteller at hun det siste året sjelden har beveget seg utenfor leiligheten sin.
I akuttmottaket har hun blodtrykk
110/70 og utslag på leukocytter og nitritt på urinstiks. Hun bruker følgende faste medisiner: kandesartan og hydroklortidazid i kombinasjonstablett (angiotensin II-antagonist og diuretikum), acetylsalisylsyre (platehemmer), metoprolol i depotform (selektiv betablokker), isosorbidmononitrat i depotform (nitroglycerin), simvastatin (kolesterolsenkende middel), amlodipin (kalsiumantagonist), oksazepam (benzodiazepin) og zopiklone (benzodiazepinlignende sovemiddel).
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva er mulige årsaker til pasientens falltendens?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
* Sekvele etter hjerneslag
* Lavt blodtrykk (kan skyldes forhold ved pasienten i tillegg til at hun bruker mange medisiner som virker på blodtrykket)
* Mulig urinveisinfeksjon
* Mulig kognitiv svikt (ikke diagnostisert, men man må mistenke det siden datteren beskriver henne som glemsk)
* Mulig skrøpelighet (svært lavt fysisk aktivitetsnivå gir høy mistanke om skrøpelighet)
* Bivirkninger av sederende legemidler (benzodiazepiner og benzodiazepinlignende legemidler)
* Polyfarmasi
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0,5 poeng per årsak, maksimalt 2 poeng.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Røntgenbilder av hofta viser et lårhalsbrudd. Det er svært travelt på operasjonsstua når hun blir innlagt på sykehuset, men man håper i det lengste at hun skal få bli operert raskt og holder henne fastende for sikkerhets skyld. Til slutt blir hun operert etter ett og et halvt døgns venting. Til tross for god smertelindring med morfin utvikler hun delirium postoperativt.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva er mulige årsaker til delirium hos denne pasienten?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Kognitiv svikt, slagsekvele og polyfarmasi er underliggende årsaker, som var til stede før lårhalsbruddet. Brudd, urinveisinfeksjon, smerter, morfin, faste, immobilisering, mulig obstipasjon som følge av bruk av opioider er mulige utløsende årsaker som har kommet nå. (Studenten trenger ikke nevne at noen årsaker er underliggende og andre utløsende for å få poeng).
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0,5 poeng per årsak, maksimalt 2 poeng.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Som vakthavende lege på ortopedisk avdeling blir du oppringt om at pasienten har begynt å bli økende urolig og amper.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke tiltak vil du iverksette?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Miljøtiltak (skjerming på enerom, pårørende til stede hvis mulig, ellers kan ofte fastvakt være nødvendig, unngå forstyrrelser som slanger/ledninger/støy så langt mulig, minst mulig forstyrrelser på natt, sørg for at hjelpemidler for nedsatt syn og hørsel er på plass). Optimalisere medisinsk behandling (behandle alt som kan være med på å utløse eller vedlikeholde delirium).
(bruk av benzodiazepiner eller antipsykotika gir ikke poeng).
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 poeng for hvert av de to (miljøtiltak og behandling av utløsende årsak til delirium), til sammen 2 poeng.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Under innleggelsen har pasienten vedvarende blodtrykk 110/70. EKG viser atrieflimmer. Blodprøver tatt under innleggelsen viser
|!Prøve |!Verdi |!Referanseområde |
|kreatinin |89 μmmol/L |45 – 90 μmmol/L |
|estimert GFR |46 mL/min/m^^2^^ |>90 mL/min/m^^2^^ |
|kalsium |1,20 mmol/L |1,14-1,28 mmol/L |
|vitamin D |19 nmol/L |35-117 nmol/L |
|fritt tyroksin (T4) |15,2 pmol/L |13,5 – 21,2 pmol/L |
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke endringer bør gjøres i hennes medisiner i lys av det som er kommet fram under innleggelsen?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
# Osteoporoseprofylakse bør startes. Det bør gis tilskudd med kalsium og D-vitamin. Ved hoftebrudd etter fall fra egen høyde er det hos en eldre og skrøpelig person ikke nødvendig å gjøre beintetthetsmåling (ref. Behandlingsveileder ved lavenergibrudd: lavenergibrudd.no). Siden GFR er >35 bør hun starte med bisfosfanat, hadde GFR vært lavere ville behandling med denosumab (benserpsjonshemmer, humant monoklonalt antistoff) vært aktuelt. (Både kalsium, vitamin D og bisfosfonat må være med for å få poeng)
# Antikoagulasjon med DOAK eller warfarin bør vurderes gitt pga. atrieflimmer for å forebygge hjerneslag. Hvis antikoagulasjon startes, bør acetylsalisylsyre seponeres (for å få poeng på dette punktet er det nok å nevne at antikoagulasjon bør vurderes).
# Antall og doser av legemidler med virkning på blodtrykket bør reduseres slik at hun har normalt blodtrykk og unngår ortostatisk hypotensjon. Nitroglycerin bør tas bort. (Reduksjon av antihypertensiva eller nitroglycerin er nok til å gi poeng)
# Bruk av sederende legemidler bør trappes ned og begrenses mest mulig framover (helst unngås helt, og i hvert fall ikke tas fast)
# Ved symptomer på urinveisinfeksjon dyrkes urin og behandles med antibiotika etter resistens.
# Det er ikke indisert å gi legemidler mot en eventuell demenstilstand før denne er utredet og det bør man vente med å gjøre til pasienten har kommet seg etter lårhalsbruddet.
# Når det gjelder statin, er det intet fasitsvar. Det kan argumenteres for å ta det bort siden pasienten bruker mange medisiner, legemiddelet ofte gir muskelbivirkninger hos eldre og pasienten har falt, og det har gått flere år siden hjerneslaget. Det kan argumenteres for at hun skal fortsette på statin fordi det er sekundærprofylakse, som er relativt godt indisert også hos eldre
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
De fem første punktene gir 0,5 poeng hver, inntil maksimalt 2 poeng til sammen. De to siste punktene gir ikke poeng.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Etter sykehusoppholdet er pasienten på korttidsopphold på et sykehjem for opptrening. Ved innkomst på sykehjemmet veier hun 45 kg. Hun er 158 cm høy og har BMI 18,0. Det gjøres en kostregistrering som viser at hun får i seg 1100 kcal og 30 g proteiner i døgnet.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvordan vurderer du hennes ernæringsstatus?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Pasienten er alvorlig underernært og har for lavt daglig inntak både av kalorier og av proteiner.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 poeng for å angi at pasienten er alvorlig underernært. 0,5 poeng for å angi at daglig kaloriinntak er for lavt. 0,5 poeng for å angi at daglig proteininntak er for lavt. Til sammen 2 poeng.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Ved sykehjemmet lager man en plan for å bedre hennes ernæringsstatus.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke ernæringsmessige tiltak bør forsøkes?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
* Små, hyppige måltider med næringstett mat
* Berikelse av maten (fete meieriprodukter, olje ol)
* Næringsdrikker
* Eventuelt også konsentrerte kaloritilskudd
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0.5 poeng for hvert av tiltakene ovenfor, maksimalt 1 poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Du er fastlegevikar. En kvinne på 46 år oppsøker deg. Hun forteller at hun har vært 50 % sykmeldt fra jobben som regnskapsfører i ni måneder i forbindelse med en depressiv reaksjon i etterkant av en skilsmisse. Du ser at tidligere utredning har vært sparsom. Hun behandles med Cipralex og har hatt månedlige telefonsamtaler med tidligere fastlege. Hun forteller at hun sover dårlig, sjelden føler seg uthvilt og fryser lett. Hun beskriver konsentrasjonsvansker på jobb. Hun har opplevd å gjøre pinlige småfeil i jobben og har måttet beklage dette til kunder i etterkant.
Du observerer at hun ser blek og sliten ut. Hun gir imidlertid god kontakt og kan være kvikk i replikkene. MADRS skår viser 20 (skår 12 – 20 indikerer en mulig eller mild depresjon).
Du igangsetter en utvidet medisinsk utredning og avtaler et nytt møte om en uke. Blodprøvesvar viser at Lise har en uttalt hypotyreose. Ellers normale prøvesvar.
Substitusjonsbehandling med Levaxin (levothyroxin) igangsettes. Hun har med brev fra NAV hvor du bes om å skrive en legeerklæring med spørsmål om arbeidsuførhet.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke momenter bør være med i legeerklæring ved arbeidsuførhet? Lag en kort disposisjon (ca. 0.5 side).
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
* A. Generelt (identifisere pasienten og legen, beskrive formålet med erklæringen og kjennskap til pasienten
* B. Diagnose (r)
* C. Sykehistorie – (symptomer, forløp, pasientens egen historie)
* D. Status presens (oppgi dato, objektive funn)
* E. Gjennomført og eventuell videre plan for medisinsk utredning og behandling
* F. Forslag til ikke-medisinske tiltak (arbeidsrettede tiltak)
* G. Medisinsk begrunnet vurdering av FUNKSJONSEVNE og innvirkning av medisinske forhold på arbeidsevnen (legens vurdering)
* H. Prognose (varighet)
* I. Årsakssammenheng mellom sykdommen og arbeidsuførheten.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Riktig svar: B, C, D, E, G, H og I er hovedelement (dvs alle unntatt A og F). Fire av disse må være med. Punktene i "legeerklæring ved arbeidsuførhet" kan enten beskrives summarisk eller med faktaopplysninger knyttet direkte opp mot dette tilfellet.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Forrige vignett:
<<<
Du er fastlegevikar. En kvinne på 46 år oppsøker deg. Hun forteller at hun har vært 50 % sykmeldt fra jobben som regnskapsfører i ni måneder i forbindelse med en depressiv reaksjon i etterkant av en skilsmisse. Du ser at tidligere utredning har vært sparsom. Hun behandles med Cipralex og har hatt månedlige telefonsamtaler med tidligere fastlege. Hun forteller at hun sover dårlig, sjelden føler seg uthvilt og fryser lett. Hun beskriver konsentrasjonsvansker på jobb. Hun har opplevd å gjøre pinlige småfeil i jobben og har måttet beklage dette til kunder i etterkant.
Du observerer at hun ser blek og sliten ut. Hun gir imidlertid god kontakt og kan være kvikk i replikkene. MADRS skår viser 20 (skår 12 – 20 indikerer en mulig eller mild depresjon).
Du igangsetter en utvidet medisinsk utredning og avtaler et nytt møte om en uke. Blodprøvesvar viser at Lise har en uttalt hypotyreose. Ellers normale prøvesvar.
Substitusjonsbehandling med Levaxin (levothyroxin) igangsettes. Hun har med brev fra NAV hvor du bes om å skrive en legeerklæring med spørsmål om arbeidsuførhet.
<<<
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Med utgangspunkt i de opplysninger du har fått, hva vil du si til NAV om sammenhengen mellom sykdomsbildet og den nedsatte arbeidsevnen (årsakssammenheng).
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Årsakssammenheng.
Her er det ikke ett korrekt svar. Måten man resonnerer seg frem til svaret er det viktigste. Viktige punkt (2 av 3 bør fremgå av besvarelsen):
# Samsvar mellom diagnose(r) og symptombilde. Beskrives av legen men gir alene ikke nok opplysninger til å konkludere vedrørende arbeidsevnen.
# Funksjonsvurderingen er et viktig mellomledd ved vurdering av sammenheng mellom symptomer/diagnose og arbeidsevne. Legen skal beskrive og vurdere om diagnosen(e)/symptomene innvirker på evnen til å fungere og om dette igjen kan påvirke evnen til å utføre konkrete arbeidsoppgaver.
# Ikke-medisinske faktorer virker også inn på arbeidsevnen (arbeidsplassens krav, psykososial situasjon, alder, utdanning/arbeidserfaring, arbeidsmarked, alder, osv). Legen sier noe om i hvilken grad sykdomsbildet alene kan forklare nedsatt fungering i arbeidssituasjonen. Legen kan ha innsikt i andre medvirkende faktorer. Pasienten, NAV, arbeidsgiver og andre kan redegjøre for ikke-medisinske faktorer. NAV har ansvar for å gjennomføre arbeidsevnevurderingen til slutt
Oppgavetekst gir rom for flere tolkninger. Nedenfor er et eksempel på hvordan sakens opplysninger kan sorteres.
* Hoveddiagnose: Hypotyreose. Bidiagnose: Mulig mild depresjon. Søvnvansker.
* Viktigste symptom: slapphet/tretthet. Kan relateres til alle diagnosene. Hypotyreose antas mest utslagsgivende.
* Funksjon: Hun beskriver selv problemer på arbeidsplassen, i forhold til konsentrasjon og generelt i forhold til det å mestre krav som stilles til henne. Det er ikke beskrevet åpenbar fysisk funksjonsnedsettelse.
* Sammenheng mellom medisinske forhold og arbeidsevne: Det vurderes å være rimelig god sammenheng mellom diagnoser, symptomer og den nedsatte fungering som beskrives. Nedsatt fungering uttrykkes i problemer med konkrete arbeidsoppgaver (Gjør feil pga. nedsatt konsentrasjon). Arbeidsevnen er selvrapportert og den er ikke kartlagt systematisk. Hun beskriver redusert evne til å klare ordinære oppgaver på den aktuelle arbeidsplass
* Ikke-medisinske forhold: Aleneansvar for sykt barn. Hun har tilsynelatende taklet dette relativt greit og omsorgsbyrden er fortsatt stort. Det er ikke beskrevet andre faktorer som kan forklare pågående nedsatt fungering/arbeidsevne.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
En 36 år gammel kvinne som er gift og har to barn på åtte og ti år. Hun oppsøker deg på fastlegekontoret. Du har vært hennes fastlege i ti år. Hun ble diagnostisert med kronisk utmattelsessyndrom (CFS/ME) 4 år tilbake i tid. Utmattelsestilstanden debuterte i etterkant av en kraftig halsinfeksjon der det ble påvist at hun hadde mononukleose. Etter dette har hun hatt flere lengre sykmeldingsperioder og har nå mottatt arbeidsavklaringspenger (AAP) i snart tre år. Hun gjennomførte et arbeidsrettet rehabiliterings opphold for pasienter med CFS/ME og hadde god nytte av dette. Hun er nå tilbake i deltidsarbeid som butikkmedarbeider (ordinær jobb med lønn fra arbeidsgiver) kombinert med arbeidsavklaringspenger. Hun trives godt i jobben.
Hun har nettopp fått påvist cancer mamma med spredning til lokale lymfeknuter. Hun skal opereres om en uke og det skal deretter igangsettes adjuvant behandling.
Hun er bunnløst fortvilet over hele situasjonen. Hun tenker mest på barna og hvordan hun skal klare å være tilstede for dem i den vanskelige tiden som kommer. Hun sier at hun er helt sikker på at hun ikke klarer å være i jobb. Hun ønsker å søke om uføretrygd med en gang og spør deg om råd.
hvor du bes om å skrive en legeerklæring med spørsmål om arbeidsuførhet.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke medisinske krav må være oppfylt for å få varig uføretrygd?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
* J. Hensiktsmessig utredning og behandling skal være forsøkt (§12-5). (0,5p)
* K. Hensiktsmessig arbeidsrettet aktivitet skal være forsøkt (§12-5) Det må foreligge medisinske hinder som sannsynliggjør at ytterligere arbeidsrettede tiltak ikke er hensiktsmessig. (0,5p)
* L. Varig sykdom, skade, lyte med krav til årsakssammenheng (§12-6): Den medisinske lidelsen må ha medført en varig funksjonsnedsettelse av en slik art og grad at den utgjør hovedårsaken til nedsettelsen av inntektsevnen/arbeidsevnen. (1 poeng)
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Behandling/utredning forsøkt – 0,5 p
Aktivitet forsøkt – 0,5 p
Varighet og årsakssammenheng – 1 p
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Hun sier at hun føler seg svært usikker på fremtiden. Prognosen
er usikker og hun vet at det blir en tøff periode fremover. Hun er
svært glad i jobben sin og sier at det er trist å tenke på at hun
aldri skal være i jobb igjen. Hun drømmer om at alt går bra og
håper å kunne jobbe igjen en gang i fremtiden. Hun lurer på om
det i så fall er mulig.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke råd kan du gi henne om mulighetene hun som uføretrygdet har for å prøve seg i en jobb?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Uførepensjon og reaktivisering. (rundskriv til §12-14 tredje ledd)
# Det viktigste er å ta kontakt med NAV og varsle om at hun tenker å prøve seg i lønnet arbeid.
# Det er fullt mulig å prøve seg i lønnet arbeid uten å miste retten til uføretrygd.
# Uføretrygden vil bli avkortet ved inntekt over en viss grense. Hvor mye vil avhenge av størrelse på arbeidsinntekten hun får.
For utvidet info se rundskriv til Lov om Folketrygd, kap 12 Uføretrygd. https://www.nav.no/rettskildene/lov/L19970228-19_P12-14#L19970228-19_P12-14
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 poeng om 2 av 3 momenter er nevnt
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Dere drøfter ulike alternativ. Du støtter hennes plan om å søke uføretrygd. Hun spør om du kan søke for henne.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva vil være et rimelig svar på hennes spørsmål basert på
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
* Pasienten må selv søke om uføretrygd men hun kan få hjelp med dette fra NAV hvis behov. Uansett bør hun drøfte saken med NAV som kan gi nærmere informasjon om de ulike alternativene og fremgangsmåten.
* NAV sender forespørsel til lege om legeerklæring ved arbeidsuførhet. Dette blir ditt bidrag som fastlege.
* Som fastlege vurder du samtidig om hun er i en såpass sårbar situasjon at hun trenger hjelp fra dere på legekontoret med å kontakte NAV.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 poeng om 2 av 3 punkter er nevnt
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Oppgaven baserer seg på utdelt artikkel:
[[Shallcross L, Rockenschaub P, Blackburn R, Nazareth I, Freemantle N, and Hayward A: Antibiotic prescribing for lower UTI in elderly patients in primary care and risk of bloodstream infection: A cohort study using electronic health records in England. PLoS Med. 2020 Sep; 17(9): e1003336. Published online 2020 Sep 21. doi: 10.1371/journal.pmed.1003336|https://doi.org/10.1371/journal.pmed.1003336]]
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva var formålet med studien?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Formålet med studien var å undersøke om det er sammenheng mellom antibiotikabehandling og risiko for å utvikle blodbaneinfeksjon blant personer >=65 år som fikk påvist nedre urinveisinfeksjon i allmennpraksis.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Kandidaten må kunne gjengi begrunnelsen fra forfatterne. Her gis det ikke delpoeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Oppgaven baserer seg på utdelt artikkel:
[[Shallcross L, Rockenschaub P, Blackburn R, Nazareth I, Freemantle N, and Hayward A: Antibiotic prescribing for lower UTI in elderly patients in primary care and risk of bloodstream infection: A cohort study using electronic health records in England. PLoS Med. 2020 Sep; 17(9): e1003336. Published online 2020 Sep 21. doi: 10.1371/journal.pmed.1003336|https://doi.org/10.1371/journal.pmed.1003336]]
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Beskriv forskjellen på kohort-design og kasus-kontroll-design (case control-design).
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
I en case control-studie vil man undersøke forskjeller i eksponering mellom case og control-gruppen. I en kohort-studie undersøker man forekomst av sykdom blant eksponerte og ueksponerte (eller grader av eksponering) i en oppfølgingsperiode.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Kandidaten må kunne forklare forskjellen mellom kohort- og case control-studie.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Oppgaven baserer seg på utdelt artikkel:
[[Shallcross L, Rockenschaub P, Blackburn R, Nazareth I, Freemantle N, and Hayward A: Antibiotic prescribing for lower UTI in elderly patients in primary care and risk of bloodstream infection: A cohort study using electronic health records in England. PLoS Med. 2020 Sep; 17(9): e1003336. Published online 2020 Sep 21. doi: 10.1371/journal.pmed.1003336|https://doi.org/10.1371/journal.pmed.1003336]]
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Man kan tenke seg flere grunner til at legen avventer med å forskrive antibiotika blant pasientene i denne studien. Dette betyr at det kan være forskjeller mellom pasientene som får og ikke får antibiotika ved konsultasjon.
Hvilken betydning kan dette få i denne studien?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Dette kan føre til confounding. Dette kan gi både sterkere eller svakere effektestimat. Confounding kan forstås som felles årsaker til eksponering og utfall. I dette tilfellet kan man anta at indikasjonene for å gi antibiotika trolig er sterk assosiert med utfallsmålet. Det kan for eksempel bety at legen ikke vil avvente med antibiotika i tilfeller der pasienten har mer alvorlige symptomer
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
For å få poeng må kandidaten angi at confounding kan være et problem her (0,5 poeng). Hvis kandidaten skriver seleksjon eller seleksjonsbias, så skal dette gi 0 poeng. Det er ikke nødvendig at kandidaten skriver confounding by indication, men det bør beskrives at indikasjonene for forskriving kan være sterke årsaker til utfallsmålet. Det er også bra hvis kandidaten beskriver forskjellene i fra Table 1. Kandidaten for 0.5 poeng for å beskrive at effektestimatet kan bli feil, uten at vi vet retning på feilen.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Oppgaven baserer seg på utdelt artikkel:
[[Shallcross L, Rockenschaub P, Blackburn R, Nazareth I, Freemantle N, and Hayward A: Antibiotic prescribing for lower UTI in elderly patients in primary care and risk of bloodstream infection: A cohort study using electronic health records in England. PLoS Med. 2020 Sep; 17(9): e1003336. Published online 2020 Sep 21. doi: 10.1371/journal.pmed.1003336|https://doi.org/10.1371/journal.pmed.1003336]]
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilket studiedesign hadde vært best egnet for å undersøke om antibiotikabehandling har betydning for risiko for blodbaneinfeksjon blant personer med urinveisinfeksjon (med minst systematiske feilkilder)? Hvilke utfordringer ville et slikt design gi?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Et randomisert kontrollert forsøk ville vært å foretrekke. Analyser av forskjeller i behandlingseffekt mellom pasientgrupper er svært krevende grunnet confounding (confounding by indication). Grunnen til at en lege velger å starte behandling eller ikke, er vanskelig å kontrollere for. Hovedgrunnen for å anvende RCT er å fjerne confounding. (0.5 poeng)
En RCT ville gi betydelige etiske utfordringer. Det kunne også være vanskelig å gjennomføre, siden det vil være vanskelig å få leger til å fravike det de tror er best behandling. Samtidig er det utfordringer med retningslinjer for redusert bruk, uten at man kan undersøke konsekvenser.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0.5 poeng for RCT. 0.5 poeng for drøfting av etiske utfordringer.
Oppgaven forutsetter at kandidaten svarer RCT på første del for å få poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Oppgaven baserer seg på utdelt artikkel:
[[Shallcross L, Rockenschaub P, Blackburn R, Nazareth I, Freemantle N, and Hayward A: Antibiotic prescribing for lower UTI in elderly patients in primary care and risk of bloodstream infection: A cohort study using electronic health records in England. PLoS Med. 2020 Sep; 17(9): e1003336. Published online 2020 Sep 21. doi: 10.1371/journal.pmed.1003336|https://doi.org/10.1371/journal.pmed.1003336]]
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva var forfatternes hovedkonklusjon?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Forfatterne konkluderte med at det er usikkerhet omkring det å utsette eller tilbakeholde antibiotikabehandling og effekt på blodbaneinfeksjon fra UVI. Og at man trenger gode verktøy for å guide antibiotikaforskrivning for å unngå økende resistens.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Her bør kandidaten gjengi forfatternes hovedkonklusjon for å få poeng.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Oppgaven baserer seg på utdelt artikkel:
[[Shallcross L, Rockenschaub P, Blackburn R, Nazareth I, Freemantle N, and Hayward A: Antibiotic prescribing for lower UTI in elderly patients in primary care and risk of bloodstream infection: A cohort study using electronic health records in England. PLoS Med. 2020 Sep; 17(9): e1003336. Published online 2020 Sep 21. doi: 10.1371/journal.pmed.1003336|https://doi.org/10.1371/journal.pmed.1003336]]
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Gir denne studien grunnlag for å hevde at man i større grad bør utsette oppstart av antibiotika-behandling blant eldre pasienter med urinveisinfeksjon? Begrunn svaret.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Denne studien viser at man ikke fant klare sammenhenger mellom utsatt bruk av antibiotika og risiko for alvorlig infeksjon i form av blodbaneinfeksjon. Utfordringen er at designet ikke kan gi noe godt svar på problemstillingen. Det er vanskelig å trekke slutninger fra basert på det designet man har anvendt. Studien gir interessante deskriptive estimat på forskjeller mellom grupper som får antibiotika på konsultasjon og ikke. Den er imidlertid lite egnet til si noe om hvorvidt utsatt tid til antibiotika kan påvirke pasientsikkerheten til denne pasientgruppen. Forfatterne er da også forsiktig i sin konklusjon, hvor de trekker fram betydningen av residual confounding for deres resultater
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Her bør kandidaten få klart fram at det er svært usikkert om man kan trekke slutninger basert på et design som er anvendt i denne studien. (1 poeng).
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Oppgaven baserer seg på utdelt artikkel:
[[Shallcross L, Rockenschaub P, Blackburn R, Nazareth I, Freemantle N, and Hayward A: Antibiotic prescribing for lower UTI in elderly patients in primary care and risk of bloodstream infection: A cohort study using electronic health records in England. PLoS Med. 2020 Sep; 17(9): e1003336. Published online 2020 Sep 21. doi: 10.1371/journal.pmed.1003336|https://doi.org/10.1371/journal.pmed.1003336]]
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvorfor kan det være et poeng å begrense antibiotikabruk for urinveisinfeksjoner?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Kandidaten bør ta med utfordringer av et høyt forbruk av antibiotika kan ha for resistensutvikling. Videre nevnes det i artikkelen at det kan være vanskelig å diagnostisere UVI, og at det er grunn til å anta at mange eldre blir overbehandlet med antibiotika. Samtidig kan det å utsette eller tilbakeholde nødvendig behandling utsette pasienten for et mer alvorlig sykdomsforløp.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Kandidaten må ta med at høy bruk av antibiotika gi negative effekter med resistensutvikling på folkehelsenivå. For pasienten kan det være vanskelig å diagnostisere urinveisinfeksjon, og at det er grunn til å anta at mange eldre blir overbehandlet med antibiotika. På den andre siden kan utsatt behandling gi et forverret sykdomsforløp. Her gis det 0,5 poeng for å nevne resistensproblematikk og 0.5 poeng for å nevne forhold rundt pasientsikkerheten til den behandlede pasienten (overbehandling/alvorligere sykdomsforløp ved utsatt behandling)
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Det er store forskjeller mellom land i hvor mange som er registrert som døde av Covid-19. For eksempel var det i midten av november registrert henholdsvis 132,5 døde per 100 000 innbyggere i Belgia og 76,5 per 100 000 innbyggere i USA mot 5,7 per 100 000 innbyggere i Norge.
For hvert av spørsmålene i denne oppgaven forventes det utfyllende svar, (ca ½ side for spørsmål som gir 5 poeng).
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Gjør rede for 3-5 ulike faktorer som kan bidra til slike forskjeller. Begrunn svaret.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Det forventes at noen relevant forhold trekkes fram og begrunnes/reflekteres over.
Eksempel på aktuelle forhold kan være, men er ikke begrenset til:
* forskjeller i registrering/koding av dødsfall. Kriteriene for å bli registrert som død av Covid-19 varierer mellom land, noen registrerer smittede uavhengig av om dødsfallet kunne ha andre årsaker. Noen land kan ha mindre fullstendig registrering av dødsfall enn andre.
* forskjeller i tilgjengelighet av testing, andelen som testes, hvem som oppfordres til å teste seg, kriterier for testing.
* demografiske forskjeller - dødeligheten er størst blant eldre og alderssammensettingen av befolkningen er derfor viktig
* forekomst av ulike sykdommer som øker risikoen for død dersom man blir smittet varierer mellom ulike populasjoner
* ulik befolkningstetthet og ulike muligheter for å holde avstand
* forskjeller i smitteverntiltak. Mange land har innført betydelige restriksjoner for befolkningen (for eksempel karantene, reiserestriksjoner, begrensninger i opphold utendørs, begrensing i arrangementer og samling av mennesker, påbud om bruk av ansiktsmasker m fl)
* noen land har allerede godkjent vaksiner
* forskjeller i velferdssystemet – for eksempel i rettigheter til sykmelding og god dekning av tapt arbeidsinntekt ved sykdom som gjør det økonomisk mulig å være borte fra jobb når man er syk
* forskjeller i organisering av helsetjenesten, f.eks svak primærhelsetjeneste har vært nevnt som årsak til at enkelte land har samlet alle syke på sykehus i stedet for oppfølging lokalt, tilgjengelighet av og kostnad ved medisinsk behandling
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Full skår ved minst 3 godt begrunnede, relevante momenter. Flere relevante momenter veier opp for tynnere begrunnelse for hvert. Det er lov å utvise skjønn.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Ikke egen vignett. Fra tidligere:
<<<
Det er store forskjeller mellom land i hvor mange som er registrert som døde av Covid-19. For eksempel var det i midten av november registrert henholdsvis 132,5 døde per 100 000 innbyggere i Belgia og 76,5 per 100 000 innbyggere i USA mot 5,7 per 100 000 innbyggere i Norge.
For hvert av spørsmålene i denne oppgaven forventes det utfyllende svar, (ca ½ side for spørsmål som gir 5 poeng).
<<<
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Gjør rede for kommuneoverlegens oppgaver ved smittevern og relater det til dennes rolle i håndtering av Covid-19-pandemien.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Flere av kommuneoverlegens oppgaver i hht smittevernloven bør beskrives (smittevernloven §7.2 er gjengitt under.)
«Kommunelegen skal
# utarbeide forslag til plan for helse- og omsorgstjenestens arbeid med vern mot smittsomme sykdommer, herunder beredskapsplaner og -tiltak, og organisere og lede dette arbeidet,
# ha løpende oversikt over de infeksjonsepidemiologiske forholdene i kommunen,
# utarbeide forslag til forebyggende tiltak for kommunen,
# bistå kommunen, helsepersonell og andre i kommunen som har oppgaver i arbeidet med vern mot smittsomme sykdommer,
# gi informasjon, opplysninger og råd til befolkningen om vern mot smittsomme sykdommer,
# utføre alle andre oppgaver som følger av loven eller bestemmelser i medhold av loven, og medvirke til effektive tiltak for å forebygge smittsomme sykdommer og motvirke at de blir overført.»
Det forventes at studentene gjennom beskrivelsen kommer inn på og viser forståelse for kommuneoverlegen som medisinsk faglig rådgiver. Det bør videre legges vekt på ansvaret for planlegging av smittevern i kommunen, overvåking av smitteforekomst i kommunen, og håndtering av eventuelle utbrudd
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Her må det utvises skjønn. Beskrivelse av hvert av følgende punkter kan gi 1 poeng, inntil totalt tre poeng
* arbeidet med smittevernplaner
* oversikt over infeksjonsepidemiologi
* informasjons mot befolkningen
* rolle som medisinsk faglig rådgiver
* tiltak ved utbrudd
1 poeng ved kopi av smittevernloven uten utfyllende kommentarer som viser forståelse av innholdet/relaterer det til arbeidet med Covid-19
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Du er kommuneoverlege og observerer økende smitte i kommunen med flere mindre utbrudd. I kommunen er det et bofellesskap for voksne personer med psykisk utviklingshemming. De seks beboerne har egne leiligheter i tillegg til fellesarealer. Bofellesskapet har personalbase med døgnbemanning.
Fra tidligere:
<<<
For hvert av spørsmålene i denne oppgaven forventes det utfyllende svar, (ca ½ side for spørsmål som gir 5 poeng).
