{{{ [tag[#Adventure]] }}}
{{{ [tag[#Art]] }}}
{{{ [tag[#Blog]] }}}
{{{ [tag[#carpentry]] }}}
{{{ [tag[#Cycling]] }}}
{{{ [tag[#Farm]] }}}
{{{ [tag[Farm]] }}}
{{{ [tag[#Fleetwood]] }}}
{{{ [tag[#FSU]] }}}
{{{ [tag[#Hydro]] }}}
{{{ [tag[#Journal]]}}}
{{{ [tag[#Kayak]] }}}
---
//See also//
:[[Florida Adventure Ideas]]
:[[#Adventure]]
{{{ [tag[#Material]] }}}
!!Basic Biological Oceanography
---
{{{ [tag[#OCB5050]] }}}
{{{ [tag[#OCB5565]] }}}
!!Basic Chemical Oceanography
---
{{{ [tag[#OCC5050]] }}}
!!Aquatic Chemistry
---
{{{ [tag[#OCC5052]] }}}
Geochemical Ocean Tracers with Angie Knapp
{{{ [tag[#OCE5009]] }}}
!!Basic Physical Chemistry
---
{{{ [tag[#OCP5050]] }}}
{{{ [tag[#OCP5930]] }}}
{{{ [tag[#PeaceCorps]] }}}
{{{ [tag[#Philosophy]] }}}
{{{ [tag[#Physics]] }}}
{{{ [tag[#Power]] }}}
{{{ [tag[#Programming]] }}}
{{{ [tag[#Project]] }}}
{{{ [tag[#Reference]] }}}
{{{ [tag[#Research]] }}}
{{{ [tag[#Running]] }}}
{{{ [tag[#Technology]] }}}
permalink
{
"tiddlers": {
"$:/Acknowledgements": {
"title": "$:/Acknowledgements",
"type": "text/vnd.tiddlywiki",
"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 © Jeremy Ruston 2004-2007\nCopyright © UnaMesa Association 2007-2016\n\nRedistribution and use in source and binary forms, with or without modification,\nare permitted provided that the following conditions are met:\n\nRedistributions of source code must retain the above copyright notice, this\nlist of conditions and the following disclaimer.\n\nRedistributions in binary form must reproduce the above copyright notice, this\nlist of conditions and the following disclaimer in the documentation and/or other\nmaterials provided with the distribution.\n\nNeither the name of the UnaMesa Association nor the names of its contributors may be\nused to endorse or promote products derived from this software without specific\nprior written permission.\n\nTHIS SOFTWARE IS PROVIDED BY THE COPYRIGHT HOLDERS AND CONTRIBUTORS 'AS IS' AND ANY\nEXPRESS OR IMPLIED WARRANTIES, INCLUDING, BUT NOT LIMITED TO, THE IMPLIED WARRANTIES\nOF MERCHANTABILITY AND FITNESS FOR A PARTICULAR PURPOSE ARE DISCLAIMED. IN NO EVENT\nSHALL THE COPYRIGHT OWNER OR CONTRIBUTORS BE LIABLE FOR ANY DIRECT, INDIRECT,\nINCIDENTAL, SPECIAL, EXEMPLARY, OR CONSEQUENTIAL DAMAGES (INCLUDING, BUT NOT LIMITED\nTO, PROCUREMENT OF SUBSTITUTE GOODS OR SERVICES; LOSS OF USE, DATA, OR PROFITS; OR\nBUSINESS INTERRUPTION) HOWEVER CAUSED AND ON ANY THEORY OF LIABILITY, WHETHER IN\nCONTRACT, STRICT LIABILITY, OR TORT (INCLUDING NEGLIGENCE OR OTHERWISE) ARISING IN\nANY WAY OUT OF THE USE OF THIS SOFTWARE, EVEN IF ADVISED OF THE POSSIBILITY OF SUCH\nDAMAGE.\n"
},
"$:/core/icon": {
"title": "$:/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/advanced-search-button": {
"title": "$:/core/images/advanced-search-button",
"tags": "$:/tags/Image",
"text": "<svg class=\"tc-image-advanced-search-button tc-image-button\" width=\"22pt\" height=\"22pt\" viewBox=\"0 0 128 128\">\n <g fill-rule=\"evenodd\">\n <path d=\"M74.5651535,87.9848361 C66.9581537,93.0488876 57.8237115,96 48,96 C21.490332,96 0,74.509668 0,48 C0,21.490332 21.490332,0 48,0 C74.509668,0 96,21.490332 96,48 C96,57.8541369 93.0305793,67.0147285 87.9377231,74.6357895 L122.284919,108.982985 C125.978897,112.676963 125.973757,118.65366 122.284271,122.343146 C118.593975,126.033442 112.613238,126.032921 108.92411,122.343793 L74.5651535,87.9848361 Z M48,80 C65.673112,80 80,65.673112 80,48 C80,30.326888 65.673112,16 48,16 C30.326888,16 16,30.326888 16,48 C16,65.673112 30.326888,80 48,80 Z\"></path>\n <circle cx=\"48\" cy=\"48\" r=\"8\"></circle>\n <circle cx=\"28\" cy=\"48\" r=\"8\"></circle>\n <circle cx=\"68\" cy=\"48\" r=\"8\"></circle>\n </g>\n</svg>"
},
"$:/core/images/auto-height": {
"title": "$:/core/images/auto-height",
"tags": "$:/tags/Image",
"text": "<svg class=\"tc-image-auto-height tc-image-button\" width=\"22pt\" height=\"22pt\" viewBox=\"0 0 128 128\">\n <path d=\"M67.9867828,114.356363 L67.9579626,99.8785426 C67.9550688,98.4248183 67.1636987,97.087107 65.8909901,96.3845863 L49.9251455,87.5716209 L47.992126,95.0735397 L79.8995411,95.0735397 C84.1215894,95.0735397 85.4638131,89.3810359 81.686497,87.4948823 L49.7971476,71.5713518 L48.0101917,79.1500092 L79.992126,79.1500092 C84.2093753,79.1500092 85.5558421,73.4676733 81.7869993,71.5753162 L49.805065,55.517008 L48.0101916,63.0917009 L79.9921259,63.0917015 C84.2035118,63.0917016 85.5551434,57.4217887 81.7966702,55.5218807 L65.7625147,47.4166161 L67.9579705,50.9864368 L67.9579705,35.6148245 L77.1715737,44.8284272 C78.7336709,46.3905243 81.2663308,46.3905243 82.8284279,44.8284271 C84.390525,43.2663299 84.390525,40.7336699 82.8284278,39.1715728 L66.8284271,23.1715728 C65.2663299,21.6094757 62.73367,21.6094757 61.1715729,23.1715729 L45.1715729,39.1715729 C43.6094757,40.73367 43.6094757,43.26633 45.1715729,44.8284271 C46.73367,46.3905243 49.26633,46.3905243 50.8284271,44.8284271 L59.9579705,35.6988837 L59.9579705,50.9864368 C59.9579705,52.495201 60.806922,53.8755997 62.1534263,54.5562576 L78.1875818,62.6615223 L79.9921261,55.0917015 L48.0101917,55.0917009 C43.7929424,55.0917008 42.4464755,60.7740368 46.2153183,62.6663939 L78.1972526,78.7247021 L79.992126,71.1500092 L48.0101917,71.1500092 C43.7881433,71.1500092 42.4459197,76.842513 46.2232358,78.7286665 L78.1125852,94.6521971 L79.8995411,87.0735397 L47.992126,87.0735397 C43.8588276,87.0735397 42.4404876,92.5780219 46.0591064,94.5754586 L62.024951,103.388424 L59.9579785,99.8944677 L59.9867142,114.32986 L50.8284271,105.171573 C49.26633,103.609476 46.73367,103.609476 45.1715729,105.171573 C43.6094757,106.73367 43.6094757,109.26633 45.1715729,110.828427 L61.1715729,126.828427 C62.73367,128.390524 65.2663299,128.390524 66.8284271,126.828427 L82.8284278,110.828427 C84.390525,109.26633 84.390525,106.73367 82.8284279,105.171573 C81.2663308,103.609476 78.7336709,103.609476 77.1715737,105.171573 L67.9867828,114.356363 L67.9867828,114.356363 Z M16,20 L112,20 C114.209139,20 116,18.209139 116,16 C116,13.790861 114.209139,12 112,12 L16,12 C13.790861,12 12,13.790861 12,16 C12,18.209139 13.790861,20 16,20 L16,20 Z\"></path>\n</svg>"
},
"$:/core/images/blank": {
"title": "$:/core/images/blank",
"tags": "$:/tags/Image",
"text": "<svg class=\"tc-image-blank tc-image-button\" viewBox=\"0 0 128 128\" width=\"22pt\" height=\"22pt\"></svg>"
},
"$:/core/images/bold": {
"title": "$:/core/images/bold",
"tags": "$:/tags/Image",
"text": "<svg class=\"tc-image-bold tc-image-button\" width=\"22pt\" height=\"22pt\" viewBox=\"0 0 128 128\">\n <g fill-rule=\"evenodd\">\n <path d=\"M41.1456583,51.8095238 L41.1456583,21.8711485 L67.4985994,21.8711485 C70.0084159,21.8711485 72.4285598,22.0802967 74.7591036,22.4985994 C77.0896475,22.9169022 79.1512515,23.6638602 80.9439776,24.7394958 C82.7367036,25.8151314 84.170863,27.3090474 85.2464986,29.2212885 C86.3221342,31.1335296 86.859944,33.5835518 86.859944,36.5714286 C86.859944,41.9496067 85.2465147,45.8337882 82.0196078,48.2240896 C78.792701,50.614391 74.6694929,51.8095238 69.6498599,51.8095238 L41.1456583,51.8095238 Z M13,0 L13,128 L75.0280112,128 C80.7647346,128 86.3519803,127.28292 91.789916,125.848739 C97.2278517,124.414559 102.068139,122.203563 106.310924,119.215686 C110.553709,116.22781 113.929959,112.373506 116.439776,107.652661 C118.949592,102.931816 120.204482,97.3445701 120.204482,90.8907563 C120.204482,82.8832466 118.262391,76.0411115 114.378151,70.3641457 C110.493911,64.6871798 104.607883,60.7133634 96.719888,58.442577 C102.456611,55.6937304 106.788968,52.1680887 109.717087,47.8655462 C112.645206,43.5630037 114.109244,38.1849062 114.109244,31.7310924 C114.109244,25.7553389 113.123259,20.7357813 111.151261,16.6722689 C109.179262,12.6087565 106.400578,9.35201972 102.815126,6.90196078 C99.2296739,4.45190185 94.927196,2.68908101 89.907563,1.61344538 C84.8879301,0.537809748 79.3305627,0 73.2352941,0 L13,0 Z M41.1456583,106.128852 L41.1456583,70.9915966 L71.8011204,70.9915966 C77.896389,70.9915966 82.7964334,72.3958776 86.5014006,75.2044818 C90.2063677,78.0130859 92.0588235,82.7039821 92.0588235,89.2773109 C92.0588235,92.6237329 91.4911355,95.3725383 90.3557423,97.5238095 C89.2203491,99.6750808 87.6965548,101.378145 85.7843137,102.633053 C83.8720726,103.887961 81.661077,104.784311 79.1512605,105.322129 C76.641444,105.859947 74.0121519,106.128852 71.2633053,106.128852 L41.1456583,106.128852 Z\"></path>\n </g>\n</svg>"
},
"$:/core/images/cancel-button": {
"title": "$:/core/images/cancel-button",
"tags": "$:/tags/Image",
"text": "<svg class=\"tc-image-cancel-button tc-image-button\" viewBox=\"0 0 128 128\" width=\"22pt\" height=\"22pt\">\n\t<g fill-rule=\"evenodd\">\n\t <path d=\"M64,76.3137085 L47.0294734,93.2842351 C43.9038742,96.4098343 38.8399231,96.4084656 35.7157288,93.2842712 C32.5978915,90.166434 32.5915506,85.0947409 35.7157649,81.9705266 L52.6862915,65 L35.7157649,48.0294734 C32.5901657,44.9038742 32.5915344,39.8399231 35.7157288,36.7157288 C38.833566,33.5978915 43.9052591,33.5915506 47.0294734,36.7157649 L64,53.6862915 L80.9705266,36.7157649 C84.0961258,33.5901657 89.1600769,33.5915344 92.2842712,36.7157288 C95.4021085,39.833566 95.4084494,44.9052591 92.2842351,48.0294734 L75.3137085,65 L92.2842351,81.9705266 C95.4098343,85.0961258 95.4084656,90.1600769 92.2842712,93.2842712 C89.166434,96.4021085 84.0947409,96.4084494 80.9705266,93.2842351 L64,76.3137085 Z M64,129 C99.346224,129 128,100.346224 128,65 C128,29.653776 99.346224,1 64,1 C28.653776,1 1.13686838e-13,29.653776 1.13686838e-13,65 C1.13686838e-13,100.346224 28.653776,129 64,129 Z M64,113 C90.509668,113 112,91.509668 112,65 C112,38.490332 90.509668,17 64,17 C37.490332,17 16,38.490332 16,65 C16,91.509668 37.490332,113 64,113 Z\"></path>\n </g>\n</svg>"
},
"$:/core/images/chevron-down": {
"title": "$:/core/images/chevron-down",
"tags": "$:/tags/Image",
"text": "<svg class=\"tc-image-chevron-down tc-image-button\" width=\"22pt\" height=\"22pt\" viewBox=\"0 0 128 128\">\n\t<g fill-rule=\"evenodd\" transform=\"translate(64.000000, 40.500000) rotate(-270.000000) translate(-64.000000, -40.500000) translate(-22.500000, -26.500000)\">\n <path d=\"M112.743107,112.12741 C111.310627,113.561013 109.331747,114.449239 107.145951,114.449239 L27.9777917,114.449239 C23.6126002,114.449239 20.0618714,110.904826 20.0618714,106.532572 C20.0618714,102.169214 23.6059497,98.6159054 27.9777917,98.6159054 L99.2285381,98.6159054 L99.2285381,27.365159 C99.2285381,22.9999675 102.77295,19.4492387 107.145205,19.4492387 C111.508562,19.4492387 115.061871,22.993317 115.061871,27.365159 L115.061871,106.533318 C115.061871,108.71579 114.175869,110.694669 112.743378,112.127981 Z\" transform=\"translate(67.561871, 66.949239) rotate(-45.000000) translate(-67.561871, -66.949239) \"></path>\n <path d=\"M151.35638,112.12741 C149.923899,113.561013 147.94502,114.449239 145.759224,114.449239 L66.5910645,114.449239 C62.225873,114.449239 58.6751442,110.904826 58.6751442,106.532572 C58.6751442,102.169214 62.2192225,98.6159054 66.5910645,98.6159054 L137.841811,98.6159054 L137.841811,27.365159 C137.841811,22.9999675 141.386223,19.4492387 145.758478,19.4492387 C150.121835,19.4492387 153.675144,22.993317 153.675144,27.365159 L153.675144,106.533318 C153.675144,108.71579 152.789142,110.694669 151.356651,112.127981 Z\" transform=\"translate(106.175144, 66.949239) rotate(-45.000000) translate(-106.175144, -66.949239) \"></path>\n\t</g>\n</svg>"
},
"$:/core/images/chevron-left": {
"title": "$:/core/images/chevron-left",
"tags": "$:/tags/Image",
"text": "<svg class=\"tc-image-chevron-left tc-image-button\" width=\"22pt\" height=\"22pt\" viewBox=\"0 0 128 128\" version=\"1.1\">\n <g fill-rule=\"evenodd\" transform=\"translate(92.500000, 64.000000) rotate(-180.000000) translate(-92.500000, -64.000000) translate(6.000000, -3.000000)\">\n <path d=\"M112.743107,112.12741 C111.310627,113.561013 109.331747,114.449239 107.145951,114.449239 L27.9777917,114.449239 C23.6126002,114.449239 20.0618714,110.904826 20.0618714,106.532572 C20.0618714,102.169214 23.6059497,98.6159054 27.9777917,98.6159054 L99.2285381,98.6159054 L99.2285381,27.365159 C99.2285381,22.9999675 102.77295,19.4492387 107.145205,19.4492387 C111.508562,19.4492387 115.061871,22.993317 115.061871,27.365159 L115.061871,106.533318 C115.061871,108.71579 114.175869,110.694669 112.743378,112.127981 Z\" transform=\"translate(67.561871, 66.949239) rotate(-45.000000) translate(-67.561871, -66.949239) \"></path>\n <path d=\"M151.35638,112.12741 C149.923899,113.561013 147.94502,114.449239 145.759224,114.449239 L66.5910645,114.449239 C62.225873,114.449239 58.6751442,110.904826 58.6751442,106.532572 C58.6751442,102.169214 62.2192225,98.6159054 66.5910645,98.6159054 L137.841811,98.6159054 L137.841811,27.365159 C137.841811,22.9999675 141.386223,19.4492387 145.758478,19.4492387 C150.121835,19.4492387 153.675144,22.993317 153.675144,27.365159 L153.675144,106.533318 C153.675144,108.71579 152.789142,110.694669 151.356651,112.127981 Z\" transform=\"translate(106.175144, 66.949239) rotate(-45.000000) translate(-106.175144, -66.949239) \"></path>\n </g>\n</svg>"
},
"$:/core/images/chevron-right": {
"title": "$:/core/images/chevron-right",
"tags": "$:/tags/Image",
"text": "<svg class=\"tc-image-chevron-right tc-image-button\" width=\"22pt\" height=\"22pt\" viewBox=\"0 0 128 128\">\n <g fill-rule=\"evenodd\" transform=\"translate(-48.000000, -3.000000)\">\n <path d=\"M112.743107,112.12741 C111.310627,113.561013 109.331747,114.449239 107.145951,114.449239 L27.9777917,114.449239 C23.6126002,114.449239 20.0618714,110.904826 20.0618714,106.532572 C20.0618714,102.169214 23.6059497,98.6159054 27.9777917,98.6159054 L99.2285381,98.6159054 L99.2285381,27.365159 C99.2285381,22.9999675 102.77295,19.4492387 107.145205,19.4492387 C111.508562,19.4492387 115.061871,22.993317 115.061871,27.365159 L115.061871,106.533318 C115.061871,108.71579 114.175869,110.694669 112.743378,112.127981 Z\" transform=\"translate(67.561871, 66.949239) rotate(-45.000000) translate(-67.561871, -66.949239) \"></path>\n <path d=\"M151.35638,112.12741 C149.923899,113.561013 147.94502,114.449239 145.759224,114.449239 L66.5910645,114.449239 C62.225873,114.449239 58.6751442,110.904826 58.6751442,106.532572 C58.6751442,102.169214 62.2192225,98.6159054 66.5910645,98.6159054 L137.841811,98.6159054 L137.841811,27.365159 C137.841811,22.9999675 141.386223,19.4492387 145.758478,19.4492387 C150.121835,19.4492387 153.675144,22.993317 153.675144,27.365159 L153.675144,106.533318 C153.675144,108.71579 152.789142,110.694669 151.356651,112.127981 Z\" transform=\"translate(106.175144, 66.949239) rotate(-45.000000) translate(-106.175144, -66.949239) \"></path>\n </g>\n</svg>"
},
"$:/core/images/chevron-up": {
"title": "$:/core/images/chevron-up",
"tags": "$:/tags/Image",
"text": "<svg class=\"tc-image-chevron-up tc-image-button\" width=\"22pt\" height=\"22pt\" viewBox=\"0 0 128 128\">\n\t<g fill-rule=\"evenodd\" transform=\"translate(64.000000, 89.500000) rotate(-90.000000) translate(-64.000000, -89.500000) translate(-22.500000, 22.500000)\">\n <path d=\"M112.743107,112.12741 C111.310627,113.561013 109.331747,114.449239 107.145951,114.449239 L27.9777917,114.449239 C23.6126002,114.449239 20.0618714,110.904826 20.0618714,106.532572 C20.0618714,102.169214 23.6059497,98.6159054 27.9777917,98.6159054 L99.2285381,98.6159054 L99.2285381,27.365159 C99.2285381,22.9999675 102.77295,19.4492387 107.145205,19.4492387 C111.508562,19.4492387 115.061871,22.993317 115.061871,27.365159 L115.061871,106.533318 C115.061871,108.71579 114.175869,110.694669 112.743378,112.127981 Z\" transform=\"translate(67.561871, 66.949239) rotate(-45.000000) translate(-67.561871, -66.949239) \"></path>\n <path d=\"M151.35638,112.12741 C149.923899,113.561013 147.94502,114.449239 145.759224,114.449239 L66.5910645,114.449239 C62.225873,114.449239 58.6751442,110.904826 58.6751442,106.532572 C58.6751442,102.169214 62.2192225,98.6159054 66.5910645,98.6159054 L137.841811,98.6159054 L137.841811,27.365159 C137.841811,22.9999675 141.386223,19.4492387 145.758478,19.4492387 C150.121835,19.4492387 153.675144,22.993317 153.675144,27.365159 L153.675144,106.533318 C153.675144,108.71579 152.789142,110.694669 151.356651,112.127981 Z\" transform=\"translate(106.175144, 66.949239) rotate(-45.000000) translate(-106.175144, -66.949239) \"></path>\n\t</g>\n</svg>"
},
"$:/core/images/clone-button": {
"title": "$:/core/images/clone-button",
"tags": "$:/tags/Image",
"text": "<svg class=\"tc-clone-button tc-image-button\" width=\"22pt\" height=\"22pt\" viewBox=\"0 0 128 128\">\n <g fill-rule=\"evenodd\">\n <path d=\"M32.2650915,96 L32.2650915,120.002359 C32.2650915,124.419334 35.8432884,128 40.2627323,128 L120.002359,128 C124.419334,128 128,124.421803 128,120.002359 L128,40.2627323 C128,35.8457573 124.421803,32.2650915 120.002359,32.2650915 L96,32.2650915 L96,48 L108.858899,48 C110.519357,48 111.853018,49.3405131 111.853018,50.9941198 L111.853018,108.858899 C111.853018,110.519357 110.512505,111.853018 108.858899,111.853018 L50.9941198,111.853018 C49.333661,111.853018 48,110.512505 48,108.858899 L48,96 L32.2650915,96 Z\"></path>\n <path d=\"M40,56 L32.0070969,56 C27.5881712,56 24,52.418278 24,48 C24,43.5907123 27.5848994,40 32.0070969,40 L40,40 L40,32.0070969 C40,27.5881712 43.581722,24 48,24 C52.4092877,24 56,27.5848994 56,32.0070969 L56,40 L63.9929031,40 C68.4118288,40 72,43.581722 72,48 C72,52.4092877 68.4151006,56 63.9929031,56 L56,56 L56,63.9929031 C56,68.4118288 52.418278,72 48,72 C43.5907123,72 40,68.4151006 40,63.9929031 L40,56 Z M7.9992458,0 C3.58138434,0 0,3.5881049 0,7.9992458 L0,88.0007542 C0,92.4186157 3.5881049,96 7.9992458,96 L88.0007542,96 C92.4186157,96 96,92.4118951 96,88.0007542 L96,7.9992458 C96,3.58138434 92.4118951,0 88.0007542,0 L7.9992458,0 Z M19.0010118,16 C17.3435988,16 16,17.336731 16,19.0010118 L16,76.9989882 C16,78.6564012 17.336731,80 19.0010118,80 L76.9989882,80 C78.6564012,80 80,78.663269 80,76.9989882 L80,19.0010118 C80,17.3435988 78.663269,16 76.9989882,16 L19.0010118,16 Z\"></path>\n </g>\n</svg>"
},
"$:/core/images/close-all-button": {
"title": "$:/core/images/close-all-button",
"tags": "$:/tags/Image",
"text": "<svg class=\"tc-close-all-button tc-image-button\" width=\"22pt\" height=\"22pt\" viewBox=\"0 0 128 128\">\n <g fill-rule=\"evenodd\" transform=\"translate(-23.000000, -23.000000)\">\n <path d=\"M43,131 L22.9976794,131 C18.5827987,131 15,127.418278 15,123 C15,118.590712 18.5806831,115 22.9976794,115 L43,115 L43,94.9976794 C43,90.5827987 46.581722,87 51,87 C55.4092877,87 59,90.5806831 59,94.9976794 L59,115 L79.0023206,115 C83.4172013,115 87,118.581722 87,123 C87,127.409288 83.4193169,131 79.0023206,131 L59,131 L59,151.002321 C59,155.417201 55.418278,159 51,159 C46.5907123,159 43,155.419317 43,151.002321 L43,131 Z\" transform=\"translate(51.000000, 123.000000) rotate(-45.000000) translate(-51.000000, -123.000000) \"></path>\n <path d=\"M43,59 L22.9976794,59 C18.5827987,59 15,55.418278 15,51 C15,46.5907123 18.5806831,43 22.9976794,43 L43,43 L43,22.9976794 C43,18.5827987 46.581722,15 51,15 C55.4092877,15 59,18.5806831 59,22.9976794 L59,43 L79.0023206,43 C83.4172013,43 87,46.581722 87,51 C87,55.4092877 83.4193169,59 79.0023206,59 L59,59 L59,79.0023206 C59,83.4172013 55.418278,87 51,87 C46.5907123,87 43,83.4193169 43,79.0023206 L43,59 Z\" transform=\"translate(51.000000, 51.000000) rotate(-45.000000) translate(-51.000000, -51.000000) \"></path>\n <path d=\"M115,59 L94.9976794,59 C90.5827987,59 87,55.418278 87,51 C87,46.5907123 90.5806831,43 94.9976794,43 L115,43 L115,22.9976794 C115,18.5827987 118.581722,15 123,15 C127.409288,15 131,18.5806831 131,22.9976794 L131,43 L151.002321,43 C155.417201,43 159,46.581722 159,51 C159,55.4092877 155.419317,59 151.002321,59 L131,59 L131,79.0023206 C131,83.4172013 127.418278,87 123,87 C118.590712,87 115,83.4193169 115,79.0023206 L115,59 Z\" transform=\"translate(123.000000, 51.000000) rotate(-45.000000) translate(-123.000000, -51.000000) \"></path>\n <path d=\"M115,131 L94.9976794,131 C90.5827987,131 87,127.418278 87,123 C87,118.590712 90.5806831,115 94.9976794,115 L115,115 L115,94.9976794 C115,90.5827987 118.581722,87 123,87 C127.409288,87 131,90.5806831 131,94.9976794 L131,115 L151.002321,115 C155.417201,115 159,118.581722 159,123 C159,127.409288 155.419317,131 151.002321,131 L131,131 L131,151.002321 C131,155.417201 127.418278,159 123,159 C118.590712,159 115,155.419317 115,151.002321 L115,131 Z\" transform=\"translate(123.000000, 123.000000) rotate(-45.000000) translate(-123.000000, -123.000000) \"></path>\n </g>\n</svg>"
},
"$:/core/images/close-button": {
"title": "$:/core/images/close-button",
"tags": "$:/tags/Image",
"text": "<svg class=\"tc-image-close-button tc-image-button\" viewBox=\"0 0 128 128\" width=\"22pt\" height=\"22pt\">\n <g fill-rule=\"evenodd\">\n <path d=\"M65.0864256,75.4091629 L14.9727349,125.522854 C11.8515951,128.643993 6.78104858,128.64922 3.65685425,125.525026 C0.539017023,122.407189 0.5336324,117.334539 3.65902635,114.209145 L53.7727171,64.0954544 L3.65902635,13.9817637 C0.537886594,10.8606239 0.532659916,5.79007744 3.65685425,2.6658831 C6.77469148,-0.451954124 11.8473409,-0.457338747 14.9727349,2.66805521 L65.0864256,52.7817459 L115.200116,2.66805521 C118.321256,-0.453084553 123.391803,-0.458311231 126.515997,2.6658831 C129.633834,5.78372033 129.639219,10.8563698 126.513825,13.9817637 L76.4001341,64.0954544 L126.513825,114.209145 C129.634965,117.330285 129.640191,122.400831 126.515997,125.525026 C123.39816,128.642863 118.32551,128.648248 115.200116,125.522854 L65.0864256,75.4091629 L65.0864256,75.4091629 Z\"></path>\n </g>\n</svg>\n"
},
"$:/core/images/close-others-button": {
"title": "$:/core/images/close-others-button",
"tags": "$:/tags/Image",
"text": "<svg class=\"tc-image-close-others-button tc-image-button\" width=\"22pt\" height=\"22pt\" viewBox=\"0 0 128 128\">\n <g fill-rule=\"evenodd\">\n <path d=\"M64,128 C99.346224,128 128,99.346224 128,64 C128,28.653776 99.346224,0 64,0 C28.653776,0 0,28.653776 0,64 C0,99.346224 28.653776,128 64,128 Z M64,112 C90.509668,112 112,90.509668 112,64 C112,37.490332 90.509668,16 64,16 C37.490332,16 16,37.490332 16,64 C16,90.509668 37.490332,112 64,112 Z M64,96 C81.673112,96 96,81.673112 96,64 C96,46.326888 81.673112,32 64,32 C46.326888,32 32,46.326888 32,64 C32,81.673112 46.326888,96 64,96 Z M64,80 C72.836556,80 80,72.836556 80,64 C80,55.163444 72.836556,48 64,48 C55.163444,48 48,55.163444 48,64 C48,72.836556 55.163444,80 64,80 Z\"></path>\n </g>\n</svg>"