<<<
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke forebyggende tiltak vil du anbefale å sette inn for å unngå Covid-smitte ved dette bofellesskapet? Begrunn tiltakene ved å vise fordeler og ulemper.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Her kan studentene diskutere ulike tiltak, inkludert, men ikke begrenset til:
* opplæring av ansatte i smittevernrutiner, inkludert alle nytilsatte, studenter og vikarer
* opplæring av ansatte i bruk av beskyttelsesutstyr
* sikre tilgjengelig smittevernutstyr
* informasjon til beboere/pårørende, inkludert tilpasset informasjon til beboere - organisering av vakter/arbeidstakere med faste kohorter og færrest mulig arbeidssteder
* tilrettelegging for avstand ved bruk av fellesarealer, daglig rengjøring
* fravær ved sykdom/symptomer hos ansatte
* eventuelt restriksjoner på bruk av fellesarealer
* NB: Besøksrestriksjoner i private hjem (deriblant omsorgsbolig og bofellesskap) kan bare besluttes av tjenestemottakeren selv, ev. i samråd med tjenesteyterne, pårørende og/eller verge. Ansatte bør bidra til at tjenestemottakere får tilpasset informasjon og nødvendig hjelp til å vurdere om omfang av besøk og sosial kontakt er iht. nasjonale og lokale smittevernråd.
* Vurdering av beboernes risiko for alvorlig sykdom
Tiltak knyttet til opplæring og informasjon er ganske uproblematiske. Endret organisering og endrede rutiner kan medføre ekstra kostnader og mindre ressurser til andre oppgaver, men er viktige smitteverntiltak. Innkjøp/tilgjengelig beskyttelsesutstyr i tilfelle påvist smitte er også essensielt, men innebærer ekstra kostnad. Endret bruk/restriksjoner på/stenging av fellesarealer vil kunne få sosiale konsekvenser for beboere og restriksjoner på besøk utenfra vil være særlig inngripende. At beboerne kan ha ulik forståelse for tiltak kan være særlig utfordrende.
Se https://www.fhi.no/nettpub/coronavirus/helsepersonell/tiltak-ihjemmetjenesten/
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Dersom studenten velger inngripende tiltak, er det viktig med en god diskusjon av fordeler/ulemper ved disse. Enklere tiltak krever mindre begrunnelse. For full skår må studenten ha diskutert minst tre tiltak. Her er det lov å utvise skjønn
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Til deg som fastlege kommer en ny pasient, en 83 år gammel kvinne som har klart seg alene etter at mannen døde for 2 år siden. Hun er bekymret fordi det er vanskeligere å finne igjen ting i huset og hun synes det er vanskelig å huske enkelte ting. Hun lurer på om hun er i ferd med å få demens
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
# Hva skal fastlegen vektlegge ved videre anamneseopptak?
# Hvordan skal fastlegen utrede denne pasienten videre?
# Hvilke to differensialdiagnoser er viktigst?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
# Hva skal fastlegen vektlegge ved videre anamneseopptak?
#* Hvordan dette har utviklet seg: trinnvis/eller gradvis?
#*Hvor lenge har det vart?
#* Er det andre ting enn hukommelse som er vanskeligere enn før?
# Flere strategier er riktige:
#* Somatisk undersøkelse
#* Medikamentgjennomgang
#* ADL-vurdering
#* Vurdere mtp depresjon, MADRS, Cornell skala.
#* Blodprøver
#* CT/MR av hodet
#* Snakke med pårørende
#* Kognitive tester: MMSE/MMS, MoCA, Klokketest, Trailmaking (nevn 2 for poeng).
#* Benytte utredningsverktøy f.eks. fra Aldring og helse
#* Involvere hukommelsesteam/demensteam
#* Henvisning til geriatrisk/nevrologisk/alderspsykiatrisk avd.
# Demens, depresjon
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
# Varighet, trinnvis/gradvis og andre svekkelser: 1,5 p
# Minst 4 riktige: 1 poeng
#* Minst 6 riktige: 2 poeng
#* Minst 8 riktige: 2,5 poeng
#* Om studenten trekker inn momenter fra B under A (for eksempel medikamenter og ADL), vil det gi samme uttelling som å nevne disse under B
# 0,5 poeng for hver av demens og depresjon
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Hun kommer til deg igjen fordi hun nå snart er tom for sovemedisiner og «beroligende». Du ser av journalen at den forrige fastlegen pleide å gi henne resept på 100 stk zopiclone 7,5 mg og 100 stk diazepam 5 mg. Hun sier hun har brukt én av hver av disse daglig i mange år, og de virker godt. Angsten blir borte hver gang hun tar tabletten. Du er usikker på om du skal fornye disse reseptene på samme måte som den forrige fastlegen
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
# Hvilke konsekvenser kan denne medisinbruken ha for henne?
# Hvordan vil du håndtere denne problemstillingen?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
# Avhengighet, abstinenser, ustøhet/fall, kognitiv påvirkning, kan ikke kjøre bil.
# Flere svar kan være riktige.
#* spørre om alkoholbruk
#* snakke med henne om slikt som avhengighet, fallfare, vedlikeholdt angst, svekket toleranse pga økt alder
#* forsøke komme til enighet om nedtrapping eller redusert dose
#* forskrive mindre pakninger
#* overgang fra benzodiasepiner til SSRI mot angst
Direkte seponering er feil.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
# 0,5 p per rikitg moment inntil 2 p
# Minst 2 av nevnte punkter gir 2 p (ved bråseponering gis 0 p
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Du treffer henne igjen 3 måneder senere, nå på en kort akutttime. Hun har vært mer ustødig i det siste og har falt senest i dag. Det kommer frem at hun falt og slo hodet for ca 1 mnd siden. Hun har siden forrige konsultasjon betydelig svekket hukommelse.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
# Nevn ulike mulige årsaker til falltendens hos eldre generelt (minst 8)?
# Hvilke mulige årsaker til svekket språk og hukommelse bør man vurdere her? (minst 4)
# Hvilke undersøkelser vil du prioritere å gjøre og/eller henvise til ved denne akutt-timen? (minst 4)
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
# Svekket syn, hypotensjon, ortostatisme, arytmi, medikamentpåvirkning, svake bein (muskelatrofi), alkoholbruk, hjerneslag, kronisk subduralhematom (kSDH), urinveisinfeksjon, hypoglykemi, normaltrykkshydrocephalus, svekket balansesans.
# kSDH, hjerneslag, normaltrykkshydrocephalus, delirium, infeksjon, depresjon.
# Nevrologi (inkl Romberg), BT, EKG, U-stix, Hb, CRP/diff, CT caput, MADRS, Cornell skala.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
# 0,5 poeng: minst 4 riktige svar. 1 poeng: minst 8 riktige
# 0,5 poeng: minst 2 riktige. 1,5 poeng: kSDH og minst 3 andre riktige
# 1,5 poeng: Må ha med CT caput og minst 3 andre riktige, men ikke mer enn 2 forslag ut over listede riktige svar.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Hun kommer seg gjennom det foregående, men er fremdeles noe svekket. Hun klarer seg ikke helt på egenhånd lengre, og har nå hjemmesykepleie til hjelp med medisiner og ukentlig dusj. Mat ordner hun med selv etter hva hun har lyst på. Vekten har gått ned flere kilo i løpet av siste 2-3 mnd. Hun har mange medisiner og har klaget til sykepleierne på tørrhet og smerter i munnen
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
# Hvilken legemiddeleffekt er den viktigste årsak til munntørrhet?
# Hvilke andre bivirkninger kan denne legemiddeleffekten gi?
# Hva er de helsemessige konsekvensene av munntørrhet?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
# Antikolinerg effekt
# Delirium, kognitiv svekkelse, forvirring, arytmi, forstoppelse, synsforstyrrelse, urinretensjon.
# Svekket tannhelse, tannråte, underernærin
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
# 0,5 poeng: antikolinerg
# 0,5 poeng: delirium/kognitiv svikt/forvirring 1 poeng: i tillegg minst 2 andre bivirkninger. Ved feil i A gis 0,5 poeng ved 2 eller flere relevante bivirkninger for svart legemiddeleffekt i A.
# 0,5 poeng: tannhelseproblemer/tannråte/karies (nok å nevne en av disse)
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
På fastlegekontoret kommer Anna (27) til kontroll etter fødsel. Hun har med seg Vetle (4 uker). Anna er helt ny på lista di og forteller at hun flyttet tilbake hit til hjemkommunen like etter fødselen. Vetle gråter mye, og samtalen blir stadig avbrutt av at Anna forsøker å trøste han på ulike måter. Da du spør hvordan det egentlig går med henne begynner hun å gråte, før hun unnskylder seg og sier “jeg er bare så sliten”. Hun angir smerter i kroppen og i underlivet, men har vanskelig for å samle seg om spørsmålene du stiller henne. Dere blir enige om at Anna skal ringe moren sin for å få litt hjelp og at hun bestiller seg en ny snarlig time for samtale og undersøkelse på et tidspunkt da mormor kan passe Vetle.
En uke senere har du fortsatt ikke hørt noe mer fra Anna. Du lurer på om dette er et godt eller dårlig tegn, men er såpass bekymret at du prøver å ringe henne et par ganger, uten svar. Du bestemmer deg for å ta kontakt med helsestasjonen.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Beskriv kort hva helsestasjon (0-5 år) er gjennom å svare på følgende:
# Hva er formålet?
# Hvilke(n) lov(er) og/eller forskrift(er) regulerer tilbudet og hvem har ansvar for driften?
# Hva er helsestasjonsprogrammet?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Helsestasjon 0-5: lovpålagt kommunal helsetjeneste som jobber helsefremmende og forebyggende rettet mot barn 0-5 år og deres familier. Mer spesifikt er formålet å fremme god helse og gode oppvekstkår, forebygge sykdom og skade, forebygge, avdekke og avverge vold og omsorgssvikt og bidra til utjevning av sosiale helseforskjeller (§1 i forskrift).
Helsestasjonen er regulert gjennom Lov om kommunale helse- og omsorgs-tjenester m.m. (helse- og omsorgs-tjenesteloven) og videre gjennom Forskrift om helsestasjons- og skolehelsetjenesten. Kommunen har ansvaret.
Helsestasjonsprogrammet: Tilbudet i helsestasjon 0-5 år følger standardisert program med 14 konsultasjoner (inkludert et hjemmebesøk til nyfødte)
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
* 0,5 dersom både helsefremming og forebygging er nevnt som formål.
* 0,5 for å beskrive helsestasjonsprogrammet som et standardisert program
* 1 for å navngi rett lov, rett forskrift og kommunalt ansvar (0,5 for to av disse)
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Du ønsker å oppdatere deg på hvilken oppfølging helsestasjonen har den første tiden etter fødsel, og finner Nasjonal Faglig retningslinje for helsestasjon og skolehelsetjenesten på nett. Her ser du at det er anbefalt hjemmebesøk av helsesykepleier etter 7-10 dager. Dette står som en “Sterk anbefaling”
<<imgLink "IIIC-2022-4-A.PNG">>
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
# Hva bygger en slik anbefaling på?
# Hva bestemmer styrken på anbefalingen?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Retningslinjen er en kunnskapsbasert retningslinje – og et eksempel på kunnskasbasert praksis satt i system. En slik anbefaling bygger på den beste tilgjengelige kunnskap, inkludert forskningsbasert kunnskap, erfaringsbasert kunnskap, hensynet til brukere/pasienter og innefor konteksten av det norske samfunnet og norsk lov. Styrken på anbefalingene avhenger av:
* kvaliteten på dokumentasjonen
* hvor stor nytte vi har av et anbefalt tiltak sett opp mot mulige negative konsekvenser
* om det er enighet om verdier og preferanser knyttet til anbefalingene
* om eventuell positiv effekt er verdt kostnadene
Til dette benyttes retningslinjemetodikk og verktøy som GRADE. En sterk anbefaling indikerer at det er klart at fordelene veier opp for ulempene. Dette innebærer at brukere og helse- og omsorgspersonell i de fleste situasjoner vil mene at det er riktig å følge anbefalingen (alternativer er svak anbefaling eller ingen anbefaling)
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0,5 for å nevne kunnskapsbasert retningslinje.. Det godtas om studenten beskriver dette med andre ord, så lenge de ulike ingrediensene i kunnskapsbasert praksis er inkludert i tillegg til forskning.
0,5 for å nevne to av kulepunktene eller nevne GRADE (eller tilsvarende)
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Du lurer særlig på hva slags oppfølging som gjøres i forhold til mors psykiske helse, og finner at «Foreldres psykiske helse: Foreldre bør få spørsmål om egen psykiske helse og trivsel» også er en sterk anbefaling i retningslinja. Under «Praktisk-slik kan anbefalingen følges» finner du følgende om barseldepresjon:
<<imgLink "IIIC-2022-4-B.PNG">>
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Du vet at helsesykepleierne i din kommune benytter EPDS for kartlegging av depresjonssymptomer hos alle nybakte mødre, men at metoden foreløpig ikke er innført som systematisk screening nasjonalt. Gjør kort rede for hva som kreves for at denne screeningen for barseldepresjon samlet sett skal være nyttig.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Tilstanden det screenes for må være et viktig helseproblem, dvs ramme mange og/eller ha store konsekvenser for dem som rammes. Barseldepresjon kan sies å oppfylle begge disse. Ifølge retningslinjer for barselomsorgen er forekomsten 10-16% målt med screeningverktøy, 3-5 % har klinisk depresjon. Kan ha konsekvenser for morsrollen, samspill og ernæring av barnet.
Det må finnes behandling som er mer effektiv hvis den gis tidlig. Det fins behandling mot depresjon og flere gode tiltak som kan iverksettes særlig for nybakte mødre, bl a sosial støtte og hjelp til amming. For barnets utvikling er det viktig at tilstanden fanges opp tidlig. Det må være enighet om hvem som trenger oppfølging og finnes kapasitet til å ta hånd om dem.
Det må være mulig å oppdage tilstanden tidligere enn den ellers ville blitt oppdaget og screeningverktøyet (testen, EDPS) må være akseptabel for de nybakte mødrene og ha høy sensitivitet og spesifisitet.
Det må være et rimelig forhold mellom kostnader og ulemper på den ene siden og gevinst på den andre. Ulemper kan blant annet være overbehandling, stigma knyttet til å trenge hjelp til morsrollen.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
* 0.5 for viktig helseproblem inkl vurdering av barseldepresjon som dette,
* 0.5 for effektiv tidlig behandling og oppfølging,
* 0.5 for testkriterier og
* 0.5 for å nevne kostnader og ulemper.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Du ringer helsesykepleier, som deler din bekymring rundt Anna og Vetle. Anna har fortalt helsesykepleier om en vanskelig barndom preget av mobbing og etter hvert spiseforstyrrelser, angstplager og problemer med å fungere i jobb. Hun flyttet til kommunen for å være i nærheten av sin egen mor etter samlivsbrudd. Bortsett fra sin mor har Anna lite nettverk, og står nå på bar bakke med lite ressurser og dårlig råd.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Drøft kort hvorfor helsestasjonen vil kunne bidra til sosial utjevning og hindre sosial ulikhet i helse.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Universelt tilbud, når alle, uavhengig av bakgrunn. Gratis. Har et helsefremmende og forebyggende fokus, med mål å fremme god utvikling, mestring og samspill i tillegg til å forebygge vold og omsorgssvikt og å sikre adekvat oppfølging og henvisning videre ved behov.
Mulighet for å styrke/målrette tilbud til de som trenger det mest (proporsjonal universalisme).
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
* 1 for å beskrive universelt (evt befolkningsrettet) tiltak (0,5 hvis beskrivelse av innhold uten rett begrep)
* 1 for å nevne målretting i tillegg
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Du og helsesykepleier blir enige om å snakkes etter 6-ukers kontrollen, og at Anna skal oppmuntres til å bestille ny legetime hos deg. Dere er enige om å følge den lille familien tett fremover. Etter samtalen blir du sittende å tenke på hvilke muligheter som fins i kommunen.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Beskriv minst to eksisterende helsefremmende og/eller forebyggende støtteordninger eller gratis tilbud utenom det ordinære helsestasjonsog vaksinasjonsprogrammet som kan være til hjelp for Vetle og Anna i årene fremover. Karakteriser disse som universelle eller målrettede.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Her vil mye være aktuelt:
* Barselgruppe på helsestasjonen (universelt)
* Foreldreveiledningsprogrammer (ICDP, trygghetssirkelen mm)- kan være både universelle og målrettede
* Barnehage - universelt
* Bostøtte - målrettet
* Økonomisk støtte / yrkes/arbeidsveiledning mor - målrettet
* Barnetrygd - universelt
* Hjelpetilbud i regi av frivillige organisasjoner (familiekontakten HomeStart, Barnas stasjon) - målrettet
* Familietiltak i regi av barnevernet - målrettet
* Sosiale tilbud i regi av frivillige organisasjoner (turgruppe, babysang i kirka)- universelt
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 poeng for hvert relevante forslag (max 2) som fyller beskrivelsen (helsefremmende/forebyggende/gratis og som ikke først og fremst er behandlende tjenester) og er rett karakterisert
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
En kvinnelig student på 25 år kontakter deg som fastlege. Hun bor fortsatt hos foreldrene. Pasienten forteller at hun har slitt psykisk siden 16-årsalderen. Hun begynte i samme periode å eksperimentere med hasj og alkohol. Hun sliter nå med konsentrasjonsvansker, indre uro, tristhetsfølelse og opplevelse av å «være utenfor». Hun har lite sosial kontakt, ingen fritidsaktiviteter og ingen jobberfaring. Hun har heller ikke klart å delta på skolen de siste to månedene.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Gjør rede for hvilke ytelser til livsopphold hun kan ha rett til som student. Begrunn svaret.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
# Lånekassen: Studenter som faller ut av studiet på grunn av sykdom, kan ha rett til å få omgjort lån og stipend til sykestipend. Det er krav om studieprogresjon for omgjøring av lån til stipend og retten til støtte bortfaller om hun er blitt mer enn ett år forsinket i studieprogresjon) Nærmere informasjon finnes på lanekassen.no.: Hvis du er syk i mer enn 2 uker, kan du få stipend og lån som du har fått utbetalt i perioden du var syk, omgjort til sykestipend. Du kan maksimalt få sykestipend i 4 måneder og 15 dager i løpet av et studieår. https://lanekassen.no/nb-NO/Stipendog-lan/utdanning-i-norge/Hoyere-utdanning/Sykdom/
# AAP: Studenter kan i noen tilfeller ha rett til arbeidsavklaringspenger. Det anbefales å kontakte NAV for informasjon om regelverket. Se aktuelle rundskriv for mer informasjon: https://lovdata.no/nav/rundskriv/r11-00#KAPITTEL_65
# Økonomisk sosialhjelp: Alle har rett til å søke om økonomisk sosialhjelp og til å få en individuell vurdering av søknaden sin. Det er ingen medisinske vilkår for å kunne motta sosialhjelp.
# Hun har ikke vært i jobb tidligere og har derfor ikke rett til sykepenger eller andre ytelser som krever tidligere deltagelse i arbeid (opptjent rett)
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0,5 poeng for hvert punkt inntil 1,5 poeng.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Pasienten din kommer i konflikt med foreldrene og flytter på hybel. Hun dropper studiene helt og jobber i en bar på kveldene og i helgene. En dag ringer en av naboene til legevakten. Din pasient har knust rommet sitt, hamrer på veggene og nekter å komme ut. Hun blir innlagt. Tilstanden forstås som en rusutløst psykose. Hun blir utskrevet etter 10 dager. Hun ønsker ikke videre behandling og glir straks tilbake i rusmiljøet. Alkoholmisbruket er dominerende. Hun dukker opp på kontoret ditt en dag. Hun er blek, tynn og ser svært sliten ut. Hun skjelver på hendene og spør om en sykmelding fordi hun ikke makter å gå på jobb samme kveld.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Gjør rede for hvilke medisinske vilkår som skal være oppfylt hvis bruk/misbruk av alkohol skal gi rett til sykepenger fra NAV.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Sykdomsvilkåret:
# ''Diagnostisert kronisk alkoholisme'' eller ''sykdom som følge av dette'' kan gi rett til sykepenger
#* Alkoholisme kan godtas som medisinsk årsak til nedsatt arbeidsevne forutsatt at en rekke andre kriterier er oppfylt. Se rundskriv til §11-5: " Brukere som er alvorlig og kronisk rusmiddelavhengige fyller som utgangspunkt lovens krav til sykdom. En bruker som får innvilget helsehjelp etter pasientrettighetsloven på grunn av rusmiddelavhengighet, eller som er i behandling i regi av spesialisthelsetjenesten vil som utgangspunkt også fylle lovens krav til sykdom. Dersom det bare foreligger mistanke om rusproblemer, vil lovens krav til sykdom som utgangspunkt ikke være oppfylt. Det samme vil gjelde for brukere som har periodevis, eller annen uklar rusproblematikk. Det må imidlertid alltid vurderes om det foreligger andre helseplager som tilfredsstiller lovens krav til sykdom.
# Årsakssammenheng: Dersom sykdom (som nevnt i A) medfører nedsatt funksjonsevne med innvirkning på arbeidsevnen
Det foreligger i tillegg et ''Behandlingskrav'':
* ''Under behandling i institusjon'' foreligger vanligvis rett til sykepenger med hjemmel i § 8-4 tredje ledd, enten bokstav a eller bokstav b avhengig av om det dreier seg om innleggelse eller om behandlingen skjer poliklinisk.
* Rett til sykepenger etter bestemmelsen i bokstav b vil foreligge tilsvarende for personer som er ''under aktiv legebehandling for sin lidelse utenfor institusjon'', eventuelt under forsvarlig ettervern etter avsluttet opphold i institusjon når arbeidsuførheten er tilstrekkelig dokumentert av behandlende lege
* Dersom behandling gis av et medisinsk team, kan vanligvis kontakt med et av team-medlemmene anses som behandling selv om kontaktpersonen ikke selv er lege. Det er imidlertid et krav at en lege har overoppsyn med behandlingen og bekrefter arbeidsuførheten, eller at behandlingen gjør det nødvendig at vedkommende ikke arbeider
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 poeng for å nevne sykdomsvilkåret med både punkt A og B.
0,5 poeng for å nevne behandlingskravet, 0,5 poeng for utdyping av behandlingskravet.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Kort tid etter mister pasient jobben og flytter hjem til foreldrene Hun unngår å oppsøke lege og først etter halvt år kommer hun til ny konsultasjon sammen med moren. De siste ukene har hun hørt stemmer. Stemmene demper seg når hun bruker hasj. Mor forteller at datteren har snudd på døgnet og neglisjerer den personlige hygienen. I det siste har hun i tillegg blitt mer aggressiv mot de andre i familien. Du mistenker at pasienten er psykotisk og ønsker å undersøke henne med tanke på innleggelse ved psykiatrisk institusjon. Pasienten nekter undersøkelse.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
# Hvordan skal du gå fram for å kunne undersøke pasienten med tanke på innleggelse i psykiatrisk institusjon?
# Hvilke vilkår må oppfylles for en eventuell tvangsinnleggelse?
# Hvilke lover og/eller forskrifter kommer til anvendelse her?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
# Når det er grunn til å tro at pasienten er alvorlig psykisk syk, men ikke ønsker å la seg undersøke kan kommunelegen bestemme at slik undersøkelse skal gjøres. Det betyr at fastlegen må kontakte en overordnet kommunelege og få tillatelse. (Se lov om etablering og gjennomføring av psykisk helsevern §3-1)
# Hvilke vilkår må oppfylles for en eventuell tvangsinnleggelse?
#*Alvorlig sinnslidelse der a) pasienten vil raskt bli bedre ved bruk av tvang, eller bli verre uten bruk av tvang eller b) er til fare for seg selv eller andre (for tvungent psykisk helsevern) eller dette er overveiende sannsynlig (for tvungen observasjon)
#* Frivillighet er forsøkt eller åpenbart hensiktsløst.
#* Det mangler samtykkekompetanse (unntak: ved fare for eget liv eller andres bortfaller dette kravet).
#* Ut fra en helhetsvurdering må bruk av tvang fremstå som det klart beste for pasienten.
# Lov om etablering og gjennomføring av psykisk helsevern (også kalt psykisk helsevernlov), spesielt paragraf/kapittel 3
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
# 1 p,
# 2 p,
# 0,5 p
</$details>
<div class="oppgave">
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!!Vignett
Moren tar opp med deg at datteren ikke har hatt inntekt siste halvår og har levd på foreldrene. Hun lurer på om datteren har krav på AAP.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke kriterier må være oppfylt for å få AAP i denne situasjonen? Gi din vurdering av om de medisinske kriteriene er oppfylt
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Kriterier:
# Nedsatt arbeidsevne pga sykdom skade og lyte. §11-5
#* Minst 50% arbeidsufør ved inngang AAP
#* arbeidsuførhet med årsakssammenheng til nedsatt funksjon pga sykdom
# Sykdom en vesentlig årsakHelse kun en av flere faktorer som vektlegges ved vurdering av den nedsatte arbeidsevne.
# Aktivitetskrav. §11-6. Det skal lages en aktivitetsplan som beskriver aktiv behandling, arbeidsrettede tiltak og/eller annen oppfølging av NAV med sikte på å komme i jobb.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Riktig svar: A og C må være med for å få riktig svar =1 p. (Redusert arbeidsevne på grunn av sykdom + aktivitetsplan (utredning, behandling og eller arbeidsretta tiltak)
Full skår om kriteriene er understøttet av punkter fra sykehistorien
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
I løpet av det neste tre årene er pasienten innlagt fire ganger ved nærmeste Distrikts psykiatriske senter (DPS) med økende lengde på innleggelsene. Hun har fått diagnosen schizofreni og bor nå i en vernet bolig. Hun klarer stort sett å ivareta personlig hygiene og daglig stell i hjemmet, men fungerer dårlig sosialt sammen med andre og trenger hjelp til å klare å opprettholde kontakt med hjelpeapparatet og verden utenfor hjemmet. Hun følges opp i spesialisthelsetjenesten og vurderes i en fase med behov for langvarig stabilisering.
Pasienten ønsker å søke om uføretrygd. På tross av hennes unge ung alder tenker du at dette kan være hensiktsmessig på nåværende tidspunkt.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke medisinske kriterier må være oppfylt for å få varig uførepensjon? Drøft om de medisinske kriteriene er oppfylt i dette tilfellet.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
# Hensiktsmessig utredning og behandling skal være forsøkt. (§12-5): Hensiktsmessig utredning og behandling synes å være gjennomført og pasienten er under behandling i spesialisthelsetjenesten for en alvorlig psykiatrisk sykdom
# Medisinske hinder for (ytterligere) arbeidsrettet aktivitet. (§125) Sykdommen er alvorlig, hun er ikke vurdert til å være i en stabil fase nå. Funksjonsnivået fremstår ikke som kompatibelt med det å fungere i arbeidslivet. Dette utgjør medisinske hinder for arbeidsrettet aktivitet.
# Varig sykdom, skade, lyte og krav til årsakssammenheng: Den medisinske lidelsen har medført en varig funksjonsnedsettelse av en slik art og grad at den utgjør hovedårsaken til nedsettelsen av inntektsevnen/arbeidsevnen.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Poeng: For riktig svar: må ha med C som skal inkludere tre delsvar: VARIG (0.5) + sykdom/skade/lyte (0.5)+ årsakssammenheng med nedsatt arbeidsevne (0.5). I tillegg må enten A eller B være nevnt. (0.5) Full skår om kriteriene er drøftet i lys av punkter fra sykehistorien
</$details>
<div class="oppgave">
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!!Vignett
5 år har gått og din pasient kommer til kontroll. Hun står på antipsykotisk medikamentell behandling og fungerer bra i hverdagen. Hun overrasker deg ved å si at hun ønsker å komme i jobb igjen. Hun hadde lest i en brosjyre på sykehuset der det sto noe om et tilbud som het individuell jobbstøtte (også kalt IPS = Indiviual placement and support). Det handlet om å få hjelp til å komme seg ut i jobb. Hun hadde fått vite at dette var et samarbeid mellom NAV og sykehuset.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Beskriv kort viktige prinsipp ved Individuell jobbstøtte (IPS)
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
De 8 IPS prinsippene
IPS-programmene er basert på en samling sentrale prinsipper som må følges for å få ønsket effekt. Det er lagt opp til å måle/evaluere hvorvidt prinsippene følges, gjennom en IPS-kvalitetsskala/Fidelity scale. Se også Håndbok i kvalitetsevaluering IPS Supported Employment. IPS bygger på følgende åtte grunnleggende prinsipper (Drake, Bond & Becker, 2012):
# Målet er ordinært, lønnet arbeid
# Tilbudet gis basert på jobbsøkers eget ønske; man kan ikke ekskluderes med bakgrunn i diagnose, symptomer, rus eller sykdomshistorie
# Individuell jobbstøtte er en integrert del av behandlingen
# Jobbsøk skal basere seg på den enkeltes interesser og ferdigheter
# Økonomisk rådgivning: Oppfølgingen inkluderer rådgivning om søknader om offentlige ytelser og trygd
# Hurtig jobbsøk: Man skal ikke ha lengre perioder med forberedelse, trening eller rådgivning før man prøver seg i arbeid
# Systematisk Jobbutvikling: IPS-jobbspesialisten bruker en stor andel av tiden sin på å bygge nettverk blant arbeidsgivere basert på finne aktuelle jobber som passer den enkelte
# Individuell oppfølging uten tidsbegrensning
For mer info: https://www.napha.no/content/20131/Individuelljobbstotte-IPS
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0,5 poeng for hvert prinsipp som nevnes inntil maks 2 poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Ikke egen vignett
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
# Kan pasienten begynne å jobbe samtidig som hun mottar uføretrygd?
# Hvilke råd kan du gi henne om mulighetene hun som uføretrygdet har for å prøve seg i en jobb?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
# Ja, Uførepensjon og reaktivisering. (rundskriv til §12-14 tredje ledd)
# Hvilke råd kan du gi henne om mulighetene hun som uføretrygdet har for å prøve seg i en jobb?
#* Det viktigste er å ta kontakt med NAV og varsle om at hun tenker å prøve seg i lønnet arbeid.
#* Det er fullt mulig å prøve seg i lønnet arbeid uten å miste retten til uføretrygd.
#* Uføretrygden vil bli avkortet ved inntekt over en viss grense. Hvor mye vil avhenge av størrelse på arbeidsinntekten hun får.
For utvidet info se rundskriv til Lov om Folketrygd, kap 12 Uføretrygd. https://www.nav.no/rettskildene/lov/L1997022819_P12- 14#L19970228-19_P12-14
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0.5 poeng per punkt
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Oppgaven baserer seg på utdelt artikkel:
[[Statin treatment and muscle symptoms: series of randomised, placebo controlled n-of-1 trials BMJ 2021; 372 doi: https://doi.org/10.1136/bmj.n135 (Publishe d 24 February 2021)Cite this as: BMJ 2021;372:n135|https://doi.org/10.1136/bmj.n135]]
Bakgrunnsinfo: https://www.thelancet.com/journals/lancet/article/PIIS01406736(16)31357-5/fulltext
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Muskelplager er ofte oppgitt som vanlig bivirkning ved bruk av statiner. Hva var begrunnelsen for å gjennomføre en randomisert kontrollert studie for å undersøke sammenhengen mellom statinbruk og muskelplager?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Til tross for at muskelplager er en hyppig nevnt bivirkning, er det ikke enkelt for verken lege eller pasient å avklare om det er selve statinbruken som er årsaken til plagene. Hensikten med en RCT er å unngå konfundering. Blinding vil redusere eventuell noceboeffekt hvor pasienten attribuerer plager til medikamentet. Det vil si at dette designet gir bedre informasjon om det er statinbruken som påvirker plagene eller ikke.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Kandidaten må angi at dette designet unngår konfundering fra for eksempel alder, kroppsmasse o.a. (1 poeng) Blinding reduserer placebo-effekt. (1 poeng). Designet er derfor egnet til å avklare om statinbruk er årsak til muskelplager hos pasientene (1 poeng)
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Oppgaven baserer seg på utdelt artikkel:
[[Statin treatment and muscle symptoms: series of randomised, placebo controlled n-of-1 trials BMJ 2021; 372 doi: https://doi.org/10.1136/bmj.n135 (Publishe d 24 February 2021)Cite this as: BMJ 2021;372:n135|https://doi.org/10.1136/bmj.n135]]
Bakgrunnsinfo: https://www.thelancet.com/journals/lancet/article/PIIS01406736(16)31357-5/fulltext
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Statiner gis ofte i en alder hvor muskelplager er vanlige. Forklar hva dette kan bety for pasientene som får statiner.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Dette kan føre til at pasienten feilaktig tror at muskelplager skyldes statiner mens det egentlig skyldes alder. I verste fall kan dette føre til at pasienten slutter med statin i tilfeller hvor dette kan forhindre alvorlig hjertesykdom på sikt.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Her bør kandidaten forklare hvordan det kan oppstå psykologisk effekter hvor pasienten attribuerer kroppslige plager til statin-bruk
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Oppgaven baserer seg på utdelt artikkel:
[[Statin treatment and muscle symptoms: series of randomised, placebo controlled n-of-1 trials BMJ 2021; 372 doi: https://doi.org/10.1136/bmj.n135 (Publishe d 24 February 2021)Cite this as: BMJ 2021;372:n135|https://doi.org/10.1136/bmj.n135]]
Bakgrunnsinfo: https://www.thelancet.com/journals/lancet/article/PIIS01406736(16)31357-5/fulltext
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
I denne studien valgte man å gi atorvastatin i dose på 20 mg daglig. Forfatterne var spesielt interessert i effekten av statin på muskelplager.
Hvordan kan dosering være av interesse for å vurdere effekten av dette medikamentet på bivirkninger i denne studien?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Denne studien retter seg mot mulige bivirkninger av medikamentet og ikke effekten på å senke nivået av lipider og andre fettstoffer (triglyserider) i blodet. Atorvastatin kan doseres fra 10-80 mg daglig. Ved å legge seg på et såpass lavt dosenivå som 20 mg, kan man kanskje anta at mulige bivirkninger blir lavere enn om de hadde valgt høyere dosering.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Her bør kandidaten vurdere om dosen er for lav til å gi muskelplager. Ville resultatet vært det samme hvis man la seg på en høyere dose, men som likevel var innenfor akseptabel nivå for dagsdose?
</$details>
<div class="oppgave">
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!!Vignett
Oppgaven baserer seg på utdelt artikkel:
[[Statin treatment and muscle symptoms: series of randomised, placebo controlled n-of-1 trials BMJ 2021; 372 doi: https://doi.org/10.1136/bmj.n135 (Publishe d 24 February 2021)Cite this as: BMJ 2021;372:n135|https://doi.org/10.1136/bmj.n135]]
Bakgrunnsinfo: https://www.thelancet.com/journals/lancet/article/PIIS01406736(16)31357-5/fulltext
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Diskuter kort hvilken nytte resultatene av denne studien kan ha.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Statiner har vist god effekt på hjerte- og karsykdom i mange studier. Mulige bivirkninger har også fått stor oppmerksomhet. Dobbeltblindede RCT er det beste designet for å studere effekter og bivirkninger. Dette er likevel en enkelt studie, og selv om den har høy kvalitet, er den ikke alene nok til å avklare sammenhengen mellom statiner og smerte. Som nevnt i spm 3, kan det også hende at man hadde funnet andre sammenhenger ved høyere statindoser.
Studier som denne kan likevel være til hjelp for at pasienten og legen sammen kan ta bedre valg og beslutninger.
Bedre forståelse (hos leger og pasienter) av at smerter kan være en noceboeffekt, kan være til hjelp for å forhindre uønsket avslutning av statinbehandling.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Her bør kandidaten reflektere over hvordan slike studier kan brukes for å informere best mulig om virkninger og bivirkninger av slike medikamenter.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Oppgaven baserer seg på utdelt artikkel:
[[Statin treatment and muscle symptoms: series of randomised, placebo controlled n-of-1 trials BMJ 2021; 372 doi: https://doi.org/10.1136/bmj.n135 (Publishe d 24 February 2021)Cite this as: BMJ 2021;372:n135|https://doi.org/10.1136/bmj.n135]]
Bakgrunnsinfo: https://www.thelancet.com/journals/lancet/article/PIIS01406736(16)31357-5/fulltext
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
I artikkelen skriver forfatterne: “We found no evidence of an effect of statins on the occurrence of muscle symptoms overall (odds ratio 1.11; 99% confidence interval 0.62 to 1.99) or for muscle symptoms that could not be attributed to another cause (1.22; 0.77 to 1.94) among the 152 participants who contributed at least one secondary outcome measurement in a statin period and one in a placebo period...” Forfatterne konkluderer altså at det er ingen bevis for effekt.
Diskuter denne konklusjonen. Basert på informasjonen i setningen over, hvordan vil du vurdere presisjonen til disse estimatene?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Forfatterne bruker nullhypotese-testing til å slutte at det ikke er noen bevis for sammenheng overhodet. Det er høyere odds for muskelplager, men resultatet har noe usikkerhet. Man kan også tolke resultatet dit hen at det er svært usikkert hvorvidt man har en økt eller redusert risiko for muskelplager, siden konfidensintervallet er bredt. I tabellen er også andelen med plager i gruppene oppgitt. 62,5 prosent oppga muskelsymptomer i statin-periodene og 61,6 prosent i placebo-periodene. Dette antyder at forekomsten av muskelsymptomer er høy uavhengig av statinbruk, og at den faktiske forskjellen mellom periodene er små.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Kandidaten bør vurdere presisjonen på estimatet og at manglende sammenheng dermed er usikker (3 p). For å få full skåre må kandidaten også reflektere over absolutt-nivå av plager blant deltakerne (1p).
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Oppgaven baserer seg på utdelt artikkel:
[[Statin treatment and muscle symptoms: series of randomised, placebo controlled n-of-1 trials BMJ 2021; 372 doi: https://doi.org/10.1136/bmj.n135 (Publishe d 24 February 2021)Cite this as: BMJ 2021;372:n135|https://doi.org/10.1136/bmj.n135]]
Bakgrunnsinfo: https://www.thelancet.com/journals/lancet/article/PIIS01406736(16)31357-5/fulltext
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Deltagerne til studien ble rekruttert blant statinbrukere som vurderte å stoppe eller hadde stoppet å bruke statiner på grunn av muskelplager.
Diskuter kort om den høye forekomsten av muskelplager denne rekrutteringsmetoden medfører kan påvirke resultatene og generaliserbarheten av studien?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Vil ikke føre til bias, men kan bidra til lavere kontrast i utfallsmålet og dermed redusere statistisk styrke til å konkludere med at det foreligger en forskjell. En kan stille spørsmål om studien er generaliserbar siden deltagerne var rekruttert blant tidligere statinbrukere m/muskelsmerter.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Her bør kandidaten reflektere over generaliserbarheten (1,5 poeng) og lavere kontrast (1,5 p).
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Oppgaven baserer seg på utdelt artikkel:
[[Statin treatment and muscle symptoms: series of randomised, placebo controlled n-of-1 trials BMJ 2021; 372 doi: https://doi.org/10.1136/bmj.n135 (Publishe d 24 February 2021)Cite this as: BMJ 2021;372:n135|https://doi.org/10.1136/bmj.n135]]
Bakgrunnsinfo: https://www.thelancet.com/journals/lancet/article/PIIS01406736(16)31357-5/fulltext
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Ved bruk av dette designet (serie av n-of 1 trials) i medikamentstudier er det mulig å se individbaserte resultater, og i tillegg estimere samlet effekt av de individbaserte resultatene.
Nevn noen sentrale fordeler og ulemper med et slikt design.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Fordeler:
# Kan oppnå høyere presisjon ved å se på innen individ da en unngår støy relatert til forskjeller mellom individ.
# Mulig å gi individbasert tilbakemelding (spesielt i denne studien) - noe som også kan tenkes brukt i en klinisk setting og ha betydning for individtilpasset behandling. Dette kan også motivere til deltagelse i studien fordi det oppleves nyttig for den enkelte.
Ulemper:
# Krever ofte washoutperioder- kan være usikkert hvor lenge medikamentet påvirker utfallet.
# Kan være problematisk å tolke resultater basert på ett individ (risiko for confounding).
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Kandidat bør kunne liste opp minst en relevant fordel og en relevant ulempe. Dette spørsmålet krever at de har søkt opp litt litteratur, i og med at artikkelen er kjent i forkant av eksamen har de hatt anledning til å forberede seg.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Du jobber som fastlege en dag i juni. Din siste pasient før lunsj er Kari Karlsen (63 år). Kontaktårsak oppført i timeboka: «Blodtrykk, resept +++»
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvordan kan du på beste måte forberede deg til konsultasjonen før du tar inn denne pasienten?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
__Generelle om «Forberedelser»__
Studentene undervises i betydningen av å forberede seg til konsultasjonen. Inngår som første ledd i «konsultasjonens anatomi»: *Forberedelse, 1) Åpning 2) Pasient-del 3) Lege- del 4) Felles del 5) Avslutning * Etterarbeid) som er nøye forelest for studentene.
__To forhold bør være med:__
# Sjekke journalen for opplysninger om tidligere kontaktårsaker, familie/sosialt, kroniske sykdommer og medikasjon
# Slå opp i fag-litteratur eller veiledninger hvis relevant ut fra sykehistorien. Sjekke at utstyr du regner med å trenge er på plass/klart.
Begrepet «housekeeping» kan komme opp; et begrep som har blitt brukt i forelesning både om det å «holde orden i konsultasjonen» (få unna arbeidet underveis) og om å «rydde hodet» (mentalt) mellom pasienter (konsultasjoner).
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<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 poeng for å sjekke journal, 1 poeng for å forberede deg ved å slå opp i faglitteratur/veileder. Ettersom blodtrykksapparatet sannsynligvis står fremme, er dette ikke nødvendig for full skår.
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!!Vignett
Du henter Kari på venteværelset. Når dere kommer inn på kontoret og har satt dere ned, tar hun opp en liten huske-lapp fra vesken og ser forventningsfull på deg.
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!!Spørsmål {{!!question}} ({{!!points}} poeng)
Beskriv hvordan du kommunikasjonsmessig bør gå frem når en pasient ser ut til å komme med flere problemstillinger på en vanlig legetime (20 minutter).
Du kan illustrere med eksempler på egnede utsagn fra legens side i en slik situasjon.
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<$details class="answer" summary="Svar" state="!!showanswer">
# Generelle råd for ALLE konsultasjoner er å ''skaffe fullt overblikk'' over agenda tidlig i konsultasjonen (unngå dørklinke-spørsmål etc)
#* Kan gjøres ved å stille følgende spørsmål etter at pasienten har nevnt kontaktårsak for å ''kartlegge alle problem'': «Var det noe annet du ville ta opp i dag/ har på hjertet?»
#* Det er særlig viktig hvis/når du har forstått at pasienten har flere det er problemstillinger. Vær generøs i holdningen, ikke gå i forsvar. Spør evt om å få se evt «Handlelisten» – eller lag egen! (lov/lurt å notere i journalen: P1, P2, P3, P4...)
# Ta grep: ''Juster forventningene''
#* «Her er det en del å ta fatt på... Jeg ser allerede nå at vi ikke rekker alt i dag – men jeg kan love deg at vi skal ordne med en ny time til resten»
# Ta grep: ''Prioriter i samråd med pasienten, men hovedansvaret for å legge en plan er ditt''
#* «Hva er viktigst for deg å få gjort noe med i dag?» (mest plagsomt?, evt haster?) «Jeg synes i tillegg at .. er viktig å ta tak i..» (eks blod i avføringen, vekttap...
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<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Det gis 1 poeng for hver «kategori» som omtales. Det er ikke nødvendig å ha med eksempelutsagn for poeng, men kan være god måte å illustrere poenget.
Full pott 3 poeng hvis alle nevnes.
1,5 poeng: Å kartlegge alle problemstillingene pasienten har/ lage liste
1,5 poeng: Å justere forventninger (0 poeng hvis studenten foreslår å ta alt på samme time)
1,5 poeng; Å prioritere i samråd med pasienten. (Vurdere hva kan/bør håndteres på denne timen – hva kan vente)
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!!Vignett
Det er nå desember. Du har hatt seks måneders forskningspermisjon og har nettopp startet i klinisk praksis på legekontoret igjen. Kari kommer til deg på vanlig time.
I siste notat for to uker siden fremkommer det at Karis ektemann Hans (70 år), som du også er fastlege for, fikk påvist coloncancer med spredning for noen måneder siden.
I konsultasjonen med Kari får du høre at det planlegges hjemreise for Hans om ikke så lenge, og Hans har uttrykt et sterkt ønske om å få dø hjemme. Kari forteller at hun har tatt på seg hovedansvaret for stell og pleie av sin mann, og det er først i det siste at hjemmesykepleien har kommet litt på banen. Hun sier at hun kjenner seg «sliten helt inn til margen» - og ofte strever med å sove fordi hun bekymrer seg for hvordan de skal få det til hjemme. Men hun ønsker likevel å «stå i det» så lenge mannen ønsker å dø hjemme.
Kari er ansatt som daglig leder i en travel, liten klesforretning (lønnstaker).
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!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke(n) økonomiske ytelse(r) det er akutelt å vurdere i denne sammenhengen – og hvilke krav stilles?
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<$details class="answer" summary="Svar" state="!!showanswer">
De mest aktuelle ytelsene er:
# Sykepenger (sykemeldt for egen sykdom)
# Pleiepenger
__Om sykepenger__
Må fylle sykdomskreiteriene. Mest aktuelle diagnoser er søvnforstyrrrelse eller P02 – Psykisk ubalanse situasjonsbetinget - kan brukes ved reaksjoner på belastende livshendelser. Det er store variasjoner i hva som oppleves som alvorlig belastning- og situasjonen kan utvikle seg på en slik måte at de gir symptomtrykk og funksjonstap på linje med sykdom. Hvis sykdomskriteriene er oppfylt kan sykemelding vurderes – for en periode, gradert eller helt etter vanlige prinsipper om hva som er mulig/ hensiktsmessig utfra problemer/ arbeidssituasjonen
https://www.helsedirektoratet.no/veiledere/sykmelderveileder/diagnosespesifik ke-anbefalinger-for-sykmelding/psykisk-p
__Om pleiepenger__
Personer som pleier en nærstående i livets sluttfase kan ha rett til pleiepenger. En nærstående=et familiemedlem eller en person i en nær relasjon til. Pleien må foregå i hjemmet til den som er syk eller i hjemmet til den som pleier. Pleiepenger kan gis for inntil 60 dager for hver pasient/pleietrengende.
Andre aktuelle ytelser er:
# ''Hjelpestønad''. Pasienten kan søke om hjelpestønad fra NAV dersom han har pleiebehov / nødvendig tilsyn som utføres av pårørende / nærstående. Sykdommen må være varig eller ha en varighet på minst 2–3 år. Det er tilstrekkelig at et hjelpebehov på 2,5 timer per uke er påvist. Hjelpestønad kan ytes også om pasienten får hjemmesykepleie.
# ''Velferdspermisjon fra arbeidsgiver''. Arbeidstaker har rett til permisjon i inntil 10 dager hvert kalenderår for å gi nødvendig omsorg til foreldre, ektefelle, samboer eller registrert partner. Det er arbeidsgiver som avgjør om velferdspermisjon blir gitt med eller uten lønn. Flere arbeidsplasser, særlig i det offentlige, har tariffestet rett til velferdspermisjon med lønn ved alvorlig sykdom og død i nær familie. Velferdspermisjon vil sannsynligvis ikke være tilstrekkelig i dette tilfellet, men kan være aktuelt i påvente av at søknad om pleiepenger blir behandlet eller etter at pleiepengeperioden er oppbrukt. Velferdspermisjon er oftere aktuelt ved begravelse, pårørende til terminal pasient på sykehus og lignende
I tillegg til overnevnte kan omsorgslønn innvilges av kommunen etter søknad ved særlig tyngende omsorgsarbeid.
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<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
* 2 poeng for pleiepenger med krav (1 poeng uten krav)
* 2 poeng for sykepenger med krav (1 poeng uten krav)
* 2 poeng for hjelpestønad med krav (1 poeng uten krav)
* 1 poeng for velferdspermisjon med relevant kommentar ang begrensingene av denne ytelsen i denne situasjonen
Til sammen maks 6 poeng
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!!Vignett
I en rapport fra SINTEF står det beskrevet at «fastlegen er spilt av banen» når det gjelder palliative forløp, og at det er ønskelig at fastlegen involveres mer når pasienter med palliative behov ønsker å dø hjemme.
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!!Spørsmål {{!!question}} ({{!!points}} poeng)
Med utgangpunkt i Hans og Karis situasjon og din generelle kunnskap om fastlegens nøkkelrolle i helsetjenesten: Beskriv hvilke(n) rolle(r) du som fastlege kan ha/ta i et palliativt forløp.
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<$details class="answer" summary="Svar" state="!!showanswer">
# ''Medisinsk behandling/lindring'': Fastlegen kan vanligvis og ut fra sin medisinske kompetanse ivareta pasienten med grunnleggende symptomlindring mot bl.a. smerte, kvalme etc. Her kan man støtte seg til faglige veiledere (guidelines) og konferanse med 2. linjen. Evt. samarbeid med kreftsykepleier osv. for smerte-pumpebehandling etc.
# ''Koordinerende rolle'' innad i primærhelsetjenesten og i forhold til spesialisthelsetjenesten: Ofte skjer oppfølging/behandling i livets sluttfase i samarbeid med kreftsykepleier i kommunen, hjemmesykepleie og med støtte fra palliativt team på sykehuset
# ''Støttefunksjon for (pasient og) familie - pårørende''. Palliasjon innebærer ofte mye mer enn bare symptomlindring og pleie av pasienten. Fastlegen kjenner ofte pasienten fra før, og noen ganger også familien, og kan være den som bidrar med betydelig støtte i en slik situasjon. Et blikk for helhet, relasjoner, skape trygghet, etc. Fastlegen har ofte en sentral rolle i å ivareta pårørende (dersom man også er fastlege for disse). Mobilisering av ressurser rundt familien; hvem i nettverket kan mobiliseres for å skaffe Kari noe avlastning og støtte?
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<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
# Medisinsk behandling som fastlegen kan bidra med (symptomlindring; smertebehandling, kvalme etc) evt «lindrende skrin» (1,5 poeng)
# Koordinerende rolle; hj spl/ sykehus ( 1,5 poeng)
# Støttefunksjon for pasienten og pårørende (1,5 poeng)
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!!Vignett
Du ser i journalen at Kari har vært flere ganger på akutt-time hos dine kollegaer de siste par månedene med både en langvarig luftveisinfeksjon og to urinveisinfeksjoner på kort tid. I tillegg behandles hun for høyt blodtrykk, kostholdsregulert diabetes og forsøker stadig å gå litt ned i vekt.
Den kliniske undersøkelsen (inkludert testresultater) samsvarer med din kunnskap om at Kari for tiden lever under betydelig belastning. Et faglig begrep for å beskrive slike sammenhenger mellom livserfaringer og helse, er allostase.
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!!Spørsmål {{!!question}} ({{!!points}} poeng)
# Hvordan defineres allostatisk overbelastning?
# Hvordan defineres multimorbiditet?
# Gjør rede for hvordan modellen for allostatisk overbelastning kan ha relevans for forståelse av årsaksforholdene bak multimorbiditetsbegrepet. Du kan bruke Kari som eksempel.
# Om man ser bort fra kjønn, hvilke to faktorer predikerer multimorbiditet sterkest på befolkningsnivå?
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# Definisjon av allostatisk overbelastning:
#> Langvarig overbelastning av menneskets fysiologiske tilpasningsevne kan lede til helseskade.
# Definisjon av multimorbiditet:
#>En person med ''flere samtidige diagnoser'' har multimorbiditet. «Kari har multimorbiditet fordi hun har mange etablerte sykdomsdiagnosene og helseproblemer»
#* Studentene nevner kanskje ko-morbide lidelser til forskjell:
#*> Hvis ''en gitt diagnose'' (indekssykdom) foreligger, vil'' andre samtidige diagnoser''/ helseproblemer være komorbide lidelser. «Typisk komorbide lidelser som forekommer sammen med hjerte-karsykdom er diabetes og depresjon»
#* Obs Andre forelesere definerer komorbiditet som følgetilstander av indeks-sykdom. Det er ikke galt men en litt annen definisjon enn den mer epidemiologiske «samtidige tilstander til en indekssykdom» som ikke innebærer henvisning til årsakssammenheng.
# Modellen for allostatisk overbelastning tilsier at sterke og/eller vedvarende trusler mot et individs eksistens og integritet kan etter hvert føre til utmattelse av kroppens fleksibilitet. Påkjenninger som i vår kultur karakteriseres som ''fysiske'' (f.eks. under-/over-/feilernæring, forurensning, søvnmangel, infeksjoner, støy) viser seg å konvergere på samme fysiologiske «nivå» som belastninger vi tradisjonelt omtaler som ''psykiske'' (f.eks. et liv preget av trusler, neglekt, krenkelser eller overveldende omsorgsbyrder). Begge former for påvirkning kan lede til bl.a. autonom dysfunksjon, endringer i immunforsvaret, kronisk lavgradig inflammasjon, endokrine forstyrrelser og raskere cellealdring målt på blant annet telomernivå.
#* Modellen for allostatisk overbelastning muliggjør en forståelse av sammensatte bilder av feil og svikt som tradisjonelt har vært oppfattet som samtidige, men ulike sykdommer, med andre ord såkalt ko- og multi-morbiditet.
#*> “Årsaker bak årsakene” (begrep brukt av M Marmot); kronisk stress, avmakt, sosial ufordelaktighet. Sykdommer «klumper seg sammen», grensen fysiske/psykiske lidelser viskes ut. Jfr allostasebegrepet omtalt tidligere i oppgaven. Oftest en klar sosial gradient i kompleks sykdom – det gjelder også uheldig livsstil. Her kan vi bygge faglige broer mellom klinisk allmennmedisin og sosialmedisin, forebygging og helsefremming som undervises av andre, men basert på samme tenkning
#* Begrepene PNI og PNEI (psyko-nevro-(endokrino)-immunologi) kan godt bli nevnt, men er ikke forutsetning for full score.
# Alder og sosioøkonomisk status
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<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
* 1 poeng for rett definisjon av allostatisk overbelastning. Vekten legges på meningsinnholdet i definisjonen.
* 1 poeng for rett definisjon av multimorbiditet. Om de i stedet definerer komorbiditet gir dette ikke poeng.
* 3 poeng for en forklaring som viser at modellen for allostatisk overbelastning og sammenheng med multimorbiditet. For full skår skal det være med at både fysiske og psykiske påkjenninger er relevante.
* ½ poeng for hver av alder og SES
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!!Vignett
Lise på 27 år kommer til deg på legekontoret for en ø. hjelp time torsdag etter lunsj. Hun hinker inn fra venterommet, forklarer at hun falt på ski onsdag kveld og at hun etter dette ikke klarer å gå på foten. Ved nærmere anamnese og klinisk undersøkelse får du fram et supinasjonstraume i høyre ankel og et klinisk bilde av distorsjon i høyre ankel uten klar frakturmistanke. Du informerer henne om din vurdering og anbefaler henne fysioterapi. Lise syns det var litt flaut å skulle levere sykmelding allerede 5 uker etter hun begynte i sin aller første jobb som ferdig sykepleier. Hun spør om hun trenger sykmelding.
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!!Spørsmål {{!!question}} ({{!!points}} poeng)
Du har nå rollen som medisinsk sakkyndig ovenfor NAV. Det er flere kriterier som må være oppfylt for at Lise skal kunne få sykepenger. Hvilke vurderinger må du gjøre med tanke på sykmelding?
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<$details class="answer" summary="Svar" state="!!showanswer">
De medisinske årsaksforholdene har du allerede vurdert for den aktuelle problemstillingen, jfm. vignetten, men din medisinske vurdering må dokumenteres i journal. I tillegg er det viktig å innhente informasjon om arbeidets krav for å vurdere arbeidsuførhet med tanke på den aktuelle jobben.
Medisinsk årsak, ankeldistorsjon, er mulig grunnlag for arbeidsuførhet på grunn av redusert gangfunksjon. Hvis arbeidets art tilsier at hun lett kan tilrettelegge jobbhverdagen slik at hun slipper å stå/gå og periodevis kan sitte med foten høyt, vil arbeidssituasjonen ikke forverre helsetilstand og helbred. Hun kan i så fall være i arbeid og skal ikke sykmeldes.
Utfyllende informasjon:
Sykepenger reguleres i folketrygdloven §8 hvor formålet er å gi kompensasjon for bortfall av arbeidsinntekt for yrkesaktive medlemmer som er arbeidsufør på grunn av sykdom eller skade (§8-1). For at Lise skal få utbetalt sykepenger er det flere forhold som må være oppfylt og vurdert iht. folketrygdeloven (se nedenfor. I rollen som «medisinsk sakkyndig» skal du vurdere:
# §8-4; Arbeidsuførhet: Sykdom eller skade, dvs. medisinsk årsak til arbeidsuførhet, kreves for å ha krav på sykepenger.
# §8-7; Dokumentasjon av arbeidsuførhet: For å få sykepengeutbetaling fra NAV kreves en legeerklæring (sykmelding) hvor vurderingen
## «... skal ta utgangspunkt i en funksjonsvurdering»
## «Legen skal alltid vurdere om medlemmet kan være i arbeid eller arbeidsrelativt aktivitet.»
I tillegg ligger ikke-medisinske krav i folketrygdloven, men dette er det ikke primært legen som skal vurdere, og dette forventes derfor ikke i svaret fra studentene:
* §8-2; opptjeningstid: Lise må ha vært i arbeid i 4 uker før hun skadet seg for at hun skal ha rett på sykepenger fra NAV. Dersom Lise f.eks. har vært fulltidsstudent og startet i jobb for kun 14 dager siden vil hun ikke fylle lovkravet. Dette forholdet vurderer NAV. Legen gjør i prinsippet kun medisinske vurderinger og kan skrive en sykmelding uansett, men det kan være greit både for legen og Lise å vite om dette.
* §8-10; Sykepengegrunnlag: Sykepengegrunnlaget utregnes forskjellig for arbeidstakere og selvstendig næringsdrivende. Dersom Lise f.eks.er selvstendig næringsdrivende, for eksempel musiker, må hun selv dekke arbeidsgiverperioden og får kun ca. 66% dekket ved sykmelding deretter med mindre hun har tegnet tilleggsforsikring. Dette vurderer NAV, men det kan være greit for legen å vite for å kunne ta best mulig vare på Lise
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<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Det er kun de medisinske kravene som gir poeng, men dersom studentene også nevner momentene under pkt. 3 og 4 bør det trekke opp ved tvil i den helhetlige vurderingen. Det forventes ikke at studentene angir paragrafer i lovteksten.
__For å få 3 poeng må studentene resonere iht. punkt 1 og 2__, dvs. medisinsk vurdering av sykdom/skade og om den medisinske tilstanden gir en funksjonsnedsettelse som fører til arbeidsuførhet. ''Funksjonsvurdering i relasjon til vurdering av jobbkrav og mulighet for å være i arbeid må være nevnt''. Det viktigste vurderingsgrunnlaget studentene må få fram her er hvilke jobbkrav som stilles i relasjon til den reduserte funksjonen.
Hovedmomentene er følgende:
* Sykdomsvilkåret
* Funksjonsvurdering
* Nedsatt arbeidsevne i aktuelt yrke
* Årsakssammenheng
Sensurering av oppgave 1 og 2 må sees i sammenheng.
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!!Vignett
Fra tidligere:
<<<
Lise på 27 år kommer til deg på legekontoret for en ø. hjelp time torsdag etter lunsj. Hun hinker inn fra venterommet, forklarer at hun falt på ski onsdag kveld og at hun etter dette ikke klarer å gå på foten. Ved nærmere anamnese og klinisk undersøkelse får du fram et supinasjonstraume i høyre ankel og et klinisk bilde av distorsjon i høyre ankel uten klar frakturmistanke. Du informerer henne om din vurdering og anbefaler henne fysioterapi. Lise syns det var litt flaut å skulle levere sykmelding allerede 5 uker etter hun begynte i sin aller første jobb som ferdig sykepleier. Hun spør om hun trenger sykmelding.
<<<
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!!Spørsmål {{!!question}} ({{!!points}} poeng)
Drøft hvilke alternativer til 100 % sykmelding som kan være aktuelle i dette tilfellet?
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<$details class="answer" summary="Svar" state="!!showanswer">
Følgende momenter kan drøftes:
# Tilrettelegging mulig uten behov for sykmelding?
# Avventende sykmelding
# Gradert sykmelding
# Man kunne også tenke seg at Lise kunne ta ut egenmelding, f.eks. til over helgen (to eller tre dager avhengig av om hun har en jobb med planlagt arbeidstid på lørdag) og ta kontakt på mandag hvis hun fremdeles opplever behov for sykmelding. Etter bare 5 uker i jobb, har hun ikke opparbeidet rett til egenmelding. Se veilederen.
# Ordningen med «reisetilskudd» fra NAV kan også nevnes selv om NAV ikke dekker slike kostnader i arbeidsgiverperioden. Arbeidsgiver må vurdere mulighetene, se veilederen.
(Lise syns det var litt flaut å skulle levere sykmelding allerede 5 uker etter hun begynte i sin aller første jobb som ferdig sykepleier. Hun valgte derfor å halte seg inn i den nye jobben. Med litt tilrettelegging fra arbeidsgiver i starten gikk det seg til fint.)
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<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 poeng for hvert alternativ iht. pkt. 1-5, til sammen maks 4 poeng
Det er ikke nødvendig å diskutere retten til egenmelding.
Det forventes ikke at studentene angir paragrafer i lovteksten.
Sensurering av oppgave 1 og 2 må sees i sammenheng.
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!!Vignett
3 år senere har du Lise til svangerskapskontroller. Hun er gravid med tvillinger. Hun var fryktelig kvalm i første trisemester. Hun er nå 5 måneder på vei og sier hun er sliten av å gå nattevakter. Hun tar opp spørsmålet om sykmelding
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!!Spørsmål {{!!question}} ({{!!points}} poeng)
Drøft kort forhold du //spesielt// må vurdere ved spørsmål om sykmelding av gravide?
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<$details class="answer" summary="Svar" state="!!showanswer">
# Kan det være snakk om et Fosterskadelig arbeidsmiljø? Er det aktuelt å vurdere Svangerskapspenger framfor sykepenger?
#* Svangerskapspenger gis der visse forhold i arbeidsmiljøet (av fysisk, kjemisk, psykisk eller organisatorisk art) kan være skadelige for fosteret).
#* Attesteres av lege eller jordmor på skjema 474b # Er det risikosvangerskap (eks. flerlinger) som tilsier lavere terskel for sykemelding?