},
"$:/core/images/delete-button": {
"title": "$:/core/images/delete-button",
"tags": "$:/tags/Image",
"text": "<svg class=\"tc-image-delete-button tc-image-button\" viewBox=\"0 0 128 128\" width=\"22pt\" height=\"22pt\">\n <g fill-rule=\"evenodd\" transform=\"translate(12.000000, 0.000000)\">\n <rect x=\"0\" y=\"11\" width=\"105\" height=\"16\" rx=\"8\"></rect>\n <rect x=\"28\" y=\"0\" width=\"48\" height=\"16\" rx=\"8\"></rect>\n <rect x=\"8\" y=\"16\" width=\"16\" height=\"112\" rx=\"8\"></rect>\n <rect x=\"8\" y=\"112\" width=\"88\" height=\"16\" rx=\"8\"></rect>\n <rect x=\"80\" y=\"16\" width=\"16\" height=\"112\" rx=\"8\"></rect>\n <rect x=\"56\" y=\"16\" width=\"16\" height=\"112\" rx=\"8\"></rect>\n <rect x=\"32\" y=\"16\" width=\"16\" height=\"112\" rx=\"8\"></rect>\n </g>\n</svg>"
},
"$:/core/images/done-button": {
"title": "$:/core/images/done-button",
"tags": "$:/tags/Image",
"text": "<svg class=\"tc-image-done-button tc-image-button\" viewBox=\"0 0 128 128\" width=\"22pt\" height=\"22pt\">\n <g fill-rule=\"evenodd\">\n <path d=\"M3.52445141,76.8322939 C2.07397484,75.3828178 1.17514421,73.3795385 1.17514421,71.1666288 L1.17514421,23.1836596 C1.17514421,18.7531992 4.75686621,15.1751442 9.17514421,15.1751442 C13.5844319,15.1751442 17.1751442,18.7606787 17.1751442,23.1836596 L17.1751442,63.1751442 L119.173716,63.1751442 C123.590457,63.1751442 127.175144,66.7568662 127.175144,71.1751442 C127.175144,75.5844319 123.592783,79.1751442 119.173716,79.1751442 L9.17657227,79.1751442 C6.96796403,79.1751442 4.9674142,78.279521 3.51911285,76.8315312 Z\" id=\"Rectangle-285\" transform=\"translate(64.175144, 47.175144) rotate(-45.000000) translate(-64.175144, -47.175144) \"></path>\n </g>\n</svg>"
},
"$:/core/images/down-arrow": {
"title": "$:/core/images/down-arrow",
"tags": "$:/tags/Image",
"text": "<svg class=\"tc-image-down-arrow tc-image-button\" viewBox=\"0 0 128 128\" width=\"22pt\" height=\"22pt\">\n <path d=\"M109.35638,81.3533152 C107.923899,82.7869182 105.94502,83.6751442 103.759224,83.6751442 L24.5910645,83.6751442 C20.225873,83.6751442 16.6751442,80.1307318 16.6751442,75.7584775 C16.6751442,71.3951199 20.2192225,67.8418109 24.5910645,67.8418109 L95.8418109,67.8418109 L95.8418109,-3.40893546 C95.8418109,-7.77412698 99.3862233,-11.3248558 103.758478,-11.3248558 C108.121835,-11.3248558 111.675144,-7.78077754 111.675144,-3.40893546 L111.675144,75.7592239 C111.675144,77.9416955 110.789142,79.9205745 109.356651,81.3538862 Z\" transform=\"translate(64.175144, 36.175144) rotate(45.000000) translate(-64.175144, -36.175144) \"></path>\n</svg>"
},
"$:/core/images/download-button": {
"title": "$:/core/images/download-button",
"tags": "$:/tags/Image",
"text": "<svg class=\"tc-image-download-button tc-image-button\" width=\"22pt\" height=\"22pt\" viewBox=\"0 0 128 128\"><g fill-rule=\"evenodd\"><path class=\"tc-image-download-button-ring\" d=\"M64,128 C99.346224,128 128,99.346224 128,64 C128,28.653776 99.346224,0 64,0 C28.653776,0 0,28.653776 0,64 C0,99.346224 28.653776,128 64,128 Z M64,112 C90.509668,112 112,90.509668 112,64 C112,37.490332 90.509668,16 64,16 C37.490332,16 16,37.490332 16,64 C16,90.509668 37.490332,112 64,112 Z\"/><path d=\"M34.3496823,66.4308767 L61.2415823,93.634668 C63.0411536,95.4551107 65.9588502,95.4551107 67.7584215,93.634668 L94.6503215,66.4308767 C96.4498928,64.610434 96.4498928,61.6588981 94.6503215,59.8384554 C93.7861334,58.9642445 92.6140473,58.4731195 91.3919019,58.4731195 L82.9324098,58.4731195 C80.3874318,58.4731195 78.3243078,56.3860674 78.3243078,53.8115729 L78.3243078,38.6615466 C78.3243078,36.0870521 76.2611837,34 73.7162058,34 L55.283798,34 C52.7388201,34 50.675696,36.0870521 50.675696,38.6615466 L50.675696,38.6615466 L50.675696,53.8115729 C50.675696,56.3860674 48.612572,58.4731195 46.0675941,58.4731195 L37.608102,58.4731195 C35.063124,58.4731195 33,60.5601716 33,63.134666 C33,64.3709859 33.4854943,65.5566658 34.3496823,66.4308767 L34.3496823,66.4308767 Z\"/></g></svg>"
},
"$:/core/images/edit-button": {
"title": "$:/core/images/edit-button",
"tags": "$:/tags/Image",
"text": "<svg class=\"tc-image-edit-button tc-image-button\" viewBox=\"0 0 128 128\" width=\"22pt\" height=\"22pt\">\n <g fill-rule=\"evenodd\">\n <path d=\"M116.870058,45.3431458 L108.870058,45.3431458 L108.870058,45.3431458 L108.870058,61.3431458 L116.870058,61.3431458 L116.870058,45.3431458 Z M124.870058,45.3431458 L127.649881,45.3431458 C132.066101,45.3431458 135.656854,48.9248678 135.656854,53.3431458 C135.656854,57.7524334 132.07201,61.3431458 127.649881,61.3431458 L124.870058,61.3431458 L124.870058,45.3431458 Z M100.870058,45.3431458 L15.6638275,45.3431458 C15.5064377,45.3431458 15.3501085,45.3476943 15.1949638,45.3566664 L15.1949638,45.3566664 C15.0628002,45.3477039 14.928279,45.3431458 14.7913977,45.3431458 C6.68160973,45.3431458 -8.34314575,53.3431458 -8.34314575,53.3431458 C-8.34314575,53.3431458 6.85614548,61.3431458 14.7913977,61.3431458 C14.9266533,61.3431458 15.0596543,61.3384973 15.190398,61.3293588 C15.3470529,61.3385075 15.5049057,61.3431458 15.6638275,61.3431458 L100.870058,61.3431458 L100.870058,45.3431458 L100.870058,45.3431458 Z\" transform=\"translate(63.656854, 53.343146) rotate(-45.000000) translate(-63.656854, -53.343146) \"></path>\n <path d=\"M35.1714596,124.189544 C41.9594858,123.613403 49.068777,121.917633 58.85987,118.842282 C60.6854386,118.268877 62.4306907,117.705515 65.1957709,116.802278 C81.1962861,111.575575 87.0734839,109.994907 93.9414474,109.655721 C102.29855,109.242993 107.795169,111.785371 111.520478,118.355045 C112.610163,120.276732 115.051363,120.951203 116.97305,119.861518 C118.894737,118.771832 119.569207,116.330633 118.479522,114.408946 C113.146151,105.003414 104.734907,101.112919 93.5468356,101.66546 C85.6716631,102.054388 79.4899908,103.716944 62.7116783,109.197722 C59.9734132,110.092199 58.2519873,110.64787 56.4625698,111.20992 C37.002649,117.322218 25.6914684,118.282267 16.8654804,112.957098 C14.9739614,111.815848 12.5154166,112.424061 11.3741667,114.31558 C10.2329168,116.207099 10.84113,118.665644 12.7326489,119.806894 C19.0655164,123.627836 26.4866335,124.926678 35.1714596,124.189544 Z\"></path>\n </g>\n</svg>"
},
"$:/core/images/erase": {
"title": "$:/core/images/erase",
"tags": "$:/tags/Image",
"text": "<svg class=\"tc-image-erase tc-image-button\" width=\"22pt\" height=\"22pt\" viewBox=\"0 0 128 128\">\n <g fill-rule=\"evenodd\">\n <path d=\"M60.0870401,127.996166 L123.102318,64.980888 C129.636723,58.4464827 129.629513,47.8655877 123.098967,41.3350425 L99.4657866,17.7018617 C92.927448,11.1635231 82.3486358,11.1698163 75.8199411,17.698511 L4.89768189,88.6207702 C-1.63672343,95.1551755 -1.6295126,105.736071 4.90103262,112.266616 L20.6305829,127.996166 L60.0870401,127.996166 Z M25.1375576,120.682546 L10.812569,106.357558 C7.5455063,103.090495 7.54523836,97.793808 10.8048093,94.5342371 L46.2691086,59.0699377 L81.7308914,94.5317205 L55.5800654,120.682546 L25.1375576,120.682546 Z\"></path>\n </g>\n</svg>"
},
"$:/core/images/excise": {
"title": "$:/core/images/excise",
"tags": "$:/tags/Image",
"text": "<svg class=\"tc-image-excise tc-image-button\" width=\"22pt\" height=\"22pt\" viewBox=\"0 0 128 128\">\n <g fill-rule=\"evenodd\">\n <path d=\"M56,107.313709 L53.6568542,109.656854 C50.5326599,112.781049 45.4673401,112.781049 42.3431457,109.656854 C39.2189514,106.53266 39.2189514,101.46734 42.3431458,98.3431457 L58.3431458,82.3431457 C61.4673401,79.2189514 66.5326599,79.2189514 69.6568542,82.3431458 L85.6568542,98.3431458 C88.7810486,101.46734 88.7810486,106.53266 85.6568542,109.656854 C82.5326599,112.781049 77.4673401,112.781049 74.3431458,109.656854 L72,107.313708 L72,121.597798 C72,125.133636 68.418278,128 64,128 C59.581722,128 56,125.133636 56,121.597798 L56,107.313709 Z M0,40.0070969 C0,35.5848994 3.59071231,32 8,32 C12.418278,32 16,35.5881712 16,40.0070969 L16,71.9929031 C16,76.4151006 12.4092877,80 8,80 C3.581722,80 0,76.4118288 0,71.9929031 L0,40.0070969 Z M32,40.0070969 C32,35.5848994 35.5907123,32 40,32 C44.418278,32 48,35.5881712 48,40.0070969 L48,71.9929031 C48,76.4151006 44.4092877,80 40,80 C35.581722,80 32,76.4118288 32,71.9929031 L32,40.0070969 Z M80,40.0070969 C80,35.5848994 83.5907123,32 88,32 C92.418278,32 96,35.5881712 96,40.0070969 L96,71.9929031 C96,76.4151006 92.4092877,80 88,80 C83.581722,80 80,76.4118288 80,71.9929031 L80,40.0070969 Z M56,8.00709688 C56,3.58489938 59.5907123,0 64,0 C68.418278,0 72,3.58817117 72,8.00709688 L72,39.9929031 C72,44.4151006 68.4092877,48 64,48 C59.581722,48 56,44.4118288 56,39.9929031 L56,8.00709688 Z M112,40.0070969 C112,35.5848994 115.590712,32 120,32 C124.418278,32 128,35.5881712 128,40.0070969 L128,71.9929031 C128,76.4151006 124.409288,80 120,80 C115.581722,80 112,76.4118288 112,71.9929031 L112,40.0070969 Z\"></path>\n </g>\n</svg>"
},
"$:/core/images/export-button": {
"title": "$:/core/images/export-button",
"tags": "$:/tags/Image",
"text": "<svg class=\"tc-image-export-button tc-image-button\" width=\"22pt\" height=\"22pt\" viewBox=\"0 0 128 128\">\n <g fill-rule=\"evenodd\">\n <path d=\"M8.00348646,127.999999 C8.00464867,128 8.00581094,128 8.00697327,128 L119.993027,128 C122.205254,128 124.207939,127.101378 125.657096,125.651198 L125.656838,125.65759 C127.104563,124.210109 128,122.21009 128,119.999949 L128,56.0000511 C128,51.5817449 124.409288,48 120,48 C115.581722,48 112,51.5797863 112,56.0000511 L112,112 L16,112 L16,56.0000511 C16,51.5817449 12.4092877,48 8,48 C3.581722,48 7.10542736e-15,51.5797863 7.10542736e-15,56.0000511 L7.10542736e-15,119.999949 C7.10542736e-15,124.418255 3.59071231,128 8,128 C8.00116233,128 8.0023246,128 8.00348681,127.999999 Z M56.6235633,27.3113724 L47.6580188,36.2769169 C44.5333664,39.4015692 39.4634864,39.4061295 36.339292,36.2819351 C33.2214548,33.1640979 33.2173444,28.0901742 36.3443103,24.9632084 L58.9616908,2.34582788 C60.5248533,0.782665335 62.5748436,0.000361191261 64.624516,2.38225238e-14 L64.6193616,0.00151809229 C66.6695374,0.000796251595 68.7211167,0.781508799 70.2854358,2.34582788 L92.9028163,24.9632084 C96.0274686,28.0878607 96.0320289,33.1577408 92.9078345,36.2819351 C89.7899973,39.3997724 84.7160736,39.4038827 81.5891078,36.2769169 L72.6235633,27.3113724 L72.6235633,88.5669606 C72.6235633,92.9781015 69.0418413,96.5662064 64.6235633,96.5662064 C60.2142756,96.5662064 56.6235633,92.984822 56.6235633,88.5669606 L56.6235633,27.3113724 L56.6235633,27.3113724 Z\"></path>\n </g>\n</svg>"
},
"$:/core/images/file": {
"title": "$:/core/images/file",
"tags": "$:/tags/Image",
"text": "<svg class=\"tc-image-file tc-image-button\" width=\"22pt\" height=\"22pt\" viewBox=\"0 0 128 128\">\n <g fill-rule=\"nonzero\">\n <path d=\"M111.96811,30.5 L112,30.5 L112,119.999079 C112,124.417866 108.419113,128 104.000754,128 L23.9992458,128 C19.5813843,128 16,124.417687 16,119.999079 L16,8.00092105 C16,3.58213437 19.5808867,0 23.9992458,0 L81,0 L81,0.0201838424 C83.1589869,-0.071534047 85.3482153,0.707077645 86.9982489,2.35711116 L109.625176,24.9840387 C111.151676,26.510538 111.932942,28.4998414 111.96811,30.5 L111.96811,30.5 Z M81,8 L24,8 L24,120 L104,120 L104,30.5 L89.0003461,30.5 C84.5818769,30.5 81,26.9216269 81,22.4996539 L81,8 Z\"></path>\n <rect x=\"32\" y=\"36\" width=\"64\" height=\"8\" rx=\"4\"></rect>\n <rect x=\"32\" y=\"52\" width=\"64\" height=\"8\" rx=\"4\"></rect>\n <rect x=\"32\" y=\"68\" width=\"64\" height=\"8\" rx=\"4\"></rect>\n <rect x=\"32\" y=\"84\" width=\"64\" height=\"8\" rx=\"4\"></rect>\n <rect x=\"32\" y=\"100\" width=\"64\" height=\"8\" rx=\"4\"></rect>\n <rect x=\"32\" y=\"20\" width=\"40\" height=\"8\" rx=\"4\"></rect>\n </g>\n</svg>"
},
"$:/core/images/fixed-height": {
"title": "$:/core/images/fixed-height",
"tags": "$:/tags/Image",
"text": "<svg class=\"tc-image-fixed-height tc-image-button\" width=\"22pt\" height=\"22pt\" viewBox=\"0 0 128 128\">\n <g fill-rule=\"evenodd\">\n <path d=\"M60,35.6568542 L50.8284271,44.8284271 C49.26633,46.3905243 46.73367,46.3905243 45.1715729,44.8284271 C43.6094757,43.26633 43.6094757,40.73367 45.1715729,39.1715729 L61.1715729,23.1715729 C62.73367,21.6094757 65.2663299,21.6094757 66.8284271,23.1715728 L82.8284278,39.1715728 C84.390525,40.7336699 84.390525,43.2663299 82.8284279,44.8284271 C81.2663308,46.3905243 78.7336709,46.3905243 77.1715737,44.8284272 L68,35.6568539 L68,93.3431461 L77.1715737,84.1715728 C78.7336709,82.6094757 81.2663308,82.6094757 82.8284279,84.1715729 C84.390525,85.7336701 84.390525,88.2663301 82.8284278,89.8284272 L66.8284271,105.828427 C65.2663299,107.390524 62.73367,107.390524 61.1715729,105.828427 L45.1715729,89.8284271 C43.6094757,88.26633 43.6094757,85.73367 45.1715729,84.1715729 C46.73367,82.6094757 49.26633,82.6094757 50.8284271,84.1715729 L60,93.3431458 L60,35.6568542 L60,35.6568542 Z M16,116 L112,116 C114.209139,116 116,114.209139 116,112 C116,109.790861 114.209139,108 112,108 L16,108 C13.790861,108 12,109.790861 12,112 C12,114.209139 13.790861,116 16,116 L16,116 Z M16,20 L112,20 C114.209139,20 116,18.209139 116,16 C116,13.790861 114.209139,12 112,12 L16,12 C13.790861,12 12,13.790861 12,16 C12,18.209139 13.790861,20 16,20 L16,20 Z\"></path>\n </g>\n</svg>"
},
"$:/core/images/fold-all-button": {
"title": "$:/core/images/fold-all-button",
"tags": "$:/tags/Image",
"text": "<svg class=\"tc-image-fold-all tc-image-button\" width=\"22pt\" height=\"22pt\" viewBox=\"0 0 128 128\">\n <g fill-rule=\"evenodd\">\n <rect x=\"0\" y=\"0\" width=\"128\" height=\"16\" rx=\"8\"></rect>\n <rect x=\"0\" y=\"64\" width=\"128\" height=\"16\" rx=\"8\"></rect>\n <path d=\"M64.0292774,58.6235628 C61.9791013,58.6242848 59.9275217,57.8435723 58.3632024,56.279253 L35.7458219,33.6618725 C32.6211696,30.5372202 32.6166093,25.4673401 35.7408036,22.3431458 C38.8586409,19.2253085 43.9325646,19.2211982 47.0595304,22.348164 L64.0250749,39.3137085 L80.9906194,22.348164 C84.1152717,19.2235117 89.1851518,19.2189514 92.3093461,22.3431458 C95.4271834,25.460983 95.4312937,30.5349067 92.3043279,33.6618725 L69.6869474,56.279253 C68.1237851,57.8424153 66.0737951,58.6247195 64.0241231,58.6250809 Z\" transform=\"translate(64.024316, 39.313708) scale(1, -1) translate(-64.024316, -39.313708) \"></path>\n <path d=\"M64.0292774,123.621227 C61.9791013,123.621949 59.9275217,122.841236 58.3632024,121.276917 L35.7458219,98.6595365 C32.6211696,95.5348842 32.6166093,90.4650041 35.7408036,87.3408098 C38.8586409,84.2229725 43.9325646,84.2188622 47.0595304,87.345828 L64.0250749,104.311373 L80.9906194,87.345828 C84.1152717,84.2211757 89.1851518,84.2166154 92.3093461,87.3408098 C95.4271834,90.458647 95.4312937,95.5325707 92.3043279,98.6595365 L69.6869474,121.276917 C68.1237851,122.840079 66.0737951,123.622383 64.0241231,123.622745 Z\" transform=\"translate(64.024316, 104.311372) scale(1, -1) translate(-64.024316, -104.311372) \"></path>\n </g>\n</svg>"
},
"$:/core/images/fold-button": {
"title": "$:/core/images/fold-button",
"tags": "$:/tags/Image",
"text": "<svg class=\"tc-image-fold tc-image-button\" width=\"22pt\" height=\"22pt\" viewBox=\"0 0 128 128\">\n <g fill-rule=\"evenodd\">\n <rect x=\"0\" y=\"0\" width=\"128\" height=\"16\" rx=\"8\"></rect>\n <path d=\"M64.0292774,63.6235628 C61.9791013,63.6242848 59.9275217,62.8435723 58.3632024,61.279253 L35.7458219,38.6618725 C32.6211696,35.5372202 32.6166093,30.4673401 35.7408036,27.3431458 C38.8586409,24.2253085 43.9325646,24.2211982 47.0595304,27.348164 L64.0250749,44.3137085 L80.9906194,27.348164 C84.1152717,24.2235117 89.1851518,24.2189514 92.3093461,27.3431458 C95.4271834,30.460983 95.4312937,35.5349067 92.3043279,38.6618725 L69.6869474,61.279253 C68.1237851,62.8424153 66.0737951,63.6247195 64.0241231,63.6250809 Z\" transform=\"translate(64.024316, 44.313708) scale(1, -1) translate(-64.024316, -44.313708) \"></path>\n <path d=\"M64.0049614,105.998482 C61.9547853,105.999204 59.9032057,105.218491 58.3388864,103.654172 L35.7215059,81.0367916 C32.5968535,77.9121393 32.5922933,72.8422592 35.7164876,69.7180649 C38.8343248,66.6002276 43.9082485,66.5961173 47.0352144,69.7230831 L64.0007589,86.6886276 L80.9663034,69.7230831 C84.0909557,66.5984308 89.1608358,66.5938705 92.2850301,69.7180649 C95.4028673,72.8359021 95.4069777,77.9098258 92.2800119,81.0367916 L69.6626314,103.654172 C68.099469,105.217334 66.0494791,105.999639 63.999807,106 Z\" transform=\"translate(64.000000, 86.688628) scale(1, -1) translate(-64.000000, -86.688628) \"></path>\n </g>\n</svg>"
},
"$:/core/images/fold-others-button": {
"title": "$:/core/images/fold-others-button",
"tags": "$:/tags/Image",
"text": "<svg class=\"tc-image-fold-others tc-image-button\" width=\"22pt\" height=\"22pt\" viewBox=\"0 0 128 128\">\n <g fill-rule=\"evenodd\">\n <rect x=\"0\" y=\"56.0314331\" width=\"128\" height=\"16\" rx=\"8\"></rect>\n <path d=\"M101.657101,104.948818 C100.207918,103.498614 98.2051847,102.599976 95.9929031,102.599976 L72,102.599976 L72,78.6070725 C72,76.3964271 71.1036108,74.3936927 69.6545293,72.9441002 L69.6571005,72.9488183 C68.2079177,71.4986143 66.2051847,70.5999756 63.9929031,70.5999756 L32.0070969,70.5999756 C27.5881712,70.5999756 24,74.1816976 24,78.5999756 C24,83.0092633 27.5848994,86.5999756 32.0070969,86.5999756 L56,86.5999756 L56,110.592879 C56,112.803524 56.8963895,114.806259 58.3454713,116.255852 L58.3429,116.251133 C59.7920828,117.701337 61.7948156,118.599976 64.0070969,118.599976 L88,118.599976 L88,142.592879 C88,147.011804 91.581722,150.599976 96,150.599976 C100.409288,150.599976 104,147.015076 104,142.592879 L104,110.607072 C104,108.396427 103.103611,106.393693 101.654529,104.9441 Z\" transform=\"translate(64.000000, 110.599976) rotate(-45.000000) translate(-64.000000, -110.599976) \"></path>\n <path d=\"M101.725643,11.7488671 C100.27646,10.2986632 98.2737272,9.40002441 96.0614456,9.40002441 L72.0685425,9.40002441 L72.0685425,-14.5928787 C72.0685425,-16.8035241 71.1721533,-18.8062584 69.7230718,-20.255851 L69.725643,-20.2511329 C68.2764602,-21.7013368 66.2737272,-22.5999756 64.0614456,-22.5999756 L32.0756394,-22.5999756 C27.6567137,-22.5999756 24.0685425,-19.0182536 24.0685425,-14.5999756 C24.0685425,-10.1906879 27.6534419,-6.59997559 32.0756394,-6.59997559 L56.0685425,-6.59997559 L56.0685425,17.3929275 C56.0685425,19.6035732 56.964932,21.6063078 58.4140138,23.0559004 L58.4114425,23.0511823 C59.8606253,24.5013859 61.8633581,25.4000244 64.0756394,25.4000244 L88.0685425,25.4000244 L88.0685425,49.3929275 C88.0685425,53.8118532 91.6502645,57.4000244 96.0685425,57.4000244 C100.47783,57.4000244 104.068542,53.815125 104.068542,49.3929275 L104.068542,17.4071213 C104.068542,15.1964759 103.172153,13.1937416 101.723072,11.744149 Z\" transform=\"translate(64.068542, 17.400024) scale(1, -1) rotate(-45.000000) translate(-64.068542, -17.400024) \"></path>\n </g>\n</svg>"
},
"$:/core/images/folder": {
"title": "$:/core/images/folder",
"tags": "$:/tags/Image",
"text": "<svg class=\"tc-image-folder tc-image-button\" width=\"22pt\" height=\"22pt\" viewBox=\"0 0 128 128\">\n <g fill-rule=\"evenodd\">\n <path d=\"M55.6943257,128.000004 L7.99859666,128.000004 C3.5810937,128.000004 0,124.413822 0,119.996384 L0,48.0036243 C0,43.5833471 3.58387508,40.0000044 7.99859666,40.0000044 L16,40.0000044 L16,31.9999914 C16,27.5817181 19.5783731,24 24.0003461,24 L55.9996539,24 C60.4181231,24 64,27.5800761 64,31.9999914 L64,40.0000044 L104.001403,40.0000044 C108.418906,40.0000044 112,43.5861868 112,48.0036243 L112,59.8298353 L104,59.7475921 L104,51.9994189 C104,49.7887607 102.207895,48.0000044 99.9972215,48.0000044 L56,48.0000044 L56,36.0000255 C56,33.7898932 54.2072328,32 51.9957423,32 L28.0042577,32 C25.7890275,32 24,33.7908724 24,36.0000255 L24,48.0000044 L12.0027785,48.0000044 C9.78987688,48.0000044 8,49.7906032 8,51.9994189 L8,116.00059 C8,118.211248 9.79210499,120.000004 12.0027785,120.000004 L58.7630167,120.000004 L55.6943257,128.000004 L55.6943257,128.000004 Z\"></path>\n <path d=\"M23.8728955,55.5 L119.875702,55.5 C124.293205,55.5 126.87957,59.5532655 125.650111,64.5630007 L112.305967,118.936999 C111.077582,123.942356 106.497904,128 102.083183,128 L6.08037597,128 C1.66287302,128 -0.923492342,123.946735 0.305967145,118.936999 L13.650111,64.5630007 C14.878496,59.5576436 19.4581739,55.5 23.8728955,55.5 L23.8728955,55.5 L23.8728955,55.5 Z M25.6530124,64 L113.647455,64 C115.858129,64 117.151473,66.0930612 116.538306,68.6662267 L105.417772,115.333773 C104.803671,117.910859 102.515967,120 100.303066,120 L12.3086228,120 C10.0979492,120 8.8046054,117.906939 9.41777189,115.333773 L20.5383062,68.6662267 C21.1524069,66.0891409 23.4401107,64 25.6530124,64 L25.6530124,64 L25.6530124,64 Z\"></path>\n </g>\n</svg>"
},
"$:/core/images/full-screen-button": {
"title": "$:/core/images/full-screen-button",
"tags": "$:/tags/Image",
"text": "<svg class=\"tc-image-full-screen-button tc-image-button\" width=\"22pt\" height=\"22pt\" viewBox=\"0 0 128 128\">\n <g>\n <g>\n <path d=\"M5.29777586e-31,8 C1.59060409e-15,3.581722 3.581722,0 8,0 L40,0 C44.418278,0 48,3.581722 48,8 C48,12.418278 44.418278,16 40,16 L16,16 L16,40 C16,44.418278 12.418278,48 8,48 C3.581722,48 -3.55271368e-15,44.418278 0,40 L3.55271368e-15,8 Z\"></path>\n </g>\n <g transform=\"translate(104.000000, 104.000000) rotate(-180.000000) translate(-104.000000, -104.000000) translate(80.000000, 80.000000)\">\n <path d=\"M5.29777586e-31,8 C1.59060409e-15,3.581722 3.581722,0 8,0 L40,0 C44.418278,0 48,3.581722 48,8 C48,12.418278 44.418278,16 40,16 L16,16 L16,40 C16,44.418278 12.418278,48 8,48 C3.581722,48 -3.55271368e-15,44.418278 0,40 L3.55271368e-15,8 Z\"></path>\n </g>\n <g transform=\"translate(24.000000, 104.000000) rotate(-90.000000) translate(-24.000000, -104.000000) translate(0.000000, 80.000000)\">\n <path d=\"M5.29777586e-31,8 C1.59060409e-15,3.581722 3.581722,0 8,0 L40,0 C44.418278,0 48,3.581722 48,8 C48,12.418278 44.418278,16 40,16 L16,16 L16,40 C16,44.418278 12.418278,48 8,48 C3.581722,48 -3.55271368e-15,44.418278 0,40 L3.55271368e-15,8 Z\"></path>\n </g>\n <g transform=\"translate(104.000000, 24.000000) rotate(90.000000) translate(-104.000000, -24.000000) translate(80.000000, 0.000000)\">\n <path d=\"M5.29777586e-31,8 C1.59060409e-15,3.581722 3.581722,0 8,0 L40,0 C44.418278,0 48,3.581722 48,8 C48,12.418278 44.418278,16 40,16 L16,16 L16,40 C16,44.418278 12.418278,48 8,48 C3.581722,48 -3.55271368e-15,44.418278 0,40 L3.55271368e-15,8 Z\"></path>\n </g>\n </g>\n</svg>"
},
"$:/core/images/github": {
"title": "$:/core/images/github",
"tags": "$:/tags/Image",