# Ordinære kriterier for sykmelding gjelder, det må vurderes om pasienten har vanlige plager eller sykdom.
# Kan det tross svangerskap også være positive helseeffekter av å holde seg i jobb?
(Se helsedirektoratets veileder for spesielle og generelle betraktninger)
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<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Elementer i besvarelsen gir 1,5 poeng for hver av kategoriene ovenfor som dekkes, til sammen maks 4,5 poeng
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!!Vignett
I en alder av 38 år har Lise 3 barn, er skilt og har utviklet diffuse helseplager, bla. fatigue, magesmerter, smerter ulike steder i kroppen og kroniske søvnvansker. Din medisinske utredning har ennå ikke avdekket noen spesifikk medisinsk tilstand som kan forklare helheten av plager. Etter en meniskoperasjon med påfølgende sykmelding klarer hun imidlertid ikke å komme tilbake til jobb. Etter 9 måneder med 100% sykemelding pga. sammensatte plager får du overtalt henne til å prøve gradert sykmelding. Du tviler imidlertid nå på at hun vil returnere til 100% jobb før «sykepengeåret» er omme.
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<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Du har igjen rollen som medisinsk sakkyndig ovenfor NAV. Hvilke vurderinger må du gjøre når hun nå vurderer å søke arbeidsavklaringspenger?
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<$details class="answer" summary="Svar" state="!!showanswer">
Følgende momenter bør være med:
# Medisinsk vurdering vedrørende hvorvidt sykdom, skade og/eller lyte er vesentlig årsak til den nedsatte arbeidsevnen («årsaks kriteriet»)
# Medisinsk vurdering av aktivt behandlingsbehov og prognosen ved medisinsk behandling i relasjon til (økt) arbeidsfunksjon («behandlingskriteriet»). (Det kreves utsikt til bedring arbeidsevnen for å få AAP, enten som følge av medisinsk behandling og/eller ved tiltak fra NAV)
# I tillegg til årsaks og behandlingskriteriene, kreves det at arbeidsevnen er nedsatt med minst 50% for ethvert yrke. Denne vurderingen er det i prinsippet NAV som gjør, men for de fleste medisinske resonnement kan og bør sykdom, skade eller lyte relateres til grad av nedsatt funksjon, herunder arbeidsfunksjon. I det minste bør det framgå et resonnement rundt medisinsk grunnlag for pasientens funksjonsnedsettelse som er godt nok til at NAVs saksbehandlere / Rådgivende overlege i NAV kan gjøre en vurdering.
Utfyllende informasjon:
Arbeidsavklaringspenger reguleres i folketrygdelovens kapittel 11. Fra lovteksten fremgår mange krav som må være oppfylt for at medlemmet skal ha krav på AAP, hvorav følgende er mest relevant for resonnement rundt rollen som medisinsk sakkyndig:
# ''§11-5. Nedsatt arbeidsevne'' – krav til årsakssammenheng Det er et vilkår for rett til arbeidsavklaringspenger at medlemmet har fått arbeidsevnen nedsatt med minst halvparten. Sykdom, skade eller lyte må være en vesentlig medvirkende årsak til den nedsatte arbeidsevnen. Ved vurderingen av om arbeidsevnen er nedsatt, skal det blant annet legges vekt på helse, alder, evner, utdanning, yrkesbakgrunn og arbeidsmuligheter på steder der det er rimelig at medlemmet tar arbeid.
# ''§11-6. Behov for bistand til å skaffe seg eller beholde arbeid''. Det er et vilkår for rett til arbeidsavklaringspenger at medlemmet for å skaffe seg eller beholde arbeid som han eller hun kan utføre
#* har behov for aktiv behandling, eller
#* har behov for arbeidsrettet tiltak, eller
#* etter å ha prøvd tiltakene etter bokstav a eller b fortsatt anses for å ha en viss mulighet for å komme i arbeid, og får annen oppfølging fra Arbeids- og velferdsetaten.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1,5 poeng for hvert hovedmoment (punkt 1-3).
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Etter å ha vært i allmennpraksis i 15 år, kjenner du behov for litt forandring og tar et vikariat som rådgivende overlege i NAV. Den første saken din gjelder en søknad om AAP. Saken minner deg om Lise som fikk innvilget 100% AAP like før du fikk en vikar inn i praksisen din, men i denne saken vurder du at vilkårene for AAP ikke er oppfylt.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Nevn alternative økonomiske støtteordninger for livsopphold som kan være aktuelle for NAV å vurdere selv om det gis avslag på AAP.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Statlige ytelser:
# Uføretrygd
# Tiltakspenger (Ytelse til livsopphold og kan gis for dager medlemmet deltar på arbeidsrettede tiltak i regi av NAV)
# Friskmelding til arbeidsformidling/ dagpenger
Kommunale ytelser:
# Sosialstønad (Hjemlet i sosialtjenesteloven: behovsprøvd økonomisk sikring til livsopphold uten krav til dokumenter sykdom som årsak eller at arbeid er målet.)
# Kvalifiseringsprogrammet (Hjemlet i sosialtjenesteloven: oppfølging og arbeidstrening hvor målet er å komme i arbeid eller aktivitet)
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0,5 poeng per riktig svar, maks 2 poeng totalt. Det er nok å nevne ordningen uten lovhjemmel
</$details>
<div class="oppgave">
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!!Vignett
Oppgaven baserer seg på utdelt artikkel:
[[Effect of Colonoscopy Screening on Risks of Colorectal Cancer and Related Death NEJM 2022 doi: DOI: 10.1056/NEJMoa2208375|https://doi.org/10.1056/NEJMoa2208375]]
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
# Formuler forskningsspørsmålet i denne studien presist
# Hvordan vil du kort oppsummere resultatene av studien?
# Beskriv styrker og svakheter med studien
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
# Har friske nordeuropeiske menn og kvinner mellom 55 og 64 år som ble invitert til screening med koloskopi redusert 10-års risiko for forekomst og død av kolorektal kreft sammenlignet med de som ikke ble invitert til screening?
# ''Hovedfunn'': denne type screening reduserer hyppigheten av kolorektalkreft, men resultatene for årsakspesifikk dødelig av kolorektalkreft og total dødelighet er uavklart (bifunn)
# Styrker og svakheter
#* ''Styrker'': Randomisering for å unngå konfundering, pragmatisk design som mimikerer et populajonsbasert screeningprogram, og analysemetoder som inkluderer intention to screen (ITT) og adekvate per protokoll analyser.
#* ''Svakheter'': Betydelige frafall knyttet til manglende deltagelse og at betydelig mengde data fra Nederland ikke kunne innhentes (pga GDPR). Frafall kan gi bias (spesielt i per protokoll-analyser) og vil også redusere statistisk styrke. Annen svakhet vil kunne være lav styrke knyttet til oppfølgingstid og antall screenede. Her vil også andre forhold kunne betegnes som styrker og svakheter.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
# Har friske nordeuropeiske menn og kvinner mellom 55 og 64 år som ble invitert til screening med koloskopi redusert 10-års risiko for forekomst og død av kolorektal kreft sammenlignet med de som ikke ble invitert til screening?
#* Poeng: 1 poeng ved å ta de fleste elementene, 0,5 poeng hvis en formulerer spørsmålet lite presist (feks: reduserer screening med koloskopi risikoen for å få eller død av kolorektalkreft?).
# Kandidaten må nevne at studien viser at denne type screening reduserer hyppigheten av kolorektalkreft som hovedfunn, og i tillegg at resultatene for årsakspesifikk dødelig av kolorektalkreft og total dødelighet er uavklart.
#* Alle tre må være med for å få full score (1p), hvis bare deler av dette er nevnt får de 0,5 p.
# Relevante styrker med studien er randomisering for å unngå konfundering, pragmatisk design som mimikerer et populajonsbasert screeningprogram, og analysemetoder som inkluderer intention to screen (ITT) og adekvate per protokoll analyser. Eksempler på svakheter er det betydelige frafallet knyttet til manglende deltagelse og at betydelig mengde data fra Nederland ikke kunne innhentes (pga GDPR). Annen svakhet vil kunne være lav styrke knyttet til oppfølgingstid og antall screenede. Her vil også andre forhold kunne betegnes som styrker og svakheter, men flere av de ovennevnte bør nevnes for å få full score.
#* Hvis kandidaten er i stand til å peke på minst en relevant styrke og en svakhet, gis 0,5p.
</$details>
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!!Vignett
Screening kan avdekke sykdom på et tidlig stadium og gi bedre prognose for pasienten. Samtidig kan man også avdekke mindre alvorlige tilfeller av sykdom hvor man kanskje kun oppnår behandlingens eventuelle negative bivirkninger uten særlig helsegevinst. I denne randomiserte studien har man sett på effekten av screening for kolorektalkreft.
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<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
# Hvilke forutsetninger og prinsipper bør legges til grunn for innføring av screening generelt?
# Hvilke avveininger bør man gjøre for å vurdere hensiktsmessigheten av screening for denne kreftformen spesielt?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
# Her er det relevant å oppgi noen av WHO eller Helsedirektoratet sine prinsipper for screening;
#* Sykdommen må være et viktig helseproblem.
#* Sykdommen må være godt definert og dens naturlige forløp bør være tilstrekkelig forstått
#* Det må finnes en symptomfri fase hvor det er mulig å påvise sykdommen
#* Det må finnes effektiv behandling, som er mer effektiv i tidlig fase av sykdommen
#* Det må finnes en test som er akseptabel for befolkningen og har høy pålitelighet. Merk at det ikke fins krav om at testen skal være billig eller at den skal gi den endelige diagnosen.
#* Det må finnes et system (helsevesen) som kan gi nødvendig oppfølging til personer som plukkes ut ved screening
#* Kostnader må stå i rimelig forhold til gevinst. Kostnader ved screening er både penger/ressurser og medisinske/menneskelige. Her må bruk av samfunnets ressurser til screening versus andre viktige formål vurderes.
# Peke på kost-nytteverdi av å innføre screening for kolorektalkreft. Kolorektalkreft er en av våre vanligste kreftformer, både når det gjelder forekomst og død, og er utvilsomt et viktig helseproblem. Denne kreftformen har definerte forstadier som kan påvises og behandles, slik at det er mulig å forebygge sykdom og død. Flere tester er aktuelle: blod i avføring og ulike grader/nivåer av skopi. Det kan diskuteres om full koloskopi er en akseptabel test for befolkningen, dette vil utrullingen av denne screeningmetoden i Tarmkreftscreeningen kunne si noe om i løpet av noen år, hvor lav deltakelse kan være et tegn på at testen oppleves som for ubehagelig. Utbygging av koloskopi-kapasiteten er nødvendig i Norge før denne screeningmetoden kan brukes overalt. Mulig gevinst er forebygging av kolorektalkreft og død av kolorektalkreft. I en kost-nytte-analyse vil også andre uheldige konsekvenser av kolorektalkreft telle i det totale regnestykket (sykelighet/ressursbruk i helsetjenesten/tap av arbeidskraft etc...) Mulige uheldige virkninger av screeningen er direkte komplikasjoner av koloskopi, bekymring, overdiagnostikk med risiko for overbehandling og bivirkninger av slik behandling. I tillegg kommer risiko for forsinket diagnose ved falske negative screeningfunn
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
# Her er det relevant å oppgi de fleste av WHOs og ev. Helsedirektoratets prinsipper for screening for å få 1,5 poeng. 1 poeng hvis minst tre relevante prinsipper er nevnt.
# Kandidaten bør peke på kost-nytteverdi av å innføre screening for kolorektalkreft og om prinsipper for screening er oppfylt. Kandidaten gis fra 0,5 p til 1.5 poeng avhengig av om vedkommende gir en balansert fremstilling av fordeler og mulige ulemper. Gis ikke poeng hvis en bare vektlegger fordeler eller ulemper med screening.
</$details>
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!!Vignett
Ikke egen vignett
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!!Spørsmål {{!!question}} ({{!!points}} poeng)
Diskuter kort bruk av årsaksspesifikk død av kolorektalkreft og total død som utfallsmål med tanke på å estimere nytteverdi av screening for kolorektalkreft?
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<$details class="answer" summary="Svar" state="!!showanswer">
Ved effektiv forebygging av kolorektalkreft (insidens) vil en på sikt forvente effekt også for årsaksspesifikk dødelighet. For denne studien vil begrenset statistisk styrke (som igjen avhenger av studiestørrelse og frafall), forekomsten av kolorektalkreft og oppfølgingstid være begrensende faktorer for å studere årsakspesifikk dødelighet for kolorektalkreft.
På den den andre siden vil det styrke evidensen for nytte av screening hvis en fant en tydelig forskjell også på årsakspesifikk dødelighet av kolorektalkreft. Årsaksspesifikk dødelighet vil derfor ofte være godt egnet som utfallsmål ved tilstrekkelig statistisk styrke.
Fordelen med å inkludere totaldød som utfall, er imidlertid at det rommer uønskede virkninger av screeningen (f eks død av behandlingskomplikasjoner) i tillegg til de ønskede. Når det gjelder total død, vil den lille andelen som dør av kolorektalkreft gjøre det vanskelig å bruke totaldød som utfallsmål fordi andre dødsårsaker vil skape mye støy (=tilfeldig variasjon).
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Årsaksspesifikk død av kolorektalkreft : 0.5 poeng hvis en nevner at årsaksspesifikk dødelighet er et relevant utfallsmål og at det vil kunne styrke evidensen for screening, og 0,5 poeng hvis en nevner at statistisk styrke kan være utfordrende
Total død: Her bør en nevne at det er utfordrende å studere totaldød når dødeligheten av kreftformen utgjør en liten andel av alle dødsfall (1 poeng). Bør veie opp å nevne at totaldød også inkluderer mulige uheldig konsekvenser av screening, men det er feil å hevde at det kun er totaldød som avgjør om screening er hensiktsmessig.
</$details>
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!!Vignett
Bare 42 % av de som ble invitert til screening ble faktisk screenet. I artikkelen er det gjort både intention to treat -analyse (intention to screen i denne studien) og en per protokoll-analyse.
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<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
# Hva er en intention to treat-analyse?
# Hva er en per protokoll-analyse?
# Hvordan vil du fortolke resultatet av per-protokoll-analysen i denne studien sammenliknet med ITT-analysen?
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<$details class="answer" summary="Svar" state="!!showanswer">
# Intention to treat-analyse (ITT) er at man analyserer alle deltagerne i studien på grunnlag av hvilke(n) gruppe en ble randomisert til (i denne studien tilsvarer det om en ble randomisert til å bli invitert til screening eller ikke). Dette gjøres for å unngå bias. ITT estimerer effekten av allokering («altså invitasjon til screening») og ikke effekten av behandling eller screening i seg selv.
# Per-protokoll-analyse er et forsøk på å estimere effekten av selve behandlingen/screeningen. Ofte gjøres dette ved en sammenligning av behandlingsgruppene som inkluderer bare de pasientene som gjennomførte studien slik de var randomisert (fulgte protokoll).
# Ulempen med ITT er at resultatet er studie- og populasjons-spesifikt, ofte gir et konservativt effektestimat og avhenger av deltagernes vilje og evne til å gjennomføre studien etter protokollen. ITT-analyser vil kunne undervurdere negative effekter av screening eller behandling. Per-protokoll-analyse er derimot et forsøk på å estimere effekten av selve behandlingen. Noe som ofte vil kunne være relevant for personen (individet) som skal screenes. Per protokoll-analysen i denne studien ga et sterkere effektestimat enn ITT.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
# Intention to treat-analyse er at man analyserer alle deltagerne i studien på grunnlag av hvilke(n) gruppe en ble randomisert til (i denne studien tilsvarer det om en ble randomisert til å bli invitert til screening eller ikke). 1p
# Per-protokoll-analyse er et forsøk på å estimere effekten av selve behandlingen. Ofte gjøres dette ved en sammenligning av behandlingsgruppene som inkluderer bare de pasientene som gjennomførte studien slik de var randomisert (fulgte protokoll). 1p
# Ulempen med ITT er at resultatet er studie- og populasjons-spesifikt, ofte gir et konservativt effektestimat (spesielt uheldig for negative effekter) og avhenger av deltagernes vilje og evne til å gjennomføre studien etter protokollen.0,5 poeng Per-protokoll-analyse er derimot et forsøk på å estimere effekten av selve behandlingen, noe som ofte vil kunne være relevant for personen (individet) som skal screenes. En svakhet med per protokoll-analyser er at de kan gi bias (ofte kalt selvseleksjon) fordi det ikke er tilfeldig hvem som velger å møte til screening (særlig slik det er analysert i denne studien). 0,5 poeng.
</$details>
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!!Vignett
Number needed to screen (mest kjent som number needed to treat) i denne studien var 445 (95%CI, 270 to 1429).
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<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
# Hva betyr tallet 455 i denne sammenhengen og hvordan beregnes det?
# Vil oppfølgingstiden i denne studien ha noe å si for tolkningen av «number to invite to undergo screening» i denne studien? Begrunn svaret kort.
# Hvilke eventuelle effekter av screening fanges ikke opp av tallet 455?
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<$details class="answer" summary="Svar" state="!!showanswer">
# Det betyr at en basert på resultatene i denne studien (gitt oppmøte og oppfølgingstid) vil måtte invitere 455 personer for å forebygge ett tilfelle av kolorektalkreft. Er en form for det som vanligvis kalles number needed to treat (NNT). I denne studien ble dette beregnet som 1 delt på forskjellen i absolutt risiko (risikodifferansen) for kolorektalkreft mellom inviterte og ikke inviterte.
# Insidensandelen (risiko) er avhengig av oppfølgingstid og risikodifferansen vil som regel øke med økende oppfølgingstid hvis intervensjonen har effekt. Hvis oppfølgingstida i denne studien var kortere, ville «number to invite» øke da effektestimatet i denne studien endret seg betydelig gjennom oppfølgingstiden med kryssende overlevelseskurver for gruppene.
# Andre gevinster av screening enn redusert forekomst fanges ikke opp i dette tallet, heller ikke uønskede effekter. Eksempler på slike kan være forebygging av mer omfattende inngrep (f.eks. stomi), endring i livskvalitet og funksjonsnivå og samfunnskostnader.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
# Det betyr at en basert på resultatene i denne studien (gitt oppmøte og oppfølgingstid) vil måtte invitere 455 for å forebygge ett tilfelle av kolorektalkreft. (0,5 p) Er en form for det som vanligvis kalles number needed to treat (NNT). I denne studien ble dette beregnet som 1 delt på forskjellen i absolutt risiko (risikodifferansen) for kolorektalkreft mellom inviterte og ikke inviterte. (0,5 p)
# Insidensandelen (risiko) er avhengig av oppfølgingstid (1p) og risikodifferansen vil som regel øke med økende oppfølgingstid hvis intervensjonen gir effekt. Hvis oppfølgingstid i denne studien var kortere, ville «number to invite» øke da effektestimatet i denne studien endret seg betydelig gjennom oppfølgingstiden med kryssende overlevelses kurver for gruppene.
# Andre utfall som ikke måles vil også kunne være relevante. Forebygging av mer omfattende inngrep (f.eks. stomi). Andre eksempler kan være livskvalitet, funksjonsnivå og samfunnskostnader. Her bør kandidaten nevne at det finnes andre gunstige og ugunstige effekter enn hyppighet av kolorektalkreft som ikke inngår i NNT (0,5 p)- kandidaten bør nevne flere slike for å få full score som er 1 poeng
</$details>
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!!Vignett
På legekontoret der du jobber møter du Sara, en 28 år gammel førstegangsgravid kvinne som kommer til første svangerskapskontroll sammen med barnefar. Hun er nå i uke 7, er tidligere frisk og bruker ingen medisiner. Hun jobber som flyvertinne.
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<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
# Hva er hensikten med førstegangskontroll av gravide?
# Beskriv kort innholdet for første svangerskapskontroll for Sara?
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<$details class="answer" summary="Svar" state="!!showanswer">
# Hensikten med den første samtalen tidlig i svangerskapet er å identifisere behov for veiledning, støtte og for å oppmuntre til sunne levevaner og å avdekke risikosvangerskap.
# Første svangerskapskontroll bør inneholde:
#* Systematisk anamneseopptak og utfylling av Helsekort for gravide (Inkl svangerskapslengde og beregnet termin, tidligere svangerskap inkl utfall, familieanamnese, sosiale forhold, vold i nære relasjoner, somatisk sykdom med betydning for svangerskap, psykiske lidelser, medikamenter, …)
#* Samtale om livsstil (kosthold, nikotinbruk, fysisk aktivitet)
#* Screening/blodprøver/rutineundersøkelser (cytologi hvis indisert, blodtyping, Hb, ferritin, hepatitt, HIV, syfilis, blodtrykk, høyde og vekt)
#* Informasjon til kvinnen (om svangerskapsomsorgen, veiledning og støtte for gode levevaner)
#* Henvise til UL
Kilde NEL: [[Oversikt over anbefalte undersøkelser og innhold i konsultasjonene|https://legehandboka.no/siteassets/pdf/algoritme-oversikt-over-anbefalt-innhold-i-svangerskapsomsorgen-pdf]]
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
# Det må utvises skjønn med tanke på hvordan formålene er formulert. Det gis 0.5 p for råd/informasjon og 0.5 p for å identifisere risikosvangerskap.
# 0.5p for hver av de 5 punktene, men maks 2 poeng. Det kreves ikke detaljert oversikt over for eksempel hvilke blodprøver som bør tas eller hvilke tema som bør diskuteres.
</$details>
<div class="oppgave">
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!!Vignett
De siste to ukene har Sara blitt tiltagende kvalm. Hun har gått ned 2 kg, får i seg lite mat. Siste 24 timer har hun kastet opp 5-6 ganger og vært kvalm og hatt brekninger nesten hele tiden. Hun sier hun ikke klarer å jobbe.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
# Beskriv kort hvordan du avklarer hvor alvorlig kvalmen hennes er.
# Hvilke behandlingsalternativ foreligger, og hva ville du valgt? Begrunn kort
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
# Anamnese: Vekttap (2kg), hyppig oppkast/brekninger og nedsatt form (klarer ikke å jobbe).
#* Vignetten inneholder ikke sikre opplysninger om væskeog elektrolyttforstyrrelser, men hun er sannsynligvis dehydrert med såpass hyppig oppkast og at hun har fått i seg lite mat.
#* For å gradere kvalmen kan man bruke SUKK-score
#* Det bør tas blod og urinprøver. Forslag fra NEL:
#** Hb, EVF (Hb er ofte forhøyet og kan være maskert som følge av fysiologisk hemodilusjon)
#** Na, K og ved lang varighet, Mg, P og Ca 8 (Elektrolyttforstyrrelser ved forstyrret væskebalanse)
#** Evt. ASAT, ALAT, LD, albumin (Leversykdom som årsak til kvalme og oppkast?)
#** Evt. TSH og FT4 (Ved klinisk mistanke om hypertyreose)
#** Urin: Ketoner, albumin, leukocytter og nitritt, dyrkningsprøve ved mistanke om infeksjon
# Behandling. Oppgaven spør om behandlingsmuligheter først, deretter om behandlingen for Sara. Behandlingsmuligheter:
#* Ikke-medikamentell behandling/tiltak:
#** Unngå kost eller andre faktorer som utløser kvalme
#*** Tung luft, sterke lukter, varme, høy luftfuktighet, høye lyder og lys i bevegelse, eller egen bevegelse (kjøre bil), er eksempler på dette
#** Kostråd, akupressur/ingefær kan forsøkes ved lett til moderat grad av svangerskapskvalme men har IKKE dokumentert effekt ved alvorlig svangerskapskvalme/hyperemesis
#** Sykmelding
#* Medikamentell behandling:
#** Medikamentell behandling kan forsøkes i allmennpraksis
#** Som regel velges antihistaminer (Postafen, Phenergan), ev. også pyridoksin (vitamin B6), dokumentasjonen er mangelfull
#* Henvisning til sykehuset (poliklinisk behandling eller innleggelse)
Behandling av Sara:
Sara har alvorlig kvalme/hyperemesis (SUKK-score 14) og må behandles deretter. Normalt sett vil dette innebære at hun trenger innleggelse eller henvisning til sykehuset for væske- og ev ernæringsbehandling, men det kan også være forsvarlig å forsøke med sykmelding og medisiner og ta henne tilbake til en snarlig kontroll før videre vurdering.
Definisjon av hyperemesis er: «Vedvarende kvalme, brekninger og oppkast i svangerskap som debuterer før 20 uker og fører til redusert allmenntilstand med dehydrering, vekttap, væske- og elektrolytt-forstyrrelser som ikke skyldes annen kvalmefrembringende sykdom». (Trovik et al 2020)
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
# 0.5p for anamnesen (studenten bør skjønne at kvinnen er dårlig), 0.5p for SUKK-score og 0.5p for blodprøver/urinprøver. Maks 1.5p på oppg A. Den nøyaktige SUKK-scoren kreves ikke og gir ingen poeng, men studenten skal vite at verktøyet finnes.
# Behandlingsmuligheter: 0.5 p for hver av de tre behandlingsmulighetene (ikkemedikamentell, medikamentell og akutt henvisning), maks 1p for delen om behandlingsmuligheter.
Tiltak for Sara:
Studenten bør kunne forskjell på emesis og hyperemesis, samt kunne forstå at Sara har hyperemesis. 0.5p for innleggelse /henvisning til sykehus og 0.5p for begrunnelse. Det gis tilsvarende poeng for medikamentell behandling med snarlig kontroll + begrunnelse dersom studenten skjønner at Sara har hyperemesis. Dersom studenten svarer kun ikke-medikamentelle tiltak gir det 0p. Svak/manglende begrunnelse gir også 0p. Maks 1p på oppg om behandling for Sara.
Maks poeng på B 2p
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Sara bestiller ny time i uke 14. Hun forteller at kvalmen har gitt seg, men hun vil ikke fly lenger nå som hun er gravid og spør om sykmelding resten av svangerskapet.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvordan bør du håndtere denne forespørselen? Begrunn svaret kort.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Hun er ikke arbeidsufør på grunn av egen sykdom. Hun skal derfor ikke ha sykmelding.
Men hun har hun en jobb som potensielt kan utsette barnet for fare. Her er det litt kompliserte regler fra Luftfartstilsynet som studenten ikke trenger å kunne detaljert. Men det er rimelig å fylle ut skjema for skjema for tilrettelegging og omplassering ved graviditet (svangerskapspenger). Sara må levere dette til arbeidsgiver som må angi om det er mulig med tilrettelegging eller omplassering (for eksempel å settes på bakken med andre oppgaver). Dersom dette ikke er mulig må dette dokumenteres skriftlig, og den gravide kan da fremme krav om svangerskapspenger.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Begrunnet vurdering av svangerskapspenger gir 1.5p (Det kan ikke forventes at studentene har detaljert kunnskap om hvorvidt arbeid som kabinpersonale er skadelig eller ikke, men de skal kjenne til svangerskapspenger og vilkårene for denne ytelsen)
Bare svangerskapspenger uten begrunnelse gir 0.5p. Om studenten skriver sykmelding noen dager frem til avklaring er det i orden, men gir ikke poeng. Å godta sykmelding ut svangerskapet gir 0p
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
I uke 24 kommer hun sendt fra jordmor for å ta glukosebelastning. Hun er etnisk norsk, har en kusine med diabetes type 1, men ingen andre i familien med diabetes. Før svangerskapet veide hun 65kg. Hun er 173cm høy. Undersøkelser i svangerskapet så langt har vært normale
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
# Diskuter kort fordeler og ulemper med glukosebelastning
# Skal hun i henhold til norske retningslinjer ta glukosebelastning? Begrunn svaret kort
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
# Fordeler og ulemper. Fordelen er å avdekke og behandle evt svangerskapsdiabetes for å redusere risiko for komplikasjoner. Ulempen er sykeliggjøring av friske gravide kvinner. Dessuten er testen der det må drikkes glucose ubehagelig for en del gravide samt tidkrevende da man bruker flere timer på dette.
# Skal Sara ta glukosebelastning?
#* Diagnostikk av og screening for svangerskapsdiabetes
#** Screening utføres i uke 24 - 28 ved en eller flere risikofaktorer:
#** Alder:
#*** > 25 år for førstegangsfødende
#*** > 40 år for flergangsfødende uten noen andre risikofaktorer
#** KMI > 25 kg/m² (pregravid vekt)
#** Alle gravide med etnisk bakgrunn fra Asia eller Afrika
#** Alle som har førstegradsslektninger med diabetes
#** For flergangsfødende:
#*** Tidligere påvist svangerskapsdiabetes eller
#*** Nedsatt glukosetoleranse eller
#*** Svangerskaps- og fødselskomplikasjoner som er assosiert med svangerskapsdiabeteseller
#*** Tidligere født barn med fødselsvekt > 4500 g
#* Ved mistanke om hyperglykemi i svangerskap eller svangerskapsdiabetes, f.eks. ved påvist glukosuri i svangerskap
#* Diagnostikk av diabetes mellitus i pasientgrupper der analyse av HbA1c ikke kan benyttes (jernmangelanemi, hemolytisk anemi, moderat eller alvorlig nyresvikt, kronisk malaria, større blødninger og blodtransfusjon siste måneder
#* Ikke-fastende glukose i venøst plasma er >11,0 mmol/L og
#** HbA1c < 48 mmol/mol (6,5%) eller
#** etterfølgende fastende plasma-glukose er < 7,0 mmol/L
Konklusjon: Ifølge dagens norske retningslinjer er det riktig å ta glucosebelastning. Men den eneste risikofaktoren hos Sara er at hun er >25 år (28 år), og denne anbefalingen er omdiskutert
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
# 0.5p for reduksjon risiko, 0.5p for sykeliggjøring, 0,5 p for andre fordeler/ulemper (for eksempel kostnader, ubehag)
# 0.5p for å gjennomføre glucosebelastning + 0.5p for hvorfor. Dersom man velger å ikke ta testen, men begrunner godt for dette, gir dette 0.5p. Oppgaven spør ikke om alle risikofaktorer, og oppramsing av disse gir ingen ekstra poeng.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
2 uker etter fødsel kommer kvinnen på en øyeblikkelig hjelp-time sammen med barnefaren. Hun forteller at fødselen gikk fint, hun fødte en frisk pike på 3250g. Men etter at barnet kom har hun følt seg sliten, tom og etter hvert trist. Gleden hun hadde forventet å kjenne på etter å bli mor har uteblitt. Amming har vært komplisert og til tider smertefullt, men hun fullammer barnet fortsatt.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvordan er det riktigst å håndtere denne situasjonen med tanke på utredning, aktuelle diagnoser og tiltak?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
# Viktig med god ''anamnese'' der det utforskes mer hvordan hun har det, og hvilke symptomer hun har for å avgjøre om hun er «normalt» sliten etter svangerskap og fødsel eller om dette er sykelig. Det bør spørres om hjemmesituasjonen, søvn, blødning under fødsel og etterpå. Dessuten forventninger til barseltid, om hun har støtte av andre personer mm. Tett oppfølging (snarlig ny time) vil nok være viktig her.
# Orienterende ''blodprøver'' (Hb, ferritin, stoffskifte mm for å utelukke evt somatiske årsaker)
# Vurdere andre ''støttetiltak'' (Helsestasjon, andre kommunale tilbud, ammehjelp mm)
# Det må også ''vurderes svangerskapsdepresjon'', gjerne vha Edinburgh postnatal depresjonsskår (''EPDS'').
# (Å henvise til psykiatrisk poliklinikk kan bli aktuelt for kvinnen etterhvert, men litt tidlig å ta stilling til det enda. Vignetten inneholder heller ikke nok informasjon til å vurdere det sikkert.)