"text": "<svg class=\"tc-image-github tc-image-button\" width=\"22pt\" height=\"22pt\" viewBox=\"0 0 128 128\">\n <g fill-rule=\"evenodd\">\n <path d=\"M63.9383506,1.60695328 C28.6017227,1.60695328 -0.055756057,30.2970814 -0.055756057,65.6906208 C-0.055756057,94.003092 18.2804728,118.019715 43.7123154,126.493393 C46.9143781,127.083482 48.0812647,125.104717 48.0812647,123.405261 C48.0812647,121.886765 48.02626,117.85449 47.9948287,112.508284 C30.1929317,116.379268 26.4368926,103.916587 26.4368926,103.916587 C23.5255693,96.5129372 19.3294921,94.5420399 19.3294921,94.5420399 C13.5186324,90.5687739 19.7695302,90.6474524 19.7695302,90.6474524 C26.1933001,91.099854 29.5721638,97.2525155 29.5721638,97.2525155 C35.2808718,107.044059 44.5531024,104.215566 48.1991321,102.575118 C48.7806109,98.4366275 50.4346826,95.612068 52.2616263,94.0109598 C38.0507543,92.3941159 23.1091047,86.8944862 23.1091047,62.3389152 C23.1091047,55.3443933 25.6039634,49.6205298 29.6978889,45.1437211 C29.0378318,43.5229433 26.8415704,37.0044266 30.3265147,28.1845627 C30.3265147,28.1845627 35.6973364,26.4615028 47.9241083,34.7542205 C53.027764,33.330139 58.5046663,32.6220321 63.9462084,32.5944947 C69.3838216,32.6220321 74.856795,33.330139 79.9683085,34.7542205 C92.1872225,26.4615028 97.5501864,28.1845627 97.5501864,28.1845627 C101.042989,37.0044266 98.8467271,43.5229433 98.190599,45.1437211 C102.292382,49.6205298 104.767596,55.3443933 104.767596,62.3389152 C104.767596,86.9574291 89.8023734,92.3744463 75.5482834,93.9598188 C77.8427675,95.9385839 79.8897303,99.8489072 79.8897303,105.828476 C79.8897303,114.392635 79.8111521,121.304544 79.8111521,123.405261 C79.8111521,125.120453 80.966252,127.114954 84.2115327,126.489459 C109.623731,117.996111 127.944244,93.9952241 127.944244,65.6906208 C127.944244,30.2970814 99.2867652,1.60695328 63.9383506,1.60695328\"></path>\n </g>\n </svg>\n"
},
"$:/core/images/globe": {
"title": "$:/core/images/globe",
"tags": "$:/tags/Image",
"text": "<svg class=\"tc-image-globe tc-image-button\" width=\"22pt\" height=\"22pt\" viewBox=\"0 0 128 128\">\n <g fill-rule=\"evenodd\">\n <path d=\"M72.8111354,37.1275855 C72.8111354,37.9789875 72.8111354,38.8303894 72.8111354,39.6817913 C72.8111354,41.8784743 73.7885604,46.5631866 72.8111354,48.5143758 C71.3445471,51.4420595 68.1617327,52.0543531 66.4170946,54.3812641 C65.2352215,55.9575873 61.7987417,64.9821523 62.7262858,67.3005778 C66.6959269,77.2228204 74.26087,70.4881886 80.6887657,76.594328 C81.5527211,77.415037 83.5758191,78.8666631 83.985137,79.8899578 C87.2742852,88.1128283 76.4086873,94.8989524 87.7419325,106.189751 C88.9872885,107.430443 91.555495,102.372895 91.8205061,101.575869 C92.6726866,99.0129203 98.5458765,96.1267309 100.908882,94.5234439 C102.928056,93.1534443 105.782168,91.8557166 107.236936,89.7775886 C109.507391,86.5342557 108.717505,82.2640435 110.334606,79.0328716 C112.473794,74.7585014 114.163418,69.3979002 116.332726,65.0674086 C120.230862,57.2857361 121.054075,67.1596684 121.400359,67.5059523 C121.757734,67.8633269 122.411167,67.5059523 122.916571,67.5059523 C123.011132,67.5059523 124.364019,67.6048489 124.432783,67.5059523 C125.0832,66.5705216 123.390209,49.5852316 123.114531,48.2089091 C121.710578,41.1996597 116.17083,32.4278331 111.249523,27.7092761 C104.975994,21.6942076 104.160516,11.5121686 92.9912146,12.7547535 C92.7872931,12.7774397 87.906794,22.9027026 85.2136766,26.2672064 C81.486311,30.9237934 82.7434931,22.1144904 78.6876623,22.1144904 C78.6065806,22.1144904 77.5045497,22.0107615 77.4353971,22.1144904 C76.8488637,22.9942905 75.9952305,26.0101404 75.1288269,26.5311533 C74.8635477,26.6906793 73.4071369,26.2924966 73.2826811,26.5311533 C71.0401728,30.8313939 81.5394677,28.7427264 79.075427,34.482926 C76.7225098,39.9642538 72.747373,32.4860199 72.747373,43.0434079\"></path>\n <path d=\"M44.4668556,7.01044608 C54.151517,13.1403033 45.1489715,19.2084878 47.1611905,23.2253896 C48.8157833,26.5283781 51.4021933,28.6198851 48.8753629,33.038878 C46.8123257,36.6467763 42.0052989,37.0050492 39.251679,39.7621111 C36.2115749,42.8060154 33.7884281,48.7028116 32.4624592,52.6732691 C30.8452419,57.5158356 47.0088721,59.5388126 44.5246867,63.6811917 C43.1386839,65.9923513 37.7785192,65.1466282 36.0880227,63.8791519 C34.9234453,63.0059918 32.4946425,63.3331166 31.6713597,62.0997342 C29.0575851,58.1839669 29.4107339,54.0758543 28.0457962,49.9707786 C27.1076833,47.1493864 21.732611,47.8501656 20.2022714,49.3776393 C19.6790362,49.8998948 19.8723378,51.1703278 19.8723378,51.8829111 C19.8723378,57.1682405 26.9914913,55.1986414 26.9914913,58.3421973 C26.9914913,72.9792302 30.9191897,64.8771867 38.1313873,69.6793121 C48.1678018,76.3618966 45.9763926,76.981595 53.0777543,84.0829567 C56.7511941,87.7563965 60.8192437,87.7689005 62.503478,93.3767069 C64.1046972,98.7081071 53.1759798,98.7157031 50.786754,100.825053 C49.663965,101.816317 47.9736094,104.970571 46.5680513,105.439676 C44.7757187,106.037867 43.334221,105.93607 41.6242359,107.219093 C39.1967302,109.040481 37.7241465,112.151588 37.6034934,112.030935 C35.4555278,109.88297 34.0848666,96.5511248 33.7147244,93.7726273 C33.1258872,89.3524817 28.1241923,88.2337027 26.7275443,84.7420826 C25.1572737,80.8164061 28.2518481,75.223612 25.599097,70.9819941 C19.0797019,60.557804 13.7775712,56.4811506 10.2493953,44.6896152 C9.3074899,41.5416683 13.5912267,38.1609942 15.1264825,35.8570308 C17.0029359,33.0410312 17.7876232,30.0028946 19.8723378,27.2224065 C22.146793,24.1888519 40.8551166,9.46076832 43.8574051,8.63490613 L44.4668556,7.01044608 Z\"></path>\n <path d=\"M64,126 C98.2416545,126 126,98.2416545 126,64 C126,29.7583455 98.2416545,2 64,2 C29.7583455,2 2,29.7583455 2,64 C2,98.2416545 29.7583455,126 64,126 Z M64,120 C94.927946,120 120,94.927946 120,64 C120,33.072054 94.927946,8 64,8 C33.072054,8 8,33.072054 8,64 C8,94.927946 33.072054,120 64,120 Z\"></path>\n </g>\n</svg>"
},
"$:/core/images/heading-1": {
"title": "$:/core/images/heading-1",
"tags": "$:/tags/Image",
"text": "<svg class=\"tc-image-heading-1 tc-image-button\" width=\"22pt\" height=\"22pt\" viewBox=\"0 0 128 128\">\n <g fill-rule=\"evenodd\">\n <path d=\"M14,30 L27.25,30 L27.25,60.104 L61.7,60.104 L61.7,30 L74.95,30 L74.95,105.684 L61.7,105.684 L61.7,71.552 L27.25,71.552 L27.25,105.684 L14,105.684 L14,30 Z M84.3350766,43.78 C86.8790893,43.78 89.3523979,43.5680021 91.7550766,43.144 C94.1577553,42.7199979 96.3307336,42.0133383 98.2740766,41.024 C100.21742,40.0346617 101.87807,38.7626744 103.256077,37.208 C104.634084,35.6533256 105.535075,33.7453446 105.959077,31.484 L115.817077,31.484 L115.817077,105.684 L102.567077,105.684 L102.567077,53.32 L84.3350766,53.32 L84.3350766,43.78 Z\"></path>\n </g>\n</svg>"
},
"$:/core/images/heading-2": {
"title": "$:/core/images/heading-2",
"tags": "$:/tags/Image",
"text": "<svg class=\"tc-image-heading-2 tc-image-button\" width=\"22pt\" height=\"22pt\" viewBox=\"0 0 128 128\">\n <g fill-rule=\"evenodd\">\n <path d=\"M6,30 L19.25,30 L19.25,60.104 L53.7,60.104 L53.7,30 L66.95,30 L66.95,105.684 L53.7,105.684 L53.7,71.552 L19.25,71.552 L19.25,105.684 L6,105.684 L6,30 Z M125.519077,105.684 L74.8510766,105.684 C74.9217436,99.5359693 76.4057288,94.1653563 79.3030766,89.572 C82.2004244,84.9786437 86.1577182,80.986017 91.1750766,77.594 C93.5777553,75.8273245 96.0863969,74.113675 98.7010766,72.453 C101.315756,70.792325 103.718399,69.0080095 105.909077,67.1 C108.099754,65.1919905 109.901736,63.1250111 111.315077,60.899 C112.728417,58.6729889 113.47041,56.1113478 113.541077,53.214 C113.541077,51.8713266 113.382078,50.4403409 113.064077,48.921 C112.746075,47.4016591 112.127748,45.9883399 111.209077,44.681 C110.290405,43.3736601 109.018418,42.2783377 107.393077,41.395 C105.767735,40.5116622 103.647756,40.07 101.033077,40.07 C98.6303979,40.07 96.6340846,40.5469952 95.0440766,41.501 C93.4540687,42.4550048 92.1820814,43.762325 91.2280766,45.423 C90.2740719,47.083675 89.5674123,49.0446554 89.1080766,51.306 C88.648741,53.5673446 88.3837436,56.0053203 88.3130766,58.62 L76.2290766,58.62 C76.2290766,54.5213128 76.7767378,50.7230175 77.8720766,47.225 C78.9674154,43.7269825 80.610399,40.7060127 82.8010766,38.162 C84.9917542,35.6179873 87.6593942,33.6216739 90.8040766,32.173 C93.948759,30.7243261 97.6057224,30 101.775077,30 C106.297766,30 110.078395,30.7419926 113.117077,32.226 C116.155758,33.7100074 118.611401,35.5826554 120.484077,37.844 C122.356753,40.1053446 123.681739,42.5609868 124.459077,45.211 C125.236414,47.8610133 125.625077,50.3873213 125.625077,52.79 C125.625077,55.7580148 125.165748,58.4433213 124.247077,60.846 C123.328405,63.2486787 122.091751,65.4569899 120.537077,67.471 C118.982402,69.4850101 117.215753,71.3399915 115.237077,73.036 C113.2584,74.7320085 111.209087,76.3219926 109.089077,77.806 C106.969066,79.2900074 104.849087,80.7033266 102.729077,82.046 C100.609066,83.3886734 98.6480856,84.7313266 96.8460766,86.074 C95.0440676,87.4166734 93.47175,88.8123261 92.1290766,90.261 C90.7864032,91.7096739 89.8677458,93.2466585 89.3730766,94.872 L125.519077,94.872 L125.519077,105.684 Z\"></path>\n </g>\n</svg>"
},
"$:/core/images/heading-3": {
"title": "$:/core/images/heading-3",
"tags": "$:/tags/Image",
"text": "<svg class=\"tc-image-heading-3 tc-image-button\" width=\"22pt\" height=\"22pt\" viewBox=\"0 0 128 128\">\n <g fill-rule=\"evenodd\">\n <path d=\"M6,30 L19.25,30 L19.25,60.104 L53.7,60.104 L53.7,30 L66.95,30 L66.95,105.684 L53.7,105.684 L53.7,71.552 L19.25,71.552 L19.25,105.684 L6,105.684 L6,30 Z M94.8850766,62.224 C96.8637532,62.294667 98.8424001,62.1533351 100.821077,61.8 C102.799753,61.4466649 104.566402,60.8283378 106.121077,59.945 C107.675751,59.0616623 108.930072,57.8426744 109.884077,56.288 C110.838081,54.7333256 111.315077,52.8253446 111.315077,50.564 C111.315077,47.3839841 110.237421,44.8400095 108.082077,42.932 C105.926733,41.0239905 103.153094,40.07 99.7610766,40.07 C97.641066,40.07 95.8037511,40.4939958 94.2490766,41.342 C92.6944022,42.1900042 91.4047484,43.3383261 90.3800766,44.787 C89.3554048,46.2356739 88.5957458,47.860991 88.1010766,49.663 C87.6064075,51.465009 87.3944096,53.3199905 87.4650766,55.228 L75.3810766,55.228 C75.5224107,51.623982 76.1937373,48.2850154 77.3950766,45.211 C78.596416,42.1369846 80.2393995,39.4693446 82.3240766,37.208 C84.4087537,34.9466554 86.9350618,33.1800064 89.9030766,31.908 C92.8710915,30.6359936 96.2277246,30 99.9730766,30 C102.870424,30 105.714729,30.4239958 108.506077,31.272 C111.297424,32.1200042 113.806065,33.3566585 116.032077,34.982 C118.258088,36.6073415 120.042403,38.6743208 121.385077,41.183 C122.72775,43.6916792 123.399077,46.5713171 123.399077,49.822 C123.399077,53.5673521 122.551085,56.8356527 120.855077,59.627 C119.159068,62.4183473 116.509095,64.4499936 112.905077,65.722 L112.905077,65.934 C117.145098,66.7820042 120.448731,68.8843166 122.816077,72.241 C125.183422,75.5976835 126.367077,79.6786426 126.367077,84.484 C126.367077,88.017351 125.660417,91.1796527 124.247077,93.971 C122.833736,96.7623473 120.925755,99.129657 118.523077,101.073 C116.120398,103.016343 113.329093,104.517995 110.149077,105.578 C106.969061,106.638005 103.612428,107.168 100.079077,107.168 C95.7683884,107.168 92.005426,106.549673 88.7900766,105.313 C85.5747272,104.076327 82.8894207,102.327345 80.7340766,100.066 C78.5787325,97.8046554 76.9357489,95.0840159 75.8050766,91.904 C74.6744043,88.7239841 74.0737436,85.1906861 74.0030766,81.304 L86.0870766,81.304 C85.9457426,85.8266893 87.0587315,89.5896517 89.4260766,92.593 C91.7934218,95.5963483 95.3443863,97.098 100.079077,97.098 C104.107097,97.098 107.481396,95.9496782 110.202077,93.653 C112.922757,91.3563219 114.283077,88.0880212 114.283077,83.848 C114.283077,80.9506522 113.717749,78.6540085 112.587077,76.958 C111.456404,75.2619915 109.972419,73.9723378 108.135077,73.089 C106.297734,72.2056623 104.230755,71.6580011 101.934077,71.446 C99.6373985,71.2339989 97.2877553,71.163333 94.8850766,71.234 L94.8850766,62.224 Z\"></path>\n </g>\n</svg>"
},
"$:/core/images/heading-4": {
"title": "$:/core/images/heading-4",
"tags": "$:/tags/Image",
"text": "<svg class=\"tc-image-heading-4 tc-image-button\" width=\"22pt\" height=\"22pt\" viewBox=\"0 0 128 128\">\n <g fill-rule=\"evenodd\">\n <path d=\"M8,30 L21.25,30 L21.25,60.104 L55.7,60.104 L55.7,30 L68.95,30 L68.95,105.684 L55.7,105.684 L55.7,71.552 L21.25,71.552 L21.25,105.684 L8,105.684 L8,30 Z M84.5890766,78.548 L107.061077,78.548 L107.061077,45.9 L106.849077,45.9 L84.5890766,78.548 Z M128.049077,88.088 L118.509077,88.088 L118.509077,105.684 L107.061077,105.684 L107.061077,88.088 L75.2610766,88.088 L75.2610766,76.11 L107.061077,31.484 L118.509077,31.484 L118.509077,78.548 L128.049077,78.548 L128.049077,88.088 Z\"></path>\n </g>\n</svg>"
},
"$:/core/images/heading-5": {
"title": "$:/core/images/heading-5",
"tags": "$:/tags/Image",
"text": "<svg class=\"tc-image-heading-5 tc-image-button\" width=\"22pt\" height=\"22pt\" viewBox=\"0 0 128 128\">\n <g fill-rule=\"evenodd\">\n <path d=\"M6,30 L19.25,30 L19.25,60.104 L53.7,60.104 L53.7,30 L66.95,30 L66.95,105.684 L53.7,105.684 L53.7,71.552 L19.25,71.552 L19.25,105.684 L6,105.684 L6,30 Z M83.7550766,31.484 L122.127077,31.484 L122.127077,42.296 L92.7650766,42.296 L88.9490766,61.164 L89.1610766,61.376 C90.7864181,59.5386575 92.8533974,58.1430048 95.3620766,57.189 C97.8707558,56.2349952 100.361731,55.758 102.835077,55.758 C106.509762,55.758 109.795729,56.3763272 112.693077,57.613 C115.590424,58.8496729 118.0284,60.5809889 120.007077,62.807 C121.985753,65.0330111 123.487405,67.6653181 124.512077,70.704 C125.536748,73.7426819 126.049077,77.028649 126.049077,80.562 C126.049077,83.5300148 125.572081,86.5863176 124.618077,89.731 C123.664072,92.8756824 122.144754,95.7376538 120.060077,98.317 C117.9754,100.896346 115.30776,103.016325 112.057077,104.677 C108.806394,106.337675 104.919766,107.168 100.397077,107.168 C96.7930586,107.168 93.454092,106.691005 90.3800766,105.737 C87.3060613,104.782995 84.6030883,103.35201 82.2710766,101.444 C79.939065,99.5359905 78.0840835,97.1863473 76.7060766,94.395 C75.3280697,91.6036527 74.5684107,88.3353521 74.4270766,84.59 L86.5110766,84.59 C86.8644117,88.6180201 88.2423979,91.7096559 90.6450766,93.865 C93.0477553,96.0203441 96.2277235,97.098 100.185077,97.098 C102.729089,97.098 104.884401,96.6740042 106.651077,95.826 C108.417752,94.9779958 109.848738,93.8120074 110.944077,92.328 C112.039415,90.8439926 112.816741,89.1126766 113.276077,87.134 C113.735412,85.1553234 113.965077,83.0353446 113.965077,80.774 C113.965077,78.7246564 113.682413,76.763676 113.117077,74.891 C112.55174,73.018324 111.703749,71.3753404 110.573077,69.962 C109.442404,68.5486596 107.976086,67.4180042 106.174077,66.57 C104.372068,65.7219958 102.269755,65.298 99.8670766,65.298 C97.3230639,65.298 94.9380878,65.7749952 92.7120766,66.729 C90.4860655,67.6830048 88.8784149,69.4673203 87.8890766,72.082 L75.8050766,72.082 L83.7550766,31.484 Z\"></path>\n </g>\n</svg>"
},
"$:/core/images/heading-6": {
"title": "$:/core/images/heading-6",
"tags": "$:/tags/Image",
"text": "<svg class=\"tc-image-heading-6 tc-image-button\" width=\"22pt\" height=\"22pt\" viewBox=\"0 0 128 128\">\n <g fill-rule=\"evenodd\">\n <path d=\"M6,30 L19.25,30 L19.25,60.104 L53.7,60.104 L53.7,30 L66.95,30 L66.95,105.684 L53.7,105.684 L53.7,71.552 L19.25,71.552 L19.25,105.684 L6,105.684 L6,30 Z M112.587077,50.246 C112.304409,47.2073181 111.226753,44.751676 109.354077,42.879 C107.481401,41.006324 104.955093,40.07 101.775077,40.07 C99.584399,40.07 97.6940846,40.4763293 96.1040766,41.289 C94.5140687,42.1016707 93.1714154,43.1793266 92.0760766,44.522 C90.9807378,45.8646734 90.0974133,47.401658 89.4260766,49.133 C88.7547399,50.864342 88.2070787,52.6839905 87.7830766,54.592 C87.3590745,56.5000095 87.0587442,58.390324 86.8820766,60.263 C86.7054091,62.135676 86.5464107,63.8846585 86.4050766,65.51 L86.6170766,65.722 C88.2424181,62.7539852 90.4860623,60.5456739 93.3480766,59.097 C96.2100909,57.6483261 99.3017267,56.924 102.623077,56.924 C106.297762,56.924 109.583729,57.5599936 112.481077,58.832 C115.378424,60.1040064 117.834067,61.8529889 119.848077,64.079 C121.862087,66.3050111 123.399071,68.9373181 124.459077,71.976 C125.519082,75.0146819 126.049077,78.300649 126.049077,81.834 C126.049077,85.438018 125.466082,88.7769846 124.300077,91.851 C123.134071,94.9250154 121.455754,97.6103219 119.265077,99.907 C117.074399,102.203678 114.459758,103.987994 111.421077,105.26 C108.382395,106.532006 105.025762,107.168 101.351077,107.168 C95.9097161,107.168 91.4400941,106.16101 87.9420766,104.147 C84.4440591,102.13299 81.6880867,99.3770175 79.6740766,95.879 C77.6600666,92.3809825 76.2644138,88.2823568 75.4870766,83.583 C74.7097394,78.8836432 74.3210766,73.8133605 74.3210766,68.372 C74.3210766,63.9199777 74.7980719,59.4326893 75.7520766,54.91 C76.7060814,50.3873107 78.278399,46.2710186 80.4690766,42.561 C82.6597542,38.8509815 85.5393921,35.8300117 89.1080766,33.498 C92.6767611,31.1659883 97.0757171,30 102.305077,30 C105.273091,30 108.064397,30.4946617 110.679077,31.484 C113.293756,32.4733383 115.608067,33.8513245 117.622077,35.618 C119.636087,37.3846755 121.27907,39.5046543 122.551077,41.978 C123.823083,44.4513457 124.529743,47.2073181 124.671077,50.246 L112.587077,50.246 Z M100.927077,97.098 C103.117754,97.098 105.025735,96.6563378 106.651077,95.773 C108.276418,94.8896623 109.636738,93.7413404 110.732077,92.328 C111.827415,90.9146596 112.640074,89.271676 113.170077,87.399 C113.700079,85.526324 113.965077,83.6006766 113.965077,81.622 C113.965077,79.6433234 113.700079,77.7353425 113.170077,75.898 C112.640074,74.0606575 111.827415,72.4530069 110.732077,71.075 C109.636738,69.6969931 108.276418,68.5840042 106.651077,67.736 C105.025735,66.8879958 103.117754,66.464 100.927077,66.464 C98.736399,66.464 96.8107516,66.8703293 95.1500766,67.683 C93.4894017,68.4956707 92.0937489,69.5909931 90.9630766,70.969 C89.8324043,72.3470069 88.9844128,73.9546575 88.4190766,75.792 C87.8537405,77.6293425 87.5710766,79.5726564 87.5710766,81.622 C87.5710766,83.6713436 87.8537405,85.6146575 88.4190766,87.452 C88.9844128,89.2893425 89.8324043,90.9323261 90.9630766,92.381 C92.0937489,93.8296739 93.4894017,94.9779958 95.1500766,95.826 C96.8107516,96.6740042 98.736399,97.098 100.927077,97.098 L100.927077,97.098 Z\"></path>\n </g>\n</svg>"
},
"$:/core/images/help": {
"title": "$:/core/images/help",
"tags": "$:/tags/Image",
"text": "<svg class=\"tc-image-help tc-image-button\" width=\"22pt\" height=\"22pt\" viewBox=\"0 0 128 128\">\n <g fill-rule=\"evenodd\">\n <path d=\"M36.0548906,111.44117 C30.8157418,115.837088 20.8865444,118.803477 9.5,118.803477 C7.86465619,118.803477 6.25937294,118.742289 4.69372699,118.624467 C12.612543,115.984876 18.7559465,110.02454 21.0611049,102.609942 C8.74739781,92.845129 1.04940554,78.9359851 1.04940554,63.5 C1.04940554,33.9527659 29.2554663,10 64.0494055,10 C98.8433448,10 127.049406,33.9527659 127.049406,63.5 C127.049406,93.0472341 98.8433448,117 64.0494055,117 C53.9936953,117 44.48824,114.999337 36.0548906,111.44117 L36.0548906,111.44117 Z M71.4042554,77.5980086 C71.406883,77.2865764 71.4095079,76.9382011 71.4119569,76.5610548 C71.4199751,75.3262169 71.4242825,74.0811293 71.422912,72.9158546 C71.4215244,71.736154 71.4143321,70.709635 71.4001396,69.8743525 C71.4078362,68.5173028 71.9951951,67.7870427 75.1273009,65.6385471 C75.2388969,65.5619968 76.2124091,64.8981068 76.5126553,64.6910879 C79.6062455,62.5580654 81.5345849,60.9050204 83.2750652,58.5038955 C85.6146327,55.2762841 86.8327108,51.426982 86.8327108,46.8554323 C86.8327108,33.5625756 76.972994,24.9029551 65.3778484,24.9029551 C54.2752771,24.9029551 42.8794554,34.5115163 41.3121702,47.1975534 C40.9043016,50.4989536 43.2499725,53.50591 46.5513726,53.9137786 C49.8527728,54.3216471 52.8597292,51.9759763 53.2675978,48.6745761 C54.0739246,42.1479456 60.2395837,36.9492759 65.3778484,36.9492759 C70.6427674,36.9492759 74.78639,40.5885487 74.78639,46.8554323 C74.78639,50.4892974 73.6853224,52.008304 69.6746221,54.7736715 C69.4052605,54.9593956 68.448509,55.6118556 68.3131127,55.7047319 C65.6309785,57.5445655 64.0858213,58.803255 62.6123358,60.6352315 C60.5044618,63.2559399 59.3714208,66.3518252 59.3547527,69.9487679 C59.3684999,70.8407274 59.3752803,71.8084521 59.3765995,72.9300232 C59.3779294,74.0607297 59.3737237,75.2764258 59.36589,76.482835 C59.3634936,76.8518793 59.3609272,77.1924914 59.3583633,77.4963784 C59.3568319,77.6778944 59.3556368,77.8074256 59.3549845,77.8730928 C59.3219814,81.1994287 61.9917551,83.9227111 65.318091,83.9557142 C68.644427,83.9887173 71.3677093,81.3189435 71.4007124,77.9926076 C71.4014444,77.9187458 71.402672,77.7856841 71.4042554,77.5980086 Z M65.3778489,102.097045 C69.5359735,102.097045 72.9067994,98.7262189 72.9067994,94.5680944 C72.9067994,90.4099698 69.5359735,87.0391439 65.3778489,87.0391439 C61.2197243,87.0391439 57.8488984,90.4099698 57.8488984,94.5680944 C57.8488984,98.7262189 61.2197243,102.097045 65.3778489,102.097045 Z\"></path>\n </g>\n</svg>"
},
"$:/core/images/home-button": {
"title": "$:/core/images/home-button",
"tags": "$:/tags/Image",
"text": "<svg class=\"tc-image-home-button tc-image-button\" viewBox=\"0 0 128 128\" width=\"22pt\" height=\"22pt\">\n <g fill-rule=\"evenodd\">\n <path d=\"M112.9847,119.501583 C112.99485,119.336814 113,119.170705 113,119.003406 L113,67.56802 C116.137461,70.5156358 121.076014,70.4518569 124.133985,67.3938855 C127.25818,64.2696912 127.260618,59.2068102 124.131541,56.0777326 L70.3963143,2.34250601 C68.8331348,0.779326498 66.7828947,-0.000743167069 64.7337457,1.61675364e-05 C62.691312,-0.00409949529 60.6426632,0.777559815 59.077717,2.34250601 L33,28.420223 L33,28.420223 L33,8.00697327 C33,3.58484404 29.4092877,0 25,0 C20.581722,0 17,3.59075293 17,8.00697327 L17,44.420223 L5.3424904,56.0777326 C2.21694607,59.2032769 2.22220878,64.2760483 5.34004601,67.3938855 C8.46424034,70.5180798 13.5271213,70.5205187 16.6561989,67.3914411 L17,67.04764 L17,119.993027 C17,119.994189 17.0000002,119.995351 17.0000007,119.996514 C17.0000002,119.997675 17,119.998838 17,120 C17,124.418278 20.5881049,128 24.9992458,128 L105.000754,128 C109.418616,128 113,124.409288 113,120 C113,119.832611 112.99485,119.666422 112.9847,119.501583 Z M97,112 L97,51.5736087 L97,51.5736087 L64.7370156,19.3106244 L33,51.04764 L33,112 L97,112 Z\"></path>\n </g>\n</svg>"
},
"$:/core/images/import-button": {
"title": "$:/core/images/import-button",
"tags": "$:/tags/Image",
"text": "<svg class=\"tc-image-import-button tc-image-button\" width=\"22pt\" height=\"22pt\" viewBox=\"0 0 128 128\">\n <g fill-rule=\"evenodd\">\n <path d=\"M105.449437,94.2138951 C105.449437,94.2138951 110.049457,94.1897106 110.049457,99.4026111 C110.049457,104.615512 105.163246,104.615511 105.163246,104.615511 L45.0075072,105.157833 C45.0075072,105.157833 0.367531803,106.289842 0.367532368,66.6449212 C0.367532934,27.0000003 45.0428249,27.0000003 45.0428249,27.0000003 L105.532495,27.0000003 C105.532495,27.0000003 138.996741,25.6734987 138.996741,55.1771866 C138.996741,84.6808745 105.727102,82.8457535 105.727102,82.8457535 L56.1735087,82.8457535 C56.1735087,82.8457535 22.6899229,85.1500223 22.6899229,66.0913753 C22.6899229,47.0327282 56.1735087,49.3383013 56.1735087,49.3383013 L105.727102,49.3383013 C105.727102,49.3383013 111.245209,49.3383024 111.245209,54.8231115 C111.245209,60.3079206 105.727102,60.5074524 105.727102,60.5074524 L56.1735087,60.5074524 C56.1735087,60.5074524 37.48913,60.5074528 37.48913,66.6449195 C37.48913,72.7823862 56.1735087,71.6766023 56.1735087,71.6766023 L105.727102,71.6766029 C105.727102,71.6766029 127.835546,73.1411469 127.835546,55.1771866 C127.835546,35.5304025 105.727102,38.3035317 105.727102,38.3035317 L45.0428249,38.3035317 C45.0428249,38.3035317 11.5287276,38.3035313 11.5287276,66.6449208 C11.5287276,94.9863103 45.0428244,93.9579678 45.0428244,93.9579678 L105.449437,94.2138951 Z\" transform=\"translate(69.367532, 66.000000) rotate(-45.000000) translate(-69.367532, -66.000000) \"></path>\n </g>\n</svg>"
},
"$:/core/images/info-button": {
"title": "$:/core/images/info-button",
"tags": "$:/tags/Image",
"text": "<svg class=\"tc-image-info-button tc-image-button\" viewBox=\"0 0 128 128\" width=\"22pt\" height=\"22pt\">\n <g fill-rule=\"evenodd\">\n <g transform=\"translate(0.049406, 0.000000)\">\n <path d=\"M64,128 C99.346224,128 128,99.346224 128,64 C128,28.653776 99.346224,0 64,0 C28.653776,0 0,28.653776 0,64 C0,99.346224 28.653776,128 64,128 Z M64,112 C90.509668,112 112,90.509668 112,64 C112,37.490332 90.509668,16 64,16 C37.490332,16 16,37.490332 16,64 C16,90.509668 37.490332,112 64,112 Z\"></path>\n <circle cx=\"64\" cy=\"32\" r=\"8\"></circle>\n <rect x=\"56\" y=\"48\" width=\"16\" height=\"56\" rx=\"8\"></rect>\n </g>\n </g>\n</svg>"
},
"$:/core/images/italic": {
"title": "$:/core/images/italic",
"tags": "$:/tags/Image",
"text": "<svg class=\"tc-image-italic tc-image-button\" width=\"22pt\" height=\"22pt\" viewBox=\"0 0 128 128\">\n <g fill-rule=\"evenodd\">\n <polygon points=\"66.7114846 0 89.1204482 0 62.4089636 128 40 128\"></polygon>\n </g>\n</svg>"
},
"$:/core/images/left-arrow": {
"created": "20150315234410875",
"modified": "20150315235324760",
"tags": "$:/tags/Image",
"title": "$:/core/images/left-arrow",
"text": "<svg class=\"tc-image-left-arrow tc-image-button\" width=\"22pt\" height=\"22pt\" viewBox=\"0 0 128 128\">\n <path transform=\"rotate(135, 63.8945, 64.1752)\" d=\"m109.07576,109.35336c-1.43248,1.43361 -3.41136,2.32182 -5.59717,2.32182l-79.16816,0c-4.36519,0 -7.91592,-3.5444 -7.91592,-7.91666c0,-4.36337 3.54408,-7.91667 7.91592,-7.91667l71.25075,0l0,-71.25075c0,-4.3652 3.54442,-7.91592 7.91667,-7.91592c4.36336,0 7.91667,3.54408 7.91667,7.91592l0,79.16815c0,2.1825 -0.88602,4.16136 -2.3185,5.59467l-0.00027,-0.00056z\"/>\n</svg>\n"
},
"$:/core/images/line-width": {
"title": "$:/core/images/line-width",
"tags": "$:/tags/Image",
"text": "<svg class=\"tc-image-line-width tc-image-button\" width=\"22pt\" height=\"22pt\" viewBox=\"0 0 128 128\">\n <g fill-rule=\"evenodd\">\n <path d=\"M128,-97 L112.992786,-97 C112.452362,-97 112,-96.5522847 112,-96 C112,-95.4438648 112.444486,-95 112.992786,-95 L128,-95 L128,-97 Z M128,-78.6794919 L111.216185,-88.3696322 C110.748163,-88.6398444 110.132549,-88.4782926 109.856406,-88 C109.578339,-87.5183728 109.741342,-86.9117318 110.216185,-86.6375814 L128,-76.3700908 L128,-78.6794919 Z M78.6794919,-128 L88.3696322,-111.216185 C88.6437826,-110.741342 88.4816272,-110.134474 88,-109.856406 C87.5217074,-109.580264 86.9077936,-109.748163 86.6375814,-110.216185 L76.3700908,-128 L78.6794919,-128 Z M97,-128 L97,-112.992786 C97,-112.444486 96.5561352,-112 96,-112 C95.4477153,-112 95,-112.452362 95,-112.992786 L95,-128 L97,-128 Z M115.629909,-128 L105.362419,-110.216185 C105.088268,-109.741342 104.481627,-109.578339 104,-109.856406 C103.521707,-110.132549 103.360156,-110.748163 103.630368,-111.216185 L113.320508,-128 L115.629909,-128 Z M128,-113.320508 L111.216185,-103.630368 C110.741342,-103.356217 110.134474,-103.518373 109.856406,-104 C109.580264,-104.478293 109.748163,-105.092206 110.216185,-105.362419 L128,-115.629909 L128,-113.320508 Z M48,-96 C48,-96.5522847 48.4523621,-97 48.9927864,-97 L79.0072136,-97 C79.5555144,-97 80,-96.5561352 80,-96 C80,-95.4477153 79.5476379,-95 79.0072136,-95 L48.9927864,-95 C48.4444856,-95 48,-95.4438648 48,-96 Z M54.4307806,-120 C54.706923,-120.478293 55.3225377,-120.639844 55.7905589,-120.369632 L81.7838153,-105.362419 C82.2586577,-105.088268 82.4216611,-104.481627 82.1435935,-104 C81.8674512,-103.521707 81.2518365,-103.360156 80.7838153,-103.630368 L54.7905589,-118.637581 C54.3157165,-118.911732 54.152713,-119.518373 54.4307806,-120 Z M104,-82.1435935 C104.478293,-82.4197359 105.092206,-82.2518365 105.362419,-81.7838153 L120.369632,-55.7905589 C120.643783,-55.3157165 120.481627,-54.7088482 120,-54.4307806 C119.521707,-54.1546382 118.907794,-54.3225377 118.637581,-54.7905589 L103.630368,-80.7838153 C103.356217,-81.2586577 103.518373,-81.865526 104,-82.1435935 Z M96,-80 C96.5522847,-80 97,-79.5476379 97,-79.0072136 L97,-48.9927864 C97,-48.4444856 96.5561352,-48 96,-48 C95.4477153,-48 95,-48.4523621 95,-48.9927864 L95,-79.0072136 C95,-79.5555144 95.4438648,-80 96,-80 Z M88,-82.1435935 C88.4782926,-81.8674512 88.6398444,-81.2518365 88.3696322,-80.7838153 L73.3624186,-54.7905589 C73.0882682,-54.3157165 72.4816272,-54.152713 72,-54.4307806 C71.5217074,-54.706923 71.3601556,-55.3225377 71.6303678,-55.7905589 L86.6375814,-81.7838153 C86.9117318,-82.2586577 87.5183728,-82.4216611 88,-82.1435935 Z M82.1435935,-88 C82.4197359,-87.5217074 82.2518365,-86.9077936 81.7838153,-86.6375814 L55.7905589,-71.6303678 C55.3157165,-71.3562174 54.7088482,-71.5183728 54.4307806,-72 C54.1546382,-72.4782926 54.3225377,-73.0922064 54.7905589,-73.3624186 L80.7838153,-88.3696322 C81.2586577,-88.6437826 81.865526,-88.4816272 82.1435935,-88 Z M1.30626177e-08,-41.9868843 L15.0170091,-57.9923909 L20.7983821,-52.9749272 L44.7207091,-81.2095939 L73.4260467,-42.1002685 L85.984793,-56.6159488 L104.48741,-34.0310661 L127.969109,-47.4978019 L127.969109,7.99473128e-07 L1.30626177e-08,7.99473128e-07 L1.30626177e-08,-41.9868843 Z M96,-84 C102.627417,-84 108,-89.372583 108,-96 C108,-102.627417 102.627417,-108 96,-108 C89.372583,-108 84,-102.627417 84,-96 C84,-89.372583 89.372583,-84 96,-84 Z\"></path>\n <path d=\"M16,18 L112,18 C113.104569,18 114,17.1045695 114,16 C114,14.8954305 113.104569,14 112,14 L16,14 C14.8954305,14 14,14.8954305 14,16 C14,17.1045695 14.8954305,18 16,18 L16,18 Z M16,35 L112,35 C114.209139,35 116,33.209139 116,31 C116,28.790861 114.209139,27 112,27 L16,27 C13.790861,27 12,28.790861 12,31 C12,33.209139 13.790861,35 16,35 L16,35 Z M16,56 L112,56 C115.313708,56 118,53.3137085 118,50 C118,46.6862915 115.313708,44 112,44 L16,44 C12.6862915,44 10,46.6862915 10,50 C10,53.3137085 12.6862915,56 16,56 L16,56 Z M16,85 L112,85 C117.522847,85 122,80.5228475 122,75 C122,69.4771525 117.522847,65 112,65 L16,65 C10.4771525,65 6,69.4771525 6,75 C6,80.5228475 10.4771525,85 16,85 L16,85 Z M16,128 L112,128 C120.836556,128 128,120.836556 128,112 C128,103.163444 120.836556,96 112,96 L16,96 C7.163444,96 0,103.163444 0,112 C0,120.836556 7.163444,128 16,128 L16,128 Z\"></path>\n </g>\n</svg>"
},
"$:/core/images/link": {
"title": "$:/core/images/link",
"tags": "$:/tags/Image",
"text": "<svg class=\"tc-image-link tc-image-button\" width=\"22pt\" height=\"22pt\" viewBox=\"0 0 128 128\">\n <g fill-rule=\"evenodd\">\n <path d=\"M128.719999,57.568543 C130.219553,53.8628171 131.045202,49.8121445 131.045202,45.5685425 C131.045202,27.8915447 116.718329,13.5685425 99.0452364,13.5685425 L67.0451674,13.5685425 C49.3655063,13.5685425 35.0452019,27.8954305 35.0452019,45.5685425 C35.0452019,63.2455403 49.3720745,77.5685425 67.0451674,77.5685425 L99.0452364,77.5685425 C100.406772,77.5685425 101.748384,77.4835732 103.065066,77.3186499 C96.4792444,73.7895096 91.1190212,68.272192 87.7873041,61.5685425 L67.0506214,61.5685425 C58.2110723,61.5685425 51.0452019,54.4070414 51.0452019,45.5685425 C51.0452019,36.7319865 58.2005234,29.5685425 67.0506214,29.5685425 L99.0397824,29.5685425 C107.879331,29.5685425 115.045202,36.7300436 115.045202,45.5685425 C115.045202,48.9465282 113.99957,52.0800164 112.21335,54.6623005 C114.314383,56.4735917 117.050039,57.5685425 120.041423,57.5685425 L128.720003,57.5685425 Z\" transform=\"translate(83.045202, 45.568542) rotate(-225.000000) translate(-83.045202, -45.568542)\"></path>\n <path d=\"M-0.106255113,71.0452019 C-1.60580855,74.7509276 -2.43145751,78.8016001 -2.43145751,83.0452019 C-2.43145751,100.7222 11.8954151,115.045202 29.568508,115.045202 L61.568577,115.045202 C79.2482381,115.045202 93.5685425,100.718314 93.5685425,83.0452019 C93.5685425,65.3682041 79.2416699,51.0452019 61.568577,51.0452019 L29.568508,51.0452019 C28.206973,51.0452019 26.8653616,51.1301711 25.5486799,51.2950943 C32.1345,54.8242347 37.4947231,60.3415524 40.8264403,67.0452019 L61.563123,67.0452019 C70.4026721,67.0452019 77.5685425,74.206703 77.5685425,83.0452019 C77.5685425,91.8817579 70.413221,99.0452019 61.563123,99.0452019 L29.573962,99.0452019 C20.7344129,99.0452019 13.5685425,91.8837008 13.5685425,83.0452019 C13.5685425,79.6672162 14.6141741,76.533728 16.4003949,73.9514439 C14.2993609,72.1401527 11.5637054,71.0452019 8.5723215,71.0452019 L-0.106255113,71.0452019 Z\" transform=\"translate(45.568542, 83.045202) rotate(-225.000000) translate(-45.568542, -83.045202)\"></path>\n </g>\n</svg>"
},
"$:/core/images/list-bullet": {
"title": "$:/core/images/list-bullet",
"tags": "$:/tags/Image",
"text": "<svg class=\"tc-image-list-bullet tc-image-button\" width=\"22pt\" height=\"22pt\" viewBox=\"0 0 128 128\">\n <g fill-rule=\"evenodd\">\n <path d=\"M11.6363636,40.2727273 C18.0629498,40.2727273 23.2727273,35.0629498 23.2727273,28.6363636 C23.2727273,22.2097775 18.0629498,17 11.6363636,17 C5.20977746,17 0,22.2097775 0,28.6363636 C0,35.0629498 5.20977746,40.2727273 11.6363636,40.2727273 Z M11.6363636,75.1818182 C18.0629498,75.1818182 23.2727273,69.9720407 23.2727273,63.5454545 C23.2727273,57.1188684 18.0629498,51.9090909 11.6363636,51.9090909 C5.20977746,51.9090909 0,57.1188684 0,63.5454545 C0,69.9720407 5.20977746,75.1818182 11.6363636,75.1818182 Z M11.6363636,110.090909 C18.0629498,110.090909 23.2727273,104.881132 23.2727273,98.4545455 C23.2727273,92.0279593 18.0629498,86.8181818 11.6363636,86.8181818 C5.20977746,86.8181818 0,92.0279593 0,98.4545455 C0,104.881132 5.20977746,110.090909 11.6363636,110.090909 Z M34.9090909,22.8181818 L128,22.8181818 L128,34.4545455 L34.9090909,34.4545455 L34.9090909,22.8181818 Z M34.9090909,57.7272727 L128,57.7272727 L128,69.3636364 L34.9090909,69.3636364 L34.9090909,57.7272727 Z M34.9090909,92.6363636 L128,92.6363636 L128,104.272727 L34.9090909,104.272727 L34.9090909,92.6363636 Z\"></path>\n </g>\n</svg>"
},
"$:/core/images/list-number": {
"title": "$:/core/images/list-number",
"tags": "$:/tags/Image",
"text": "<svg class=\"tc-image-list-number tc-image-button\" width=\"22pt\" height=\"22pt\" viewBox=\"0 0 128 128\">\n <g fill-rule=\"evenodd\">\n <path d=\"M33.8390805,22.3563218 L128,22.3563218 L128,34.1264368 L33.8390805,34.1264368 L33.8390805,22.3563218 Z M33.8390805,57.6666667 L128,57.6666667 L128,69.4367816 L33.8390805,69.4367816 L33.8390805,57.6666667 Z M33.8390805,92.9770115 L128,92.9770115 L128,104.747126 L33.8390805,104.747126 L33.8390805,92.9770115 Z M0.379509711,42.6307008 L0.379509711,40.4082314 L1.37821948,40.4082314 C2.20382368,40.4082314 2.82301754,40.268077 3.23581964,39.9877642 C3.64862174,39.7074513 3.85501969,39.0400498 3.85501969,37.9855395 L3.85501969,22.7686318 C3.85501969,21.3270228 3.66193774,20.4327047 3.27576803,20.0856507 C2.88959832,19.7385967 1.79768657,19.5650723 0,19.5650723 L0,17.4226919 C3.50215975,17.2758613 6.25191314,16.4683055 8.24934266,15 L10.3666074,15 L10.3666074,37.865406 C10.3666074,38.786434 10.5164123,39.4404875 10.8160268,39.8275862 C11.1156412,40.2146849 11.764796,40.4082314 12.7635108,40.4082314 L13.7622206,40.4082314 L13.7622206,42.6307008 L0.379509711,42.6307008 Z M0.0798967812,77.9873934 L0.0798967812,76.0852799 C7.27064304,69.5312983 10.8659622,63.5046623 10.8659622,58.005191 C10.8659622,56.4434479 10.5397203,55.195407 9.88722667,54.2610308 C9.23473303,53.3266546 8.36253522,52.8594735 7.27060709,52.8594735 C6.3784219,52.8594735 5.61608107,53.1764892 4.98356173,53.8105302 C4.35104238,54.4445712 4.03478745,55.1753759 4.03478745,56.0029663 C4.03478745,56.9773871 4.28113339,57.8316611 4.77383268,58.5658139 C4.88036225,58.7259926 4.93362624,58.8461249 4.93362624,58.9262143 C4.93362624,59.0730449 4.77383427,59.2065252 4.45424555,59.3266593 C4.2411864,59.4067486 3.70188852,59.6336652 2.83633573,60.0074156 C1.99741533,60.3811661 1.47809145,60.5680386 1.2783485,60.5680386 C1.03865696,60.5680386 0.765679018,60.1976307 0.459406492,59.4568039 C0.153133966,58.715977 0,57.9184322 0,57.0641453 C0,55.1153036 0.848894811,53.5202138 2.5467099,52.2788283 C4.24452499,51.0374428 6.34512352,50.4167594 8.84856852,50.4167594 C11.3120649,50.4167594 13.3793735,51.0874979 15.0505562,52.4289952 C16.7217389,53.7704924 17.5573177,55.5224215 17.5573177,57.684835 C17.5573177,58.9662652 17.2743527,60.2076321 16.7084144,61.4089729 C16.142476,62.6103138 14.7875733,64.4623531 12.6436656,66.9651465 C10.4997579,69.4679398 8.40914641,71.7804862 6.3717683,73.902855 L17.8169822,73.902855 L16.7982982,79.6292176 L14.6810335,79.6292176 C14.7609307,79.3489048 14.8008787,79.0952922 14.8008787,78.8683723 C14.8008787,78.4812736 14.7010087,78.237672 14.5012658,78.1375603 C14.3015228,78.0374485 13.9020429,77.9873934 13.3028141,77.9873934 L0.0798967812,77.9873934 Z M12.2042333,97.1935484 C13.9486551,97.2335931 15.4400468,97.8309175 16.6784531,98.9855395 C17.9168594,100.140162 18.5360532,101.75861 18.5360532,103.840934 C18.5360532,106.830938 17.4041935,109.233584 15.14044,111.048943 C12.8766866,112.864303 10.1402492,113.771969 6.93104577,113.771969 C4.92030005,113.771969 3.26245842,113.388213 1.95747114,112.62069 C0.652483855,111.853166 0,110.848727 0,109.607341 C0,108.833144 0.26964894,108.209124 0.808954909,107.735261 C1.34826088,107.261399 1.93749375,107.024472 2.57667119,107.024472 C3.21584864,107.024472 3.73850152,107.224692 4.14464552,107.625139 C4.55078953,108.025586 4.92696644,108.67964 5.27318756,109.587319 C5.73925445,110.855401 6.51158227,111.489433 7.59019421,111.489433 C8.85523291,111.489433 9.87723568,111.012241 10.6562332,110.057842 C11.4352307,109.103444 11.8247236,107.371536 11.8247236,104.862069 C11.8247236,103.153495 11.7048796,101.838714 11.4651881,100.917686 C11.2254966,99.9966584 10.6728827,99.5361513 9.80732989,99.5361513 C9.22141723,99.5361513 8.62219737,99.843156 8.00965231,100.457175 C7.51695303,100.951059 7.07752513,101.197998 6.69135542,101.197998 C6.3584505,101.197998 6.08880156,101.051169 5.88240051,100.757508 C5.67599946,100.463847 5.57280049,100.183539 5.57280049,99.916574 C5.57280049,99.5962164 5.67599946,99.3225818 5.88240051,99.0956618 C6.08880156,98.8687419 6.57150646,98.5016711 7.33052967,97.9944383 C10.2068282,96.0722929 11.6449559,93.9766521 11.6449559,91.7074527 C11.6449559,90.5194601 11.3386879,89.615131 10.7261429,88.9944383 C10.1135978,88.3737455 9.37455999,88.0634038 8.5090072,88.0634038 C7.71003539,88.0634038 6.98431355,88.3270274 6.33181991,88.8542825 C5.67932627,89.3815377 5.35308434,90.0122321 5.35308434,90.7463849 C5.35308434,91.3871 5.60608828,91.9810874 6.11210376,92.5283648 C6.28521432,92.7285883 6.3717683,92.8954387 6.3717683,93.028921 C6.3717683,93.1490551 5.80250943,93.4560598 4.6639746,93.9499444 C3.52543978,94.4438289 2.80970494,94.6907675 2.51674861,94.6907675 C2.10394651,94.6907675 1.76771758,94.3570667 1.50805174,93.6896552 C1.24838591,93.0222436 1.11855494,92.4082342 1.11855494,91.8476085 C1.11855494,90.0989901 2.04734573,88.6240327 3.90495518,87.4226919 C5.76256463,86.2213511 7.86982116,85.6206897 10.226788,85.6206897 C12.2907985,85.6206897 14.0784711,86.0678487 15.5898594,86.9621802 C17.1012478,87.8565117 17.8569306,89.0778566 17.8569306,90.6262514 C17.8569306,91.987771 17.2876717,93.2491599 16.1491369,94.4104561 C15.0106021,95.5717522 13.6956474,96.4994404 12.2042333,97.1935484 Z\"></path>\n </g>\n</svg>"
},
"$:/core/images/locked-padlock": {
"title": "$:/core/images/locked-padlock",
"tags": "$:/tags/Image",
"text": "<svg class=\"tc-image-locked-padlock tc-image-button\" width=\"22pt\" height=\"22pt\" viewBox=\"0 0 128 128\">\n <g fill-rule=\"evenodd\">\n <path d=\"M96.4723753,64 L105,64 L105,96.0097716 C105,113.673909 90.6736461,128 73.001193,128 L55.998807,128 C38.3179793,128 24,113.677487 24,96.0097716 L24,64 L32.0000269,64 C32.0028554,48.2766389 32.3030338,16.2688026 64.1594984,16.2688041 C95.9543927,16.2688056 96.4648869,48.325931 96.4723753,64 Z M80.5749059,64 L48.4413579,64 C48.4426205,47.71306 48.5829272,31.9999996 64.1595001,31.9999996 C79.8437473,31.9999996 81.1369461,48.1359182 80.5749059,64 Z M67.7315279,92.3641717 C70.8232551,91.0923621 73,88.0503841 73,84.5 C73,79.8055796 69.1944204,76 64.5,76 C59.8055796,76 56,79.8055796 56,84.5 C56,87.947435 58.0523387,90.9155206 61.0018621,92.2491029 L55.9067479,115.020857 L72.8008958,115.020857 L67.7315279,92.3641717 L67.7315279,92.3641717 Z\"></path>\n </g>\n</svg>"
},
"$:/core/images/mail": {
"title": "$:/core/images/mail",
"tags": "$:/tags/Image",
"text": "<svg class=\"tc-image-mail tc-image-button\" width=\"22pt\" height=\"22pt\" viewBox=\"0 0 128 128\">\n <g fill-rule=\"evenodd\">\n <path d=\"M122.826782,104.894066 C121.945525,105.22777 120.990324,105.41043 119.993027,105.41043 L8.00697327,105.41043 C7.19458381,105.41043 6.41045219,105.289614 5.67161357,105.064967 L5.67161357,105.064967 L39.8346483,70.9019325 L60.6765759,91.7438601 C61.6118278,92.679112 62.8865166,93.0560851 64.0946097,92.8783815 C65.2975108,93.0473238 66.5641085,92.6696979 67.4899463,91.7438601 L88.5941459,70.6396605 C88.6693095,70.7292352 88.7490098,70.8162939 88.8332479,70.9005321 L122.826782,104.894066 Z M127.903244,98.6568194 C127.966933,98.2506602 128,97.8343714 128,97.4103789 L128,33.410481 C128,32.7414504 127.917877,32.0916738 127.763157,31.4706493 L94.2292399,65.0045665 C94.3188145,65.0797417 94.4058701,65.1594458 94.4901021,65.2436778 L127.903244,98.6568194 Z M0.205060636,99.2178117 C0.0709009529,98.6370366 0,98.0320192 0,97.4103789 L0,33.410481 C0,32.694007 0.0944223363,31.9995312 0.27147538,31.3387595 L0.27147538,31.3387595 L34.1777941,65.2450783 L0.205060636,99.2178117 L0.205060636,99.2178117 Z M5.92934613,25.6829218 C6.59211333,25.5051988 7.28862283,25.4104299 8.00697327,25.4104299 L119.993027,25.4104299 C120.759109,25.4104299 121.500064,25.5178649 122.201605,25.7184927 L122.201605,25.7184927 L64.0832611,83.8368368 L5.92934613,25.6829218 L5.92934613,25.6829218 Z\"></path>\n </g>\n</svg>"
},
"$:/core/images/menu-button": {
"title": "$:/core/images/menu-button",
"tags": "$:/tags/Image",
"text": "<svg class=\"tc-image-menu-button tc-image-button\" viewBox=\"0 0 128 128\" width=\"22pt\" height=\"22pt\">\n <rect x=\"0\" y=\"16\" width=\"128\" height=\"16\" rx=\"8\"></rect>\n <rect x=\"0\" y=\"56\" width=\"128\" height=\"16\" rx=\"8\"></rect>\n <rect x=\"0\" y=\"96\" width=\"128\" height=\"16\" rx=\"8\"></rect>\n</svg>"
},
"$:/core/images/mono-block": {
"title": "$:/core/images/mono-block",
"tags": "$:/tags/Image",