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0.5 p for anamnesen, 0.5 p for lab, 0.5p for støttetiltak, 0.5 p for vurdering av svangerskapsdepresjon, og 0.5p for å nevne EPDS. Innholdet i EPDS gir ingen flere poeng. Henv DPS gir ikke poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
En 87 år gammel kvinne ble funnet liggende på golvet av hjemmesykepleien da de kom innom henne om morgenen. Hjemmesykepleien hadde hjulpet henne i seng kvelden før, men pasienten husker ikke hva som hadde skjedd etterpå. Du er LIS1 og tar imot henne i akuttmottaket samme formiddag.
Pasienten virker forvirret og klager over ryggsmerter. Hun gjør dårlig rede for seg og det er ingen pårørende som følger henne. Ifølge tidligere journal bor hun alene etter at ektefellen døde for to år siden, er tidligere røyker og pleier å drikke to glass vin daglig. Til vanlig går hun med stokk inne, men går sjelden ute alene.
Hun har fra før KOLS, gastroøsofageal reflukssykdom, diabetes type 2 og gjennomgikk et TIA-anfall tre år tidligere. Hun bruker amlodipin, acetylsalisylsyre, omeprazol, simvastatin og metformin tabletter og inhalasjonsbehandling med flutikasjon og salmeterol fast, samt salbutamol ved behov.
Funn ved somatisk undersøkelse: lukter av urin. Hjerterate 100, regelmessig, respirasjonsrate 18, oksygensaturasjon 89% på romluft, spredte krepitasjoner basalt over høyre lunge, ømhet over lumbalcolumna, problemer med å lene seg framover i sittende stilling pga. ryggsmertene. Normal kroppstemperatur, normalt blodtrykk og ingen fokalnevrologiske utfall.
Blodprøver:
| !Analyse | !Prøvesvar | !Referanseverdi |
| Hemoglobin | 10,1 g/dL | 11,7 - 15,3 g/dL |
| MCV (mean corpuscular volume) | 108 fL | 81-95 fL |
| Leukocytter | 14,2x10^^9^^/L | 4,1 - 9,8 x 10^^9^^/L |
| hvorav nøytrofile granulocytter | 85% | 39-73% |
| Trombocytter | 88 x 10^^9^^/L | 164-370 x 10^^9^^/L |
| Natrium | 133 mmol/L | 137-145 mmol/L |
| Kalium | 3,1 mmol/L | 3,5-4,4 mmol/L |
| Karbamid | 10,3 mmol/L | 3,1-7,9 mmol/L |
| Kreatinin | 188 umol/L | 45 - 90 µmol/L |
| Estimert GFR | 20 ml/min/1,73m^^2^^ | >90 ml/min/1,73m^^2^^ |
| Kalsium | 2,60 mmol/L | 2,15-2,51 mmol/L |
| Alanin transaminase (ALAT) | 66 U/L | 10-45 U/L |
| Bilirubin | 30 umol/L | 5-25 umol/L |
| Alkalisk fosfatase (ALP) | 654 U/L | 35-105 U/L |
| Albumin | 24 g/L | 34-45 g/L |
| C-reaktivt protein (CRP) | 88 mg/L | <5 mg/L |
| Etanol | 36 mmol/L | <2,2 mmol/L |
Røntgen thorax: sløret fortetning basalt høyre side.
Urin stix: positiv for protein og leukocytter, nitritt negativ.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke diagnoser bør ut fra det du vet så langt vurderes som årsak til ryggsmertene?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
* Kompresjonsfraktur (vanligste årsak ved nyoppståtte sterke ryggsmerter etter fall hos eldre)
* Diskitt (må alltid vurderes ved ryggsmerter og samtidig tegn til infeksjon. Rammer ofte lumbalcolumna. Ryggsmertene trenger ikke ha oppstått som følge av fallet; det er mulig at pasienten falt fordi hun var påvirket av infeksjon og ryggsmerter)
* Prolaps (forekommer også hos eldre, men er sjelden relatert til fall)
* Lungeemboli (kan gi redusert oksygensaturasjon, ryggsmerter som kan være respirasjonsavhengige og fall hos den skrøpelige)
* Pleuritt (kan gi respirasjonsavhengige ryggsmerter)
* Malignitet/metastaser eller myelom (mindre sannsynlige årsaker, men bør vurderes hvis smertene vedvarer og man ikke har funnet annen årsak)
* Pyelonefritt
* Referert smerte fra hjerteinfarkt, sykdom i galleveier
* Pancreatitt
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 poeng for hver av de to første punktene. De andre punktene gir 1/2 poeng hver, men maks to poeng totalt på oppgaven.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Fra tidligere:
<<<
En 87 år gammel kvinne ble funnet liggende på golvet av hjemmesykepleien da de kom innom henne om morgenen. Hjemmesykepleien hadde hjulpet henne i seng kvelden før, men pasienten husker ikke hva som hadde skjedd etterpå. Du er LIS1 og tar imot henne i akuttmottaket samme formiddag.
Pasienten virker forvirret og klager over ryggsmerter. Hun gjør dårlig rede for seg og det er ingen pårørende som følger henne. Ifølge tidligere journal bor hun alene etter at ektefellen døde for to år siden, er tidligere røyker og pleier å drikke to glass vin daglig. Til vanlig går hun med stokk inne, men går sjelden ute alene.
Hun har fra før KOLS, gastroøsofageal reflukssykdom, diabetes type 2 og gjennomgikk et TIA-anfall tre år tidligere. Hun bruker amlodipin, acetylsalisylsyre, omeprazol, simvastatin og metformin tabletter og inhalasjonsbehandling med flutikasjon og salmeterol fast, samt salbutamol ved behov.
Funn ved somatisk undersøkelse: lukter av urin. Hjerterate 100, regelmessig, respirasjonsrate 18, oksygensaturasjon 89% på romluft, spredte krepitasjoner basalt over høyre lunge, ømhet over lumbalcolumna, problemer med å lene seg framover i sittende stilling pga. ryggsmertene. Normal kroppstemperatur, normalt blodtrykk og ingen fokalnevrologiske utfall.
Blodprøver:
| !Analyse | !Prøvesvar | !Referanseverdi |
| Hemoglobin | 10,1 g/dL | 11,7 - 15,3 g/dL |
| MCV (mean corpuscular volume) | 108 fL | 81-95 fL |
| Leukocytter | 14,2x10^^9^^/L | 4,1 - 9,8 x 10^^9^^/L |
| hvorav nøytrofile granulocytter | 85% | 39-73% |
| Trombocytter | 88 x 10^^9^^/L | 164-370 x 10^^9^^/L |
| Natrium | 133 mmol/L | 137-145 mmol/L |
| Kalium | 3,1 mmol/L | 3,5-4,4 mmol/L |
| Karbamid | 10,3 mmol/L | 3,1-7,9 mmol/L |
| Kreatinin | 188 umol/L | 45 - 90 µmol/L |
| Estimert GFR | 20 ml/min/1,73m^^2^^ | >90 ml/min/1,73m^^2^^ |
| Kalsium | 2,60 mmol/L | 2,15-2,51 mmol/L |
| Alanin transaminase (ALAT) | 66 U/L | 10-45 U/L |
| Bilirubin | 30 umol/L | 5-25 umol/L |
| Alkalisk fosfatase (ALP) | 654 U/L | 35-105 U/L |
| Albumin | 24 g/L | 34-45 g/L |
| C-reaktivt protein (CRP) | 88 mg/L | <5 mg/L |
| Etanol | 36 mmol/L | <2,2 mmol/L |
Røntgen thorax: sløret fortetning basalt høyre side.
Urin stix: positiv for protein og leukocytter, nitritt negativ.
<<<
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke ytterligere undersøkelser eller prøver bør gjøres? Begrunn svaret kort.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
* Glukose (må alltid undersøkes hos pasienter med forvirring eller redusert bevissthet)
* Sjekke for resturin med blærescanning, ultralyd eller engangskateterisering (urinretensjon må alltid utelukkes ved nyoppståtte forvirringstilstander)
* Urin dyrkning
* Blodkulturer (ikke bare med tanke på luftveisinfeksjonen; dette kan også være en diskitt)
* B12, folat, thyroideastatus (utredning av makrocytær anemi)
* EKG (pga. fallhistorikk; fallet kan skyldes arytmi)
* Røntgen av columna (hvis ikke kompresjonsfrakturer som passer med klinikken identifiseres, må man gå videre med MR eller CT av columna for å utelukke andre årsaker)
* CT caput bør vurderes (utelukke subduralblødning)
* Ortostatisk blodtrykksmåling (pga. fall)
* Ultralyd av abdomen for å undersøke nyrer og urinveier (pga. nyresvikt) og leveren (pga. avvikende leverprøver)
* 4AT som screeningtest på delirium (hun framstår forvirret)
* Anamnese fra pårørende for å avklare om forvirringstilstanden er nyoppstått og om det er mistanke om kognitiv svikt fra før
* Ernæringsscreening (lav albumin, drikker en del alkohol)
* Blodgass
* CK (mulig rabdomyolyse etter å ha ligget på gulvet)
* Amylase/lipase (alkoholforbruk risiko for pankreatitt)
* (CT thorax/abdomen kunne vært aktuelt som utredning av ryggsmerter, uavklart infeksjon og forhøyede lever/staseparametre, men pasienten har nyresvikt og har også brukt metformin fram til innleggelsen. Det er dermed ugunstig å gi kontrastvæske, i hvert fall til situasjonen er mer avklart.)
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0.5 poeng for hvert av punktene over med relevant indikasjon (unntatt det siste om CT thorax/abdomen, som ikke gir poeng). Totalt kan det oppnås 4 poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Fra tidligere:
<<<
En 87 år gammel kvinne ble funnet liggende på golvet av hjemmesykepleien da de kom innom henne om morgenen. Hjemmesykepleien hadde hjulpet henne i seng kvelden før, men pasienten husker ikke hva som hadde skjedd etterpå. Du er LIS1 og tar imot henne i akuttmottaket samme formiddag.
Pasienten virker forvirret og klager over ryggsmerter. Hun gjør dårlig rede for seg og det er ingen pårørende som følger henne. Ifølge tidligere journal bor hun alene etter at ektefellen døde for to år siden, er tidligere røyker og pleier å drikke to glass vin daglig. Til vanlig går hun med stokk inne, men går sjelden ute alene.
Hun har fra før KOLS, gastroøsofageal reflukssykdom, diabetes type 2 og gjennomgikk et TIA-anfall tre år tidligere. Hun bruker amlodipin, acetylsalisylsyre, omeprazol, simvastatin og metformin tabletter og inhalasjonsbehandling med flutikasjon og salmeterol fast, samt salbutamol ved behov.
Funn ved somatisk undersøkelse: lukter av urin. Hjerterate 100, regelmessig, respirasjonsrate 18, oksygensaturasjon 89% på romluft, spredte krepitasjoner basalt over høyre lunge, ømhet over lumbalcolumna, problemer med å lene seg framover i sittende stilling pga. ryggsmertene. Normal kroppstemperatur, normalt blodtrykk og ingen fokalnevrologiske utfall.
Blodprøver:
| !Analyse | !Prøvesvar | !Referanseverdi |
| Hemoglobin | 10,1 g/dL | 11,7 - 15,3 g/dL |
| MCV (mean corpuscular volume) | 108 fL | 81-95 fL |
| Leukocytter | 14,2x10^^9^^/L | 4,1 - 9,8 x 10^^9^^/L |
| hvorav nøytrofile granulocytter | 85% | 39-73% |
| Trombocytter | 88 x 10^^9^^/L | 164-370 x 10^^9^^/L |
| Natrium | 133 mmol/L | 137-145 mmol/L |
| Kalium | 3,1 mmol/L | 3,5-4,4 mmol/L |
| Karbamid | 10,3 mmol/L | 3,1-7,9 mmol/L |
| Kreatinin | 188 umol/L | 45 - 90 µmol/L |
| Estimert GFR | 20 ml/min/1,73m^^2^^ | >90 ml/min/1,73m^^2^^ |
| Kalsium | 2,60 mmol/L | 2,15-2,51 mmol/L |
| Alanin transaminase (ALAT) | 66 U/L | 10-45 U/L |
| Bilirubin | 30 umol/L | 5-25 umol/L |
| Alkalisk fosfatase (ALP) | 654 U/L | 35-105 U/L |
| Albumin | 24 g/L | 34-45 g/L |
| C-reaktivt protein (CRP) | 88 mg/L | <5 mg/L |
| Etanol | 36 mmol/L | <2,2 mmol/L |
Røntgen thorax: sløret fortetning basalt høyre side.
Urin stix: positiv for protein og leukocytter, nitritt negativ.
<<<
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke behandlingstiltak bør iverksettes?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
* Antibiotika mot luftveisinfeksjon og muligens urinveisinfeksjon, vurderer tillegg av steroider pga. KOLS.
* Rehydrering og korreksjon av hypokalemi
* Stoppe metformin pga. nyresvikt, ved ev. behov for antidiabetika gi insulin inntil videre (til situasjonen er mer avklart)
* Smertestillende behandling
* Miljøtiltak for delirium (skjerming, hjelp til orientering, mobilisering, hjelp til å holde normal døgnrytme, besøk av pårørende hvis mulig, fastvakt ved behov)
* Mobilisering
* CIWA-skår
* (Osteoporoseprofylakse -startes ikke akutt, aktuelt etter hvert)
* (Tiamin og B-vitaminer hvis mistanke om sviktende ernæring forut for innleggelse eller alkoholmisbruk)
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0,5 poeng per punkt over, maksimalt 3 poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Pasienten fikk god behandling med flere ulike tiltak og var i begynnende bedring. Men om kvelden dagen etter innleggelse ble hun mer forvirret og utviklet visuelle hallusinasjoner. Ved undersøkelse hadde hun puls 102, oksygensaturasjon 92% på romluft og normal kroppstemperatur. Hun var skjelven og agitert, så det var bare mulig å gjennomføre en begrenset undersøkelse, men hun virket ikke respiratorisk besværet og abdomen var myk og uøm
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva er den mest sannsynlige årsaken til denne forverringen?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Akutt alkoholabstinens (som gir delirium tremens). (Blodprøvene ved innkomst viser høy MCV, lave trombocytter, lav albumin og påvirkede leverprøver forenlig med langvarig alkoholmisbruk. Det rapporterte daglige alkoholinntaket fra tidligere har vært høyt. Kvinner i alle aldre som drikker over 14 alkoholenheter ukentlig har høy risiko for alkoholrelaterte plager. Eldre har lavere toleranse enn yngre, men det finnes ikke aldersjusterte retningslinjer. Alkoholmisbruk hos eldre erkjennes ofte ikke og kan lett overses som en årsak til delirium.)
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Alkoholabstinens og/eller delirium tremens gir 1 poeng. "Forverret delirium" uten angivelse av alkoholabstinens som årsak gir ikke poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Fra tidligere:
<<<
Pasienten fikk god behandling med flere ulike tiltak og var i begynnende bedring. Men om kvelden dagen etter innleggelse ble hun mer forvirret og utviklet visuelle hallusinasjoner. Ved undersøkelse hadde hun puls 102, oksygensaturasjon 92% på romluft og normal kroppstemperatur. Hun var skjelven og agitert, så det var bare mulig å gjennomføre en begrenset undersøkelse, men hun virket ikke respiratorisk besværet og abdomen var myk og uøm
<<<
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilken behandling bør iverksettes nå?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
* Tiamin i høy dose intravenøst eller intramuskulært for å unngå å utvikle Wernicke-Korsakoffs syndrom pga. tiaminmangel utløst av alkoholisme
* Tilskudd av andre B-vitaminer (det kan oppstå mangel også på niacin)
* Systematisk observasjon av vitale mål og nedtrappingsregime med benzodiazepiner mot akutt alkoholabstinens
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Tiamin gir 1 poeng. Tilskudd med B-vitaminer gir 0,5 poeng. Observasjons- og nedtrappingsregime med benzodiazepiner gir 0,5 poeng. Maksimalt kan det oppnås 1 poeng.
Dersom studenten ikke har svart riktig på spørsmål 4, men angir relevant tiltak for det studenten har angitt som sannsynlig årsak gir dette 0,5 poeng (max 0,5 poeng).
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Bente er sykepleier og 39 år gammel. Hun er alenemor med Martin, 7 år. Martin sin far utviklet et rusmisbruk, og etter flere turbulente år ble det brudd mellom dem for tre år siden. Han er for tiden i aktiv rus, og bidrar ikke med omsorgsoppgaver. Bente har anstrengt økonomi, og det skjer stadig at hun ikke har penger igjen når ny lønn kommer. Hun har en kredittkortgjeld på 20 000 kroner som hun håper å betale ned i løpet av ett år. Martin har astma, og relativt hyppige infeksjoner hvor hun må være hjemme med ham. Bente fikk da hun var 35 år gammel kreft i en eggstokk. Hun er operert, og har ikke fått tilbakefall så langt, hun går til kontroll med CT bilder hvert halvår. Etter kreftsykdommen opplever hun lavere energinivå enn tidligere.
De siste ukene har Bente blitt mer og mer sliten. Hun har fått vansker med å sove, og ligget mye våken på nettene. Hun føler seg trett på dagtid. Etter jobb har hun ligget mye og hvilt, og ikke klart å følge opp sønnen slik hun ønsker med lekser og hans aktiviteter. Hun kjenner seg nedtrykt og opplever lite glede. Hun har hatt perioder med hjertebank og urofølelse i brystet. Martin har også vært syk med feber og hoste, hvor hun har vært borte fra arbeid for å passe ham. Hun går så til deg som fastlege og ber om en «timeout» (hennes ord) fra jobb, altså om sykemelding.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke momenter taler ''for'' og hvilke momenter taler ''mot'', å gi henne sykemelding?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Taler for:
* Totalsituasjonen må vurderes. Fysiske og psykiske symptomer/sykdomstrekk som øker på over tid (sliten, nedtrykt, opplever lite glede)
* Hun beskriver redusert funksjonsevne på fritiden: klarer ikke å følge opp sønnen med lekser o.l, må hvile mye etter jobb. Funksjonsevne i forhold til jobb er lite beskrevet
* Bente viser tegn til sykdomsutvikling (foreløpig er vi i en utredningsfase og mange diagnoser er mulige for eksempel Fatigue - kreft - P02 - slitenhet - søvnvansker - depresjon - hvorav noen, som den siste, foreløpig er tentative) og en kort sykmelding kan være riktig i en fase der hun får hvilt seg, utredes for å utelukke annen underliggende sykdom og selv iverksetter tiltak som kan være til hjelp i hverdagen (mobilisere pårørende og eget nettverk).
* Pasienten forventer å få sykemelding i en eller annen grad, og vil oppleve sykemelding som en empatisk handling.
Taler imot:
* Underliggende sosiale årsaker (alene om omsorgsoppgaver, sykt barn). Ikke egen sykdom, men barnets sykdom.
* Jobbsituasjon er ikke beskrevet og det er ikke mulig å svare på om hun opplever funksjonsbegrensninger på jobb, evt om enkle tiltak på jobb kan avlaste situasjonen.
* Sykmelding i seg selv løser ikke de underliggende problemene. Fare for at det blir behov for en langtidssykmelding.
* Det er behov for langsiktige tiltak som kan snu utviklingen i Bentes totalsituasjon. Sykmelding vil kun være et kortsiktig tiltak og bør antagelig ikke brukes alene.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Her er det ikke et klart fasitsvar, men det bør komme flere argumenter både for og imot. 0.5 poeng per moment, inntil 2 poeng.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Du har kartlagt Bentes hjemmesituasjon, økonomi og sykehistorie slik den er skissert over.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Er det andre momenter du trenger å vite noe om når du vurderer om du kan gi henne sykemelding, i så fall hvilke?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Man bør kartlegge funksjon og funksjonstap på jobb, hvilke oppgaver som er vanskelige å utføre, dessuten mulighet for tilrettelegging, om det har vært dialog med leder
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0.5 poeng for å nevne funksjon i arbeidssituasjon, 0.5 poeng for å nevne oppgaver i jobb og/eller tilrettelegging
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Ikke egen vignett
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvis barnets sykdom her er hovedårsak til Bentes fravær fra jobb, hvilken ytelse kan da være aktuell? Begrunn svaret kort
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
''Omsorgsdager''. Se [[sykmelderveileder|https://www.helsedirektoratet.no/veiledere/sykmelderveileder/alternativer-til-sykmelding-tilrettelegging-egenmelding-pleiepengermfl/pleiepenger-og-omsorgspenger-ved-barnsbarnepasserssykdom-og-pleie-ved-livets-slutt]]. https://www.nav.no/omsorgspenger
Hvis det er snakk om kronisk sykdom kan det være aktuelt med: Utvidet antall omsorgsdager pga kronisk sykt barn. Foreldre som har et kronisk sykt eller funksjonshemmet barn kan ha rett til ekstra antall dager med omsorgspenger, for å ta seg av sitt syke barn. Forledrene må forhåndssøke på dette. Som lege må du i så fall skrive legeopplysninger på skjema NAV 09-06.09. Se sykmelderveilederen
''Pleiepenger'' er ikke aktuelt av flere årsaker, 1) fordi det ikke er dokumentert behov for kontinuerlig tilsyn og pleie og 2) det er ikke dokumentert oppfølging i spesialisthelsetjenesten (legeerklæring ved pleiepenger skrives av lege i spesialsithelsetjenesten).
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 poeng for omsorgsdager eller utvidet antall omsorgsdager med begrunnelse, ½ poeng hvis bare utvidet antall omsorgsdager (uten begrunnelse) Kasuistikken spesifiserer ikke omfanget av barnets sykdom, både omsorgsdager eller utvidet antall omsorgsdager godtas derfor.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Du utreder Bente med fysisk undersøkelse og blodprøver uten å få patologiske svar. Du gjør et psykiatrisk intervju og vurderer henne som moderat deprimert. Under intervjuet kommer Bente i svarene sine stadig tilbake til den vanskelige livssituasjonen, økonomien og til at hun generelt har lite energi. Etter 2-3 måneder blir søvnproblemene mer fremtredende. Bente jobber gradert og klarer 50% arbeid, et uttalt problem er at hun ikke får sove i flere dager etter at hun har hatt nattevakter.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke former for tiltak og behandling kan være aktuelle for Bente?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
* Oppfølgende samtaler med terapeutisk innhold, søvnhygiene.
* Hjelp til å håndtere hverdagsutfordringer.
* Økonomisk/gjeldsrådgivning
* Tilrettelegging på jobb, spesielt opp mot nattevakter.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
½ poeng for hvert punkt inntil maks 1 ½ poeng. Tverrfaglig rehabilitering kan dekke flere av disse punktene, men dersom studenten skriver «tverrfaglig» uten å presisere hva som bør inngå i dette for denne pasienten, teller det som ett punkt (½ poeng)
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Etter ni måneder med sykemelding hvor forsøk på å jobbe mer enn 50% mislykkes flere ganger ønsker Bente å søke AAP. Hun er da i mindre grad deprimert, og sykemeldt under diagnose «P06 Søvnforstyrrelse». Hun ser på nattevakt som et hovedproblem, både fordi det er vanskelig å forene med omsorgen for Martin, og fordi hun ikke får sove etter nattevakt. Hun ønsker derfor å omskoleres til helsesøster.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Vurder situasjonen til Bente opp mot medisinske vilkår for AAP.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
KRAV TIL SYKDOM:
Det er et vilkår for rett til arbeidsavklaringspenger at medlemmet har fått arbeidsevnen nedsatt med minst halvparten. Sykdom, skade eller lyte må være en vesentlig medvirkende årsak til den nedsatte arbeidsevnen.
BEHOV FOR BISTAND TIL Å SKAFFE SEG ELLER BEHOLDE ARBEID:
Det er et vilkår for rett til arbeidsavklaringspenger at medlemmet for å skaffe seg eller beholde arbeid som han eller hun kan utføre
# har behov for aktiv behandling, eller
# har behov for arbeidsrettet tiltak, eller
# etter å ha prøvd tiltakene etter bokstav a eller b fortsatt anses for å ha en viss mulighet for å komme i arbeid, og får annen oppfølging fra Arbeids- og velferdsetaten.
''Det er ikke dokumentert behov for behandling eller arbeidsrettede tiltak for Bente.''
KRAV TIL AKTIVITET:
Det er et vilkår for rett til arbeidsavklaringspenger at medlemmet bidrar aktivt i prosessen med å komme i arbeid. Aktivitetskravene fastsettes i aktivitetsplanen, se arbeids- og velferdsforvaltningsloven § 14 a tredje ledd. Medlemmet skal medvirke ved utarbeidelsen av aktivitetsplanen. Kravene til egenaktivitet skal tilpasses medlemmets funksjonsnivå, og aktivitetsplanen skal endres ved behov.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 poeng for vurdering av hvert av de tre kravene
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Bente får avslag på søknaden om AAP og ønsker å klage på avslaget.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke instanser behandler klager på et AAP avslag?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Saken behandles først med en ny runde i førstelinjen i NAV (NAV lokal/NAV Arbeid og ytelser), ved opprettholdelse behandles saken i Klageinstansen. Saksgang og aktuelle instanser nevnes nedenfor.
# Førstelinjen i NAV vurderer saken.
#* Hvis avslag kan bruker klage på avslaget.
#* NAV lokal/NAV Arbeid og Ytelser vurderer saken for andre gang inkl evt tilleggsopplysninger.
#* Hvis NAV lokal/Nav Arbeid og Ytelser opprettholder avslag sendes saken automatisk til NAV Klageinstans
# Andrelinjen i NAV (NAV Klageinstans) vurderer saken på selvstendig grunnlag.
#* Hvis fortsatt avslag kan bruker anke avslaget.
#* NAV Klageinstans ser på saken for andre gang inkl evt tilleggsopplysninger.
#* Hvis NAV Klageinstans fortsatt opprettholder avslaget går saken til Trygderetten
# Trygderetten vurderer saken. Hvis fortsatt avslag kan bruker gå til sak mot staten.
# Lagmannsrett (evt)
# Høyesterett (evt, sjelden)
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
½ poeng for NAV Klageinstans, ½ poeng for å nevne minst en annen av de fire første instansene (til sammen 1 poeng)
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Hun oppsøker selv en psykiater. Psykiateren skriver en kort erklæring hvor det kun står: «Det tilrås sterkt at pasienten unngår nattevakter».
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Bør erklæringen fra psykiateren endre Bente sin AAP sak? Begrunn svaret kort.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Psykiaters oppdrag er primært å tilføre saken medisinske opplysninger og synliggjøre sammenheng mellom sykdom, nedsatt funksjon som innvirker på mulighet for å jobbe i nåværende eller andre typer arbeid. Konklusjonen om at hun bør unngå nattevakter mangler en (medisinsk) begrunnelse, basert på det vi har fått opplyst.
Tilleggsmoment. Det er ikke at man ikke aksepterer problemet med nattevakter, men det fins jobbmuligheter uten nattevakt som ikke krever utdanning.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1,5 poeng for å identifisere at attesten ikke inneholder medisinsk begrunnelse for konklusjonen og derfor ikke vil påvirke saken. Hvis tilleggsmomentet er nevnt, trekker det opp.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Etter avslaget, og et helt år med sykemelding, klarer Bente å jobbe på sykehjemmet i full stilling i fire måneder da det ved en kontroll på kreftavdelingen påvises ascites og carcinomatose i buken. Bente blir satt på cellegiftkur, som gjør henne i svært dårlig form. Hun må ha hjelp i hjemmet med pass av sønnen, og hun må også ha kommunal hjelp i hjemmet for renhold.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Har Bente nå mulighet for sykepenger? Begrunn svaret kort.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Hun har IKKE krav på sykepenger, fordi det har gått under 6 måneder siden hun var sykemeldt i et år.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 poeng for angitt svar
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Både AAP og uføretrygd kan nå være aktuelle ytelser i tiden fremover. I Bente sitt tilfelle progredierer sykdommen og prognosen vurderes som svært dårlig, og hun får derfor innvilget uføretrygd.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke medisinske krav er det som her er innfridd, og som gjør at hun kan få uføretrygd?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
* Hun har sykdom
* Sykdommen gir det aktuelle funksjonstapet
* Sykdommen er varig, i dette tilfelle fordi det er en kjent prognose som tilsier at det ikke vil oppstå bedring. Dette gjør at observasjonstid ikke er nødvendig.
* Hun er hensiktsmessig forsøkt behandlet, det vil si at hun har fått og får den behandling vi har tilgjengelig ved lidelsen.
* Arbeidsrettede tiltak er enten utført, eller som her, vurdert uten mening på grunn av den dårlige prognosen.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
½ poeng for hvert moment, inntil maks 2 poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Oppgaven baserer seg på utdelt artikkel:
[[Once-Weekly Semaglutide in Adults with Overweight or Obesity NEJM 2021 doi: DOI: 10.1056/NEJMoa2032183|https://doi.org/10.1056/NEJMoa2032183]]
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
# Formuler forskningsspørsmålet i denne studien presist
# Hvordan vil du kort oppsummere resultat for primære endemål samt styrker og svakheter med studien?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
# Vil voksne>18 år med BMI>30 (eller BMI>27 med en vektrelatert tilstand) og som ikke har diabetes som ukentlig får 2,4 mg semaglutide i tillegg til livsstilsintervensjon oppnå vekttap? Poeng: 1
# Kandidaten må nevne at studien viser et betydelig vekttap etter uke 68 fra baseline (gjerne også at det var langvarig og at 86% av deltagerne hadde ett vekttap over 5%). (1p) Relevante styrker med studien er randomisering for å unngå konfundering, placebokontroll, blinding, relativt stor studie som inkluderte deltagere fra mange land i ulike deler av verden, tilstrekkelig statistisk styrke samt ITT og per protokoll analyser (1p). Eksempler på svakheter kort oppfølgingstid, lav styrke til å detektere mer sjeldne og mer alvorlige bivirkninger 1p). Her vil også andre forhold feks. at det er en industri-studie kunne betegnes som svakhet, men noen av de ovennevnte bør nevnes for å få full score.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
# Vil voksne med BMI>30 og som ikke har diabetes som ukentlig får 2,4 mg semaglutide i tillegg til livsstilsintervensjon oppnå vekttap? Poeng: 1 (0,5 p hvis lite presist formulert)
# Kandidaten må nevne at studien viser et betydelig vekttap etter uke 68 fra baseline. (1p) Relevante styrker med studien er randomisering for å unngå konfundering, placebokontroll, blinding, relativt stor studie med tilstrekkelig statistisk styrke og ITT og per protokoll analyser (1p). Eksempler på svakheter kort oppfølgingstid, lav styrke til å detektere mer sjeldne og mer alvorlige bivirkninger (1p). Her vil også andre forhold kunne betegnes som styrker og svakheter, men noen av de ovennevnte bør nevnes for å få full score.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Gjennomsnittlig kroppsmasseindeks (KMI) har økt betydelig fra 1980- tallet i Norge. Denne økningen var ikke bare et resultat av at andelen med fedme økte, men av at hele KMI-fordelingen ble forskjøvet mot høyere vekt – altså at KMI økte både blant personer med høy og lav KMI. I denne randomiserte studien fant man en betydelig vektnedgang ved Semaglutide.
Hvilke //samfunnsmessige// og //individuelle/kliniske avveininger// bør man gjøre før man tar i bruk dette medikamentet i behandling av overvekt og fedme?
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
# Formuler forskningsspørsmålet i denne studien presist
# Hvordan vil du kort oppsummere resultat for primære endemål samt styrker og svakheter med studien?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
* Behandling av høy vekt versus forebygging, forebyggingsparadokset kan trekkes inn her
* Andre alternative behandlingsformer (kirurgi, livsstilsråd, andre medikamenter etc..)