"text": "<svg class=\"tc-image-mono-block tc-image-button\" width=\"22pt\" height=\"22pt\" viewBox=\"0 0 128 128\">\n <g fill-rule=\"evenodd\">\n <path d=\"M23.9653488,32.9670593 L24.3217888,32.9670593 C25.0766067,32.9670593 25.6497006,33.1592554 26.0410876,33.5436534 C26.4324747,33.9280514 26.6281653,34.4906619 26.6281653,35.2315017 C26.6281653,36.0562101 26.4219913,36.6502709 26.009637,37.0137017 C25.5972828,37.3771326 24.9158602,37.5588453 23.9653488,37.5588453 L17.6542639,37.5588453 C16.6897744,37.5588453 16.0048573,37.380627 15.5994921,37.0241852 C15.1941269,36.6677435 14.9914474,36.0701882 14.9914474,35.2315017 C14.9914474,34.4207713 15.1941269,33.8406885 15.5994921,33.4912358 C16.0048573,33.141783 16.6897744,32.9670593 17.6542639,32.9670593 L18.388111,32.9670593 L17.5284616,30.5139133 L8.47069195,30.5139133 L7.5691084,32.9670593 L8.30295547,32.9670593 C9.25346691,32.9670593 9.93488953,33.1452775 10.3472438,33.5017193 C10.759598,33.8581611 10.965772,34.4347494 10.965772,35.2315017 C10.965772,36.0562101 10.759598,36.6502709 10.3472438,37.0137017 C9.93488953,37.3771326 9.25346691,37.5588453 8.30295547,37.5588453 L2.89345418,37.5588453 C1.92896463,37.5588453 1.24404754,37.3771326 0.838682371,37.0137017 C0.433317198,36.6502709 0.230637652,36.0562101 0.230637652,35.2315017 C0.230637652,34.4906619 0.426328248,33.9280514 0.817715312,33.5436534 C1.20910238,33.1592554 1.78219626,32.9670593 2.53701417,32.9670593 L2.89345418,32.9670593 L8.51262607,17.3256331 L6.83526132,17.3256331 C5.88474988,17.3256331 5.20332727,17.1439204 4.79097304,16.7804895 C4.37861882,16.4170587 4.1724448,15.8299869 4.1724448,15.0192565 C4.1724448,14.1945481 4.37861882,13.6004873 4.79097304,13.2370565 C5.20332727,12.8736257 5.88474988,12.691913 6.83526132,12.691913 L14.6979086,12.691913 C15.9419603,12.691913 16.815579,13.3628521 17.318791,14.7047506 L17.318791,14.7676518 L23.9653488,32.9670593 Z M12.9786097,17.3256331 L9.9383861,26.1737321 L16.0188333,26.1737321 L12.9786097,17.3256331 Z M35.3809383,26.6979086 L35.3809383,33.0928616 L38.5259972,33.0928616 C40.7485166,33.0928616 42.3140414,32.8482484 43.2226185,32.3590146 C44.1311956,31.8697807 44.5854773,31.0520736 44.5854773,29.9058686 C44.5854773,28.7456855 44.1521624,27.9209895 43.2855197,27.4317556 C42.4188769,26.9425218 40.9022748,26.6979086 38.7356678,26.6979086 L35.3809383,26.6979086 Z M46.0741385,24.370565 C47.5977525,24.9296893 48.7159844,25.6949794 49.428868,26.666458 C50.1417516,27.6379366 50.498188,28.8784752 50.498188,30.388111 C50.498188,31.6601189 50.1906743,32.8202846 49.5756374,33.8686428 C48.9606006,34.917001 48.0799929,35.7766419 46.933788,36.4475911 C46.2628387,36.8389782 45.5115266,37.1220307 44.6798291,37.296757 C43.8481316,37.4714834 42.6704935,37.5588453 41.1468796,37.5588453 L39.3856466,37.5588453 L30.2020747,37.5588453 C29.2795194,37.5588453 28.6190637,37.3771326 28.2206876,37.0137017 C27.8223114,36.6502709 27.6231264,36.0562101 27.6231264,35.2315017 C27.6231264,34.4906619 27.811828,33.9280514 28.189237,33.5436534 C28.5666459,33.1592554 29.118773,32.9670593 29.8456347,32.9670593 L30.2020747,32.9670593 L30.2020747,17.3256331 L29.8456347,17.3256331 C29.118773,17.3256331 28.5666459,17.1299425 28.189237,16.7385554 C27.811828,16.3471683 27.6231264,15.7740744 27.6231264,15.0192565 C27.6231264,14.2085262 27.8258059,13.6179599 28.2311711,13.24754 C28.6365363,12.8771201 29.2934976,12.691913 30.2020747,12.691913 L39.8469219,12.691913 C42.796303,12.691913 45.0362615,13.2650068 46.5668644,14.4112118 C48.0974674,15.5574168 48.8627574,17.2347648 48.8627574,19.443306 C48.8627574,20.5335986 48.6286276,21.4945792 48.1603609,22.3262767 C47.6920943,23.1579742 46.9966938,23.8393968 46.0741385,24.370565 L46.0741385,24.370565 Z M35.3809383,17.1998307 L35.3809383,22.4835296 L38.2114913,22.4835296 C39.9307988,22.4835296 41.1433816,22.2808501 41.8492761,21.8754849 C42.5551706,21.4701197 42.9081126,20.7852027 42.9081126,19.8207131 C42.9081126,18.912136 42.5901154,18.2481858 41.9541114,17.8288425 C41.3181074,17.4094992 40.2872373,17.1998307 38.8614701,17.1998307 L35.3809383,17.1998307 Z M71.244119,13.3838259 C71.5236812,12.880614 71.8102281,12.5241775 72.1037684,12.3145059 C72.3973087,12.1048342 72.7677231,12 73.2150226,12 C73.8999499,12 74.3856819,12.1817127 74.6722332,12.5451435 C74.9587844,12.9085744 75.1020579,13.5305909 75.1020579,14.4112118 L75.143992,19.8626472 C75.143992,20.8271368 74.9867406,21.4771091 74.6722332,21.8125837 C74.3577257,22.1480584 73.7881263,22.3157932 72.9634178,22.3157932 C72.3763372,22.3157932 71.92555,22.1760142 71.6110425,21.896452 C71.2965351,21.6168898 71.0274605,21.0997075 70.8038107,20.3448896 C70.4403799,19.0169692 69.8602971,18.0629775 69.0635448,17.482886 C68.2667926,16.9027945 67.1625385,16.612753 65.7507494,16.612753 C63.5981206,16.612753 61.9487284,17.3396038 60.8025235,18.7933272 C59.6563185,20.2470506 59.0832246,22.3507245 59.0832246,25.104412 C59.0832246,27.8441215 59.6633074,29.9477954 60.8234905,31.4154969 C61.9836736,32.8831984 63.6400547,33.6170381 65.7926836,33.6170381 C67.2603851,33.6170381 68.878327,33.1278116 70.6465578,32.149344 C72.4147886,31.1708763 73.5295261,30.6816498 73.9908037,30.6816498 C74.53595,30.6816498 74.9937262,30.9122852 75.3641461,31.3735628 C75.734566,31.8348404 75.9197732,32.4079343 75.9197732,33.0928616 C75.9197732,34.3229353 74.836486,35.4831009 72.669879,36.5733935 C70.5032721,37.663686 68.0641285,38.2088241 65.3523753,38.2088241 C61.6901107,38.2088241 58.7267959,36.9997358 56.4623422,34.5815228 C54.1978885,32.1633099 53.0656786,29.0043046 53.0656786,25.104412 C53.0656786,21.3443006 54.2118664,18.22024 56.5042763,15.7321366 C58.7966863,13.2440331 61.7040894,12 65.226573,12 C66.2190187,12 67.1974717,12.1118232 68.1619613,12.3354729 C69.1264508,12.5591227 70.1538264,12.9085702 71.244119,13.3838259 L71.244119,13.3838259 Z M81.4645862,32.9670593 L81.4645862,17.3256331 L81.1081461,17.3256331 C80.3533282,17.3256331 79.7802344,17.1299425 79.3888473,16.7385554 C78.9974602,16.3471683 78.8017696,15.7740744 78.8017696,15.0192565 C78.8017696,14.2085262 79.0114381,13.6179599 79.4307814,13.24754 C79.8501247,12.8771201 80.5280528,12.691913 81.4645862,12.691913 L85.4063933,12.691913 L86.6434498,12.691913 C89.5648747,12.691913 91.7034933,12.8177141 93.0593699,13.06932 C94.4152465,13.320926 95.5684233,13.740263 96.5189347,14.3273436 C98.210286,15.3337675 99.5067362,16.7699967 100.408324,18.6360743 C101.309912,20.5021519 101.7607,22.6582429 101.7607,25.104412 C101.7607,27.6903623 101.247012,29.9512876 100.219621,31.8872557 C99.1922296,33.8232239 97.7350336,35.2874089 95.8479888,36.2798546 C94.9953241,36.7271541 93.9959043,37.0521403 92.8496993,37.2548229 C91.7034944,37.4575055 89.9981906,37.5588453 87.7337369,37.5588453 L85.4063933,37.5588453 L81.4645862,37.5588453 C80.5000966,37.5588453 79.8151795,37.380627 79.4098143,37.0241852 C79.0044492,36.6677435 78.8017696,36.0701882 78.8017696,35.2315017 C78.8017696,34.4906619 78.9974602,33.9280514 79.3888473,33.5436534 C79.7802344,33.1592554 80.3533282,32.9670593 81.1081461,32.9670593 L81.4645862,32.9670593 Z M86.8740874,17.2417648 L86.8740874,32.9670593 L88.0692098,32.9670593 C90.7110725,32.9670593 92.6609895,32.3205814 93.9190194,31.0276063 C95.1770492,29.7346312 95.8060547,27.7462749 95.8060547,25.0624779 C95.8060547,22.4206153 95.1665658,20.4497314 93.8875688,19.1497672 C92.6085718,17.849803 90.6831161,17.1998307 88.1111439,17.1998307 C87.7756693,17.1998307 87.5205727,17.2033252 87.3458463,17.2103142 C87.1711199,17.2173033 87.0138685,17.2277867 86.8740874,17.2417648 L86.8740874,17.2417648 Z M121.94052,17.1159625 L112.190837,17.1159625 L112.190837,22.4835296 L115.88104,22.4835296 L115.88104,22.2319249 C115.88104,21.4351727 116.055763,20.841112 116.405216,20.4497249 C116.754669,20.0583378 117.285829,19.8626472 117.998713,19.8626472 C118.627728,19.8626472 119.141415,20.0408655 119.539792,20.3973072 C119.938168,20.753749 120.137353,21.2045363 120.137353,21.7496826 C120.137353,21.7776388 120.144342,21.8684951 120.15832,22.0222543 C120.172298,22.1760135 120.179287,22.3297704 120.179287,22.4835296 L120.179287,26.8237109 C120.179287,27.7602442 120.011552,28.4311834 119.676077,28.8365486 C119.340603,29.2419138 118.795465,29.4445933 118.040647,29.4445933 C117.327763,29.4445933 116.789614,29.2558917 116.426183,28.8784827 C116.062752,28.5010738 115.88104,27.9419578 115.88104,27.201118 L115.88104,26.8237109 L112.190837,26.8237109 L112.190837,33.0928616 L121.94052,33.0928616 L121.94052,30.5977816 C121.94052,29.6612482 122.118738,28.9903091 122.47518,28.5849439 C122.831622,28.1795787 123.415199,27.9768992 124.225929,27.9768992 C125.022682,27.9768992 125.592281,28.1760842 125.934745,28.5744604 C126.277208,28.9728365 126.448438,29.6472701 126.448438,30.5977816 L126.448438,35.6718099 C126.448438,36.4266278 126.30167,36.9298322 126.008129,37.1814382 C125.714589,37.4330442 125.134506,37.5588453 124.267863,37.5588453 L107.095842,37.5588453 C106.173287,37.5588453 105.512831,37.3771326 105.114455,37.0137017 C104.716079,36.6502709 104.516894,36.0562101 104.516894,35.2315017 C104.516894,34.4906619 104.705595,33.9280514 105.083004,33.5436534 C105.460413,33.1592554 106.01254,32.9670593 106.739402,32.9670593 L107.095842,32.9670593 L107.095842,17.3256331 L106.739402,17.3256331 C106.026518,17.3256331 105.477886,17.126448 105.093488,16.7280719 C104.70909,16.3296957 104.516894,15.7600963 104.516894,15.0192565 C104.516894,14.2085262 104.719573,13.6179599 105.124938,13.24754 C105.530304,12.8771201 106.187265,12.691913 107.095842,12.691913 L124.267863,12.691913 C125.120528,12.691913 125.697116,12.8212085 125.997646,13.0798036 C126.298175,13.3383986 126.448438,13.8520864 126.448438,14.6208824 L126.448438,19.3175037 C126.448438,20.2680151 126.273714,20.9494377 125.924261,21.361792 C125.574808,21.7741462 125.008703,21.9803202 124.225929,21.9803202 C123.415199,21.9803202 122.831622,21.7706517 122.47518,21.3513084 C122.118738,20.9319652 121.94052,20.254037 121.94052,19.3175037 L121.94052,17.1159625 Z M19.7719369,47.6405477 C20.037521,47.1373358 20.3205734,46.7808993 20.6211028,46.5712277 C20.9216322,46.361556 21.295541,46.2567218 21.7428405,46.2567218 C22.4277678,46.2567218 22.9134998,46.4384345 23.2000511,46.8018653 C23.4866023,47.1652962 23.6298758,47.7873127 23.6298758,48.6679336 L23.6718099,54.119369 C23.6718099,55.0838586 23.5145586,55.7338309 23.2000511,56.0693055 C22.8855436,56.4047802 22.3089553,56.572515 21.4702687,56.572515 C20.8831881,56.572515 20.4254119,56.4292415 20.0969263,56.1426902 C19.7684407,55.856139 19.4993662,55.3424512 19.2896945,54.6016114 C18.9122856,53.2597129 18.3322027,52.3022267 17.5494286,51.7291243 C16.7666545,51.1560218 15.6693894,50.8694748 14.2576003,50.8694748 C12.1049715,50.8694748 10.4590738,51.5963256 9.31985785,53.050049 C8.18064193,54.5037724 7.61104252,56.6074463 7.61104252,59.3611338 C7.61104252,62.1148214 8.20859773,64.2429566 9.40372609,65.7456034 C10.5988544,67.2482501 12.2936748,67.9995623 14.488238,67.9995623 C14.9914499,67.9995623 15.5645438,67.9401562 16.2075368,67.8213423 C16.8505299,67.7025283 17.6053364,67.5173212 18.4719792,67.2657152 L18.4719792,63.9529198 L16.1027015,63.9529198 C15.1521901,63.9529198 14.4777564,63.7781961 14.0793803,63.4287433 C13.6810042,63.0792906 13.4818191,62.4992078 13.4818191,61.6884774 C13.4818191,60.8497908 13.6810042,60.2522356 14.0793803,59.8957938 C14.4777564,59.5393521 15.1521901,59.3611338 16.1027015,59.3611338 L23.6718099,59.3611338 C24.6502776,59.3611338 25.3386891,59.5358576 25.7370653,59.8853103 C26.1354414,60.2347631 26.3346265,60.8218348 26.3346265,61.6465433 C26.3346265,62.3873831 26.1354414,62.9569825 25.7370653,63.3553586 C25.3386891,63.7537347 24.7621008,63.9529198 24.0072829,63.9529198 L23.6718099,63.9529198 L23.6718099,68.9430799 L23.6718099,69.1946846 C23.6718099,69.6419841 23.6228873,69.9529924 23.5250405,70.1277188 C23.4271937,70.3024451 23.2315031,70.4806634 22.9379628,70.6623788 C22.1412106,71.1376345 20.8762107,71.5569715 19.1429251,71.9204023 C17.4096396,72.2838332 15.6554131,72.4655459 13.8801932,72.4655459 C10.2179286,72.4655459 7.25461383,71.2564576 4.99016011,68.8382446 C2.72570638,66.4200317 1.59349651,63.2610264 1.59349651,59.3611338 C1.59349651,55.6010224 2.73968428,52.4769618 5.03209423,49.9888583 C7.32450417,47.5007549 10.2319073,46.2567218 13.7543909,46.2567218 C14.7328585,46.2567218 15.7078171,46.368545 16.6792957,46.5921947 C17.6507743,46.8158445 18.6816444,47.165292 19.7719369,47.6405477 L19.7719369,47.6405477 Z M35.611576,51.5823548 L35.611576,56.4047785 L42.4678043,56.4047785 L42.4678043,51.5823548 L42.1323314,51.5823548 C41.3775135,51.5823548 40.8009251,51.3866642 40.402549,50.9952772 C40.0041729,50.6038901 39.8049878,50.0307962 39.8049878,49.2759783 C39.8049878,48.4512699 40.0111618,47.8572091 40.4235161,47.4937783 C40.8358703,47.1303474 41.5172929,46.9486347 42.4678043,46.9486347 L47.8773056,46.9486347 C48.8278171,46.9486347 49.5022507,47.1303474 49.9006269,47.4937783 C50.299003,47.8572091 50.498188,48.4512699 50.498188,49.2759783 C50.498188,50.0307962 50.3059919,50.6038901 49.9215939,50.9952772 C49.5371959,51.3866642 48.9745854,51.5823548 48.2337456,51.5823548 L47.8773056,51.5823548 L47.8773056,67.2237811 L48.2337456,67.2237811 C48.9885636,67.2237811 49.5616574,67.4159772 49.9530445,67.8003752 C50.3444316,68.1847732 50.5401222,68.7473837 50.5401222,69.4882235 C50.5401222,70.3129319 50.3374426,70.9069927 49.9320774,71.2704235 C49.5267123,71.6338543 48.8417952,71.815567 47.8773056,71.815567 L42.4678043,71.815567 C41.5033148,71.815567 40.8183977,71.6373488 40.4130325,71.280907 C40.0076674,70.9244652 39.8049878,70.32691 39.8049878,69.4882235 C39.8049878,68.7473837 40.0041729,68.1847732 40.402549,67.8003752 C40.8009251,67.4159772 41.3775135,67.2237811 42.1323314,67.2237811 L42.4678043,67.2237811 L42.4678043,61.0384986 L35.611576,61.0384986 L35.611576,67.2237811 L35.9470489,67.2237811 C36.7018668,67.2237811 37.2784552,67.4159772 37.6768313,67.8003752 C38.0752074,68.1847732 38.2743925,68.7473837 38.2743925,69.4882235 C38.2743925,70.3129319 38.0682185,70.9069927 37.6558642,71.2704235 C37.24351,71.6338543 36.5620874,71.815567 35.611576,71.815567 L30.2020747,71.815567 C29.2375851,71.815567 28.552668,71.6373488 28.1473029,71.280907 C27.7419377,70.9244652 27.5392581,70.32691 27.5392581,69.4882235 C27.5392581,68.7473837 27.7349487,68.1847732 28.1263358,67.8003752 C28.5177229,67.4159772 29.0908168,67.2237811 29.8456347,67.2237811 L30.2020747,67.2237811 L30.2020747,51.5823548 L29.8456347,51.5823548 C29.1047949,51.5823548 28.5421844,51.3866642 28.1577864,50.9952772 C27.7733884,50.6038901 27.5811923,50.0307962 27.5811923,49.2759783 C27.5811923,48.4512699 27.7803773,47.8572091 28.1787534,47.4937783 C28.5771296,47.1303474 29.2515632,46.9486347 30.2020747,46.9486347 L35.611576,46.9486347 C36.5481093,46.9486347 37.2260374,47.1303474 37.6453807,47.4937783 C38.064724,47.8572091 38.2743925,48.4512699 38.2743925,49.2759783 C38.2743925,50.0307962 38.0752074,50.6038901 37.6768313,50.9952772 C37.2784552,51.3866642 36.7018668,51.5823548 35.9470489,51.5823548 L35.611576,51.5823548 Z M67.365213,51.5823548 L67.365213,67.2237811 L70.887679,67.2237811 C71.8381904,67.2237811 72.519613,67.4019993 72.9319673,67.7584411 C73.3443215,68.1148829 73.5504955,68.6914712 73.5504955,69.4882235 C73.5504955,70.2989538 73.340827,70.8895201 72.9214837,71.25994 C72.5021404,71.6303599 71.8242123,71.815567 70.887679,71.815567 L58.4332458,71.815567 C57.4827343,71.815567 56.8013117,71.6338543 56.3889575,71.2704235 C55.9766033,70.9069927 55.7704292,70.3129319 55.7704292,69.4882235 C55.7704292,68.6774931 55.9731088,68.0974103 56.378474,67.7479575 C56.7838391,67.3985048 57.4687562,67.2237811 58.4332458,67.2237811 L61.9557117,67.2237811 L61.9557117,51.5823548 L58.4332458,51.5823548 C57.4827343,51.5823548 56.8013117,51.4006421 56.3889575,51.0372113 C55.9766033,50.6737805 55.7704292,50.0867087 55.7704292,49.2759783 C55.7704292,48.4512699 55.9731088,47.8641981 56.378474,47.5147453 C56.7838391,47.1652926 57.4687562,46.9905689 58.4332458,46.9905689 L70.887679,46.9905689 C71.8801247,46.9905689 72.5720308,47.1652926 72.9634178,47.5147453 C73.3548049,47.8641981 73.5504955,48.4512699 73.5504955,49.2759783 C73.5504955,50.0867087 73.347816,50.6737805 72.9424508,51.0372113 C72.5370856,51.4006421 71.8521685,51.5823548 70.887679,51.5823548 L67.365213,51.5823548 Z M97.8608265,51.5823548 L97.8608265,63.1771386 L97.8608265,63.5755127 C97.8608265,65.4485794 97.7385199,66.8044357 97.493903,67.6431222 C97.2492861,68.4818088 96.8404325,69.2296264 96.26733,69.8865976 C95.5264902,70.7392623 94.4991146,71.3822457 93.1851723,71.815567 C91.87123,72.2488884 90.2917273,72.4655459 88.4466169,72.4655459 C87.1466527,72.4655459 85.8921362,72.3397448 84.6830298,72.0881388 C83.4739233,71.8365328 82.3102631,71.4591296 81.1920144,70.9559176 C80.5769776,70.6763554 80.175113,70.31293 79.9864085,69.8656305 C79.797704,69.418331 79.7033532,68.6914802 79.7033532,67.6850564 L79.7033532,63.3658422 C79.7033532,62.1637247 79.8780769,61.3250508 80.2275297,60.849795 C80.5769824,60.3745393 81.185021,60.136915 82.0516638,60.136915 C83.2957156,60.136915 83.9806326,61.0524675 84.1064356,62.8835998 C84.1204137,63.2050963 84.1413806,63.4497096 84.1693368,63.6174469 C84.3370741,65.2389076 84.7144774,66.3466561 85.301558,66.9407258 C85.8886386,67.5347954 86.8251579,67.8318258 88.1111439,67.8318258 C89.7046484,67.8318258 90.8263749,67.4089943 91.476357,66.5633187 C92.126339,65.7176431 92.4513252,64.1765796 92.4513252,61.9400821 L92.4513252,51.5823548 L88.9288593,51.5823548 C87.9783478,51.5823548 87.2969252,51.4006421 86.884571,51.0372113 C86.4722168,50.6737805 86.2660427,50.0867087 86.2660427,49.2759783 C86.2660427,48.4512699 86.4652278,47.8641981 86.8636039,47.5147453 C87.26198,47.1652926 87.9503916,46.9905689 88.9288593,46.9905689 L99.6220595,46.9905689 C100.600527,46.9905689 101.288939,47.1652926 101.687315,47.5147453 C102.085691,47.8641981 102.284876,48.4512699 102.284876,49.2759783 C102.284876,50.0867087 102.078702,50.6737805 101.666348,51.0372113 C101.253994,51.4006421 100.572571,51.5823548 99.6220595,51.5823548 L97.8608265,51.5823548 Z M112.505343,51.5823548 L112.505343,57.9353738 L118.984165,51.4565525 C118.257303,51.3726838 117.747109,51.1665098 117.453569,50.8380242 C117.160029,50.5095387 117.013261,49.9888619 117.013261,49.2759783 C117.013261,48.4512699 117.212446,47.8572091 117.610822,47.4937783 C118.009198,47.1303474 118.683632,46.9486347 119.634143,46.9486347 L124.771073,46.9486347 C125.721584,46.9486347 126.396018,47.1303474 126.794394,47.4937783 C127.19277,47.8572091 127.391955,48.4512699 127.391955,49.2759783 C127.391955,50.0447743 127.19277,50.6213627 126.794394,51.0057607 C126.396018,51.3901587 125.812441,51.5823548 125.043645,51.5823548 L124.561402,51.5823548 L118.459988,57.641835 C119.592215,58.4805215 120.626579,59.5812811 121.563113,60.9441468 C122.499646,62.3070125 123.596911,64.400203 124.854941,67.2237811 L125.127513,67.2237811 L125.546854,67.2237811 C126.371563,67.2237811 126.98659,67.4124827 127.391955,67.7898917 C127.79732,68.1673006 128,68.7334056 128,69.4882235 C128,70.3129319 127.793826,70.9069927 127.381472,71.2704235 C126.969118,71.6338543 126.287695,71.815567 125.337183,71.815567 L122.758235,71.815567 C121.626008,71.815567 120.710456,71.0537715 120.01155,69.5301576 C119.885747,69.2505954 119.787902,69.026949 119.718012,68.8592117 C118.795456,66.9022764 117.949793,65.3926632 117.180997,64.3303269 C116.412201,63.2679906 115.510627,62.2965265 114.476247,61.4159056 L112.505343,63.302941 L112.505343,67.2237811 L112.840816,67.2237811 C113.595634,67.2237811 114.172222,67.4159772 114.570599,67.8003752 C114.968975,68.1847732 115.16816,68.7473837 115.16816,69.4882235 C115.16816,70.3129319 114.961986,70.9069927 114.549631,71.2704235 C114.137277,71.6338543 113.455855,71.815567 112.505343,71.815567 L107.095842,71.815567 C106.131352,71.815567 105.446435,71.6373488 105.04107,71.280907 C104.635705,70.9244652 104.433025,70.32691 104.433025,69.4882235 C104.433025,68.7473837 104.628716,68.1847732 105.020103,67.8003752 C105.41149,67.4159772 105.984584,67.2237811 106.739402,67.2237811 L107.095842,67.2237811 L107.095842,51.5823548 L106.739402,51.5823548 C105.998562,51.5823548 105.435952,51.3866642 105.051554,50.9952772 C104.667156,50.6038901 104.474959,50.0307962 104.474959,49.2759783 C104.474959,48.4512699 104.674145,47.8572091 105.072521,47.4937783 C105.470897,47.1303474 106.14533,46.9486347 107.095842,46.9486347 L112.505343,46.9486347 C113.441877,46.9486347 114.119805,47.1303474 114.539148,47.4937783 C114.958491,47.8572091 115.16816,48.4512699 115.16816,49.2759783 C115.16816,50.0307962 114.968975,50.6038901 114.570599,50.9952772 C114.172222,51.3866642 113.595634,51.5823548 112.840816,51.5823548 L112.505343,51.5823548 Z M13.439885,96.325622 L17.4445933,84.4372993 C17.6961993,83.6545252 18.0456468,83.0849258 18.4929463,82.728484 C18.9402458,82.3720422 19.5343065,82.193824 20.2751463,82.193824 L23.5460076,82.193824 C24.496519,82.193824 25.1779416,82.3755367 25.5902958,82.7389675 C26.0026501,83.1023984 26.2088241,83.6964591 26.2088241,84.5211676 C26.2088241,85.2759855 26.009639,85.8490794 25.6112629,86.2404664 C25.2128868,86.6318535 24.6362984,86.8275441 23.8814805,86.8275441 L23.5460076,86.8275441 L24.1330852,102.46897 L24.4895252,102.46897 C25.2443431,102.46897 25.8104481,102.661166 26.187857,103.045564 C26.565266,103.429962 26.7539676,103.992573 26.7539676,104.733413 C26.7539676,105.558121 26.5547826,106.152182 26.1564064,106.515613 C25.7580303,106.879044 25.0835967,107.060756 24.1330852,107.060756 L19.4154969,107.060756 C18.4649855,107.060756 17.7905518,106.882538 17.3921757,106.526096 C16.9937996,106.169654 16.7946145,105.572099 16.7946145,104.733413 C16.7946145,103.992573 16.9868106,103.429962 17.3712086,103.045564 C17.7556066,102.661166 18.325206,102.46897 19.0800239,102.46897 L19.4154969,102.46897 L19.1219581,89.6790642 L16.0607674,99.1981091 C15.8371177,99.9109927 15.5191204,100.42468 15.1067662,100.739188 C14.694412,101.053695 14.1248126,101.210947 13.3979509,101.210947 C12.6710892,101.210947 12.0945008,101.053695 11.6681685,100.739188 C11.2418362,100.42468 10.91685,99.9109927 10.6932002,99.1981091 L7.65297664,89.6790642 L7.35943781,102.46897 L7.69491075,102.46897 C8.44972866,102.46897 9.01932808,102.661166 9.40372609,103.045564 C9.78812409,103.429962 9.98032022,103.992573 9.98032022,104.733413 C9.98032022,105.558121 9.77764067,106.152182 9.3722755,106.515613 C8.96691032,106.879044 8.29597114,107.060756 7.35943781,107.060756 L2.62088241,107.060756 C1.68434908,107.060756 1.01340989,106.879044 0.608044719,106.515613 C0.202679546,106.152182 0,105.558121 0,104.733413 C0,103.992573 0.192196121,103.429962 0.57659413,103.045564 C0.960992139,102.661166 1.53059155,102.46897 2.28540946,102.46897 L2.62088241,102.46897 L3.22892713,86.8275441 L2.89345418,86.8275441 C2.13863627,86.8275441 1.56204791,86.6318535 1.16367179,86.2404664 C0.765295672,85.8490794 0.5661106,85.2759855 0.5661106,84.5211676 C0.5661106,83.6964591 0.772284622,83.1023984 1.18463885,82.7389675 C1.59699308,82.3755367 2.27841569,82.193824 3.22892713,82.193824 L6.49978838,82.193824 C7.22665007,82.193824 7.81022738,82.3685477 8.25053783,82.7180005 C8.69084827,83.0674532 9.05077919,83.6405471 9.33034138,84.4372993 L13.439885,96.325622 Z M43.8935644,98.3803938 L43.8935644,86.8275441 L42.7403761,86.8275441 C41.8178209,86.8275441 41.1573651,86.6458314 40.758989,86.2824006 C40.3606129,85.9189697 40.1614278,85.3318979 40.1614278,84.5211676 C40.1614278,83.7104372 40.3606129,83.119871 40.758989,82.7494511 C41.1573651,82.3790312 41.8178209,82.193824 42.7403761,82.193824 L48.6950209,82.193824 C49.6035981,82.193824 50.2605593,82.3790312 50.6659245,82.7494511 C51.0712897,83.119871 51.2739692,83.7104372 51.2739692,84.5211676 C51.2739692,85.2620074 51.0817731,85.8316068 50.6973751,86.2299829 C50.3129771,86.628359 49.7643445,86.8275441 49.051461,86.8275441 L48.6950209,86.8275441 L48.6950209,105.865634 C48.6950209,106.522605 48.6251315,106.934953 48.4853504,107.10269 C48.3455693,107.270428 48.0310665,107.354295 47.5418327,107.354295 L45.4451268,107.354295 C44.7741775,107.354295 44.3024234,107.284406 44.0298503,107.144625 C43.7572771,107.004843 43.5231473,106.76023 43.3274538,106.410777 L34.6051571,91.0838571 L34.6051571,102.46897 L35.8212466,102.46897 C36.7298237,102.46897 37.379796,102.643694 37.7711831,102.993147 C38.1625701,103.3426 38.3582607,103.922682 38.3582607,104.733413 C38.3582607,105.558121 38.1590757,106.152182 37.7606995,106.515613 C37.3623234,106.879044 36.7158456,107.060756 35.8212466,107.060756 L29.8037005,107.060756 C28.8951234,107.060756 28.2381621,106.879044 27.832797,106.515613 C27.4274318,106.152182 27.2247522,105.558121 27.2247522,104.733413 C27.2247522,103.992573 27.4134539,103.429962 27.7908629,103.045564 C28.1682718,102.661166 28.7273878,102.46897 29.4682276,102.46897 L29.8037005,102.46897 L29.8037005,86.8275441 L29.4682276,86.8275441 C28.755344,86.8275441 28.203217,86.628359 27.8118299,86.2299829 C27.4204428,85.8316068 27.2247522,85.2620074 27.2247522,84.5211676 C27.2247522,83.7104372 27.4309263,83.119871 27.8432805,82.7494511 C28.2556347,82.3790312 28.9091015,82.193824 29.8037005,82.193824 L33.2422983,82.193824 C34.0670067,82.193824 34.6261227,82.3021527 34.919663,82.5188134 C35.2132033,82.7354741 35.5416839,83.1722835 35.9051148,83.8292546 L43.8935644,98.3803938 Z M64.6604624,86.3662688 C62.8572863,86.3662688 61.4420239,87.0931196 60.4146329,88.546843 C59.3872418,90.0005663 58.873554,92.0203728 58.873554,94.6063231 C58.873554,97.1922733 59.3907363,99.2190688 60.4251164,100.68677 C61.4594965,102.154472 62.8712644,102.888312 64.6604624,102.888312 C66.4636385,102.888312 67.8823953,102.157966 68.9167754,100.697254 C69.9511555,99.2365414 70.4683378,97.2062514 70.4683378,94.6063231 C70.4683378,92.0203728 69.95465,90.0005663 68.9272589,88.546843 C67.8998679,87.0931196 66.4776166,86.3662688 64.6604624,86.3662688 L64.6604624,86.3662688 Z M64.6604624,81.501911 C68.0990773,81.501911 70.929602,82.7319662 73.1521214,85.1921135 C75.3746408,87.6522607 76.4858838,90.7902992 76.4858838,94.6063231 C76.4858838,98.4503032 75.3816297,101.595331 73.1730884,104.0415 C70.9645471,106.487669 68.1270335,107.710735 64.6604624,107.710735 C61.2358256,107.710735 58.4053009,106.477185 56.1688034,104.010049 C53.9323059,101.542913 52.8140739,98.4083688 52.8140739,94.6063231 C52.8140739,90.7763211 53.9218224,87.6347881 56.1373528,85.1816299 C58.3528831,82.7284717 61.1938912,81.501911 64.6604624,81.501911 L64.6604624,81.501911 Z M87.4611651,98.1707232 L87.4611651,102.46897 L89.6207722,102.46897 C90.5293493,102.46897 91.1758272,102.643694 91.5602252,102.993147 C91.9446232,103.3426 92.1368193,103.922682 92.1368193,104.733413 C92.1368193,105.558121 91.9411287,106.152182 91.5497417,106.515613 C91.1583546,106.879044 90.5153712,107.060756 89.6207722,107.060756 L82.3661697,107.060756 C81.4436145,107.060756 80.7831587,106.879044 80.3847826,106.515613 C79.9864065,106.152182 79.7872214,105.558121 79.7872214,104.733413 C79.7872214,103.992573 79.9759231,103.429962 80.353332,103.045564 C80.730741,102.661166 81.282868,102.46897 82.0097297,102.46897 L82.3661697,102.46897 L82.3661697,86.8275441 L82.0097297,86.8275441 C81.2968461,86.8275441 80.7482136,86.628359 80.3638155,86.2299829 C79.9794175,85.8316068 79.7872214,85.2620074 79.7872214,84.5211676 C79.7872214,83.7104372 79.989901,83.119871 80.3952661,82.7494511 C80.8006313,82.3790312 81.4575926,82.193824 82.3661697,82.193824 L91.0255652,82.193824 C94.450202,82.193824 97.0396079,82.8507853 98.7938606,84.1647276 C100.548113,85.4786699 101.425227,87.414609 101.425227,89.972603 C101.425227,92.6703781 100.551608,94.7111515 98.8043442,96.0949843 C97.0570805,97.4788171 94.4641801,98.1707232 91.0255652,98.1707232 L87.4611651,98.1707232 Z M87.4611651,86.8275441 L87.4611651,93.4531348 L90.4384875,93.4531348 C92.0879044,93.4531348 93.328443,93.1735768 94.1601405,92.6144525 C94.9918381,92.0553281 95.4076806,91.2166541 95.4076806,90.0984053 C95.4076806,89.0500471 94.9778602,88.2428234 94.1182064,87.67671 C93.2585527,87.1105966 92.031992,86.8275441 90.4384875,86.8275441 L87.4611651,86.8275441 Z M114.727851,107.396229 L113.092421,109.03166 C113.69348,108.835966 114.284046,108.689198 114.864137,108.591352 C115.444229,108.493505 116.013828,108.444582 116.572953,108.444582 C117.677223,108.444582 118.840883,108.608823 120.063968,108.937308 C121.287053,109.265794 122.031376,109.430034 122.29696,109.430034 C122.744259,109.430034 123.327837,109.279772 124.047709,108.979242 C124.767582,108.678713 125.253314,108.52845 125.50492,108.52845 C126.02211,108.52845 126.45193,108.727636 126.794394,109.126012 C127.136858,109.524388 127.308087,110.024098 127.308087,110.625156 C127.308087,111.421909 126.836333,112.099837 125.892811,112.658961 C124.949288,113.218086 123.792617,113.497643 122.422762,113.497643 C121.486229,113.497643 120.28413,113.277492 118.816428,112.837181 C117.348727,112.396871 116.286406,112.176719 115.629435,112.176719 C114.636989,112.176719 113.518757,112.449288 112.274706,112.994434 C111.030654,113.53958 110.261869,113.812149 109.968329,113.812149 C109.36727,113.812149 108.857077,113.612964 108.437734,113.214588 C108.01839,112.816212 107.808722,112.337469 107.808722,111.778345 C107.808722,111.386958 107.941512,110.971115 108.207096,110.530805 C108.47268,110.090494 108.94094,109.520895 109.611889,108.821989 L111.729562,106.683349 C109.395218,105.830685 107.536157,104.29661 106.152324,102.08108 C104.768491,99.8655494 104.076585,97.3180772 104.076585,94.4385866 C104.076585,90.6365409 105.180839,87.5299526 107.389381,85.1187288 C109.597922,82.7075049 112.442425,81.501911 115.922974,81.501911 C119.389545,81.501911 122.227059,82.7109994 124.4356,85.1292123 C126.644141,87.5474252 127.748395,90.650519 127.748395,94.4385866 C127.748395,98.2126762 126.65113,101.322759 124.456567,103.768928 C122.262004,106.215097 119.480402,107.438163 116.111677,107.438163 C115.888028,107.438163 115.660887,107.434669 115.430248,107.42768 C115.199609,107.420691 114.965479,107.410207 114.727851,107.396229 L114.727851,107.396229 Z M115.922974,86.3662688 C114.119798,86.3662688 112.704535,87.0931196 111.677144,88.546843 C110.649753,90.0005663 110.136065,92.0203728 110.136065,94.6063231 C110.136065,97.1922733 110.653248,99.2190688 111.687628,100.68677 C112.722008,102.154472 114.133776,102.888312 115.922974,102.888312 C117.72615,102.888312 119.144907,102.157966 120.179287,100.697254 C121.213667,99.2365414 121.730849,97.2062514 121.730849,94.6063231 C121.730849,92.0203728 121.217161,90.0005663 120.18977,88.546843 C119.162379,87.0931196 117.740128,86.3662688 115.922974,86.3662688 L115.922974,86.3662688 Z\"></path>\n </g>\n</svg>"
},
"$:/core/images/mono-line": {
"title": "$:/core/images/mono-line",
"tags": "$:/tags/Image",
"text": "<svg class=\"tc-image-mono-line tc-image-button\" width=\"22pt\" height=\"22pt\" viewBox=\"0 0 128 128\">\n <g fill-rule=\"evenodd\">\n <path d=\"M60.4374591,84.522627 L61.3450888,84.522627 C63.2671377,84.522627 64.7264493,85.0120303 65.7230673,85.9908515 C66.7196852,86.9696727 67.2179868,88.4022896 67.2179868,90.288745 C67.2179868,92.3887615 66.6929905,93.9014625 65.6429823,94.8268935 C64.5929741,95.7523244 62.857817,96.215033 60.4374591,96.215033 L44.3670747,96.215033 C41.9111232,96.215033 40.1670679,95.7612227 39.1348565,94.8535884 C38.102645,93.9459542 37.586547,92.424355 37.586547,90.288745 C37.586547,88.2243221 38.102645,86.747214 39.1348565,85.8573766 C40.1670679,84.9675391 41.9111232,84.522627 44.3670747,84.522627 L46.235724,84.522627 L44.0467348,78.2759992 L20.9822627,78.2759992 L18.6864935,84.522627 L20.5551429,84.522627 C22.9755008,84.522627 24.7106579,84.9764373 25.7606661,85.8840716 C26.8106743,86.7917058 27.3356705,88.2599156 27.3356705,90.288745 C27.3356705,92.3887615 26.8106743,93.9014625 25.7606661,94.8268935 C24.7106579,95.7523244 22.9755008,96.215033 20.5551429,96.215033 L6.78052766,96.215033 C4.32457622,96.215033 2.58052094,95.7523244 1.54830946,94.8268935 C0.516097994,93.9014625 0,92.3887615 0,90.288745 C0,88.4022896 0.498301511,86.9696727 1.49491948,85.9908515 C2.49153745,85.0120303 3.95084902,84.522627 5.87289797,84.522627 L6.78052766,84.522627 L21.0890427,44.6937008 L16.8178442,44.6937008 C14.3974863,44.6937008 12.6623292,44.2309922 11.612321,43.3055613 C10.5623128,42.3801303 10.0373165,40.8852258 10.0373165,38.8208028 C10.0373165,36.7207864 10.5623128,35.2080854 11.612321,34.2826544 C12.6623292,33.3572234 14.3974863,32.8945149 16.8178442,32.8945149 L36.8390873,32.8945149 C40.0069087,32.8945149 42.231469,34.6029772 43.512835,38.0199531 L43.512835,38.180123 L60.4374591,84.522627 Z M32.4611088,44.6937008 L24.7195615,67.224273 L40.2026561,67.224273 L32.4611088,44.6937008 Z M89.5058233,68.5590225 L89.5058233,84.8429669 L97.5143205,84.8429669 C103.173687,84.8429669 107.160099,84.22009 109.473676,82.9743176 C111.787254,81.7285451 112.944025,79.6463566 112.944025,76.7276897 C112.944025,73.7734293 111.840643,71.6734444 109.633846,70.4276719 C107.427049,69.1818994 103.565213,68.5590225 98.0482204,68.5590225 L89.5058233,68.5590225 Z M116.734714,62.6327346 C120.614405,64.0564746 123.461842,66.0051894 125.277111,68.4789376 C127.092379,70.9526857 128,74.1115614 128,77.9556593 C128,81.1946677 127.216955,84.1488838 125.650841,86.8183962 C124.084727,89.4879087 121.84237,91.676876 118.923703,93.385364 C117.215215,94.3819819 115.302093,95.1027395 113.18428,95.5476582 C111.066467,95.9925769 108.06776,96.215033 104.188068,96.215033 L99.7033098,96.215033 L76.3184979,96.215033 C73.9693269,96.215033 72.2875593,95.7523244 71.2731446,94.8268935 C70.2587299,93.9014625 69.7515301,92.3887615 69.7515301,90.288745 C69.7515301,88.4022896 70.2320352,86.9696727 71.1930596,85.9908515 C72.1540841,85.0120303 73.5600062,84.522627 75.4108682,84.522627 L76.3184979,84.522627 L76.3184979,44.6937008 L75.4108682,44.6937008 C73.5600062,44.6937008 72.1540841,44.1953993 71.1930596,43.1987813 C70.2320352,42.2021633 69.7515301,40.7428518 69.7515301,38.8208028 C69.7515301,36.7563799 70.2676281,35.2525771 71.2998396,34.3093494 C72.3320511,33.3661217 74.0049204,32.8945149 76.3184979,32.8945149 L100.877889,32.8945149 C108.388118,32.8945149 114.09189,34.3538264 117.989378,37.2724934 C121.886867,40.1911603 123.835581,44.4623161 123.835581,50.0860889 C123.835581,52.8623819 123.239399,55.3093982 122.047017,57.4272114 C120.854635,59.5450246 119.083885,61.2801816 116.734714,62.6327346 L116.734714,62.6327346 Z M89.5058233,44.3733609 L89.5058233,57.8276363 L96.7134708,57.8276363 C101.091471,57.8276363 104.179161,57.3115383 105.976633,56.2793268 C107.774104,55.2471153 108.672827,53.50306 108.672827,51.0471086 C108.672827,48.7335312 107.863087,47.0428653 106.243583,45.9750604 C104.624078,44.9072554 101.999097,44.3733609 98.3685602,44.3733609 L89.5058233,44.3733609 Z\"></path>\n </g>\n</svg>"
},
"$:/core/images/new-button": {
"title": "$:/core/images/new-button",
"tags": "$:/tags/Image",
"text": "<svg class=\"tc-image-new-button tc-image-button\" viewBox=\"0 0 128 128\" width=\"22pt\" height=\"22pt\">\n <g fill-rule=\"evenodd\">\n <path d=\"M56,72 L8.00697327,72 C3.59075293,72 0,68.418278 0,64 C0,59.5907123 3.58484404,56 8.00697327,56 L56,56 L56,8.00697327 C56,3.59075293 59.581722,0 64,0 C68.4092877,0 72,3.58484404 72,8.00697327 L72,56 L119.993027,56 C124.409247,56 128,59.581722 128,64 C128,68.4092877 124.415156,72 119.993027,72 L72,72 L72,119.993027 C72,124.409247 68.418278,128 64,128 C59.5907123,128 56,124.415156 56,119.993027 L56,72 L56,72 Z\"></path>\n </g>\n</svg>"
},
"$:/core/images/new-here-button": {
"title": "$:/core/images/new-here-button",
"tags": "$:/tags/Image",
"text": "<svg class=\"tc-image-new-here-button tc-image-button\" width=\"22pt\" height=\"22pt\" viewBox=\"0 0 128 128\">\n <g fill-rule=\"evenodd\">\n \t<g transform=\"translate(52.233611, 64.389922) rotate(75.000000) translate(-52.233611, -64.389922) translate(-7.734417, 3.702450)\">\n\t <path d=\"M18.9270186,45.959338 L18.9080585,49.6521741 C18.8884833,53.4648378 21.0574548,58.7482162 23.7526408,61.4434022 L78.5671839,116.257945 C81.2617332,118.952495 85.6348701,118.950391 88.3334363,116.251825 L115.863237,88.7220241 C118.555265,86.0299959 118.564544,81.6509578 115.869358,78.9557717 L61.0548144,24.1412286 C58.3602652,21.4466794 53.0787224,19.2788426 49.2595808,19.3006519 L25.9781737,19.4336012 C22.1633003,19.4553862 19.0471195,22.5673232 19.0275223,26.3842526 L18.9871663,34.2443819 C19.0818862,34.255617 19.1779758,34.2665345 19.2754441,34.2771502 C22.6891275,34.6489512 27.0485594,34.2348566 31.513244,33.2285542 C31.7789418,32.8671684 32.075337,32.5211298 32.4024112,32.1940556 C34.8567584,29.7397084 38.3789778,29.0128681 41.4406288,30.0213822 C41.5958829,29.9543375 41.7503946,29.8866669 41.9041198,29.8183808 L42.1110981,30.2733467 C43.1114373,30.6972371 44.0473796,31.3160521 44.8614145,32.1300869 C48.2842088,35.5528813 48.2555691,41.130967 44.7974459,44.5890903 C41.4339531,47.952583 36.0649346,48.0717177 32.6241879,44.9262969 C27.8170558,45.8919233 23.0726921,46.2881596 18.9270186,45.959338 Z\"></path>\n\t <path d=\"M45.4903462,38.8768094 C36.7300141,42.6833154 26.099618,44.7997354 18.1909048,43.9383587 C7.2512621,42.7468685 1.50150083,35.8404432 4.66865776,24.7010202 C7.51507386,14.6896965 15.4908218,6.92103848 24.3842626,4.38423012 C34.1310219,1.60401701 42.4070208,6.15882777 42.4070209,16.3101169 L34.5379395,16.310117 C34.5379394,11.9285862 31.728784,10.3825286 26.5666962,11.8549876 C20.2597508,13.6540114 14.3453742,19.4148216 12.2444303,26.8041943 C10.4963869,32.9523565 12.6250796,35.5092726 19.0530263,36.2093718 C25.5557042,36.9176104 35.0513021,34.9907189 42.7038419,31.5913902 L42.7421786,31.6756595 C44.3874154,31.5384763 47.8846101,37.3706354 45.9274416,38.6772897 L45.9302799,38.6835285 C45.9166992,38.6895612 45.9031139,38.6955897 45.8895238,38.7016142 C45.8389288,38.7327898 45.7849056,38.7611034 45.7273406,38.7863919 C45.6506459,38.8200841 45.571574,38.8501593 45.4903462,38.8768094 Z\"></path>\n </g>\n <rect x=\"96\" y=\"80\" width=\"16\" height=\"48\" rx=\"8\"></rect>\n <rect x=\"80\" y=\"96\" width=\"48\" height=\"16\" rx=\"8\"></rect>\n </g>\n </g>\n</svg>"
},
"$:/core/images/new-image-button": {
"title": "$:/core/images/new-image-button",
"tags": "$:/tags/Image",
"text": "<svg class=\"tc-image-new-image-button tc-image-button\" viewBox=\"0 0 128 128\" width=\"22pt\" height=\"22pt\">\n <g fill-rule=\"evenodd\">\n <path d=\"M81.3619177,73.6270062 L97.1875317,46.2162388 C97.91364,44.9585822 97.4824378,43.3533085 96.2260476,42.6279312 L46.2162388,13.7547547 C44.9585822,13.0286463 43.3533085,13.4598485 42.6279312,14.7162388 L30.0575956,36.4886988 L40.0978909,31.2276186 C43.1404959,29.6333041 46.8692155,31.3421319 47.6479264,34.6877101 L51.2545483,52.3903732 L61.1353556,53.2399953 C63.2899974,53.4346096 65.1046382,54.9309951 65.706105,57.0091178 C65.7395572,57.1246982 65.8069154,57.3539875 65.9047035,57.6813669 C66.0696435,58.2335608 66.2581528,58.852952 66.4667073,59.5238092 C67.0618822,61.4383079 67.6960725,63.3742727 68.3393254,65.2021174 C68.5462918,65.7902259 68.7511789,66.3583016 68.953259,66.9034738 C69.5777086,68.5881157 70.1617856,70.0172008 70.6783305,71.110045 C70.9334784,71.6498566 71.1627732,72.0871602 71.4035746,72.5373068 C71.6178999,72.7492946 71.9508843,72.9623307 72.4151452,73.1586945 C73.5561502,73.6412938 75.1990755,73.899146 77.0720271,73.9171651 C77.9355886,73.9254732 78.7819239,73.8832103 79.5638842,73.8072782 C80.0123946,73.7637257 80.3172916,73.7224469 80.4352582,73.7027375 C80.7503629,73.6500912 81.0598053,73.6256267 81.3619177,73.6270062 L81.3619177,73.6270062 L81.3619177,73.6270062 L81.3619177,73.6270062 Z M37.4707881,2.64867269 C38.9217993,0.135447653 42.1388058,-0.723707984 44.6486727,0.725364314 L108.293614,37.4707881 C110.806839,38.9217993 111.665994,42.1388058 110.216922,44.6486727 L73.4714982,108.293614 C72.0204871,110.806839 68.8034805,111.665994 66.2936136,110.216922 L2.64867269,73.4714982 C0.135447653,72.0204871 -0.723707984,68.8034805 0.725364314,66.2936136 L37.4707881,2.64867269 L37.4707881,2.64867269 L37.4707881,2.64867269 L37.4707881,2.64867269 Z M80.3080975,53.1397764 C82.8191338,54.5895239 86.0299834,53.7291793 87.4797308,51.218143 C88.9294783,48.7071068 88.0691338,45.4962571 85.5580975,44.0465097 C83.0470612,42.5967622 79.8362116,43.4571068 78.3864641,45.968143 C76.9367166,48.4791793 77.7970612,51.6900289 80.3080975,53.1397764 L80.3080975,53.1397764 L80.3080975,53.1397764 L80.3080975,53.1397764 Z M96,112 L88.0070969,112 C83.5881712,112 80,108.418278 80,104 C80,99.5907123 83.5848994,96 88.0070969,96 L96,96 L96,88.0070969 C96,83.5881712 99.581722,80 104,80 C108.409288,80 112,83.5848994 112,88.0070969 L112,96 L119.992903,96 C124.411829,96 128,99.581722 128,104 C128,108.409288 124.415101,112 119.992903,112 L112,112 L112,119.992903 C112,124.411829 108.418278,128 104,128 C99.5907123,128 96,124.415101 96,119.992903 L96,112 L96,112 Z M33.3471097,51.7910932 C40.7754579,59.7394511 42.3564368,62.4818351 40.7958321,65.1848818 C39.2352273,67.8879286 26.9581062,62.8571718 24.7019652,66.7649227 C22.4458242,70.6726735 23.7947046,70.0228006 22.2648667,72.6725575 L41.9944593,84.0634431 C41.9944593,84.0634431 36.3904568,75.8079231 37.7602356,73.4353966 C40.2754811,69.0788636 46.5298923,72.1787882 48.1248275,69.4162793 C50.538989,65.234829 43.0222016,59.7770885 33.3471097,51.7910932 L33.3471097,51.7910932 Z\"></path>\n </g>\n</svg>"
},
"$:/core/images/new-journal-button": {
"title": "$:/core/images/new-journal-button",
"tags": "$:/tags/Image",
"text": "<svg class=\"tc-image-new-journal-button tc-image-button\" width=\"22pt\" height=\"22pt\" viewBox=\"0 0 128 128\">\n <g fill-rule=\"evenodd\">\n <path d=\"M102.545455,112.818182 L102.545455,124.636364 L102.545455,124.636364 L102.545455,124.636364 C102.545455,125.941761 103.630828,127 104.969697,127 L111.030303,127 C112.369172,127 113.454545,125.941761 113.454545,124.636364 L113.454545,112.818182 L125.575758,112.818182 C126.914626,112.818182 128,111.759982 128,110.454545 L128,104.545455 C128,103.240018 126.914626,102.181818 125.575758,102.181818 L113.454545,102.181818 L113.454545,90.3636364 C113.454545,89.0582 112.369172,88 111.030303,88 L104.969697,88 L104.969697,88 C103.630828,88 102.545455,89.0582 102.545455,90.3636364 L102.545455,102.181818 L90.4242424,102.181818 L90.4242424,102.181818 C89.0853705,102.181818 88,103.240018 88,104.545455 L88,110.454545 L88,110.454545 L88,110.454545 C88,111.759982 89.0853705,112.818182 90.4242424,112.818182 L102.545455,112.818182 Z\"></path>\n <g transform=\"translate(59.816987, 64.316987) rotate(30.000000) translate(-59.816987, -64.316987) translate(20.316987, 12.816987)\">\n <g transform=\"translate(0.000000, 0.000000)\">\n <path d=\"M9.99631148,0 C4.4755011,0 -2.27373675e-13,4.48070044 -2.27373675e-13,9.99759461 L-2.27373675e-13,91.6128884 C-2.27373675e-13,97.1344074 4.46966773,101.610483 9.99631148,101.610483 L68.9318917,101.610483 C74.4527021,101.610483 78.9282032,97.1297826 78.9282032,91.6128884 L78.9282032,9.99759461 C78.9282032,4.47607557 74.4585355,0 68.9318917,0 L9.99631148,0 Z M20.8885263,26 C24.2022348,26 26.8885263,23.3137085 26.8885263,20 C26.8885263,16.6862915 24.2022348,14 20.8885263,14 C17.5748178,14 14.8885263,16.6862915 14.8885263,20 C14.8885263,23.3137085 17.5748178,26 20.8885263,26 Z M57.3033321,25.6783342 C60.6170406,25.6783342 63.3033321,22.9920427 63.3033321,19.6783342 C63.3033321,16.3646258 60.6170406,13.6783342 57.3033321,13.6783342 C53.9896236,13.6783342 51.3033321,16.3646258 51.3033321,19.6783342 C51.3033321,22.9920427 53.9896236,25.6783342 57.3033321,25.6783342 Z\"></path>\n <text font-family=\"Helvetica\" font-size=\"47.1724138\" font-weight=\"bold\" fill=\"#FFFFFF\">\n <tspan x=\"42\" y=\"77.4847912\" text-anchor=\"middle\"><<now \"DD\">></tspan>\n </text>\n </g>\n </g>\n </g>\n</svg>"
},
"$:/core/images/opacity": {
"title": "$:/core/images/opacity",
"tags": "$:/tags/Image",
"text": "<svg class=\"tc-image-opacity tc-image-button\" width=\"22pt\" height=\"22pt\" viewBox=\"0 0 128 128\">\n <g fill-rule=\"evenodd\">\n <path d=\"M102.361773,65 C101.833691,67.051742 101.183534,69.0544767 100.419508,71 L82.5835324,71 C83.7602504,69.1098924 84.7666304,67.1027366 85.581205,65 L102.361773,65 Z M102.834311,63 C103.256674,61.0388326 103.568427,59.0365486 103.762717,57 L87.6555706,57 C87.3692052,59.0609452 86.9083652,61.0660782 86.2884493,63 L102.834311,63 Z M99.5852583,73 C98.6682925,75.0747721 97.6196148,77.0783056 96.4498253,79 L75.8124196,79 C77.8387053,77.2115633 79.6621163,75.1985844 81.2437158,73 L99.5852583,73 Z M95.1689122,81 C93.7449202,83.1155572 92.1695234,85.1207336 90.458251,87 L60.4614747,87 C65.1836162,85.86248 69.5430327,83.794147 73.3347255,81 L95.1689122,81 Z M87.6555706,47 L103.762717,47 C101.246684,20.6269305 79.0321807,0 52,0 C23.281193,0 0,23.281193 0,52 C0,77.2277755 17.9651296,98.2595701 41.8000051,103 L62.1999949,103 C67.8794003,101.870444 73.2255333,99.8158975 78.074754,97 L39,97 L39,95 L81.2493857,95 C83.8589242,93.2215015 86.2981855,91.2116653 88.5376609,89 L39,89 L39,87 L43.5385253,87 C27.7389671,83.1940333 16,68.967908 16,52 C16,32.117749 32.117749,16 52,16 C70.1856127,16 85.2217929,29.4843233 87.6555706,47 Z M87.8767787,49 L103.914907,49 C103.971379,49.9928025 104,50.9930589 104,52 C104,53.0069411 103.971379,54.0071975 103.914907,55 L87.8767787,55 C87.958386,54.0107999 88,53.0102597 88,52 C88,50.9897403 87.958386,49.9892001 87.8767787,49 Z\"></path>\n <path d=\"M76,128 C104.718807,128 128,104.718807 128,76 C128,47.281193 104.718807,24 76,24 C47.281193,24 24,47.281193 24,76 C24,104.718807 47.281193,128 76,128 L76,128 Z M76,112 C95.882251,112 112,95.882251 112,76 C112,56.117749 95.882251,40 76,40 C56.117749,40 40,56.117749 40,76 C40,95.882251 56.117749,112 76,112 L76,112 Z\"></path>\n <path d=\"M37,58 L90,58 L90,62 L37,62 L37,58 L37,58 Z M40,50 L93,50 L93,54 L40,54 L40,50 L40,50 Z M40,42 L93,42 L93,46 L40,46 L40,42 L40,42 Z M32,66 L85,66 L85,70 L32,70 L32,66 L32,66 Z M30,74 L83,74 L83,78 L30,78 L30,74 L30,74 Z M27,82 L80,82 L80,86 L27,86 L27,82 L27,82 Z\"></path>\n </g>\n</svg>"
},
"$:/core/images/open-window": {
"title": "$:/core/images/open-window",
"tags": "$:/tags/Image",
"text": "<svg class=\"tc-image-open-window tc-image-button\" width=\"22pt\" height=\"22pt\" viewBox=\"0 0 128 128\">\n <g fill-rule=\"evenodd\">\n <path d=\"M16,112 L104.993898,112 C108.863261,112 112,115.590712 112,120 C112,124.418278 108.858091,128 104.993898,128 L7.00610161,128 C3.13673853,128 0,124.409288 0,120 C0,119.998364 4.30952878e-07,119.996727 1.29273572e-06,119.995091 C4.89579306e-07,119.993456 0,119.99182 0,119.990183 L0,24.0098166 C0,19.586117 3.59071231,16 8,16 C12.418278,16 16,19.5838751 16,24.0098166 L16,112 Z\"></path>\n <path d=\"M96,43.1959595 L96,56 C96,60.418278 99.581722,64 104,64 C108.418278,64 112,60.418278 112,56 L112,24 C112,19.5907123 108.415101,16 103.992903,16 L72.0070969,16 C67.5881712,16 64,19.581722 64,24 C64,28.4092877 67.5848994,32 72.0070969,32 L84.5685425,32 L48.2698369,68.2987056 C45.1421332,71.4264093 45.1434327,76.4904296 48.267627,79.614624 C51.3854642,82.7324612 56.4581306,82.7378289 59.5835454,79.6124141 L96,43.1959595 Z M32,7.9992458 C32,3.58138434 35.5881049,0 39.9992458,0 L120.000754,0 C124.418616,0 128,3.5881049 128,7.9992458 L128,88.0007542 C128,92.4186157 124.411895,96 120.000754,96 L39.9992458,96 C35.5813843,96 32,92.4118951 32,88.0007542 L32,7.9992458 Z\"></path>\n </g>\n</svg>"
},
"$:/core/images/options-button": {
"title": "$:/core/images/options-button",
"tags": "$:/tags/Image",