* Effekt
* Bivirkninger
* Kostnader for individ og samfunn av å sette store deler av befolkningen på livsvarig behandling/ medikalisering
* ++
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Her er det ikke et klart fasitsvar, og ulike momenter kan være relevant å trekke inn. For full skår må studenten nevne fem relevante momenter, derav noen av de momentene som er nevnt i fasiten.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Fra tidligere:
<<<
Oppgaven baserer seg på utdelt artikkel:
[[Once-Weekly Semaglutide in Adults with Overweight or Obesity NEJM 2021 doi: DOI: 10.1056/NEJMoa2032183|https://doi.org/10.1056/NEJMoa2032183]]
<<<
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
# Hva var den estimerte intention to treat (ITT)-effekten på vektnedgang, og hva måler en med ITT-analyser?
# Hva var den estimerte per protokoll-effekten på vektnedgang, og hva måler en med per-protokoll-analyser?
# Vurder konfidensintervallene til disse estimatene. Begrunn svaret kort.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
# Studien viste en estimert ITT behandlingseffekt av Semaglutide på - 12,4 prosentpoeng (95% CI, −13.4 to −11.5), sammenlignet med placebo. Intention to treat-analyse (ITT) er at man analyserer alle deltagerne i studien på grunnlag av hvilke(n) gruppe en ble randomisert til. Dette gjøres for å unngå bias. ITT estimerer effekten av allokering til behandling og ikke effekten av behandling eller screening i seg selv. 1p
# For per protokoll-analysen var samme estimat −14.4 prosentpoeng; 95% CI, −15.3 to −13.5). Per-protokoll-analyse er et forsøk på å estimere effekten av selve behandlingen/screeningen. Ofte gjøres dette ved en sammenligning av behandlingsgruppene som inkluderer bare de pasientene som gjennomførte studien slik de var randomisert (fulgte protokoll).1p
# Konfidensintervallene viser at estimatene er presise. For ITT var konfidensintervallet fra -13, 4 til -11,5, noe som indikerer at data er forenlig med betydelig vektnedgang for hele intervallet. Dette gjelder også for per protokoll-analysen.1p
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
# Studien viste en estimert ITT behandlingseffekt av Semaglutide på - 12,4 prosentpoeng (95% CI, −13.4 to −11.5), sammenlignet med placebo. Intention to treat-analyse (ITT) er at man analyserer alle deltagerne i studien på grunnlag av hvilke(n) gruppe en ble randomisert til. Dette gjøres for å unngå bias. ITT estimerer effekten av allokering til behandling og ikke effekten av behandling eller screening i seg selv. 1p (0,5 poeng gis ved delvis korrekte svar)
# For per protokoll-analysen var samme estimat −14.4 prosentpoeng; 95% CI, −15.3 to −13.5). Per-protokoll-analyse er et forsøk på å estimere effekten av selve behandlingen/screeningen. Ofte gjøres dette ved en sammenligning av behandlingsgruppene som inkluderer bare de pasientene som gjennomførte studien slik de var randomisert (fulgte protokoll).1p(0,5 poeng gis ved delvis korrekte svar)
# Konfidensintervallene viser at estimatene er presise. For ITT var konfidensintervallet fra -13, 4 til -11,5, noe som indikerer at data er forenlig med betydelig vektnedgang for hele intervallet. Dette gjelder også for per protokoll-analysen.1p. Full skåre hvis de resonerer på presisjon. Null poeng hvis de kun viser til at intervallet ikke inneholder 0 og er statistisk signifikant.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Studien viste også effekten av Semaglutide på en rekke sekundære utfallsmål og mulige bivirkninger
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
# Hva viste resultatene på sekundære utfallsmål/mulige bivirkninger?
# Er resultatene som presenteres i denne studien tilstrekkelig for å vurdere alle mulige bivirkninger av medikamentet?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
# Bør nevne at medikamentet har en rekke både gunstige og uheldige bivirkninger, men at de fleste av disse ikke synes å være svært alvorlige
# Her er det relevant å peke på at det kan finnes andre mer alvorlige og mer sjeldne bivirkninger som ikke fanges opp
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
# Bør nevne at medikamentet har en rekke både gunstige og uheldige bivirkninger, men at de fleste av disse ikke synes å være svært alvorlige. 1.p
# Her er det relevant å peke på at det kan finnes andre mer alvorlige og mer sjeldne bivirkninger som ikke fanges opp. 1p.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Yasmin Ali er 54 år og jobber som hjelpepleier på et sykehjem. Hun starter en øyeblikkelig hjelp konsultasjon i allmennpraksis med å si: «Jeg vil ha MR av venstre skulder». Hun forteller videre at hun i flere måneder har hatt økende vondt i venstre skulder. Det har så de siste ukene blitt vanskelig å bevege skulderen, hun har bl.a. problemer med å nå opp på hodet når hun skal vaske håret. Hun klarer heller ikke å gjøre pleieoppgaver på jobb i samme tempo som før, ofte må hun bruke kun den høyre armen på grunn av smerter. Hun har også smerter i hvile. Om natten sover hun dårlig på grunn av smerter. Hun klarer ikke å ligge på den vonde skulderen.
Ved undersøkelse finner du at hun har betydelige problemer med å ta av og på klær. Du finner normale forhold på høyre skulder. På venstre skulder finner du nedsatt bevegelighet i et kapsulært mønster.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke funn er typisk for en skulder med nedsatt bevegelighet i et kapsulært mønster?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Nedsatt passiv beveglighet, mest for utadarotasjon, nest mest for abduksjon, minst for innadrotasjon.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Det er nødvendig å nevne minst to av disse i rett rekkefølge for å få 1 poeng. For full score må det også nevnes at det er passiv bevegelighet som er nedsatt.
Det er ikke nødvendig å nevne noe om aktiv bevegelighet eller isometrisk testing, men det gir ikke trekk å nevne noe om det.
Om kun at passiv beveglighet er nedsatt nevnes: ½ poeng.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Vi skiller gjerne mellom «kontraktile» og «ikke kontraktile» elementer når vi undersøker et ledd
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
# Hva er forskjellen på kontraktile og ikke-kontraktile elementer
# Er det kontraktile eller ikke-kontraktile elementer som er rammet i Yasmin sitt tilfelle?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
De «kontraktile elementer» utgjøres av: Muskel, sene, senefeste, disse kjennetegnes av at de er involvert i aktiv bevegelighet. De «ikke kontraktile» utgjøres av ligamenter, leddkapsel, bursa, corpus labrum og begrenser leddets bevegelighet passivt. Hos Yasmin er de ikkekontraktile rammet fordi det også er passiv bevegelighet som er nedsatt.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 poeng for å ha med korrekt hvilke strukturerer (2 riktige strukturer fra hver gruppe) og/eller deres funksjon, og 1 poeng for å angi rett hos Yasmin.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Du er ut fra sykehistorie og funn i stand til å stille en diagnose hos Yasmin.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva er korrekt diagnose?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Frossen skulder/skulderkapsulitt.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Det gis kun poeng for denne tilstanden
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Informasjon til pasienten er en viktig del av omsorg og behandling.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva bør Yasmin informeres om når du nå skal fortelle om tilstanden hun har?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
# Informasjon om (her ukjent) årsak.
# Forventet forløp, spesielt at nedsatt bevegelighet vil vedvare over flere måneder, kanskje opp mot to år.
# At prognosen er god, og nesten alle blir bra.
# At man kan bevege fritt innenfor smertefritt område.
# At det ikke har noen hensikt å bevege i smertefullt område.
# Hva som er aktuell behandling, og hva vi kan forvente av effekt av behandlingen.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Av disse 6 delområdene må minst fire nevnes for full score. 0,5 poeng per punkt.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Ikke egen vignett
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva vil være mest aktuelt som behandling hos henne? Svar kort i stikkordsform
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Intraartikulær injeksjon med kortison. Analgetika/nsaid.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 poeng for å nevne kun intraartikulær injeksjon av steroider, ½ poeng for å nevne kun smertestillende medikamenter, eller nevne eksempler på slike, som paracet, nsaid og eller svake opioder. ½ poeng for å nevne kun intraartikulær injeksjon uten å si at det er av sterioder.
Effekten av fysioterapi er omdiskutert, det gis ikke poeng for fysioterapi.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Ikke egen vignett
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Yasmin starter samtalen på kontoret med å be om å få utført MR av den vonde skulderen. Nevn noen medisinske argumenter mot å ta MR i hennes tilfelle
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
# MR er ikke påkrevd ved denne tilstanden, diagnosen er klinisk og sikker nok.
# Det er ingen kjente «røde flagg» hos denne pasienten.
# Risiko for bifunn.
# Kostnad
# Tidsspille.
# Øker forventning om billeddiagnostikk i befolkningen.
# Uhensiktsmessig ressursbruk
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
2 poeng for å nevne minst 3 av disse momenter
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Yasmin kan her oppleves som en «bestillerpasient». Du syns ikke MR er indisert.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvordan vil du gå frem i samtalen for å oppnå en aksept og en enighet om ikke å ta MR? Svar kort.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
# Vente/utsette det å gi et svar.
# Vise empati for plagene
# Karlegge pasientens egne forestillinger, bekymringer og forventninger
# Bygge tillitt gjennom samtalen og grundig klinisk undersøkelse.
# Gi uttrykk for aksept og legitimitet overfor hennes ønske om MR.
# Forklare hvorfor det ikke vil få noen konsekvenser å ta et MR bilde.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
2 poeng om minst 3 av disse nevnt. 1 poeng for å nevne 2. ½ poeng for å nevne 1.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Yasmin klarer ikke å utføre sitt arbeid på en normal måte, og ber om sykmelding.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke alternativer til full sykmelding finnes her?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
# Vurdere tilretteleggingsmuligheter (ved å snakke med pasienten om hvilke oppgaver hun utfører i jobben, og hvilke av disse som er vanskelige, og om det fins alternative oppgaver).
# Avventende sykmelding.
# Gradert sykmelding.
# Dialog direkte med arbeidsgiver mens pasienten er på kontoret eller som dialogmøte
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 poeng om to av disse er nevnt
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
En 71 år gammel kvinne, pensjonert realfagsprofessor, kommer til fastlege i følge med sin datter. Hun er bekymret for egen hukommelse og sier hun lurer på om hun holder på å bli dement fordi hun glemmer så mye. Fastlegen kjenner pasienten som en litt engstelig type som lett bekymrer seg for sykdom. Datteren bekrefter at mor de siste årene har fått litt tendens til å gjenta seg selv og å spørre opp igjen. Hun holder imidlertid god orden hjemme, har kontroll over økonomien og er aktiv med bl.a. senioruniversitet. Fastlege gjør kognitiv testing og finner følgende: MMSE 27/30 (mister 2 poeng på utsatt gjenkalling og 1 poeng på 3-leddet kommando). Klokketest 4/5 (byttet om på visere).
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke andre undersøkelser bør fastlegen gjøre ved utredning av kognitiv svikt?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
klinisk us, nevrologisk us, blodprøver, bildediagnostikk (CT/MR) av hjernen, medikamentgjennomgang.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Hvert riktige svar gir 0,5 poeng, maks 2 poeng totalt
(spinalpunksjon gjøres ikke hos fastlege og gir derfor ikke poeng her)
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Fra tidligere:
<<<
En 71 år gammel kvinne, pensjonert realfagsprofessor, kommer til fastlege i følge med sin datter. Hun er bekymret for egen hukommelse og sier hun lurer på om hun holder på å bli dement fordi hun glemmer så mye. Fastlegen kjenner pasienten som en litt engstelig type som lett bekymrer seg for sykdom. Datteren bekrefter at mor de siste årene har fått litt tendens til å gjenta seg selv og å spørre opp igjen. Hun holder imidlertid god orden hjemme, har kontroll over økonomien og er aktiv med bl.a. senioruniversitet. Fastlege gjør kognitiv testing og finner følgende: MMSE 27/30 (mister 2 poeng på utsatt gjenkalling og 1 poeng på 3-leddet kommando). Klokketest 4/5 (byttet om på visere).
<<<
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva er mest sannsynlig diagnose hos denne pasienten?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Mild kognitiv svikt (MCI).
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Riktig svar gir 1 poeng. («kognitiv svikt» er for upresist og gir 0 poeng)
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
To år senere faller pasienten og pådrar seg en radiusfraktur. Legen på skadepoliklinikken ser i journal at pasienten har vært innom for sjekk etter fall flere ganger det siste året. Pasienten blir anbefalt å kontakte fastlege for fallutredning
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke forhold bør kartlegges hos fastlege under fallutredning?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Anamnese, EKG, BT, ortostatisk BT, nevrologisk us (inkludert balanse), medikamentgjennomgang, test for fysisk funksjon (ganghastighet, SPPB etc), syn.
I tillegg til fastlegens kartlegging er det nyttig å involvere kommunens ergoterapeut (ev fysioterapeut) for vurdering av fallforebygging i hjemmet.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Hvert riktige svar gir 0,5 poeng, maks 2 poeng totalt.
(hvis flere fysiske tester nevnes gis bare poeng for en av testene)
Fallforebygging ved ergoterapeut kreves ikke for poeng, men trekker opp om det er nevnt.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Et år senere faller pasienten og pådrar seg et lårhalsbrudd. Hun kommer seg ganske bra etter dette, og går en periode på treningssenter. Treningssenteret blir etter hvert stengt som følge av koronarestriksjoner. Over de neste par årene legger datter merke til at mor blir stadig mer passiv. Blir ofte sittede foran TVen, og viser stadig mindre interesse for å følge med på politikk og nyheter, noe hun har vært veldig opptatt av tidligere. Hun er blitt mer småspist, tynnere (BMI 18), og hun ringer stadig oftere datteren i fortvilelse over at hun ikke kommer seg inn i nettbanken eller fordi hun får overraskende purringer. Pasienten kommer nok en gang til fastlege i følge med sin datter
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva er mest sannsynlig diagnose?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Demens ved Alzheimers sykdom
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Demens ved Alzheimers sykdom gir 1 poeng, bare demens eller bare Alzheimer gir 0,5 poeng.
(kognitiv svikt er for upresist og gir ikke poeng)
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Fra tidligere:
<<<
Et år senere faller pasienten og pådrar seg et lårhalsbrudd. Hun kommer seg ganske bra etter dette, og går en periode på treningssenter. Treningssenteret blir etter hvert stengt som følge av koronarestriksjoner. Over de neste par årene legger datter merke til at mor blir stadig mer passiv. Blir ofte sittede foran TVen, og viser stadig mindre interesse for å følge med på politikk og nyheter, noe hun har vært veldig opptatt av tidligere. Hun er blitt mer småspist, tynnere (BMI 18), og hun ringer stadig oftere datteren i fortvilelse over at hun ikke kommer seg inn i nettbanken eller fordi hun får overraskende purringer. Pasienten kommer nok en gang til fastlege i følge med sin datter
<<<
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke ikke-medikamentelle tiltak bør settes inn?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Dagsenter, trening, middagsombringing, hjelpemidler i hjemmet, demenskontakt/demensteam/hukommelsesteam i kommunen, innkobling hj. Spl for oppfølging ernæring.
(bare «hjemmesykepleie» er for upresist og gir ikke poeng)
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Hvert riktige gir 0,5 poeng, maks 1,5 poeng totalt
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Fastlegen vurderer om pasienten bør behandles med kolinesterasehemmer.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke forhold taler //mot// en slik behandling hos denne pasienten?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Hos denne pasienten taler underernæring/ernæringsvansker/lav BMI mot behandling. Gastrointestinale bivirkninger er vanlige og vil kunne forverre ernæringstilstanden.
Mer generelle betraktninger:
* Det er viktig å ha observasjonsgrunnlag for å kunne evaluere effekten av kolinesterasehemmeren. Her vil det være behov for gode komparentopplysninger, slik at medikamentet kan seponeres dersom effekten ikke overgår bivirkningene.
* Totalvurderingen av pasienten er også viktig. Hvis pasienten er svært skrøpelig og har en rekke andre utfordringer, kanskje med polyfarmasi, vil det være lite hensiktsmessig å starte med en kolinesterasehemmer. Hvis Alzheimer er hovedproblemet, er potensialet for nytte større.
* Hvis fastlege er usikker på diagnose vil det også tale mot å starte kolinesterasehemmer (bør komme til diagnostisk avklaring før behandlingsforsøk).
* Andre ting som vil tale mot slik behandling (generelt) er kjent kardial ledningsforstyrrelse, uavklart synkopetendens, kramper el andre vanlige bivirkninger iht til felleskatalogen.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0,5 poeng for å angi underernæring/ernæringsvansker/lav BMI
Svar med utgangspunkt i en totalvurdering av pasienten eller som vektlegger muligheten for å evaluere effekt av behandlingen godtas også.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Det har gått fem år. Pasienten har blitt ytterligere kognitivt svekket og bor nå i omsorgsbolig tilknyttet en døgnbemannet base. En kald novembernatt kl 03.30 ser personalet at hun er på vei ut gjennom ytterdøra, bare iført nattklær. Nattevakten prøver å overtale pasienten til å la være å gå ut, men lykkes ikke i dette, pasienten mener bestemt at hun har en legetime. Det er ikke fattet noen tvangsvedtak angående tilbakeholdelse eller overvåkning av denne pasienten.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
# Hva bør nattevakten gjøre
# Hvilket lovverk bør han anvende i denne situasjonen?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Pasienten bør holdes tilbake med tvang (ikke i stand til å ivareta seg selv, fare for å fryse i hjel mm.)
Lovverk: Nødrett (Straffeloven §17) eller Øyeblikkelig hjelp-plikten (Helsepersonelloven § 7.Øyeblikkelig hjelp) (ett av alternativene gir ett poeng)
4A-vedtak etter PBR-loven gir ikke poeng fordi du kan ikke fatte vedtak om tilbakeholdelse med tvang i pasientens eget hjem (bare i institusjon) og et eventuelt vedtak om døralarm, GPS eller lignende får du ikke satt i verk i akuttsituasjonen.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Maks 2 poeng totalt, dvs:
Holdes tilbake med tvang – 1 poeng
Referering til riktig lovverk – 1 poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
//I denne oppgaven vil vi at du skal svare kort – det vil si maksimum fem-seks linjer på hvert av spørsmålene. Men mange av spørsmålene kan besvares enda kortere og i stikkordsform.//
Peder er 38 år og bor i en bygd i innlandet fylke. Han har aldri vært alvorlig syk, og har ingen kroniske sykdommer. Han bruker ingen medisiner. Han har utdanning som maskinist, og jobber i en bedrift som foredler tømmer. Her betjener han store maskiner. Arbeidet er fysisk krevende og må ofte utføres stående. Daglig gjør han reparasjoner og vedlikehold hvor han løfter tungt. Sist helg var han på fjelltur og falt ned en skrent. Han fikk da en vridning og sterke smerter i høyre kne. Med stor møye kom han seg ned til folk. Han oppsøkte ikke lege, men holdt seg hjemme i en uke på grunn av smerter. Han varslet sin arbeidsgiver om årsak til fravær første fraværsdag. Smertene avtar ikke og han kontakter deg som fastlege seks dager etter skaden. Han møter med krykker, men klarer å gå inn på kontoret ditt uten disse, men da med haltende, smertepreget og langsom gange. Du finner hydrops i høyre kne, men ellers ikke sikre funn. Undersøkelsen er vanskelig fordi det gjør vondt å bevege i kneet. Det blir tatt vanlig røntgen samme dag og det er negativt. Du bestiller MR av kneet, og skriver ut smertestillende. Peder spør om du som fastlege kan skrive en sykmelding og tilbakedatere til ulykkesdagen.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva er de formelle medisinske kravene som må være innfridd for å ha rett til sykepenger?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
# Det må foreligge sykdom eller skade.
# Sykdommen/skaden må føre til et funksjonsfall.
# Funksjonsfallet må gi nedsettelse av arbeidsevnen i det aktuelle arbeidet.
# Tilrettelegging må være vurdert
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Punkt 1,2 og 3 må nevnes for å få full skår. 0,5 poeng hvis kun punkt 2 nevnes. Punkt fire er en ikke-medisinsk vurdering som henger tett sammen med den medisinske vurderingen og det trekker opp hvis dette punktet er med
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Fra tidligere:
<<<
Peder er 38 år og bor i en bygd i innlandet fylke. Han har aldri vært alvorlig syk, og har ingen kroniske sykdommer. Han bruker ingen medisiner. Han har utdanning som maskinist, og jobber i en bedrift som foredler tømmer. Her betjener han store maskiner. Arbeidet er fysisk krevende og må ofte utføres stående. Daglig gjør han reparasjoner og vedlikehold hvor han løfter tungt. Sist helg var han på fjelltur og falt ned en skrent. Han fikk da en vridning og sterke smerter i høyre kne. Med stor møye kom han seg ned til folk. Han oppsøkte ikke lege, men holdt seg hjemme i en uke på grunn av smerter. Han varslet sin arbeidsgiver om årsak til fravær første fraværsdag. Smertene avtar ikke og han kontakter deg som fastlege seks dager etter skaden. Han møter med krykker, men klarer å gå inn på kontoret ditt uten disse, men da med haltende, smertepreget og langsom gange. Du finner hydrops i høyre kne, men ellers ikke sikre funn. Undersøkelsen er vanskelig fordi det gjør vondt å bevege i kneet. Det blir tatt vanlig røntgen samme dag og det er negativt. Du bestiller MR av kneet, og skriver ut smertestillende. Peder spør om du som fastlege kan skrive en sykmelding og tilbakedatere til ulykkesdagen.
<<<
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Har Peder rett til sykmelding? Begrunn svaret kort.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
# Ja
# Begrunnelse: fordi han fyller sykdomsvilkåret (Egen sykdom + det synes medisinsk rimelig å anta at det er årsakssammenheng mellom sykdomsbildet, funksjonsnedsettelsen og nedsatt arbeidsevne). Tilrettelegging bør nok diskuteres med pasienten.
NB! Ikke-medisinske vilkår for å ha rett til sykepenger kreves ikke for å få riktig svar
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
½ poeng for å ha svart JA og ½ poeng for adekvat begrunnelse knyttet opp mot punkt 2.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Fra tidligere:
<<<
Peder er 38 år og bor i en bygd i innlandet fylke. Han har aldri vært alvorlig syk, og har ingen kroniske sykdommer. Han bruker ingen medisiner. Han har utdanning som maskinist, og jobber i en bedrift som foredler tømmer. Her betjener han store maskiner. Arbeidet er fysisk krevende og må ofte utføres stående. Daglig gjør han reparasjoner og vedlikehold hvor han løfter tungt. Sist helg var han på fjelltur og falt ned en skrent. Han fikk da en vridning og sterke smerter i høyre kne. Med stor møye kom han seg ned til folk. Han oppsøkte ikke lege, men holdt seg hjemme i en uke på grunn av smerter. Han varslet sin arbeidsgiver om årsak til fravær første fraværsdag. Smertene avtar ikke og han kontakter deg som fastlege seks dager etter skaden. Han møter med krykker, men klarer å gå inn på kontoret ditt uten disse, men da med haltende, smertepreget og langsom gange. Du finner hydrops i høyre kne, men ellers ikke sikre funn. Undersøkelsen er vanskelig fordi det gjør vondt å bevege i kneet. Det blir tatt vanlig røntgen samme dag og det er negativt. Du bestiller MR av kneet, og skriver ut smertestillende. Peder spør om du som fastlege kan skrive en sykmelding og tilbakedatere til ulykkesdagen.
<<<
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Vurder forespørselen om tilbakedatering. Begrunn svaret kort
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Det foreligger ikke grunnlag for å tilbakedatere. Hovedregelen er at en sykmelding ikke kan godtas for tidsrommet før pasienten ble undersøkt av sykmelder. Det finnes en unntaksbestemmelse der to vilkår må være oppfylt:
# pasienten har vært forhindret fra å få kontakt med sykmelder, eksempelvis et par dagers ventetid ved legekontoret, legestreik, psykiatriske pasienter som på grunn av manglende sykdomsinnsikt har unnlatt å søke lege
# det må kunne godtgjøres at pasienten har vært arbeidsufør på grunn av sykdom/skade fra en tidligere dato.
Begge vilkår er ikke oppfylt i dette tilfellet. Du har ingen opplysninger, verken medisinske eller ikke-medisinske, som tilsier at han var forhindret fra å kontakte lege. Du vet blant annet at han klarte å kontakte arbeidsgiver.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
½ poeng for hvert av de to punktene som er nevnt. Svaret må være nei til tilbakedatering for å få full skår.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
MR viser at han har røket fremre korsbånd. Han er skeptisk til operasjon og i samråd med ortoped bestemmes det at han ikke skal opereres, men starte aktiv opptrening i regi av fysioterapeut.
Over de neste 6 mnd. opplever han gradvis en viss bedring. Han er fortsatt sykmeldt og sier at han ikke makter jobben som maskinoperatør. NAV ber deg om å skrive en funksjonsvurdering samt si noe om hvordan nedsatt funksjonsevne vil kunne påvirke arbeidsevnen i arbeidspraksis. Dette skal brukes i forbindelse med planlegging og tilrettelegging av arbeidspraksis med nye arbeidsoppgaver i en annen bedrift enn den han er ansatt i.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke hovedmomenter bør være med i en funksjonsvurdering til bruk i NAV?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Svar: 9 av 11 punkt bør være med for å få full skår.
# Legens vurdering av nåsituasjonen (tidsaktuell, ikke utdaterte opplysninger)
# Legens observasjonsgrunnlag (for eksempel månedlige konsultasjoner hos fastlegen over en to års periode)
# Beskrivelse av legens egne observasjoner av funksjonsnivå
# Gjerne supplert med pasientens egen beskrivelse og eventuelt observasjoner fra andre instanser (rehabiliteringsinstitusjon, arbeidsmarkedsbedrift). Kilde angis.
# Bredde i funksjonsområder som beskrives, bør inkludere både psykisk og fysisk fungering. Gjerne opplysninger om sosial fungering.
# Ta med både begrensninger og ressurser
# Ta med informasjon om svingninger i funksjonsnivå
# Ta med informasjon om tempo ved utførelse av daglige aktiviteter/arbeidsoppgaver
# Ta med informasjon om restitusjonsevne etter anstrengelse (som forventet eller forlenget restitusjonstid)
# Ta med informasjon om triggere for funksjonsnedsettelse
# Si noe om konsekvenser for arbeidsevne (i den grad du har grunnlag for det)
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0.5 poeng per punkt inntil 4 poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Fra tidligere:
<<<
MR viser at han har røket fremre korsbånd. Han er skeptisk til operasjon og i samråd med ortoped bestemmes det at han ikke skal opereres, men starte aktiv opptrening i regi av fysioterapeut.
Over de neste 6 mnd. opplever han gradvis en viss bedring. Han er fortsatt sykmeldt og sier at han ikke makter jobben som maskinoperatør. NAV ber deg om å skrive en funksjonsvurdering samt si noe om hvordan nedsatt funksjonsevne vil kunne påvirke arbeidsevnen i arbeidspraksis. Dette skal brukes i forbindelse med planlegging og tilrettelegging av arbeidspraksis med nye arbeidsoppgaver i en annen bedrift enn den han er ansatt i.
<<<
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Er det noen tilleggsopplysninger du må ha for å kunne adekvat besvare NAVs forespørsel.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
For å kunne svare utfyllende på hvordan sykdommen og funksjonsnivået påvirker arbeidsevnen må du vite noe om bedriften og de arbeidsoppgavene han faktisk skal prøves ut i. Arbeidsevne er relasjonelt, og en vurdering av hvordan sykdom og funksjonsnedsettelse kan innvirke på arbeidsevnen blir svært begrenset hvis man ikke vet noe om hva slags arbeidspraksis det er snakk om.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 poeng for bedrift/arbeidsoppgaver
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Det har nå gått 11 måneder siden Peder ble sykemeldt. Fremgangen har stoppet helt opp, og han er heller blitt noe verre. Han har jobbet litt med kontorarbeid i en bedrift hvor han hospiterte, men det er lite behov i egen bedriften for at han gjør slike oppgaver, og han trives dårlig med det, «Jeg har aldri vært skoleflink, og jeg har lese og skrivevansker», sier Peder selv. Han har bestemt seg for at han ønsker å bli operert med rekonstruksjon av korsbånd. Det er forventet at han må vente tre måneder på slik operasjon, og så forventes et forløp med opptrening over flere nye måneder. Målet hans er å bli frisk nok til å komme tilbake i den jobben og de oppgavene han tidligere har hatt.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke medisinske forhold bør du som lege redegjøre for i dette tilfellet hvis NAV skal kunne vurdere om kriterier for å få AAP i denne situasjonen er oppfylt?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Medisinske forhold er uthevet sammen med aktuelle kriterier som NAV skal vurdere:
# Nedsatt arbeidsevne pga. sykdom skade og lyte. §11-5
#* Minst 50% nedsatt arbeidsevne ved inngang AAP
#* Sykdom, skade eller lyte skal være en vesentlig medvirkende årsak til den nedsatte arbeidsevnen.
# Helse er kun en av flere faktorer som vektlegges ved vurdering av den nedsatte arbeidsevne. Andre faktorer er alder, evner, utdanning, yrkesbakgrunn og arbeidsmuligheter på stedet.
# Aktivitetskrav. §11-6. Det skal lages en aktivitetsplan som beskriver
## aktiv behandling
## arbeidsrettede tiltak
## og/eller annen oppfølging av NAV med sikte på å komme i jobb.
I forhold til punkt 2 er det legen som bør opplyse hvis det foreligger «et rødt lys»i form av medisinske årsaker til at arbeidsrettede tiltak absolutt ikke kan prøves ut eller klare medisinske begrensinger til hva som kan prøves ut. Legen kan også gi medisinske råd i forhold til tilretteleggingsmuligheter hvis han/hun har kompetanse på dette området.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 poeng for A, 1 poeng for C. Begge må være med for å få riktig svar. (Redusert arbeidsevne på grunn av sykdom + aktivitetsplan (utredning, behandling og eller arbeidsrettede tiltak) med sikte på å øke arbeidsevnen.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Du blir bedt om å skrive en ny legeerklæring i forbindelse med vurdering av rett til AAP.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke momenter bør være med i legeerklæring ved arbeidsuførhet? Lag en kort disposisjon.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Momenter til legeerklæring ved arbeidsuførhet.
# Generelt (identifisere pasienten og legen, beskrive formålet med erklæringen og kjennskap til pasienten
# Diagnose (r)
# Sykehistorie – (symptomer, forløp, pasientens egen historie)
# Status presens (oppgi dato, objektive funn)
# Gjennomført og eventuell videre plan for medisinsk utredning og behandling
# Forslag til ikke-medisinske tiltak (arbeidsrettede tiltak)
# Medisinsk begrunnet vurdering av FUNKSJONSEVNE og innvirkning av medisinske forhold på arbeidsevnen (legens vurdering)
# Prognose (varighet)
# Årsakssammenheng mellom sykdommen og arbeidsuførheten
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
B,C,D,E,G, H og I er hovedelement (dvs. alle unntatt A og F). Fire av disse må være med. Punktene i ”legeerklæring ved arbeidsuførhet” kan enten beskrives summarisk eller med faktaopplysninger knyttet direkte opp mot dette tilfellet
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
I samtalen med deg nevner Peder den muligheten at han aldri blir bra nok i kneet til å tåle så fysisk krevende arbeid som han har hatt. Han er bekymret for hva han da skal gjøre, og har tenkt på om det tross operasjon kan bli nødvendig å ta en eller annen form for utdanning
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Peder spør om han i så fall har rett til omskolering på Navs regning. Hva er det rimelig at du som lege vet om dette og hva er det mest riktig at du svarer?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
* NAV skal vurdere dette spørsmålet (avgrense din rolle som lege)
* NAV har særlig de siste årene utvidet tilbudet innen kompetansehevende tiltak og pasienten bør drøfte dette spørsmålet med NAV.