"text": "<svg class=\"tc-image-options-button tc-image-button\" width=\"22pt\" height=\"22pt\" viewBox=\"0 0 128 128\">\n <g fill-rule=\"evenodd\">\n <path d=\"M110.48779,76.0002544 C109.354214,80.4045063 107.611262,84.5641217 105.354171,88.3838625 L105.354171,88.3838625 L112.07833,95.1080219 C115.20107,98.2307613 115.210098,103.299824 112.089164,106.420759 L106.420504,112.089418 C103.301049,115.208874 98.2346851,115.205502 95.1077675,112.078585 L88.3836082,105.354425 C84.5638673,107.611516 80.4042519,109.354468 76,110.488045 L76,110.488045 L76,119.993281 C76,124.409501 72.4220153,128.000254 68.0083475,128.000254 L59.9916525,128.000254 C55.5800761,128.000254 52,124.41541 52,119.993281 L52,110.488045 C47.5957481,109.354468 43.4361327,107.611516 39.6163918,105.354425 L32.8922325,112.078585 C29.7694931,115.201324 24.7004301,115.210353 21.5794957,112.089418 L15.9108363,106.420759 C12.7913807,103.301303 12.7947522,98.2349395 15.9216697,95.1080219 L22.6458291,88.3838625 C20.3887383,84.5641217 18.6457859,80.4045063 17.5122098,76.0002544 L8.00697327,76.0002544 C3.59075293,76.0002544 2.19088375e-16,72.4222697 4.89347582e-16,68.0086019 L9.80228577e-16,59.9919069 C1.25035972e-15,55.5803305 3.58484404,52.0002544 8.00697327,52.0002544 L17.5122098,52.0002544 C18.6457859,47.5960025 20.3887383,43.4363871 22.6458291,39.6166462 L15.9216697,32.8924868 C12.7989304,29.7697475 12.7899019,24.7006845 15.9108363,21.5797501 L21.5794957,15.9110907 C24.6989513,12.7916351 29.7653149,12.7950065 32.8922325,15.9219241 L39.6163918,22.6460835 C43.4361327,20.3889927 47.5957481,18.6460403 52,17.5124642 L52,8.00722764 C52,3.5910073 55.5779847,0.000254375069 59.9916525,0.000254375069 L68.0083475,0.000254375069 C72.4199239,0.000254375069 76,3.58509841 76,8.00722764 L76,17.5124642 C80.4042519,18.6460403 84.5638673,20.3889927 88.3836082,22.6460835 L95.1077675,15.9219241 C98.2305069,12.7991848 103.29957,12.7901562 106.420504,15.9110907 L112.089164,21.5797501 C115.208619,24.6992057 115.205248,29.7655693 112.07833,32.8924868 L105.354171,39.6166462 L105.354171,39.6166462 C107.611262,43.4363871 109.354214,47.5960025 110.48779,52.0002544 L119.993027,52.0002544 C124.409247,52.0002544 128,55.5782391 128,59.9919069 L128,68.0086019 C128,72.4201783 124.415156,76.0002544 119.993027,76.0002544 L110.48779,76.0002544 L110.48779,76.0002544 Z M64,96.0002544 C81.673112,96.0002544 96,81.6733664 96,64.0002544 C96,46.3271424 81.673112,32.0002544 64,32.0002544 C46.326888,32.0002544 32,46.3271424 32,64.0002544 C32,81.6733664 46.326888,96.0002544 64,96.0002544 Z\"></path>\n </g>\n</svg>"
},
"$:/core/images/paint": {
"title": "$:/core/images/paint",
"tags": "$:/tags/Image",
"text": "<svg class=\"tc-image-paint tc-image-button\" width=\"22pt\" height=\"22pt\" viewBox=\"0 0 128 128\">\n <g fill-rule=\"evenodd\">\n <path d=\"M83.5265806,76.1907935 C90.430962,69.2864121 91.8921169,59.0000433 87.9100453,50.6642209 L125.812763,12.7615036 C128.732035,9.84223095 128.72611,5.10322984 125.812796,2.18991592 C122.893542,-0.729338085 118.161775,-0.730617045 115.241209,2.18994966 L77.3384914,40.092667 C69.002669,36.1105954 58.7163002,37.5717503 51.8119188,44.4761317 L83.5265806,76.1907935 L83.5265806,76.1907935 L83.5265806,76.1907935 L83.5265806,76.1907935 Z M80.8836921,78.8336819 L49.1690303,47.1190201 C49.1690303,47.1190201 8.50573364,81.242543 0,80.2820711 C0,80.2820711 3.78222974,85.8744423 6.82737483,88.320684 C20.8514801,82.630792 44.1526049,63.720771 44.1526049,63.720771 L44.8144806,64.3803375 C44.8144806,64.3803375 19.450356,90.2231043 9.18040433,92.0477601 C10.4017154,93.4877138 13.5343883,96.1014812 15.4269991,97.8235871 C20.8439164,96.3356979 50.1595367,69.253789 50.1595367,69.253789 L50.8214124,69.9133555 L18.4136144,100.936036 L23.6993903,106.221812 L56.1060358,75.2002881 L56.7679115,75.8598546 C56.7679115,75.8598546 28.9040131,106.396168 28.0841366,108.291555 C28.0841366,108.291555 34.1159238,115.144621 35.6529617,116.115796 C36.3545333,113.280171 63.5365402,82.6307925 63.5365402,82.6307925 L64.1984159,83.290359 C64.1984159,83.290359 43.6013016,107.04575 39.2343772,120.022559 C42.443736,123.571575 46.7339155,125.159692 50.1595362,126.321151 C47.9699978,114.504469 80.8836921,78.8336819 80.8836921,78.8336819 L80.8836921,78.8336819 Z\"></path>\n </g>\n</svg>"
},
"$:/core/images/palette": {
"title": "$:/core/images/palette",
"tags": "$:/tags/Image",
"text": "<svg class=\"tc-image-palette tc-image-button\" width=\"22pt\" height=\"22pt\" viewBox=\"0 0 128 128\">\n <g fill-rule=\"evenodd\">\n <path d=\"M80.2470434,39.1821571 C75.0645698,38.2680897 69.6261555,37.7814854 64.0193999,37.7814854 C28.6624616,37.7814854 0,57.1324214 0,81.0030106 C0,90.644534 4.67604329,99.5487133 12.5805659,106.738252 C23.5031767,91.1899067 26.3405471,72.3946229 36.8885698,63.5622337 C52.0716764,50.8486559 63.4268694,55.7343343 63.4268694,55.7343343 L80.2470434,39.1821571 Z M106.781666,48.8370714 C119.830962,56.749628 128.0388,68.229191 128.0388,81.0030106 C128.0388,90.3534932 128.557501,98.4142085 116.165191,106.082518 C105.367708,112.763955 112.341384,99.546808 104.321443,95.1851533 C96.3015017,90.8234987 84.3749007,96.492742 86.1084305,103.091059 C89.3087234,115.272303 105.529892,114.54645 92.4224435,119.748569 C79.3149955,124.950687 74.2201582,124.224536 64.0193999,124.224536 C56.1979176,124.224536 48.7040365,123.277578 41.7755684,121.544216 C51.620343,117.347916 69.6563669,109.006202 75.129737,102.088562 C82.7876655,92.4099199 87.3713218,80.0000002 83.3235694,72.4837191 C83.1303943,72.1250117 94.5392656,60.81569 106.781666,48.8370714 Z M1.13430476,123.866563 C0.914084026,123.867944 0.693884185,123.868637 0.473712455,123.868637 C33.9526848,108.928928 22.6351223,59.642592 59.2924543,59.6425917 C59.6085574,61.0606542 59.9358353,62.5865065 60.3541977,64.1372318 C34.4465025,59.9707319 36.7873124,112.168427 1.13429588,123.866563 L1.13430476,123.866563 Z M1.84669213,123.859694 C40.7185279,123.354338 79.9985412,101.513051 79.9985401,79.0466836 C70.7284906,79.0466835 65.9257264,75.5670082 63.1833375,71.1051511 C46.585768,64.1019718 32.81846,116.819636 1.84665952,123.859695 L1.84669213,123.859694 Z M67.1980193,59.8524981 C62.748213,63.9666823 72.0838429,76.2846822 78.5155805,71.1700593 C89.8331416,59.8524993 112.468264,37.2173758 123.785825,25.8998146 C135.103386,14.5822535 123.785825,3.26469247 112.468264,14.5822535 C101.150703,25.8998144 78.9500931,48.9868127 67.1980193,59.8524981 Z\"></path>\n </g>\n</svg>"
},
"$:/core/images/permalink-button": {
"title": "$:/core/images/permalink-button",
"tags": "$:/tags/Image",
"text": "<svg class=\"tc-image-permalink-button tc-image-button\" width=\"22pt\" height=\"22pt\" viewBox=\"0 0 128 128\">\n <g fill-rule=\"evenodd\">\n <path d=\"M80.4834582,48 L73.0956761,80 L73.0956761,80 L47.5165418,80 L54.9043239,48 L80.4834582,48 Z M84.1773493,32 L89.8007299,7.64246248 C90.7941633,3.33942958 95.0918297,0.64641956 99.3968675,1.64031585 C103.693145,2.63218977 106.385414,6.93288901 105.390651,11.2416793 L100.598215,32 L104.000754,32 C108.411895,32 112,35.581722 112,40 C112,44.4092877 108.418616,48 104.000754,48 L96.9043239,48 L89.5165418,80 L104.000754,80 C108.411895,80 112,83.581722 112,88 C112,92.4092877 108.418616,96 104.000754,96 L85.8226507,96 L80.1992701,120.357538 C79.2058367,124.66057 74.9081703,127.35358 70.6031325,126.359684 C66.3068546,125.36781 63.6145865,121.067111 64.6093491,116.758321 L69.401785,96 L43.8226507,96 L38.1992701,120.357538 C37.2058367,124.66057 32.9081703,127.35358 28.6031325,126.359684 C24.3068546,125.36781 21.6145865,121.067111 22.6093491,116.758321 L27.401785,96 L23.9992458,96 C19.5881049,96 16,92.418278 16,88 C16,83.5907123 19.5813843,80 23.9992458,80 L31.0956761,80 L38.4834582,48 L23.9992458,48 C19.5881049,48 16,44.418278 16,40 C16,35.5907123 19.5813843,32 23.9992458,32 L42.1773493,32 L47.8007299,7.64246248 C48.7941633,3.33942958 53.0918297,0.64641956 57.3968675,1.64031585 C61.6931454,2.63218977 64.3854135,6.93288901 63.3906509,11.2416793 L58.598215,32 L84.1773493,32 Z\"></path>\n </g>\n</svg>"
},
"$:/core/images/permaview-button": {
"title": "$:/core/images/permaview-button",
"tags": "$:/tags/Image",
"text": "<svg class=\"tc-image-permaview-button tc-image-button\" width=\"22pt\" height=\"22pt\" viewBox=\"0 0 128 128\">\n <g fill-rule=\"evenodd\">\n <path d=\"M81.4834582,48 L79.6365127,56 L79.6365127,56 L74.0573784,56 L75.9043239,48 L81.4834582,48 Z M85.1773493,32 L90.8007299,7.64246248 C91.7941633,3.33942958 96.0918297,0.64641956 100.396867,1.64031585 C104.693145,2.63218977 107.385414,6.93288901 106.390651,11.2416793 L101.598215,32 L104.000754,32 C108.411895,32 112,35.581722 112,40 C112,44.4092877 108.418616,48 104.000754,48 L97.9043239,48 L96.0573784,56 L104.000754,56 C108.411895,56 112,59.581722 112,64 C112,68.4092877 108.418616,72 104.000754,72 L92.3634873,72 L90.5165418,80 L104.000754,80 C108.411895,80 112,83.581722 112,88 C112,92.4092877 108.418616,96 104.000754,96 L86.8226507,96 L81.1992701,120.357538 C80.2058367,124.66057 75.9081703,127.35358 71.6031325,126.359684 C67.3068546,125.36781 64.6145865,121.067111 65.6093491,116.758321 L70.401785,96 L64.8226507,96 L59.1992701,120.357538 C58.2058367,124.66057 53.9081703,127.35358 49.6031325,126.359684 C45.3068546,125.36781 42.6145865,121.067111 43.6093491,116.758321 L48.401785,96 L42.8226507,96 L37.1992701,120.357538 C36.2058367,124.66057 31.9081703,127.35358 27.6031325,126.359684 C23.3068546,125.36781 20.6145865,121.067111 21.6093491,116.758321 L26.401785,96 L23.9992458,96 C19.5881049,96 16,92.418278 16,88 C16,83.5907123 19.5813843,80 23.9992458,80 L30.0956761,80 L31.9426216,72 L23.9992458,72 C19.5881049,72 16,68.418278 16,64 C16,59.5907123 19.5813843,56 23.9992458,56 L35.6365127,56 L37.4834582,48 L23.9992458,48 C19.5881049,48 16,44.418278 16,40 C16,35.5907123 19.5813843,32 23.9992458,32 L41.1773493,32 L46.8007299,7.64246248 C47.7941633,3.33942958 52.0918297,0.64641956 56.3968675,1.64031585 C60.6931454,2.63218977 63.3854135,6.93288901 62.3906509,11.2416793 L57.598215,32 L63.1773493,32 L68.8007299,7.64246248 C69.7941633,3.33942958 74.0918297,0.64641956 78.3968675,1.64031585 C82.6931454,2.63218977 85.3854135,6.93288901 84.3906509,11.2416793 L79.598215,32 L85.1773493,32 Z M53.9043239,48 L52.0573784,56 L57.6365127,56 L59.4834582,48 L53.9043239,48 Z M75.9426216,72 L74.0956761,80 L74.0956761,80 L68.5165418,80 L70.3634873,72 L75.9426216,72 L75.9426216,72 Z M48.3634873,72 L46.5165418,80 L52.0956761,80 L53.9426216,72 L48.3634873,72 L48.3634873,72 Z\"></path>\n </g>\n</svg>"
},
"$:/core/images/picture": {
"title": "$:/core/images/picture",
"tags": "$:/tags/Image",
"text": "<svg class=\"tc-image-picture tc-image-button\" width=\"22pt\" height=\"22pt\" viewBox=\"0 0 128 128\">\n <g fill-rule=\"evenodd\">\n <path d=\"M112,68.2332211 L112,20.0027785 C112,17.7898769 110.207895,16 107.997221,16 L20.0027785,16 C17.7898769,16 16,17.792105 16,20.0027785 L16,58.312373 L25.2413115,43.7197989 C28.041793,39.297674 34.2643908,38.7118128 37.8410347,42.5335275 L56.0882845,63.1470817 L69.7748997,56.7400579 C72.766567,55.3552503 76.3013751,55.9473836 78.678437,58.2315339 C78.8106437,58.3585731 79.0742301,58.609836 79.4527088,58.9673596 C80.0910923,59.570398 80.8117772,60.2441563 81.598127,60.9705595 C83.8422198,63.043576 86.1541548,65.1151944 88.3956721,67.0372264 C89.1168795,67.6556396 89.8200801,68.2492007 90.5021258,68.8146755 C92.6097224,70.5620551 94.4693308,72.0029474 95.9836366,73.0515697 C96.7316295,73.5695379 97.3674038,73.9719282 98.0281481,74.3824999 C98.4724987,74.4989557 99.0742374,74.5263881 99.8365134,74.4317984 C101.709944,74.1993272 104.074502,73.2878514 106.559886,71.8846196 C107.705822,71.2376318 108.790494,70.5370325 109.764561,69.8410487 C110.323259,69.4418522 110.694168,69.1550757 110.834827,69.0391868 C111.210545,68.7296319 111.600264,68.4615815 112,68.2332211 L112,68.2332211 Z M0,8.00697327 C0,3.58484404 3.59075293,0 8.00697327,0 L119.993027,0 C124.415156,0 128,3.59075293 128,8.00697327 L128,119.993027 C128,124.415156 124.409247,128 119.993027,128 L8.00697327,128 C3.58484404,128 0,124.409247 0,119.993027 L0,8.00697327 L0,8.00697327 Z M95,42 C99.418278,42 103,38.418278 103,34 C103,29.581722 99.418278,26 95,26 C90.581722,26 87,29.581722 87,34 C87,38.418278 90.581722,42 95,42 L95,42 Z M32,76 C47.8587691,80.8294182 52.0345556,83.2438712 52.0345556,88 C52.0345556,92.7561288 32,95.4712486 32,102.347107 C32,109.222965 33.2849191,107.337637 33.2849191,112 L67.999999,112 C67.999999,112 54.3147136,105.375255 54.3147136,101.200691 C54.3147136,93.535181 64.9302432,92.860755 64.9302432,88 C64.9302432,80.6425555 50.8523779,79.167282 32,76 L32,76 Z\"></path>\n </g>\n</svg>"
},
"$:/core/images/plugin-generic-language": {
"title": "$:/core/images/plugin-generic-language",
"tags": "$:/tags/Image",
"text": "<svg width=\"22pt\" height=\"22pt\" viewBox=\"0 0 128 128\">\n <g fill-rule=\"evenodd\">\n <path d=\"M61.2072232,68.1369825 C56.8829239,70.9319564 54.2082892,74.793177 54.2082892,79.0581634 C54.2082892,86.9638335 63.3980995,93.4821994 75.2498076,94.3940006 C77.412197,98.2964184 83.8475284,101.178858 91.5684735,101.403106 C86.4420125,100.27851 82.4506393,97.6624107 80.9477167,94.3948272 C92.8046245,93.4861461 102,86.9662269 102,79.0581634 C102,70.5281905 91.3014611,63.6132813 78.1041446,63.6132813 C71.5054863,63.6132813 65.5315225,65.3420086 61.2072232,68.1369825 Z M74.001066,53.9793443 C69.6767667,56.7743182 63.7028029,58.5030456 57.1041446,58.5030456 C54.4851745,58.5030456 51.9646095,58.2307276 49.6065315,57.7275105 C46.2945155,59.9778212 41.2235699,61.4171743 35.5395922,61.4171743 C35.4545771,61.4171743 35.3696991,61.4168523 35.2849622,61.4162104 C39.404008,60.5235193 42.7961717,58.6691298 44.7630507,56.286533 C37.8379411,53.5817651 33.2082892,48.669413 33.2082892,43.0581634 C33.2082892,34.5281905 43.9068281,27.6132812 57.1041446,27.6132812 C70.3014611,27.6132812 81,34.5281905 81,43.0581634 C81,47.3231498 78.3253653,51.1843704 74.001066,53.9793443 Z M64,0 L118.5596,32 L118.5596,96 L64,128 L9.44039956,96 L9.44039956,32 L64,0 Z\"></path>\n </g>\n</svg>"
},
"$:/core/images/plugin-generic-plugin": {
"title": "$:/core/images/plugin-generic-plugin",
"tags": "$:/tags/Image",
"text": "<svg width=\"22pt\" height=\"22pt\" viewBox=\"0 0 128 128\">\n <g fill-rule=\"evenodd\">\n <path d=\"M40.3972881,76.4456988 L40.3972881,95.3404069 L54.5170166,95.3404069 L54.5170166,95.3404069 C54.5165526,95.3385183 54.516089,95.3366295 54.515626,95.3347404 C54.6093153,95.3385061 54.7034848,95.3404069 54.7980982,95.3404069 C58.6157051,95.3404069 61.710487,92.245625 61.710487,88.4280181 C61.710487,86.6197822 61.01617,84.9737128 59.8795929,83.7418666 L59.8795929,83.7418666 C59.8949905,83.7341665 59.9104102,83.7265043 59.925852,83.7188798 C58.8840576,82.5086663 58.2542926,80.9336277 58.2542926,79.2114996 C58.2542926,75.3938927 61.3490745,72.2991108 65.1666814,72.2991108 C68.9842884,72.2991108 72.0790703,75.3938927 72.0790703,79.2114996 C72.0790703,81.1954221 71.2432806,82.9841354 69.9045961,84.2447446 L69.9045961,84.2447446 C69.9333407,84.2629251 69.9619885,84.281245 69.9905383,84.2997032 L69.9905383,84.2997032 C69.1314315,85.4516923 68.6228758,86.8804654 68.6228758,88.4280181 C68.6228758,91.8584969 71.1218232,94.7053153 74.3986526,95.2474079 C74.3913315,95.2784624 74.3838688,95.3094624 74.3762652,95.3404069 L95.6963988,95.3404069 L95.6963988,75.5678578 L95.6963988,75.5678578 C95.6466539,75.5808558 95.5967614,75.5934886 95.5467242,75.6057531 C95.5504899,75.5120637 95.5523907,75.4178943 95.5523907,75.3232809 C95.5523907,71.505674 92.4576088,68.4108921 88.6400019,68.4108921 C86.831766,68.4108921 85.1856966,69.105209 83.9538504,70.2417862 L83.9538504,70.2417862 C83.9461503,70.2263886 83.938488,70.2109688 83.9308636,70.1955271 C82.7206501,71.2373215 81.1456115,71.8670865 79.4234834,71.8670865 C75.6058765,71.8670865 72.5110946,68.7723046 72.5110946,64.9546976 C72.5110946,61.1370907 75.6058765,58.0423088 79.4234834,58.0423088 C81.4074059,58.0423088 83.1961192,58.8780985 84.4567284,60.2167829 L84.4567284,60.2167829 C84.4749089,60.1880383 84.4932288,60.1593906 84.511687,60.1308407 L84.511687,60.1308407 C85.6636761,60.9899475 87.0924492,61.4985032 88.6400019,61.4985032 C92.0704807,61.4985032 94.9172991,58.9995558 95.4593917,55.7227265 C95.538755,55.7414363 95.6177614,55.761071 95.6963988,55.7816184 L95.6963988,40.0412962 L74.3762652,40.0412962 L74.3762652,40.0412962 C74.3838688,40.0103516 74.3913315,39.9793517 74.3986526,39.9482971 L74.3986526,39.9482971 C71.1218232,39.4062046 68.6228758,36.5593862 68.6228758,33.1289073 C68.6228758,31.5813547 69.1314315,30.1525815 69.9905383,29.0005925 C69.9619885,28.9821342 69.9333407,28.9638143 69.9045961,28.9456339 C71.2432806,27.6850247 72.0790703,25.8963113 72.0790703,23.9123888 C72.0790703,20.0947819 68.9842884,17 65.1666814,17 C61.3490745,17 58.2542926,20.0947819 58.2542926,23.9123888 C58.2542926,25.6345169 58.8840576,27.2095556 59.925852,28.419769 L59.925852,28.419769 C59.9104102,28.4273935 59.8949905,28.4350558 59.8795929,28.4427558 C61.01617,29.674602 61.710487,31.3206715 61.710487,33.1289073 C61.710487,36.9465143 58.6157051,40.0412962 54.7980982,40.0412962 C54.7034848,40.0412962 54.6093153,40.0393953 54.515626,40.0356296 L54.515626,40.0356296 C54.516089,40.0375187 54.5165526,40.0394075 54.5170166,40.0412962 L40.3972881,40.0412962 L40.3972881,52.887664 L40.3972881,52.887664 C40.4916889,53.3430132 40.5412962,53.8147625 40.5412962,54.2980982 C40.5412962,58.1157051 37.4465143,61.210487 33.6289073,61.210487 C32.0813547,61.210487 30.6525815,60.7019313 29.5005925,59.8428245 C29.4821342,59.8713744 29.4638143,59.9000221 29.4456339,59.9287667 C28.1850247,58.5900823 26.3963113,57.7542926 24.4123888,57.7542926 C20.5947819,57.7542926 17.5,60.8490745 17.5,64.6666814 C17.5,68.4842884 20.5947819,71.5790703 24.4123888,71.5790703 C26.134517,71.5790703 27.7095556,70.9493053 28.919769,69.9075109 L28.919769,69.9075109 C28.9273935,69.9229526 28.9350558,69.9383724 28.9427558,69.95377 C30.174602,68.8171928 31.8206715,68.1228758 33.6289073,68.1228758 C37.4465143,68.1228758 40.5412962,71.2176578 40.5412962,75.0352647 C40.5412962,75.5186004 40.4916889,75.9903496 40.3972881,76.4456988 Z M64,0 L118.5596,32 L118.5596,96 L64,128 L9.44039956,96 L9.44039956,32 L64,0 Z\"></path>\n </g>\n</svg>"
},
"$:/core/images/plugin-generic-theme": {
"title": "$:/core/images/plugin-generic-theme",
"tags": "$:/tags/Image",
"text": "<svg width=\"22pt\" height=\"22pt\" viewBox=\"0 0 128 128\">\n <g fill-rule=\"evenodd\">\n <path d=\"M29.4078519,91.4716406 L51.4693474,69.4101451 L51.4646675,69.4054652 C50.5969502,68.5377479 50.5929779,67.1348725 51.4693474,66.2585029 C52.3396494,65.3882009 53.7499654,65.3874786 54.6163097,66.2538229 L64.0805963,75.7181095 C64.9483136,76.5858268 64.9522859,77.9887022 64.0759163,78.8650718 C63.2056143,79.7353737 61.7952984,79.736096 60.9289541,78.8697517 L60.9242741,78.8650718 L60.9242741,78.8650718 L38.8627786,100.926567 C36.2518727,103.537473 32.0187578,103.537473 29.4078519,100.926567 C26.796946,98.3156614 26.796946,94.0825465 29.4078519,91.4716406 Z M60.8017407,66.3810363 C58.3659178,63.6765806 56.3370667,61.2899536 54.9851735,59.5123615 C48.1295381,50.4979488 44.671561,55.2444054 40.7586738,59.5123614 C36.8457866,63.7803174 41.789473,67.2384487 38.0759896,70.2532832 C34.3625062,73.2681177 34.5917646,74.3131575 28.3243876,68.7977024 C22.0570105,63.2822473 21.6235306,61.7636888 24.5005999,58.6166112 C27.3776691,55.4695337 29.7823103,60.4247912 35.6595047,54.8320442 C41.5366991,49.2392972 36.5996215,44.2825646 36.5996215,44.2825646 C36.5996215,44.2825646 48.8365511,19.267683 65.1880231,21.1152173 C81.5394952,22.9627517 59.0022276,18.7228947 53.3962199,38.3410355 C50.9960082,46.7405407 53.8429162,44.7613399 58.3941742,48.3090467 C59.7875202,49.3951602 64.4244828,52.7100463 70.1884353,56.9943417 L90.8648751,36.3179019 L92.4795866,31.5515482 L100.319802,26.8629752 L103.471444,30.0146174 L98.782871,37.8548326 L94.0165173,39.4695441 L73.7934912,59.6925702 C86.4558549,69.2403631 102.104532,81.8392557 102.104532,86.4016913 C102.104533,93.6189834 99.0337832,97.9277545 92.5695848,95.5655717 C87.8765989,93.8506351 73.8015497,80.3744087 63.8173444,69.668717 L60.9242741,72.5617873 L57.7726319,69.4101451 L60.8017407,66.3810363 L60.8017407,66.3810363 Z M63.9533761,1.42108547e-13 L118.512977,32 L118.512977,96 L63.9533761,128 L9.39377563,96 L9.39377563,32 L63.9533761,1.42108547e-13 Z\"></path>\n </g>\n</svg>"
},
"$:/core/images/preview-closed": {
"title": "$:/core/images/preview-closed",
"tags": "$:/tags/Image",
"text": "<svg class=\"tc-image-preview-closed tc-image-button\" width=\"22pt\" height=\"22pt\" viewBox=\"0 0 128 128\">\n <g fill-rule=\"evenodd\">\n <path d=\"M0.0881363238,64 C-0.210292223,65.8846266 0.249135869,67.8634737 1.4664206,69.4579969 C16.2465319,88.8184886 39.1692554,100.414336 64,100.414336 C88.8307446,100.414336 111.753468,88.8184886 126.533579,69.4579969 C127.750864,67.8634737 128.210292,65.8846266 127.911864,64 C110.582357,78.4158332 88.3036732,87.0858436 64,87.0858436 C39.6963268,87.0858436 17.4176431,78.4158332 0.0881363238,64 Z\"></path>\n <rect x=\"62\" y=\"96\" width=\"4\" height=\"16\" rx=\"4\"></rect>\n <rect transform=\"translate(80.000000, 101.000000) rotate(-5.000000) translate(-80.000000, -101.000000) \" x=\"78\" y=\"93\" width=\"4\" height=\"16\" rx=\"4\"></rect>\n <rect transform=\"translate(48.000000, 101.000000) rotate(-355.000000) translate(-48.000000, -101.000000) \" x=\"46\" y=\"93\" width=\"4\" height=\"16\" rx=\"4\"></rect>\n <rect transform=\"translate(32.000000, 96.000000) rotate(-350.000000) translate(-32.000000, -96.000000) \" x=\"30\" y=\"88\" width=\"4\" height=\"16\" rx=\"4\"></rect>\n <rect transform=\"translate(96.000000, 96.000000) rotate(-10.000000) translate(-96.000000, -96.000000) \" x=\"94\" y=\"88\" width=\"4\" height=\"16\" rx=\"4\"></rect>\n <rect transform=\"translate(112.000000, 88.000000) rotate(-20.000000) translate(-112.000000, -88.000000) \" x=\"110\" y=\"80\" width=\"4\" height=\"16\" rx=\"4\"></rect>\n <rect transform=\"translate(16.000000, 88.000000) rotate(-340.000000) translate(-16.000000, -88.000000) \" x=\"14\" y=\"80\" width=\"4\" height=\"16\" rx=\"4\"></rect>\n </g>\n</svg>"
},
"$:/core/images/preview-open": {
"title": "$:/core/images/preview-open",
"tags": "$:/tags/Image",