* Legen bør vite at det er ingen automatikk i at man får støtte til utdanning selv om man ikke kan gå tilbake til eget yrke. (Eksisterende kompetanse vurderes opp mot alle andre aktuelle yrker. Strengere regler hvis under 26 år fordi det å være i en studiesituasjon anses å være en normalsituasjon for denne aldersgruppen. Unntak: Ordinær utdanning for tiltaksdeltakere under 26 år kan likevel gis dersom deltaker på grunn av sykdom, skade eller lyte er i en utdanningssituasjon som avviker vesentlig fra den som gjelder for annen ungdom.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 poeng for angitt svar
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Oppgaven baserer seg på utdelt artikkel: <br>
Zipursky JS, Gomes T, Everett K, Calzavara A, Patersjon JM,
Austin PC, Mamdani MM, Ray JG, Juurlink DN. Maternal opioid
treatment after delivery and risk of adverse infant outcomes:
population based cohort study. BMJ 2023;380:e074005
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva var hensikten med denne studien?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Studiens formål var å undersøke om mors opioidbehandling etter
fødselen er assosiert med økt risiko for ugunstige utfall hos spedbarn.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 p for oppgitt svar. Det kreves ikke at studentene oppgir utfallsmålene
(reinnleggelse innen 30 dager, undersøkelse i akuttmottak (emergency
department visit), innleggelse for skade, innleggelse på
intensivavdeling, innleggelse med gjenoppliving og assistert
ventilasjon og død).
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Vignett fra tidligere: <br>
<<<
Oppgaven baserer seg på utdelt artikkel: <br>
Zipursky JS, Gomes T, Everett K, Calzavara A, Patersjon JM,
Austin PC, Mamdani MM, Ray JG, Juurlink DN. Maternal opioid
treatment after delivery and risk of adverse infant outcomes:
population based cohort study. BMJ 2023;380:e074005
<<<
Ingen egen vignett.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva var de viktigste funnene fra studien?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Studien fant små forskjeller i risiko for sykehusinnleggelse blant
spedbarn født av mødre som fikk opioidresepter etter fødselen. Det var
heller ingen særlige forskjeller i en rekke ugunstige utfall hos
spedbarn, inkludert dødsfall.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 poeng for oppgitt svar. Det er ikke nødvendig å gå gjennom
funnene for hvert enkelt utfall.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Vignett fra tidligere: <br>
<<<
Oppgaven baserer seg på utdelt artikkel: <br>
Zipursky JS, Gomes T, Everett K, Calzavara A, Patersjon JM,
Austin PC, Mamdani MM, Ray JG, Juurlink DN. Maternal opioid
treatment after delivery and risk of adverse infant outcomes:
population based cohort study. BMJ 2023;380:e074005
<<<
Ingen egen vignett.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
a) Forklar hva konfundering er (1p). <br>
b) Gjør kort rede for hvordan forfatterne har forsøkt å
redusere betydningen av konfundering (1,5)
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
a) Konfundering er felles årsaker til eksponering (opioidbehandling
hos mor) og utfall (ugunstige utfall hos spedbarn). <br>
b) Forfatterne brukte propensity score matching for å redusere
konfundering ved å sammenligne mødre som fikk opioidresepter
med de som ikke gjorde det, og matche dem basert på en rekke
faktorer. Dette er en metode som bruker informasjon om
potensielle konfunderende faktorer for å predikere sannsynlighet
for at mor får opioidbehandling. Deretter sammenlignes
eksponerte og ueksponerte mødre ved tilnærmet lik sannsynlighet
for at mor får opioidbehandling. Analysen forutsetter at man har
informasjon om alle relevante (eller variablene samlet) variabler
og at det ikke er målefeil.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
a) 0,5 poeng <br>
b) Propensity score matching (0,5p) <br>
Predikerer sannsynlighet for eksponering, og matcher på
denne sannsynligheten (0,5 p) <br>
Sammenligner personer med lik sannsynlighet for
eksponering (0,5)
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Vignett fra tidligere: <br>
<<<
Oppgaven baserer seg på utdelt artikkel: <br>
Zipursky JS, Gomes T, Everett K, Calzavara A, Patersjon JM,
Austin PC, Mamdani MM, Ray JG, Juurlink DN. Maternal opioid
treatment after delivery and risk of adverse infant outcomes:
population based cohort study. BMJ 2023;380:e074005
<<<
Ingen egen vignett.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Diskuter kort i hvilken grad konfundering og andre
systematiske feil kan være en utfordring for studiens interne
validitet.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
__Konfundering__: <br>
Det er ikke tilfeldig hvilke mødre som får opioidbehandling etter fødsel.
Indikasjonene som ligger til grunn for at mor får opioidbehandling kan
også ha betydning for utfallene i denne studien. Her kan det også være
verdt å nevne at man kan mangle informasjon om konfunderende
faktorer eller målefeil i målte.
Konfundering er i utgangspunktet en vesentlig kilde til skjevhet i en
observasjonell studie som denne. Studien har brukt propensity score
matching for å redusere problemet med konfundering, men det er
vanskelig å se for seg at man har tatt høyde for alle konfunderende
faktorer. I tillegg vil målefeil i målte konfundere fortsatt være et
problem. <br><br>
__Målefeil/feilklassifikasjon (informasjonsbias):__ Opioidbruk hos mor er
registerbasert, noe som kan antas gir mindre målefeil enn andre måter
å registrere dette. At kvinner som får forskrevet opioid kan velge å ikke
amme på grunn av frykt for negative konsekvenser for barnet, kan gi en
systematisk feil i form av at barn som antas å være eksponert for opioid
gjennom morsmelk ikke blir eksponert likevel. Det er også mulig å ha
fått resept på opioid tidligere (selv om eksklusjon av alle som har fått
resept siste 100 dager vil redusere dette) eller å ha fått opioider utenom
reseptsystemet (for eksempel fra partner som har resept). Noen kan
også ha fått resept og ikke hentet ut. Denne typen målefeil vil være
ikke-differensiell målefeil i bruk av opioid. Dette vil redusere
sannsynligheten for å identifisere en reell risiko knyttet til opioidbruk,
dersom den finnes. <br>
Den registerbaserte forskrivingen i seg selv er ikke målt med feil.Man
kan dermed se på forskriving som en slags intention-to-treat.
Utfallene er også registerbasert og dermed i utgangspunktet
fullstendige og korrekt målt. Dersom kvinner som bruker opiat søker
andre helsetjenester for sine barn (private helsetjenester som ikke
rapporterer inn data til Canadian Institue for Health Information
Discharge Abstract Database eller til sykehus i andre regioner), vil det
kunne gi manglende informasjon. Dette er sannsynligvis et lite problem,
og vurdering av komplettheten av registeret krever mye mer kunnskap
om lokale forhold enn hva man kan forvente. <br>
__Seleksjonsbias__ er mindre sannsynlig, da man ikke betinger på noe som
åpenbart er konsekvenser av eksponering. <br><br>
I tillegg: Det observeres færre innleggelser for gulsott hos barn av
mødre som bruker opioid. Dette kan teoretisk skyldes at opioid
reduserer risikoen for gulsott (årsakssammenheng), systematiske feil
eller tilfeldighet. Med mindre man tror at opioid skal redusere risiko
for gulsott, er dette altså en indikasjon på en potensiell feilkilde. Det
kan enten være en form for konfundering ved at opioider bare skrives ut
til de man oppfatter at har lavest risiko for komplikasjoner, i
motsetning til det man ellers antar om konfundere, eller fordi mødrene
som har fått opioid har en annen hjelpesøkeradferd enn de som ikke får
opioid, noe som gir en form for målefeil i den forstand at antall
innleggelser ikke fullt ut gjenspeiler ulikheter i behovet for helsehjelp.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 poeng for relevant diskusjon av hvert av konfundering,
information bias og seleksjonsbias <br>
Det er ikke spurt om ekstern validitet, og det gis derfor ikke
poeng for å skrive om ekstern validitet på dette spørsmålet.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Vignett fra tidligere: <br>
<<<
Oppgaven baserer seg på utdelt artikkel: <br>
Zipursky JS, Gomes T, Everett K, Calzavara A, Patersjon JM,
Austin PC, Mamdani MM, Ray JG, Juurlink DN. Maternal opioid
treatment after delivery and risk of adverse infant outcomes:
population based cohort study. BMJ 2023;380:e074005
<<<
Supplerende vignett: <br>
Som LIS-lege møter du ammende kvinner som har behov for
smertelindring. For noen av disse vil spørsmålet om
kombinasjonspreparater med kodein, eventuelt andre opioider komme
opp.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Diskuter kort hvilke implikasjoner denne studien bør ha for din
kliniske praksis, i lys av annen kunnskap.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
- Dette er en enkeltstudie. Den er stor, men det er behov for
mer/annen forskning og ønskelig med kliniske retningslinjer. <br>
- Legeforeningen anbefaler opioider kun 2-3 dager
sammenhengende hos ammende. Evidensgrunnlaget er svakt (som gjenspeiles i ordet foreslår). Denne studien taler for at
opioidbehandling av mor er trygt for barnet, men den er ikke
tilstrekkelig grunnlag for å konkludere. <br>
- Din pasientpopulasjon ligner den typen populasjon som studien
har inkludert og dermed bør være generaliserbar for. Noen
forskjeller mellom norsk og kanadisk helsevesen og forekomst av
amming kan forekomme, men resultatene er sannsynligvis
overførbare til din setting. <br>
- Resultatene taler ikke imot å gi opioid ved god indikasjon, men
man bør fortsatt overvåke barnet med tanke på bivirkninger og
begrense behandlingen (forfatterne ber også klinikere være
forsiktige). Studien tyder på at dagens bruk - med de
forsiktighetsregler som tas av både helsepersonell og mødreikke medfører alvorlig fare for barnet.
At studien ikke finner økt risiko kan skyldes god klinisk
overvåkning og adekvat respons i form av seponering av opioid
ved tegn til bivirkning hos barnet. Studien gir ikke grunnlag for å
redusere årvåkenhet ved opioidbehandling av ammende mødre. <br>
- Studien tester ikke CYP2D6, men påstår at dette ikke er klinisk
viktig basert på at kodein ikke gir økt risiko. Denne studien gir
lite grunnlag for å si at CYP2D6 ikke er relevant, siden ultrarask metabolisering er relativt sjelden i befolkningen.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 poeng for diskusjon av enkeltstudie vs annen
forskning/retningslinjer. Detaljer om legeforeningens råd om
forskriving kan ikke forventes. <br>
1 poeng for diskusjon av trygg forskriving og bruk <br>
0,5 poeng for generaliserbarhet til norsk setting <br>
0,5 poeng for diskusjon av CYP2D6/kodein spesifikt
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Neste pasient hos fastlegen er en mann, 46 år gammel, vanlig time.
I avtaleboka står stikkordene: «Brystsmerte, prostata, diabetessjekk»
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke forberedelser er det anbefalt å gjøre før pasienten tas inn til
konsultasjon?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
To forhold bør være med: <br>
1. Sjekke journalen for opplysninger om tidligere kontaktårsaker,
familie/sosialt, kroniske sykdommer og medikasjon <br>
2. Slå opp i fag-litteratur eller veiledninger hvis relevant ut fra
sykehistorien. Sjekke at utstyr du regner med å trenge er på
plass/klart. <br>
Begrepet «housekeeping» kan komme opp; et begrep som har blitt brukt i
forelesning både om det å «holde orden i konsultasjonen» (få unna arbeidet
underveis) og om å «rydde hodet» (mentalt) mellom pasienter
(konsultasjoner).
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 poeng for å sjekke journal, 1 poeng for å forberede deg ved å slå opp i
faglitteratur/veileder.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Vignett fra tidligere: <br>
<<<
Neste pasient hos fastlegen er en mann, 46 år gammel, vanlig time.
I avtaleboka står stikkordene: «Brystsmerte, prostata, diabetessjekk»
<<<
Ingen egen vignett.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Beskriv hvordan du kommunikasjonsmessig bør gå frem når en pasient ser ut
til å komme med flere problemstillinger på en vanlig legetime (20 minutter).
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
1. Generelle råd for ALLE konsultasjoner er å skaffe fullt overblikk over
agenda tidlig i konsultasjonen (unngå dørklinke-spørsmål etc) <br>
o Kan gjøres ved å stille følgende spørsmål etter at pasienten
har nevnt kontaktårsak for å kartlegge alle problem: «Var det
noe annet du ville ta opp i dag/ har på hjertet?» <br>
o Det er særlig viktig hvis/når du har forstått at pasienten har
flere det er problemstillinger. Vær generøs i holdningen, ikke
gå i forsvar. Spør evt om å få se evt «Handlelisten» – eller lag
egen! (lov/lurt å notere i journalen: P1, P2, P3, P4...) <br><br>
2. Ta grep: Juster forventningene <br>
o «Her er det en del å ta fatt på... Jeg ser allerede nå at vi ikke
rekker alt i dag – men jeg kan love deg at vi skal ordne med en
ny time til resten» <br><br>
3. Ta grep: Prioriter i samråd med pasienten, men hovedansvaret for å
legge en plan er ditt <br>
o «Hva er viktigst for deg å få gjort noe med i dag?» (mest
plagsomt?, evt haster?) «Jeg synes i tillegg at .. er viktig å ta
tak i..»
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Det gis 1 poeng for hver «kategori» som omtales. Det er ikke nødvendig å ha
med eksempelutsagn for poeng, men kan være god måte å illustrere poenget. <br>
Full pott 3 poeng hvis alle nevnes. <br>
1 poeng: Å kartlegge alle problemstillingene pasienten har/ lage liste <br>
1 poeng: Å justere forventninger (0 poeng hvis studenten foreslår å ta alt på
samme time) <br>
1 poeng: Å prioritere i samråd med pasienten. (Vurdere hva kan/bør
håndteres på denne timen – hva kan vente)
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Vignett fra tidligere: <br>
<<<
Neste pasient hos fastlegen er en mann, 46 år gammel, vanlig time.
I avtaleboka står stikkordene: «Brystsmerte, prostata, diabetessjekk»
<<<
Supplerende vignett: <br>
Pasienten har hatt stikninger i brystet som kommer og går over lengre tid
uavhengig av fysisk aktivitet. Han trener noe uregelmessig. Plagene i brystet
blir ikke forverret under trening. Han har en stressende livssituasjon, både
jobbmessig, hvor han i tillegg til jobb er i ferd med å ferdigstille en
masteroppgave, og i samlivet med kona. <br>
Han har flere bekymringer relatert til helsa da det er sykdomsopphopning av
flere sykdommer i familien. Far har atrieflimmer, farfar hjerteinfarkt 62 år
gammel, far, bror og farfar prostatakreft og mor og tante diabetes mellitus
type 2. Han bruker ingen medikamenter, røyker sigaretter i perioder med
stress. Ved undersøkelse gjøres følgende funn: <br><br>
Høyde 182 cm, vekt 104 kg, KMI 31,4 kg/m2
. <br>
Blodtrykk 120/80, puls regelmessig. <br>
HbA1c 40 mmol/mol (28-42) <br>
Over hjerte og lunger er det normale funn. <br>
Han er noe palpasjonsøm på venstre side av brystet. <br>
Pasienten er bekymret for sine brystsmerter.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Nevn 3 anamnestiske kriterier for typisk angina pectoris
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Typisk angina: bekreftelse på samtlige tre spørsmål: <br>
1. -Er pasientens ubehag i brystet retrosternalt? <br>
2. -Er pasientens symptomer regelmessig framkalt ved anstrengelse? <br>
3. -Går smertene tilbake innen 2-15 minutter etter hvile eller
nitroglyserin?
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
2 rette svar 0,5 poeng <br>
3 rette svar 1 poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Vignett fra tidligere: <br>
<<<
Neste pasient hos fastlegen er en mann, 46 år gammel, vanlig time.
I avtaleboka står stikkordene: «Brystsmerte, prostata, diabetessjekk»
<<<
Supplerende vignett: <br>
Et av rådene Norsk forening for allmennmedisin gir i kampanjen «Gjør kloke
valg» lyder: «Unngå å starte medikamentell primærforebygging før
totalrisiko er vurdert og fordeler og ulemper med behandling er drøftet med
pasienten».
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
a. Hvilket verktøy er det anbefalt å bruke for å beregne risiko for framtidig
kardiovaskulær sykdom? <br>
b. Hvilke kliniske situasjoner egner seg for kartlegging av kardiovaskulær
risiko?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
a. NORRISK 2 for å beregne 10- års risiko for kardiovaskulære hendelser <br>
b. Følgende kliniske situasjoner kan egne seg for kartlegging av
kardiovaskulær risiko: <br>
1. Når en person ber om en vurdering av sin risiko eller av en enkelt
risikofaktor. <br>
2. Når legen eller pasienten har kjennskap til høyt nivå av en eller
flere risikofaktorer. <br>
3. Når det foreligger symptomer eller tegn som er forenelig med en
risikotilstand. <br>
4. Når det foreligger kunnskap om tidlig hjerte- og karsykdom i
familien.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
a. NORRISK 0,5 poeng. <br>
b. 0,5 poeng for 3 riktige svar.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Vignett fra tidligere: <br>
<<<
Neste pasient hos fastlegen er en mann, 46 år gammel, vanlig time.
I avtaleboka står stikkordene: «Brystsmerte, prostata, diabetessjekk»
<<<
Supplerende vignett: <br>
I dette tilfellet er det beregnet at pasienten har 3% risiko for utvikling av
kardiovaskulær sykdom de neste 10 årene. Dette er under den anbefalte
intervensjonsgrensen for medikamentell behandling.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
a. Hvilket tiltak er anbefalt i denne situasjonen? <br>
b. Nevn faktorer for at helseopplysning skal lykkes <br>
c. Nevn en metode det er anbefalt å bruke i denne sammenheng.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
a. Råd om endring av levevaner i 3-12 måneder. <br>
b. Viktige faktorer for at helseopplysning i konsultasjonen skal føre til
atferdsendring: <br>
1. Pasientsentrert kommunikasjon <br>
2. Evne til å forstå og kartlegge pasientens forventninger og
levevaner <br>
3. Evne til å møte pasienten med en vennlig holdning og inngi tillit <br>
4. Informasjon som er strukturert, konkret og begrenset i omfang <br>
c. Motiverende intervju og endringsfokusert rådgivning er godt
dokumenterte metoder som egner seg godt i allmennpraksis.
Motiverende intervju (MI), også kalt motiverende samtale, er en
effektiv og empatisk metode for samtaler om endring, motivasjon og
mestring. Målet er konstruktive samtaler hvor personen får mulighet
til «å overtale seg selv» til å bestemme at endring skal skje, og så
tenke ut hvordan han best kan få det til.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
a. 1 poeng for råd om endring av levevaner i 3-12 måneder. <br>
b. 1 poeng for 3 faktorer for at helseopplysning skal lykkes <br>
c. 1 poeng for motiverende intervju eller endringsfokusert rådgivning
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Vignett fra tidligere: <br>
<<<
Neste pasient hos fastlegen er en mann, 46 år gammel, vanlig time.
I avtaleboka står stikkordene: «Brystsmerte, prostata, diabetessjekk»
<<<
Supplerende vignett: <br>
Pasientens far, bror og farfar har prostatakreft. Pasienten angir mildt
vannlatingsbesvær i form av nokturi x 1. IPSS skår er 8. Han har hørt om PSA
prøven og ønsker å få tatt denne.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
a. Hva er målsettingen med kvartærforebygging? <br>
b. Er det indikasjon for å ta PSA prøven hos denne pasienten? Begrunn
svaret.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
a. Målsettingen med kvartærforebygging er å unngå
overdiagnostisering og overbehandling av pasienter. <br>
b. Ja, det er indikasjon for å ta PSA selv om han kun har mildt
vannlatingsbesvær da han har 3 nære slektninger med prostatakreft.
Menn uten påvist genfeil, men med en førstegradsslektning med
prostatakreft før 60 år, eller flere nære slektninger med prostatakreft
uavhengig av alder, bør måle PSA årlig hos fastlege fra 40 års alder.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
a. 0,5 poeng for rett svar. <br>
b. 0,5 poeng for rett svar med begrunnelse.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Vignett fra tidligere: <br>
<<<
Neste pasient hos fastlegen er en mann, 46 år gammel, vanlig time.
I avtaleboka står stikkordene: «Brystsmerte, prostata, diabetessjekk»
<<<
Supplerende vignett: <br>
Fire år har gått, og pasienten har fått diagnosen diabetes mellitus type 2 for
to år siden. HbA1c var da 68 mmol/mol (28-42). Etter dette har han gått ned
2 kg i vekt. Siste konsultasjon var for 12 måneder siden. Han kommer nå for
årskontroll av sin diabetes.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva bør inngå i en diabetes årskontroll? Begrunn svaret kort.
svaret.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Formålet med kontrollen er å forebygge komplikasjoner. Bruk av <br><br>
NOKLUS diabetesskjema anbefales for en strukturert kontroll.
Anamnese: Livsstil (Kosthold/røyking)/medikamenter (muligheter for
bedre forebygging) Symptomer relatert til komplikasjoner? <br><br>
Spør om pasienten har time til/følges av øyelege. (Type 2 skal henvises
ved diagnosetidspunktet) <br><br>
Klinisk undersøkelse: <br>
-allmenntilstand, høyde, vekt, livvidde. <br>
-blodtrykk, auskultasjon av hjerte/lunger, <br>
-undersøkelse av føtter: vurdere sirkulasjon og sensibilitet
(monofilament, ev stemmegaffeltest) (nedsatt sirkulasjon eller
nevropati?), se etter sår og tegn på trykkbelastning <br><br>
Vurdering av kardiovaskulær risiko: <br>
-blodtrykk, lipidstatus (Starte primærforebygging med statin mot
hjerte- og karsykdom hvis LDL>2,5 i aldersgruppen 40-80 år)
NORRISK for å vurdere totalrisiko for kardiovaskulære komplikasjoner. <br><br>
Blodprøver: <br>
-HbA1c (blodsukkerregulering), kreatinin (eGFR) (nyrefunksjon),
total kolesterol, HDL-kolesterol, LDL-kolesterol, triglyserider (hjertekarrisiko) <br>
Urin: albumin/kreatinin ratio (nyrefunksjon) <br>
Vurder om førerkortforskriftens krav er oppfylt. Alle diabetespasienter som
bruker et antidiabetisk medikament, må ha gyldig helseattest
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Viktige momenter for full skår er vurdering av: <br>
-metabolsk kontroll, vekt, HbA1c (0,5p) <br>
-risiko for hjerte- karsykdom (BT, lipidstatus, perifer sirkulasjon) (Alle 3: 1p) <br>
-føtter (nevropati) (0,5p) <br>
-nyrefunksjon (albumin/kreatinin ratio) (0,5p) <br>
-oppfølging av øyelege (0,5 p) <br>
Bruk av NOKLUS diabetesskjema er ikke direkte etterspurt, men dette og
vurdering av førerkort kan trekke opp en besvarelse.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Både i stortingsmelding 34 (2015-16) og NOU 2023:8
Fellesskapets sykehus – Styring, finansiering, samhandling og
ledelse er likeverdige helsetenester en sentral verdi.
Det er mulig å forstå begrepet likeverdig på ulike måter.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Forklar hvordan man kan forstå begrepet «likeverdige
helsetjenester» på ulike måter.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Likhet kan vurderes basert på hvilket tilbud som blir gitt
(tilbudslikhet) eller basert på hvilket resultat som oppnås
(resultatlikhet). Fordi ulike personer har ulikt utgangspunkt, vil
resultatlikhet innebære at man må ha økt innsats for de som har
svakest utgangspunkt.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0,5 p for å forklare hva tilbudslikhet/innsatslikhet er <br>
0,5 p for å forklare hva resultatlikhet er
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Vignett fra tidligere: <br>
<<<
Både i stortingsmelding 34 (2015-16) og NOU 2023:8
Fellesskapets sykehus – Styring, finansiering, samhandling og
ledelse er likeverdige helsetenester en sentral verdi.
Det er mulig å forstå begrepet likeverdig på ulike måter.
<<<
Supplerende vignett: <br>
Til tross for myndighetenes ønske om å motvirke sosiale
ulikheter i helse, er det vedvarende ulikheter i forventet levealder og dødelighet i Norge målt etter både utdanningsnivå, yrke og
inntekt
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Gjør kort rede for ulike måter sosiale forhold og sykelighet
kan henge sammen.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Det finnes ulike modeller for hvorfor det er sosiale forskjeller i
helse. <br>
Sosiale forhold kan være en årsak til dårligere helse og økt
sykelighet. Lavere inntekt kan føre til færre muligheter for å ta
vare på egen helse (knyttet til materielle/neomaterielle
årsaksforklaringer), yrker som krever lavere utdannelse kan
medføre flere og større belastninger og lavere sosioøkonomisk
posisjon kan medføre stress (knyttet til psykososiale
årsaksforklaringer). Teorien om den fundamentale årsak tilsier at
mennesker alltid vil søke å oppnå god helse ut fra sine
tilgjengelige ressurser og at sosiale forskjeller derfor alltid vil føre
til sosiale helseforskjeller. <br>
Dårligere sosioøkonomisk posisjon er ofte knyttet til mindre
gunstig livsstil, for eksempel er det klar sosial gradient i røyking.
Selv om ulikheter i livsstil til dels er resultater av individuelle valg,
kan man også se det som konsekvenser av strukturelle
forskjeller, av og til referert til som ‘causes of the causes’. <br>
Vanskelige sosiale forhold kan også være en konsekvens av
sykdom, gjennom redusert mulighet til å gjennomføre utdannelse
og oppnå god inntekt (helsebasert seleksjon). <br>
I tillegg har helsevesenet en iboende tendens til å gi mer til dem
som har minst behov
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Studentene får 0,5 poeng for å hver av årsak,
konsekvens/seleksjon og livsstil.<br>
0.5 poeng for hver av følgende teorier som er nevnt – inntil maks
1 poeng: <br>
-fundamental cause theory/teorien om den fundamentale årsak <br>
-materiell/neomateriell årsaksforklaring <br>
-psykososiale årsaksforklaringer <br>
-økososial teori <br>
-livsløpsperspektiv <br>
Tendensen til at de med minst behov ofte får mest behandling
forventes ikke som svar, men om det er nevnt kan det veie opp
for noe annet som ikke er nevnt (0,5p)
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Vignett fra tidligere: <br>
<<<
Både i stortingsmelding 34 (2015-16) og NOU 2023:8
Fellesskapets sykehus – Styring, finansiering, samhandling og
ledelse er likeverdige helsetenester en sentral verdi.
Det er mulig å forstå begrepet likeverdig på ulike måter.
<<<
Supplerende vignett: <br>
Det finnes både strukturelle og kulturelle årsaker til sosiale
ulikheter i helsetjenestebruk, og tilsvarende kan ulike strategier
bidra til å redusere slike ulikheter.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Gjør kort rede for trekk ved norsk helsetjeneste som bidrar
til å motvirke sosiale ulikheter i helse. Gi konkrete
eksempler.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
__Finansiering__: <br>
1. Finansieringsmodellen for helsetjenesten. Størsteparten av
utgiftene dekkes gjennom skattesystemet. Egenandeler ved bruk
av allmennlegetjenester og poliklinisk behandling ved sykehus er
relativt små, og egenandelstaket sikrer at summen av
egenandeler ikke overstiger en gitt grense. Innleggelse i sykehus
er gratis. <br>
2. Blå resept. Utgifter til medikamenter ved kroniske sykdommer
blir delvis dekket gjennom folketrygden, ved at pasienten får
utskrevet medikamenter på blå resept. I tillegg til
forhåndsgodkjent refusjon, er det mulig å søke individuell
refusjon og få delvis dekket utgifter til medisinsk
forbruksmateriell. <br>
3. Gratis svangerskapsoppfølging, fødselshjelp, helsestasjon og
skolehelsetjeneste. Dette gir god tilgang på helsehjelp,
forebyggende og helsefremmende virksomhet og oppfølging av
barn, uavhengig av familiens økonomi. <br><br>
__Organisering__:<br>
4. Offentlig helsetjeneste med fastlegeordningen og regulert
tilgang på spesialisthelsetjenester med prioritering basert på
behov for helsehjelp. Kommunen er pliktig å sørge for blant
annet tilgang på fastleger og legevaktstjenester, slik at disse
tjenestene skal være tilgjengelige for alle. At fastlegen fungerer
som portvokter gjennom henvisning til spesialisthelsetjenesten
bidrar også til at behandling av spesialist avhenger av sykdom,
ikke ressurser.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 poeng for hvert av de fire punktene som er satt opp, inntil tre
poeng totalt. De ulike punktene her kan gå litt inn i hverandre og inndeles på ulike måter, hvis elementer av innholdet i et punkt er
nevnt, regnes det som at punktet er med.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Vignett fra tidligere: <br>
<<<
Både i stortingsmelding 34 (2015-16) og NOU 2023:8
Fellesskapets sykehus – Styring, finansiering, samhandling og
ledelse er likeverdige helsetenester en sentral verdi.
Det er mulig å forstå begrepet likeverdig på ulike måter.
<<<
Supplerende vignett: <br>
På fastlegelisten din har du mange ulike pasienter, fra
ressurssterke, høyt utdannede personer til aleneforeldre med lav
utdanning og dårlig økonomi.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Diskuter kort hvordan du som fastlege i din kliniske praksis kan
bidra til likeverdige helsetjenester for pasientene dine.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
For det første må praksis organiseres slik at tjenesten er
__tilgjengelig for alle__. Dette inkluderer forhold som tilgjengelighet
på telefon og hvordan man kan bestille time, ikke alle pasienter
har like lett for å benytte seg av tilbud og digitale løsninger.
Alle pasientene skal utredes og behandles etter __samme__
__kriterier__. Ved å praktisere __portvokterrollen__ bidrar du til at
ressursene benyttes av de som har størst behov. Samtidig bør
du som lege __kartlegge pasienters sosioøkonomisk kontekst__
og være klar over at dårlige sosioøkonomiske forhold kan
innebære __økt risiko__ for sykdom og dårligere gjennomføring av
behandling (compliance). Å være __bevisst__ på både pasientens
forutsetninger og egne fordommer kan gjøre det lettere å
motvirke negative konsekvenser av disse.
Noen pasienter kan ha vanskeligere for å __finne ut av hvilke
rettigheter__ de har og koordinere egen helsehjelp. Fastlegen har
derfor en __helsepedagogisk__ rolle for å sikre at alle pasienter får
__tilpasset__ informasjon og oppfølging. Det er ofte behov for å
hjelpe pasienter å skille mellom tiltak med god og dårlig evidens.
Empati og rasjonell medfølelse er viktig.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0,5 p for hvert inntil to poeng: <br>
-tilgjengelighet <br>
-medisinsk indikasjon styrende (portvokterrolle/samme kriterier) <br>
-kartlegge kontekst <br>
-bevissthet om økt risiko/behov og egne fordommer <br>
-pedagogisk rolle/tilpasset informasjon <br>
Det kan utvises skjønn i vurdering av besvarelsen.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Vignett fra tidligere: <br>
<<<
Både i stortingsmelding 34 (2015-16) og NOU 2023:8
Fellesskapets sykehus – Styring, finansiering, samhandling og
ledelse er likeverdige helsetenester en sentral verdi.
Det er mulig å forstå begrepet likeverdig på ulike måter.
<<<
Supplerende vignett: <br>
Du er fastlege og en av dine pasienter er en 20 år gammel mann
med ADHD. Han har brukt noe amfetamin og hasj, men er ikke
fast bruker. Han har ikke fullført videregående opplæring som mekaniker, har ikke fast jobb, men tar noen betalte oppdrag. Han
har forbrukslån som han sliter med å betjene.
Han kommer til deg på grunn av nedstemthet og søvnvansker.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
a) Hvilke instanser er det aktuelt å involvere i oppfølgingen
av denne pasienten? <br>
b) Hva kan de ulike involverte instansene bidra med?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
A+b) <br>
Fastlegen – medisinsk oppfølging, koordinerer helsehjelp <br>
NAV – arbeidsrettede tiltak/økonomi: gjeldsrådgivning, eventuelt
tiltak for å kunne fullføre utdanning <br>
Kommunale oppfølgingstjenester, for eksempel
rusomsorg/psykiatrisk <br>
Kommunale aktivititetstilbud: sosiale aktiviteter og lignende for
bedre livskvalitet <br>
Oppfølgingstjenesten (fylkeskommunal)- kan få støtte til å fullføre
videregående opplæring <br>
Spesialisthelsetjeneste – ev oppfølging ADHD, depresjon hvis
dette blir diagnostisert
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
A+b) 1 p per instans med oppgaver, inntil 2 poeng. <br>
For å få full uttelling, må tilbud i førstelinjetjenesten være med i
svaret. Hvis studenten svarer på overordnet nivå (kommunen),
må det være gitt eksempler i beskrivelsen for uttelling på punktet.
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
En kvinne på 26 år som har hatt lite legesøkning, oppsøker deg
som fastlege. Hun er ny pasient hos deg. Hun innleder samtalen
med å si «jeg tror jeg har ME». Hun forteller at hun er energiløs,
slapp, sliten, unormalt trett. Videre at hun har «ubehag» og
«smerter» i «hele kroppen». Hun fremstår fortvilet, og beskriver et
lavt funksjonsnivå. <br>
Hun forteller om en hverdag hvor hun står opp og går på jobb, har
det «grusomt» på jobb, og så kommer hjem totalt utmattet. Hun
sier hun da må hvile resten av kvelden, før hun legger seg tidlig og
sover ti timer før neste arbeidsdag. I helgene ordner hun i
leiligheten sin, vasker klær, gjør innkjøp og andre nødvendige
ærend, og må ellers hvile. Hun angir at hun ikke har overskudd til
noe sosialt liv. Når du spør hva som er grusomt på jobb, så svarer
hun at det er at hun har så lite energi og er så utmattet. <br>
Hun jobber på et lager, med ganske variete arbeidsoppgaver. En
del av arbeidet er fysisk med flytting og plassering av varer, noe er
administrativt, og noe er med direkte kundekontakt. Dette foregår
ved at hun betjener kunder som henter bestilte varer. <br>
Hun fremstår velstelt, med lite mimikk, svak og langsom stemme
og hun gir lite blikkontakt i samtalen. Hun bruker et appellerende
og abstraherende språk, noe som gjør anamneseopptaket
krevende. <br>
Oppgave: Hun nevner avslutningsvis at hun må ha en sykmelding
fordi hun var borte fra jobben onsdag og torsdag (2 hele dager) i
forrige uke på grunn av sterk følelse av angst og utmattelse. Hun
kontaktet ikke lege eller arbeidsgiver da, men planla å levere
egenmelding på fredag. På jobben fredag fikk hun høre fra
arbeidsgiver at hun hadde brukt opp egenmeldingsdagene sine og
måtte ha en legeerklæring. Hun tenkte at det kunne være praktisk
å ordne det i dag, som da blir tirsdag i påfølgende uke, ettersom
hun hadde time til lege allikevel.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Ta en begrunnet stilling til kvinnens ønske om tilbakedatert
sykmelding for fraværet som ikke dekkes av egenmelding
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Det foreligger ikke grunnlag for å tilbakedatere. Pasienten har
ikke vært forhindret fra å oppsøke lege og legen kan ikke
sannsynliggjøre at pasienten var arbeidsufør i det aktuelle
tidsrommet. Utvidet svar: Det er som hovedregel ikke tillatt med
tilbakedatering av sykmelding. Hvis tilbakedatering skal være
tillatt må to vilkår være oppfylt. Pasienten skal ha vært forhindret
fra å oppsøke lege og det må kunne godtgjøres
(sannsynliggjøres) at pasienten var arbeidsufør fra før
tilbakedateringsdatoen. Se ftrl §8-7 Tilbakedatering kan være
aktuelt hvis legen vurderer at pasienten var forhindret fra å
oppsøke lege, pga f.eks alvorlig psykisk lidelse med manglende
sykdomsinnsikt. Dette er ikke tilfelle i denne saken. Pasienten
har varslingsplikt til arbeidsgiver fra første fraværsdag - § 8-18
og burde ha kontaktet lege samme dag for å be om en
sykmelding. Her har det gått mange dager og pasienten har
åpenbart vært arbeidsfør og i stand til å kontakte lege før dagens
konsultasjon. En arbeidstaker har også plikt til å kontakte
arbeidsgiver første dag av fraværet.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
Nei til tilbakedatering (1/2 p)
begrunnelse (1/2 p).
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Vignett fra tidligere: <br>
<<<
En kvinne på 26 år som har hatt lite legesøkning, oppsøker deg
som fastlege. Hun er ny pasient hos deg. Hun innleder samtalen
med å si «jeg tror jeg har ME». Hun forteller at hun er energiløs,
slapp, sliten, unormalt trett. Videre at hun har «ubehag» og
«smerter» i «hele kroppen». Hun fremstår fortvilet, og beskriver et
lavt funksjonsnivå. <br>
Hun forteller om en hverdag hvor hun står opp og går på jobb, har
det «grusomt» på jobb, og så kommer hjem totalt utmattet. Hun
sier hun da må hvile resten av kvelden, før hun legger seg tidlig og
sover ti timer før neste arbeidsdag. I helgene ordner hun i
leiligheten sin, vasker klær, gjør innkjøp og andre nødvendige
ærend, og må ellers hvile. Hun angir at hun ikke har overskudd til
noe sosialt liv. Når du spør hva som er grusomt på jobb, så svarer
hun at det er at hun har så lite energi og er så utmattet. <br>
Hun jobber på et lager, med ganske variete arbeidsoppgaver. En
del av arbeidet er fysisk med flytting og plassering av varer, noe er
administrativt, og noe er med direkte kundekontakt. Dette foregår
ved at hun betjener kunder som henter bestilte varer. <br>
Hun fremstår velstelt, med lite mimikk, svak og langsom stemme
og hun gir lite blikkontakt i samtalen. Hun bruker et appellerende
og abstraherende språk, noe som gjør anamneseopptaket
krevende. <br>
Oppgave: Hun nevner avslutningsvis at hun må ha en sykmelding
fordi hun var borte fra jobben onsdag og torsdag (2 hele dager) i
forrige uke på grunn av sterk følelse av angst og utmattelse. Hun
kontaktet ikke lege eller arbeidsgiver da, men planla å levere
egenmelding på fredag. På jobben fredag fikk hun høre fra
arbeidsgiver at hun hadde brukt opp egenmeldingsdagene sine og
måtte ha en legeerklæring. Hun tenkte at det kunne være praktisk
å ordne det i dag, som da blir tirsdag i påfølgende uke, ettersom
hun hadde time til lege allikevel.
<<<
Supplerende vignett: <br>
Kvinnen mener selv at hun har ME.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke diagnostiske muligheter foreligger? (Svar
kortfattet/overordnet)
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Her foreligger en rekke muligheter. Funksjonell forklaring er jo
mulig her, men hun har (per i dag) for høyt funksjonsnivå til å innfri diagnostiske krav til ME. Videre foreligger en rekke andre
diagnostiske muligheter – somatisk sykdom og psykisk sykdom.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
½ poeng for hver av følgende tre, inntil 1 poeng: Somatisk sykdom.
Psykisk sykdom. At ME ikke er mulig per i dag.
Spesifikke diagnoser innenfor hhv psykisk eller somatisk sykdom
teller likt med å angi «psykisk» eller «somatisk»
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Vignett fra tidligere: <br>
<<<
En kvinne på 26 år som har hatt lite legesøkning, oppsøker deg
som fastlege. Hun er ny pasient hos deg. Hun innleder samtalen
med å si «jeg tror jeg har ME». Hun forteller at hun er energiløs,
slapp, sliten, unormalt trett. Videre at hun har «ubehag» og
«smerter» i «hele kroppen». Hun fremstår fortvilet, og beskriver et
lavt funksjonsnivå. <br>
Hun forteller om en hverdag hvor hun står opp og går på jobb, har
det «grusomt» på jobb, og så kommer hjem totalt utmattet. Hun
sier hun da må hvile resten av kvelden, før hun legger seg tidlig og
sover ti timer før neste arbeidsdag. I helgene ordner hun i
leiligheten sin, vasker klær, gjør innkjøp og andre nødvendige
ærend, og må ellers hvile. Hun angir at hun ikke har overskudd til
noe sosialt liv. Når du spør hva som er grusomt på jobb, så svarer
hun at det er at hun har så lite energi og er så utmattet. <br>
Hun jobber på et lager, med ganske variete arbeidsoppgaver. En
del av arbeidet er fysisk med flytting og plassering av varer, noe er
administrativt, og noe er med direkte kundekontakt. Dette foregår
ved at hun betjener kunder som henter bestilte varer. <br>
Hun fremstår velstelt, med lite mimikk, svak og langsom stemme
og hun gir lite blikkontakt i samtalen. Hun bruker et appellerende
og abstraherende språk, noe som gjør anamneseopptaket
krevende. <br>
Oppgave: Hun nevner avslutningsvis at hun må ha en sykmelding
fordi hun var borte fra jobben onsdag og torsdag (2 hele dager) i
forrige uke på grunn av sterk følelse av angst og utmattelse. Hun
kontaktet ikke lege eller arbeidsgiver da, men planla å levere
egenmelding på fredag. På jobben fredag fikk hun høre fra
arbeidsgiver at hun hadde brukt opp egenmeldingsdagene sine og
måtte ha en legeerklæring. Hun tenkte at det kunne være praktisk
å ordne det i dag, som da blir tirsdag i påfølgende uke, ettersom
hun hadde time til lege allikevel.
<<<
Supplerende vignett: <br>
Videre sier hun at hun trenger en sykmelding fremover i tid fordi
hun «ikke orker å ha det slik lengre».
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hva er de generelle kravene som stilles for at du skal kunne
sykemelde?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
- Sykdom eller mistanke om sykdom som fører til <br>
- Funksjonstap som har <br>
- betydning for arbeid <br>
- tilrettelegging vurdert.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
½ poeng for hvert punkt
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Vignett fra tidligere: <br>
<<<
En kvinne på 26 år som har hatt lite legesøkning, oppsøker deg
som fastlege. Hun er ny pasient hos deg. Hun innleder samtalen
med å si «jeg tror jeg har ME». Hun forteller at hun er energiløs,
slapp, sliten, unormalt trett. Videre at hun har «ubehag» og
«smerter» i «hele kroppen». Hun fremstår fortvilet, og beskriver et
lavt funksjonsnivå. <br>
Hun forteller om en hverdag hvor hun står opp og går på jobb, har
det «grusomt» på jobb, og så kommer hjem totalt utmattet. Hun
sier hun da må hvile resten av kvelden, før hun legger seg tidlig og
sover ti timer før neste arbeidsdag. I helgene ordner hun i
leiligheten sin, vasker klær, gjør innkjøp og andre nødvendige
ærend, og må ellers hvile. Hun angir at hun ikke har overskudd til
noe sosialt liv. Når du spør hva som er grusomt på jobb, så svarer
hun at det er at hun har så lite energi og er så utmattet. <br>
Hun jobber på et lager, med ganske variete arbeidsoppgaver. En
del av arbeidet er fysisk med flytting og plassering av varer, noe er
administrativt, og noe er med direkte kundekontakt. Dette foregår
ved at hun betjener kunder som henter bestilte varer. <br>
Hun fremstår velstelt, med lite mimikk, svak og langsom stemme
og hun gir lite blikkontakt i samtalen. Hun bruker et appellerende
og abstraherende språk, noe som gjør anamneseopptaket
krevende. <br>
Oppgave: Hun nevner avslutningsvis at hun må ha en sykmelding
fordi hun var borte fra jobben onsdag og torsdag (2 hele dager) i
forrige uke på grunn av sterk følelse av angst og utmattelse. Hun
kontaktet ikke lege eller arbeidsgiver da, men planla å levere
egenmelding på fredag. På jobben fredag fikk hun høre fra
arbeidsgiver at hun hadde brukt opp egenmeldingsdagene sine og
måtte ha en legeerklæring. Hun tenkte at det kunne være praktisk
å ordne det i dag, som da blir tirsdag i påfølgende uke, ettersom
hun hadde time til lege allikevel.
<<<
Ingen egen vignett.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Kan det foreligger medisinsk grunnlag for sykmelding her?
Begrunn svaret ditt.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Hun er ikke diagnostisk avklart, men det foreligger mistanke om
sykdom noe som kan gi grunnlag for sykmelding.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
1 poeng for angitt svar
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Vignett fra tidligere: <br>
<<<
En kvinne på 26 år som har hatt lite legesøkning, oppsøker deg
som fastlege. Hun er ny pasient hos deg. Hun innleder samtalen
med å si «jeg tror jeg har ME». Hun forteller at hun er energiløs,
slapp, sliten, unormalt trett. Videre at hun har «ubehag» og
«smerter» i «hele kroppen». Hun fremstår fortvilet, og beskriver et
lavt funksjonsnivå. <br>
Hun forteller om en hverdag hvor hun står opp og går på jobb, har
det «grusomt» på jobb, og så kommer hjem totalt utmattet. Hun
sier hun da må hvile resten av kvelden, før hun legger seg tidlig og
sover ti timer før neste arbeidsdag. I helgene ordner hun i
leiligheten sin, vasker klær, gjør innkjøp og andre nødvendige
ærend, og må ellers hvile. Hun angir at hun ikke har overskudd til
noe sosialt liv. Når du spør hva som er grusomt på jobb, så svarer
hun at det er at hun har så lite energi og er så utmattet. <br>
Hun jobber på et lager, med ganske variete arbeidsoppgaver. En
del av arbeidet er fysisk med flytting og plassering av varer, noe er
administrativt, og noe er med direkte kundekontakt. Dette foregår
ved at hun betjener kunder som henter bestilte varer. <br>
Hun fremstår velstelt, med lite mimikk, svak og langsom stemme
og hun gir lite blikkontakt i samtalen. Hun bruker et appellerende
og abstraherende språk, noe som gjør anamneseopptaket
krevende. <br>
Oppgave: Hun nevner avslutningsvis at hun må ha en sykmelding
fordi hun var borte fra jobben onsdag og torsdag (2 hele dager) i
forrige uke på grunn av sterk følelse av angst og utmattelse. Hun
kontaktet ikke lege eller arbeidsgiver da, men planla å levere
egenmelding på fredag. På jobben fredag fikk hun høre fra
arbeidsgiver at hun hadde brukt opp egenmeldingsdagene sine og
måtte ha en legeerklæring. Hun tenkte at det kunne være praktisk
å ordne det i dag, som da blir tirsdag i påfølgende uke, ettersom
hun hadde time til lege allikevel.
<<<
Ingen egen vignett.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke alternativer finnes til full sykemelding i dette tilfelle?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
- Gradert sykemelding. <br>
- Bruk av avventende sykemelding. <br>
- Tilrettelegginger på arbeidsplassen
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0,5 poeng per punkt inntil 1 poeng
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Vignett fra tidligere: <br>
<<<
En kvinne på 26 år som har hatt lite legesøkning, oppsøker deg
som fastlege. Hun er ny pasient hos deg. Hun innleder samtalen
med å si «jeg tror jeg har ME». Hun forteller at hun er energiløs,
slapp, sliten, unormalt trett. Videre at hun har «ubehag» og
«smerter» i «hele kroppen». Hun fremstår fortvilet, og beskriver et
lavt funksjonsnivå. <br>
Hun forteller om en hverdag hvor hun står opp og går på jobb, har
det «grusomt» på jobb, og så kommer hjem totalt utmattet. Hun
sier hun da må hvile resten av kvelden, før hun legger seg tidlig og
sover ti timer før neste arbeidsdag. I helgene ordner hun i
leiligheten sin, vasker klær, gjør innkjøp og andre nødvendige
ærend, og må ellers hvile. Hun angir at hun ikke har overskudd til
noe sosialt liv. Når du spør hva som er grusomt på jobb, så svarer
hun at det er at hun har så lite energi og er så utmattet. <br>
Hun jobber på et lager, med ganske variete arbeidsoppgaver. En
del av arbeidet er fysisk med flytting og plassering av varer, noe er
administrativt, og noe er med direkte kundekontakt. Dette foregår
ved at hun betjener kunder som henter bestilte varer. <br>
Hun fremstår velstelt, med lite mimikk, svak og langsom stemme
og hun gir lite blikkontakt i samtalen. Hun bruker et appellerende
og abstraherende språk, noe som gjør anamneseopptaket
krevende. <br>
Oppgave: Hun nevner avslutningsvis at hun må ha en sykmelding
fordi hun var borte fra jobben onsdag og torsdag (2 hele dager) i
forrige uke på grunn av sterk følelse av angst og utmattelse. Hun
kontaktet ikke lege eller arbeidsgiver da, men planla å levere
egenmelding på fredag. På jobben fredag fikk hun høre fra
arbeidsgiver at hun hadde brukt opp egenmeldingsdagene sine og
måtte ha en legeerklæring. Hun tenkte at det kunne være praktisk
å ordne det i dag, som da blir tirsdag i påfølgende uke, ettersom
hun hadde time til lege allikevel.
<<<
Supplerende vignett: <br>
En uke senere kommer hun tilbake til deg på en akutt-time. Hun
forteller at hun tenker mye på situasjoner der hun har dummet seg
ut på arbeidsplassen. Hun sier at det er mange negative
kommentarer fra kollegene om henne. Hun klarer ikke å
konsentrere seg på jobben, og har fått flere irettesettelser for feil
hun har gjort. Videre forteller hun detaljert og omstendelig om en
episode hvor en familie skulle hente varer på lageret – hun
opplevde at hun sa noe dumt, og at de hånlo av henne da hun
snudde ryggen til dem og gikk på lageret for å hente varene. Du er
nå ganske sikker på at hun har en psykisk lidelse og vurderer både
depresjon og angstlidelse som mulige diagnoser. Du henviser
henne til DPS.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Gi en disposisjon for hva en henvisning til DPS bør inneholde.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
1. Formalia (navn, personnummer, adresse, telefon). <br>
2. Tentativ diagnose <br>
3. Hva ønsker pasienten hjelp til? <br>
4. Somatisk helse og allergier <br>
5. Legemiddelbruk <br>
6. Familie og sosial bakgrunn, arbeid og økonomi <br>
7. Rusmiddelbruk <br>
8. Psykisk helse og status <br>
9. Tidligere og nåværende behandling og oppfølging <br>
10. Vurdering av riskofaktorer for suicid <br>
Kilde: NEL og Helsedirektoratet
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
0,25 p for hvert punkt inntil maks 2 p
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Vignett fra tidligere: <br>
<<<
En kvinne på 26 år som har hatt lite legesøkning, oppsøker deg
som fastlege. Hun er ny pasient hos deg. Hun innleder samtalen
med å si «jeg tror jeg har ME». Hun forteller at hun er energiløs,
slapp, sliten, unormalt trett. Videre at hun har «ubehag» og
«smerter» i «hele kroppen». Hun fremstår fortvilet, og beskriver et
lavt funksjonsnivå. <br>
Hun forteller om en hverdag hvor hun står opp og går på jobb, har
det «grusomt» på jobb, og så kommer hjem totalt utmattet. Hun
sier hun da må hvile resten av kvelden, før hun legger seg tidlig og
sover ti timer før neste arbeidsdag. I helgene ordner hun i
leiligheten sin, vasker klær, gjør innkjøp og andre nødvendige
ærend, og må ellers hvile. Hun angir at hun ikke har overskudd til
noe sosialt liv. Når du spør hva som er grusomt på jobb, så svarer
hun at det er at hun har så lite energi og er så utmattet. <br>
Hun jobber på et lager, med ganske variete arbeidsoppgaver. En
del av arbeidet er fysisk med flytting og plassering av varer, noe er
administrativt, og noe er med direkte kundekontakt. Dette foregår
ved at hun betjener kunder som henter bestilte varer. <br>
Hun fremstår velstelt, med lite mimikk, svak og langsom stemme
og hun gir lite blikkontakt i samtalen. Hun bruker et appellerende
og abstraherende språk, noe som gjør anamneseopptaket
krevende. <br>
Oppgave: Hun nevner avslutningsvis at hun må ha en sykmelding
fordi hun var borte fra jobben onsdag og torsdag (2 hele dager) i
forrige uke på grunn av sterk følelse av angst og utmattelse. Hun
kontaktet ikke lege eller arbeidsgiver da, men planla å levere
egenmelding på fredag. På jobben fredag fikk hun høre fra
arbeidsgiver at hun hadde brukt opp egenmeldingsdagene sine og
måtte ha en legeerklæring. Hun tenkte at det kunne være praktisk
å ordne det i dag, som da blir tirsdag i påfølgende uke, ettersom
hun hadde time til lege allikevel.
<<<
Supplerende vignett: <br>
Hun har etter lang ventetid fått time ved DPS. Hun har der fått
diagnosen engstelig og unnvikende personlighetsforstyrrelse. Hun
får individuelle samtaler, og er det er nå planlagt
gruppebehandling. Hun har vært helt sykemeldt i 11 måneder.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke kriterier må være oppfylt for å få AAP i denne
situasjonen?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
A) Nedsatt arbeidsevne pga sykdom skade og lyte. §11-5 <br>
• Minst 50% arbeidsufør ved inngang AAP <br>
• arbeidsuførhet med årsakssammenheng til nedsatt
funksjon pga sykdom <br><br>
B) Sykdom skal være en vesentlig årsak til den nedsatte
arbeidsevnen, men helse er kun en av flere faktorer som
vektlegges ved vurdering av den nedsatte arbeidsevne. <br><br>
C) Aktivitetskrav. §11-6. Det skal lages en aktivitetsplan som
beskriver aktiv behandling, arbeidsrettede tiltak og/eller annen
oppfølging av NAV med sikte på å komme i jobb.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
A og C må være med for å få riktig svar. (Redusert arbeidsevne
på grunn av sykdom + aktivitetsplan (utredning, behandling og
eller arbeidsretta tiltak)
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Vignett fra tidligere: <br>
<<<
En kvinne på 26 år som har hatt lite legesøkning, oppsøker deg
som fastlege. Hun er ny pasient hos deg. Hun innleder samtalen
med å si «jeg tror jeg har ME». Hun forteller at hun er energiløs,
slapp, sliten, unormalt trett. Videre at hun har «ubehag» og
«smerter» i «hele kroppen». Hun fremstår fortvilet, og beskriver et
lavt funksjonsnivå. <br>
Hun forteller om en hverdag hvor hun står opp og går på jobb, har
det «grusomt» på jobb, og så kommer hjem totalt utmattet. Hun
sier hun da må hvile resten av kvelden, før hun legger seg tidlig og
sover ti timer før neste arbeidsdag. I helgene ordner hun i
leiligheten sin, vasker klær, gjør innkjøp og andre nødvendige
ærend, og må ellers hvile. Hun angir at hun ikke har overskudd til
noe sosialt liv. Når du spør hva som er grusomt på jobb, så svarer
hun at det er at hun har så lite energi og er så utmattet. <br>
Hun jobber på et lager, med ganske variete arbeidsoppgaver. En
del av arbeidet er fysisk med flytting og plassering av varer, noe er
administrativt, og noe er med direkte kundekontakt. Dette foregår
ved at hun betjener kunder som henter bestilte varer. <br>
Hun fremstår velstelt, med lite mimikk, svak og langsom stemme
og hun gir lite blikkontakt i samtalen. Hun bruker et appellerende
og abstraherende språk, noe som gjør anamneseopptaket
krevende. <br>
Oppgave: Hun nevner avslutningsvis at hun må ha en sykmelding
fordi hun var borte fra jobben onsdag og torsdag (2 hele dager) i
forrige uke på grunn av sterk følelse av angst og utmattelse. Hun
kontaktet ikke lege eller arbeidsgiver da, men planla å levere
egenmelding på fredag. På jobben fredag fikk hun høre fra
arbeidsgiver at hun hadde brukt opp egenmeldingsdagene sine og
måtte ha en legeerklæring. Hun tenkte at det kunne være praktisk
å ordne det i dag, som da blir tirsdag i påfølgende uke, ettersom
hun hadde time til lege allikevel.
<<<
Supplerende vignett: <br>
Over de neste 2 årene prøver hun seg i flere typer arbeid med
støtte fra NAV. Hun mottar arbeidsavklaringspenger i hele
perioden. Hun er fortsatt i behandling på DPS. Hun har flere
perioder med depresjoner. Hun sier en dag hun er på kontoret hos
deg at hun ønsker å søke om uføretrygd.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvilke medisinske krav må være oppfylt for å få varig
uførepensjon.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
A. Hensiktsmessig utredning og behandling skal være
forsøkt. (§12-5)
B. Medisinske hinder for arbeidsrettet aktivitet. (§12-5)
C. Varig sykdom, skade, lyte – krav til årsakssammenheng
(Den medisinske lidelsen må ha medført en varig
funksjonsnedsettelse av en slik art og grad at den utgjør
hovedårsaken til nedsettelsen av inntektsevnen/arbeidsevnen.)
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
For riktig svar: må ha med C som skal inkludere tre delsvar:
VARIG + sykdom/skade/lyte + årsakssammenheng med nedsatt
arbeidsevne (totalt 1 ½ poeng).
I tillegg må enten A eller B være nevnt (1/2 poeng).
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
Vignett fra tidligere: <br>
<<<
En kvinne på 26 år som har hatt lite legesøkning, oppsøker deg
som fastlege. Hun er ny pasient hos deg. Hun innleder samtalen
med å si «jeg tror jeg har ME». Hun forteller at hun er energiløs,
slapp, sliten, unormalt trett. Videre at hun har «ubehag» og
«smerter» i «hele kroppen». Hun fremstår fortvilet, og beskriver et
lavt funksjonsnivå. <br>
Hun forteller om en hverdag hvor hun står opp og går på jobb, har
det «grusomt» på jobb, og så kommer hjem totalt utmattet. Hun
sier hun da må hvile resten av kvelden, før hun legger seg tidlig og
sover ti timer før neste arbeidsdag. I helgene ordner hun i
leiligheten sin, vasker klær, gjør innkjøp og andre nødvendige
ærend, og må ellers hvile. Hun angir at hun ikke har overskudd til
noe sosialt liv. Når du spør hva som er grusomt på jobb, så svarer
hun at det er at hun har så lite energi og er så utmattet. <br>
Hun jobber på et lager, med ganske variete arbeidsoppgaver. En
del av arbeidet er fysisk med flytting og plassering av varer, noe er
administrativt, og noe er med direkte kundekontakt. Dette foregår
ved at hun betjener kunder som henter bestilte varer. <br>
Hun fremstår velstelt, med lite mimikk, svak og langsom stemme
og hun gir lite blikkontakt i samtalen. Hun bruker et appellerende
og abstraherende språk, noe som gjør anamneseopptaket
krevende. <br>
Oppgave: Hun nevner avslutningsvis at hun må ha en sykmelding
fordi hun var borte fra jobben onsdag og torsdag (2 hele dager) i
forrige uke på grunn av sterk følelse av angst og utmattelse. Hun
kontaktet ikke lege eller arbeidsgiver da, men planla å levere
egenmelding på fredag. På jobben fredag fikk hun høre fra
arbeidsgiver at hun hadde brukt opp egenmeldingsdagene sine og
måtte ha en legeerklæring. Hun tenkte at det kunne være praktisk
å ordne det i dag, som da blir tirsdag i påfølgende uke, ettersom
hun hadde time til lege allikevel.
<<<
Ingen egen vignett.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Hvordan vil du vurdere kravene som skal være oppfylt for å få
varig uføretrygd opp mot denne pasienten på dette
tidspunktet?
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
For kort varighet. Fortsatt pågående behandling med utsikt til
bedring.
</$details>
<$details class="points" summary="Hva gir poeng?" state="!!showpoints">
½ p for hvert punkt (varighet og utsikt til bedring)
</$details>
<div class="oppgave">
<div class="vignett">
!!Vignett
En 30 år gammel dame kommer til deg som fastlege på grunn av vedvarende tendens til diaré og diffuse magesmerter, slapphet og 3 kg vekttap over de siste 6 månedene. Endoskopisk biopsi fra tolvfingertarmen viser uttalt ødeleggelse av tarmtottene (totteatrofi) og kronisk betennelse.
</div>
<div class="question">
!!Spørsmål {{!!question}} ({{!!points}} poeng)
Forklar hvorfor en slik ødelagt slimhinne kan gi redusert absorpsjon av næringsstoffer (malabsorpsjon). Nevn to andre prinsipielle grunner relatert til magetarm-systemet som kan gi malabsorpsjon.
</div>
</div>
<$details class="answer" summary="Svar" state="!!showanswer">
Redusert overflate av slimhinnen på grunn av totteatrofien, betennelsen gir ødeleggelse av enterocyttene og manglende «brush border» med alle fordøyelsesenzymene lokalisert der, manglende kontakt mellom innholdet i tarmlumen og enterocyttene på grunn av betennelsen hindrer også selve opptaket over enterocyttene. Manglende enteropeptidase(/kinase) fra enterocyttene vil også hemme aktiveringen av de pankreatiske proteasene
Andre prinsipielle grunner i tillegg til ødeleggelse/betennelse av tarmslimhinne:
* Reduksjon eller mangel på fordøyelsesenzym; medfødt mangel av enzym (eks laktasemangel), mangel av pankreasenzym på grunn av pankreassvikt (i tillegg til mangel av enzym pga ødelagt slimhinne som nevnt over)
* Reduksjon eller mangel på andre nødvendige faktorer som gallesalter (nedsatt galleproduksjon eller avløp, eller manglende enterohepatisk resirkulasjon) eller intrinsisk faktor fra parietalceller i magesekken (Vit B12 mangel)
* Endret miljø i tarmen; redusert pH i duodenum (eks pga manglende nøytralisering, økt syreproduksjon), bakterieovervekst i tynntarm
* For lite tarm ("short bowel syndrome" etter reseksjoner av tarm)
</$details>
\define stageButton(stage)
<$button class="tc-btn-invisible">
<$action-setfield $tiddler="Hjem" stage=$stage$ />
<$action-deletefield $tiddler="Velg stadium" loadonstartup />
<$action-sendmessage $message="tm-close-tiddler"/>
<div class="stageMenuItem">
<h2><b>Stadium $stage$</b></h2>
</div>
</$button>
\end
<style>
.stageMenu{
width: 100%;
display: grid;
passing 10px;
grid-template-columns: auto auto auto;
grid-gap: 5%;
}
.stageMenuItem{
display: flex;
min-width: 20vw;
min-height: 5vw;
align-items: center;
background-color: #B23CFD09;
border: solid 1px #B23CFDFF;
padding: 5px;
justify-content: center;
}
.stageMenuItem:hover{
background-color: #B23CFD19;
}
</style>
<div class="stageMenu">
<<stageButton "IAB">>
<<stageButton "ICD">>
<<stageButton "IIAB">>
<<stageButton "IIC">>
<<stageButton "IIIC">>
<<stageButton "IIID">>
</div>
<$list filter="[stage{Hjem!!stage}tag<currentTiddler>]">
!!! <$link />
{{!!text}}
<hr />
</$list>