"text": "<svg class=\"tc-image-preview-open tc-image-button\" width=\"22pt\" height=\"22pt\" viewBox=\"0 0 128 128\">\n <g fill-rule=\"evenodd\">\n <path d=\"M64.1099282,99.5876785 C39.2791836,99.5876785 16.3564602,87.9918313 1.57634884,68.6313396 C-0.378878622,66.070184 -0.378878622,62.5174945 1.57634884,59.9563389 C16.3564602,40.5958472 39.2791836,29 64.1099282,29 C88.9406729,29 111.863396,40.5958472 126.643508,59.9563389 C128.598735,62.5174945 128.598735,66.070184 126.643508,68.6313396 C111.863396,87.9918313 88.9406729,99.5876785 64.1099282,99.5876785 Z M110.213805,67.5808331 C111.654168,66.0569335 111.654168,63.9430665 110.213805,62.4191669 C99.3257042,50.8995835 82.4391647,44 64.1470385,44 C45.8549124,44 28.9683729,50.8995835 18.0802717,62.4191669 C16.6399094,63.9430665 16.6399094,66.0569335 18.0802717,67.5808331 C28.9683729,79.1004165 45.8549124,86 64.1470385,86 C82.4391647,86 99.3257042,79.1004165 110.213805,67.5808331 Z\"></path>\n <path d=\"M63.5,88 C76.4786916,88 87,77.4786916 87,64.5 C87,51.5213084 76.4786916,41 63.5,41 C50.5213084,41 40,51.5213084 40,64.5 C40,77.4786916 50.5213084,88 63.5,88 Z\"></path>\n </g>\n</svg>"
},
"$:/core/images/quote": {
"title": "$:/core/images/quote",
"tags": "$:/tags/Image",
"text": "<svg class=\"tc-image-quote tc-image-button\" width=\"22pt\" height=\"22pt\" viewBox=\"0 0 128 128\">\n <g fill-rule=\"evenodd\">\n <path d=\"M51.2188077,117.712501 L51.2188077,62.1993386 L27.4274524,62.1993386 C27.4274524,53.3075754 29.1096526,45.797753 32.4741035,39.669646 C35.8385544,33.541539 42.0867267,28.9154883 51.2188077,25.7913554 L51.2188077,2 C43.7689521,2.96127169 36.8599155,5.18417913 30.4914905,8.668789 C24.1230656,12.1533989 18.6559149,16.5391352 14.0898743,21.8261295 C9.52383382,27.1131238 5.97919764,33.2411389 3.45585945,40.2103586 C0.932521268,47.1795784 -0.208971741,54.6293222 0.0313461819,62.5598136 L0.0313461819,117.712501 L51.2188077,117.712501 Z M128,117.712501 L128,62.1993386 L104.208645,62.1993386 C104.208645,53.3075754 105.890845,45.797753 109.255296,39.669646 C112.619747,33.541539 118.867919,28.9154883 128,25.7913554 L128,2 C120.550144,2.96127169 113.641108,5.18417913 107.272683,8.668789 C100.904258,12.1533989 95.4371072,16.5391352 90.8710666,21.8261295 C86.3050261,27.1131238 82.7603899,33.2411389 80.2370517,40.2103586 C77.7137136,47.1795784 76.5722206,54.6293222 76.8125385,62.5598136 L76.8125385,117.712501 L128,117.712501 Z\"></path>\n </g>\n</svg>"
},
"$:/core/images/refresh-button": {
"title": "$:/core/images/refresh-button",
"tags": "$:/tags/Image",
"text": "<svg class=\"tc-image-refresh-button tc-image-button\" width=\"22pt\" height=\"22pt\" viewBox=\"0 0 128 128\">\n <g fill-rule=\"evenodd\">\n <path d=\"M106.369002,39.4325143 C116.529932,60.3119371 112.939592,86.1974934 95.5979797,103.539105 C73.7286194,125.408466 38.2713806,125.408466 16.4020203,103.539105 C-5.46734008,81.6697449 -5.46734008,46.2125061 16.4020203,24.3431458 C19.5262146,21.2189514 24.5915344,21.2189514 27.7157288,24.3431458 C30.8399231,27.4673401 30.8399231,32.5326599 27.7157288,35.6568542 C12.0947571,51.2778259 12.0947571,76.6044251 27.7157288,92.2253967 C43.3367004,107.846368 68.6632996,107.846368 84.2842712,92.2253967 C97.71993,78.7897379 99.5995262,58.1740623 89.9230597,42.729491 L83.4844861,54.9932839 C81.4307001,58.9052072 76.5945372,60.4115251 72.682614,58.3577391 C68.7706907,56.3039532 67.2643728,51.4677903 69.3181587,47.555867 L84.4354914,18.7613158 C86.4966389,14.8353707 91.3577499,13.3347805 95.273202,15.415792 L124.145886,30.7612457 C128.047354,32.8348248 129.52915,37.6785572 127.455571,41.5800249 C125.381992,45.4814927 120.53826,46.9632892 116.636792,44.8897102 L106.369002,39.4325143 Z M98.1470904,27.0648707 C97.9798954,26.8741582 97.811187,26.6843098 97.6409651,26.4953413 L98.6018187,26.1987327 L98.1470904,27.0648707 Z\"></path>\n </g>\n</svg>"
},
"$:/core/images/right-arrow": {
"title": "$:/core/images/right-arrow",
"tags": "$:/tags/Image",
"text": "<svg class=\"tc-image-right-arrow tc-image-button\" width=\"22pt\" height=\"22pt\" viewBox=\"0 0 128 128\">\n <path d=\"M80.3563798,109.353315 C78.9238993,110.786918 76.9450203,111.675144 74.7592239,111.675144 L-4.40893546,111.675144 C-8.77412698,111.675144 -12.3248558,108.130732 -12.3248558,103.758478 C-12.3248558,99.3951199 -8.78077754,95.8418109 -4.40893546,95.8418109 L66.8418109,95.8418109 L66.8418109,24.5910645 C66.8418109,20.225873 70.3862233,16.6751442 74.7584775,16.6751442 C79.1218352,16.6751442 82.6751442,20.2192225 82.6751442,24.5910645 L82.6751442,103.759224 C82.6751442,105.941695 81.7891419,107.920575 80.3566508,109.353886 Z\" transform=\"translate(35.175144, 64.175144) rotate(-45.000000) translate(-35.175144, -64.175144) \"></path>\n</svg>"
},
"$:/core/images/save-button": {
"title": "$:/core/images/save-button",
"tags": "$:/tags/Image",
"text": "<svg class=\"tc-image-save-button tc-image-button\" viewBox=\"0 0 128 128\" width=\"22pt\" height=\"22pt\">\n <g fill-rule=\"evenodd\">\n <path d=\"M120.78304,34.329058 C125.424287,43.1924006 128.049406,53.2778608 128.049406,63.9764502 C128.049406,99.3226742 99.3956295,127.97645 64.0494055,127.97645 C28.7031816,127.97645 0.0494055385,99.3226742 0.0494055385,63.9764502 C0.0494055385,28.6302262 28.7031816,-0.0235498012 64.0494055,-0.0235498012 C82.8568763,-0.0235498012 99.769563,8.08898558 111.479045,21.0056358 L114.159581,18.3250998 C117.289194,15.1954866 122.356036,15.1939641 125.480231,18.3181584 C128.598068,21.4359957 128.601317,26.5107804 125.473289,29.6388083 L120.78304,34.329058 Z M108.72451,46.3875877 C110.870571,51.8341374 112.049406,57.767628 112.049406,63.9764502 C112.049406,90.4861182 90.5590735,111.97645 64.0494055,111.97645 C37.5397375,111.97645 16.0494055,90.4861182 16.0494055,63.9764502 C16.0494055,37.4667822 37.5397375,15.9764502 64.0494055,15.9764502 C78.438886,15.9764502 91.3495036,22.308215 100.147097,32.3375836 L58.9411255,73.5435552 L41.975581,56.5780107 C38.8486152,53.4510448 33.7746915,53.4551552 30.6568542,56.5729924 C27.5326599,59.6971868 27.5372202,64.7670668 30.6618725,67.8917192 L53.279253,90.5090997 C54.8435723,92.073419 56.8951519,92.8541315 58.9380216,92.8558261 C60.987971,92.8559239 63.0389578,92.0731398 64.6049211,90.5071765 L108.72451,46.3875877 Z\"></path>\n </g>\n</svg>"
},
"$:/core/images/size": {
"title": "$:/core/images/size",
"tags": "$:/tags/Image",
"text": "<svg class=\"tc-image-size tc-image-button\" width=\"22pt\" height=\"22pt\" viewBox=\"0 0 128 128\">\n <path d=\"M92.3431458,26 L83.1715729,35.1715729 C81.6094757,36.73367 81.6094757,39.26633 83.1715729,40.8284271 C84.73367,42.3905243 87.26633,42.3905243 88.8284271,40.8284271 L104.828427,24.8284271 C106.390524,23.26633 106.390524,20.73367 104.828427,19.1715729 L88.8284271,3.17157288 C87.26633,1.60947571 84.73367,1.60947571 83.1715729,3.17157288 C81.6094757,4.73367004 81.6094757,7.26632996 83.1715729,8.82842712 L92.3431457,18 L22,18 C19.790861,18 18,19.790861 18,22 L18,92.3431458 L8.82842712,83.1715729 C7.26632996,81.6094757 4.73367004,81.6094757 3.17157288,83.1715729 C1.60947571,84.73367 1.60947571,87.26633 3.17157288,88.8284271 L19.1715729,104.828427 C20.73367,106.390524 23.26633,106.390524 24.8284271,104.828427 L40.8284271,88.8284271 C42.3905243,87.26633 42.3905243,84.73367 40.8284271,83.1715729 C39.26633,81.6094757 36.73367,81.6094757 35.1715729,83.1715729 L26,92.3431458 L26,22 L22,26 L92.3431458,26 L92.3431458,26 Z M112,52 L112,116 L116,112 L52,112 C49.790861,112 48,113.790861 48,116 C48,118.209139 49.790861,120 52,120 L116,120 C118.209139,120 120,118.209139 120,116 L120,52 C120,49.790861 118.209139,48 116,48 C113.790861,48 112,49.790861 112,52 L112,52 Z\"></path>\n</svg>"
},
"$:/core/images/spiral": {
"title": "$:/core/images/spiral",
"tags": "$:/tags/Image",
"text": "<svg class=\"tc-image-spiral tc-image-button\" width=\"22pt\" height=\"22pt\" viewBox=\"0 0 128 128\">\n <g fill-rule=\"nonzero\">\n <path d=\"M64.534 68.348c3.39 0 6.097-2.62 6.476-5.968l-4.755-.538 4.75.583c.377-3.07-1.194-6.054-3.89-7.78-2.757-1.773-6.34-2.01-9.566-.7-3.46 1.403-6.14 4.392-7.35 8.148l-.01.026c-1.3 4.08-.72 8.64 1.58 12.52 2.5 4.2 6.77 7.2 11.76 8.27 5.37 1.15 11.11-.05 15.83-3.31 5.04-3.51 8.46-9.02 9.45-15.3 1.05-6.7-.72-13.63-4.92-19.19l.02.02c-4.42-5.93-11.2-9.82-18.78-10.78-7.96-1.01-16.13 1.31-22.59 6.43-6.81 5.39-11.18 13.41-12.11 22.26-.98 9.27 1.87 18.65 7.93 26.02 6.32 7.69 15.6 12.56 25.74 13.48 10.54.96 21.15-2.42 29.45-9.4l.01-.01c8.58-7.25 13.94-17.78 14.86-29.21.94-11.84-2.96-23.69-10.86-32.9-8.19-9.5-19.95-15.36-32.69-16.27-13.16-.94-26.24 3.49-36.34 12.34l.01-.01c-10.41 9.08-16.78 22.1-17.68 36.15-.93 14.44 4.03 28.77 13.79 39.78 10.03 11.32 24.28 18.2 39.6 19.09 15.73.92 31.31-4.56 43.24-15.234 12.23-10.954 19.61-26.44 20.5-43.074.14-2.64-1.89-4.89-4.52-5.03-2.64-.14-4.89 1.88-5.03 4.52-.75 14.1-7 27.2-17.33 36.45-10.03 8.98-23.11 13.58-36.3 12.81-12.79-.75-24.67-6.48-33-15.89-8.07-9.11-12.17-20.94-11.41-32.827.74-11.52 5.942-22.15 14.43-29.54l.01-.01c8.18-7.17 18.74-10.75 29.35-9.998 10.21.726 19.6 5.41 26.11 12.96 6.24 7.273 9.32 16.61 8.573 25.894-.718 8.9-4.88 17.064-11.504 22.66l.01-.007c-6.36 5.342-14.44 7.92-22.425 7.19-7.604-.68-14.52-4.314-19.21-10.027-4.44-5.4-6.517-12.23-5.806-18.94.67-6.3 3.76-11.977 8.54-15.766 4.46-3.54 10.05-5.128 15.44-4.44 5.03.63 9.46 3.18 12.32 7.01l.02.024c2.65 3.5 3.75 7.814 3.1 11.92-.59 3.71-2.58 6.925-5.45 8.924-2.56 1.767-5.61 2.403-8.38 1.81-2.42-.516-4.42-1.92-5.53-3.79-.93-1.56-1.15-3.3-.69-4.75l-4.56-1.446L59.325 65c.36-1.12 1.068-1.905 1.84-2.22.25-.103.48-.14.668-.13.06.006.11.015.14.025.01 0 .01 0-.01-.01-.02-.015-.054-.045-.094-.088-.06-.064-.12-.145-.17-.244-.15-.29-.23-.678-.18-1.11l-.005.04c.15-1.332 1.38-2.523 3.035-2.523-2.65 0-4.79 2.144-4.79 4.787s2.14 4.785 4.78 4.785z\"></path>\n </g>\n</svg>"
},
"$:/core/images/stamp": {
"title": "$:/core/images/stamp",
"tags": "$:/tags/Image",
"text": "<svg class=\"tc-image-stamp tc-image-button\" width=\"22pt\" height=\"22pt\" viewBox=\"0 0 128 128\">\n <g fill-rule=\"evenodd\">\n <path d=\"M49.7334301,64 L16.0098166,64 C11.5838751,64 8,67.5829053 8,72.002643 L8,74.4986785 L8,97 L120,97 L120,74.4986785 L120,72.002643 C120,67.5737547 116.413883,64 111.990183,64 L78.2665699,64 C76.502049,60.7519149 75.5,57.0311962 75.5,53.0769231 C75.5,46.6017951 78.1869052,40.7529228 82.5087769,36.5800577 C85.3313113,32.7688808 87,28.0549983 87,22.952183 C87,10.2760423 76.7025492,0 64,0 C51.2974508,0 41,10.2760423 41,22.952183 C41,28.0549983 42.6686887,32.7688808 45.4912231,36.5800577 C49.8130948,40.7529228 52.5,46.6017951 52.5,53.0769231 C52.5,57.0311962 51.497951,60.7519149 49.7334301,64 Z M8,104 L120,104 L120,112 L8,112 L8,104 Z\"></path>\n </g>\n</svg>"
},
"$:/core/images/star-filled": {
"title": "$:/core/images/star-filled",
"tags": "$:/tags/Image",
"text": "<svg class=\"tc-image-star-filled tc-image-button\" width=\"22pt\" height=\"22pt\" viewBox=\"0 0 128 128\">\n <g fill-rule=\"nonzero\">\n <path d=\"M61.8361286,96.8228569 L99.1627704,124.110219 C101.883827,126.099427 105.541968,123.420868 104.505636,120.198072 L90.2895569,75.9887263 L89.0292911,79.8977279 L126.314504,52.5528988 C129.032541,50.5595011 127.635256,46.2255025 124.273711,46.2229134 L78.1610486,46.1873965 L81.4604673,48.6032923 L67.1773543,4.41589688 C66.1361365,1.19470104 61.6144265,1.19470104 60.5732087,4.41589688 L46.2900957,48.6032923 L49.5895144,46.1873965 L3.47685231,46.2229134 C0.115307373,46.2255025 -1.28197785,50.5595011 1.43605908,52.5528988 L38.7212719,79.8977279 L37.4610061,75.9887263 L23.2449266,120.198072 C22.2085954,123.420868 25.8667356,126.099427 28.5877926,124.110219 L65.9144344,96.8228569 L61.8361286,96.8228569 Z\"></path>\n </g>\n</svg>"
},
"$:/core/images/storyview-classic": {
"title": "$:/core/images/storyview-classic",
"tags": "$:/tags/Image",
"text": "<svg class=\"tc-image-storyview-classic tc-image-button\" width=\"22pt\" height=\"22pt\" viewBox=\"0 0 128 128\">\n <g fill-rule=\"evenodd\">\n <path d=\"M8.00697327,0 C3.58484404,0 0,3.59075293 0,8.00697327 L0,119.993027 C0,124.415156 3.59075293,128 8.00697327,128 L119.993027,128 C124.415156,128 128,124.409247 128,119.993027 L128,8.00697327 C128,3.58484404 124.409247,0 119.993027,0 L8.00697327,0 L8.00697327,0 Z M23.9992458,16 C19.5813843,16 16,19.5776607 16,23.9924054 L16,40.0075946 C16,44.4216782 19.5881049,48 23.9992458,48 L104.000754,48 C108.418616,48 112,44.4223393 112,40.0075946 L112,23.9924054 C112,19.5783218 108.411895,16 104.000754,16 L23.9992458,16 L23.9992458,16 Z M23.9992458,64 C19.5813843,64 16,67.5907123 16,72 C16,76.418278 19.5881049,80 23.9992458,80 L104.000754,80 C108.418616,80 112,76.4092877 112,72 C112,67.581722 108.411895,64 104.000754,64 L23.9992458,64 L23.9992458,64 Z M23.9992458,96 C19.5813843,96 16,99.5907123 16,104 C16,108.418278 19.5881049,112 23.9992458,112 L104.000754,112 C108.418616,112 112,108.409288 112,104 C112,99.581722 108.411895,96 104.000754,96 L23.9992458,96 L23.9992458,96 Z\"></path>\n </g>\n</svg>"
},
"$:/core/images/storyview-pop": {
"title": "$:/core/images/storyview-pop",
"tags": "$:/tags/Image",
"text": "<svg class=\"tc-image-storyview-pop tc-image-button\" width=\"22pt\" height=\"22pt\" viewBox=\"0 0 128 128\">\n <g fill-rule=\"evenodd\">\n <path d=\"M8.00697327,0 C3.58484404,0 0,3.59075293 0,8.00697327 L0,119.993027 C0,124.415156 3.59075293,128 8.00697327,128 L119.993027,128 C124.415156,128 128,124.409247 128,119.993027 L128,8.00697327 C128,3.58484404 124.409247,0 119.993027,0 L8.00697327,0 L8.00697327,0 Z M23.9992458,16 C19.5813843,16 16,19.5776607 16,23.9924054 L16,40.0075946 C16,44.4216782 19.5881049,48 23.9992458,48 L104.000754,48 C108.418616,48 112,44.4223393 112,40.0075946 L112,23.9924054 C112,19.5783218 108.411895,16 104.000754,16 L23.9992458,16 L23.9992458,16 Z M16.0098166,56 C11.586117,56 8,59.5776607 8,63.9924054 L8,80.0075946 C8,84.4216782 11.5838751,88 16.0098166,88 L111.990183,88 C116.413883,88 120,84.4223393 120,80.0075946 L120,63.9924054 C120,59.5783218 116.416125,56 111.990183,56 L16.0098166,56 L16.0098166,56 Z M23.9992458,96 C19.5813843,96 16,99.5907123 16,104 C16,108.418278 19.5881049,112 23.9992458,112 L104.000754,112 C108.418616,112 112,108.409288 112,104 C112,99.581722 108.411895,96 104.000754,96 L23.9992458,96 L23.9992458,96 Z M23.9992458,64 C19.5813843,64 16,67.5907123 16,72 C16,76.418278 19.5881049,80 23.9992458,80 L104.000754,80 C108.418616,80 112,76.4092877 112,72 C112,67.581722 108.411895,64 104.000754,64 L23.9992458,64 L23.9992458,64 Z\"></path>\n </g>\n</svg>"
},
"$:/core/images/storyview-zoomin": {
"title": "$:/core/images/storyview-zoomin",
"tags": "$:/tags/Image",
"text": "<svg class=\"tc-image-storyview-zoomin tc-image-button\" width=\"22pt\" height=\"22pt\" viewBox=\"0 0 128 128\">\n <g fill-rule=\"evenodd\">\n <path d=\"M8.00697327,0 C3.58484404,0 0,3.59075293 0,8.00697327 L0,119.993027 C0,124.415156 3.59075293,128 8.00697327,128 L119.993027,128 C124.415156,128 128,124.409247 128,119.993027 L128,8.00697327 C128,3.58484404 124.409247,0 119.993027,0 L8.00697327,0 L8.00697327,0 Z M23.9992458,16 C19.5813843,16 16,19.578055 16,24.0085154 L16,71.9914846 C16,76.4144655 19.5881049,80 23.9992458,80 L104.000754,80 C108.418616,80 112,76.421945 112,71.9914846 L112,24.0085154 C112,19.5855345 108.411895,16 104.000754,16 L23.9992458,16 L23.9992458,16 Z\"></path>\n </g>\n</svg>"
},
"$:/core/images/strikethrough": {
"title": "$:/core/images/strikethrough",
"tags": "$:/tags/Image",
"text": "<svg class=\"tc-image-strikethrough tc-image-button\" width=\"22pt\" height=\"22pt\" viewBox=\"0 0 128 128\">\n <g fill-rule=\"evenodd\">\n <path d=\"M92.793842,38.7255689 L108.215529,38.7255689 C107.987058,31.985687 106.70193,26.1883331 104.360107,21.3333333 C102.018284,16.4783336 98.8197436,12.4516001 94.7643909,9.25301205 C90.7090382,6.05442399 85.9969032,3.71263572 80.6278447,2.22757697 C75.2587862,0.742518233 69.4328739,0 63.1499331,0 C57.552404,0 52.0977508,0.713959839 46.7858099,2.14190094 C41.473869,3.56984203 36.7331757,5.74027995 32.5635877,8.65327979 C28.3939997,11.5662796 25.0526676,15.2788708 22.5394913,19.7911647 C20.026315,24.3034585 18.7697456,29.6438781 18.7697456,35.8125837 C18.7697456,41.4101128 19.883523,46.0651309 22.1111111,49.7777778 C24.3386992,53.4904246 27.3087722,56.5176144 31.021419,58.8594378 C34.7340659,61.2012612 38.9321497,63.0861151 43.6157965,64.5140562 C48.2994433,65.9419973 53.068695,67.1985666 57.9236948,68.2838019 C62.7786945,69.3690371 67.5479462,70.4256977 72.231593,71.4538153 C76.9152398,72.4819329 81.1133237,73.8241773 84.8259705,75.480589 C88.5386174,77.1370007 91.5086903,79.2788802 93.7362784,81.9062918 C95.9638666,84.5337035 97.0776439,87.9607107 97.0776439,92.1874163 C97.0776439,96.6425926 96.1637753,100.298067 94.3360107,103.153949 C92.5082461,106.009831 90.109341,108.265944 87.1392236,109.922356 C84.1691061,111.578768 80.827774,112.749662 77.1151272,113.435074 C73.4024803,114.120485 69.7184476,114.463186 66.0629183,114.463186 C61.4935068,114.463186 57.0383974,113.892018 52.6974565,112.749665 C48.3565156,111.607312 44.5582492,109.836692 41.3025435,107.437751 C38.0468378,105.03881 35.4194656,101.983062 33.4203481,98.270415 C31.4212305,94.5577681 30.4216867,90.1312171 30.4216867,84.9906292 L15,84.9906292 C15,92.4159229 16.3422445,98.8415614 19.0267738,104.267738 C21.711303,109.693914 25.3667774,114.149023 29.9933066,117.633199 C34.6198357,121.117376 39.9888137,123.71619 46.1004016,125.429719 C52.2119895,127.143248 58.6947448,128 65.5488621,128 C71.1463912,128 76.7723948,127.343157 82.4270415,126.029451 C88.0816882,124.715745 93.1936407,122.602424 97.7630522,119.689424 C102.332464,116.776425 106.073613,113.006717 108.986613,108.380187 C111.899613,103.753658 113.356091,98.1847715 113.356091,91.6733601 C113.356091,85.6188899 112.242314,80.5926126 110.014726,76.5943775 C107.787137,72.5961424 104.817065,69.2833688 101.104418,66.6559572 C97.3917708,64.0285455 93.193687,61.9437828 88.5100402,60.4016064 C83.8263934,58.85943 79.0571416,57.5171855 74.2021419,56.3748327 C69.3471422,55.2324798 64.5778904,54.1758192 59.8942436,53.2048193 C55.2105968,52.2338193 51.012513,51.0058084 47.2998661,49.5207497 C43.5872193,48.0356909 40.6171463,46.1222786 38.3895582,43.7804552 C36.1619701,41.4386318 35.0481928,38.3828836 35.0481928,34.6131191 C35.0481928,30.6148841 35.8192694,27.273552 37.3614458,24.5890228 C38.9036222,21.9044935 40.9598265,19.762614 43.5301205,18.1633199 C46.1004145,16.5640259 49.041929,15.4216902 52.3547523,14.7362784 C55.6675757,14.0508667 59.0374661,13.708166 62.4645248,13.708166 C70.9179361,13.708166 77.8576257,15.6786952 83.2838019,19.6198126 C88.709978,23.56093 91.8799597,29.9294518 92.793842,38.7255689 L92.793842,38.7255689 Z\"></path>\n <rect x=\"5\" y=\"54\" width=\"118\" height=\"16\"></rect>\n </g>\n</svg>"
},
"$:/core/images/subscript": {
"title": "$:/core/images/subscript",
"tags": "$:/tags/Image",
"text": "<svg class=\"tc-image-subscript tc-image-button\" width=\"22pt\" height=\"22pt\" viewBox=\"0 0 128 128\">\n <g fill-rule=\"evenodd\">\n <path d=\"M2.27170276,16 L22.1825093,16 L43.8305003,49.6746527 L66.4138983,16 L85.1220387,16 L53.5854592,61.9685735 L87.3937414,111.411516 L67.0820462,111.411516 L43.295982,74.9306422 L19.1090291,111.411516 L0,111.411516 L33.8082822,61.9685735 L2.27170276,16 Z M127.910914,128.411516 L85.3276227,128.411516 C85.3870139,123.24448 86.6342108,118.730815 89.0692508,114.870386 C91.5042907,111.009956 94.8301491,107.654403 99.0469256,104.803624 C101.066227,103.318844 103.174584,101.878629 105.372059,100.482935 C107.569534,99.0872413 109.588805,97.5876355 111.429933,95.9840726 C113.271061,94.3805097 114.785514,92.6433426 115.973338,90.7725192 C117.161163,88.9016958 117.784761,86.7487964 117.844152,84.3137564 C117.844152,83.1853233 117.710524,81.9826691 117.443264,80.7057579 C117.176003,79.4288467 116.656338,78.2410402 115.884252,77.1423026 C115.112166,76.0435651 114.04314,75.123015 112.677142,74.3806248 C111.311144,73.6382345 109.529434,73.267045 107.331959,73.267045 C105.312658,73.267045 103.634881,73.6679297 102.298579,74.4697112 C100.962276,75.2714926 99.8932503,76.3702137 99.0914688,77.7659073 C98.2896874,79.161601 97.6957841,80.8096826 97.3097412,82.7102016 C96.9236982,84.6107206 96.7009845,86.6596869 96.6415933,88.857162 L86.4857457,88.857162 C86.4857457,85.4124713 86.9460207,82.2202411 87.8665846,79.2803758 C88.7871485,76.3405105 90.1679736,73.801574 92.0091014,71.6634901 C93.8502292,69.5254062 96.092214,67.8476295 98.7351233,66.6301095 C101.378033,65.4125895 104.451482,64.8038386 107.955564,64.8038386 C111.756602,64.8038386 114.933984,65.4274371 117.487807,66.6746527 C120.041629,67.9218683 122.105443,69.4957119 123.67931,71.3962309 C125.253178,73.2967499 126.366746,75.3605638 127.02005,77.5877345 C127.673353,79.8149053 128,81.9381095 128,83.9574109 C128,86.4518421 127.613963,88.7086746 126.841877,90.727976 C126.069791,92.7472774 125.03046,94.6032252 123.723854,96.2958749 C122.417247,97.9885247 120.932489,99.5475208 119.269534,100.97291 C117.60658,102.398299 115.884261,103.734582 114.102524,104.981797 C112.320788,106.229013 110.539078,107.416819 108.757341,108.545253 C106.975605,109.673686 105.327523,110.802102 103.813047,111.930535 C102.298571,113.058968 100.977136,114.231927 99.8487031,115.449447 C98.7202699,116.666967 97.9481956,117.958707 97.5324571,119.324705 L127.910914,119.324705 L127.910914,128.411516 Z\"></path>\n </g>\n</svg>"
},
"$:/core/images/superscript": {
"title": "$:/core/images/superscript",
"tags": "$:/tags/Image",
"text": "<svg class=\"tc-image-superscript tc-image-button\" width=\"22pt\" height=\"22pt\" viewBox=\"0 0 128 128\">\n <g fill-rule=\"evenodd\">\n <path d=\"M2.27170276,16 L22.1825093,16 L43.8305003,49.6746527 L66.4138983,16 L85.1220387,16 L53.5854592,61.9685735 L87.3937414,111.411516 L67.0820462,111.411516 L43.295982,74.9306422 L19.1090291,111.411516 L0,111.411516 L33.8082822,61.9685735 L2.27170276,16 Z M127.910914,63.4115159 L85.3276227,63.4115159 C85.3870139,58.2444799 86.6342108,53.7308149 89.0692508,49.8703857 C91.5042907,46.0099565 94.8301491,42.654403 99.0469256,39.8036245 C101.066227,38.318844 103.174584,36.8786285 105.372059,35.4829349 C107.569534,34.0872413 109.588805,32.5876355 111.429933,30.9840726 C113.271061,29.3805097 114.785514,27.6433426 115.973338,25.7725192 C117.161163,23.9016958 117.784761,21.7487964 117.844152,19.3137564 C117.844152,18.1853233 117.710524,16.9826691 117.443264,15.7057579 C117.176003,14.4288467 116.656338,13.2410402 115.884252,12.1423026 C115.112166,11.0435651 114.04314,10.123015 112.677142,9.38062477 C111.311144,8.63823453 109.529434,8.26704499 107.331959,8.26704499 C105.312658,8.26704499 103.634881,8.6679297 102.298579,9.46971115 C100.962276,10.2714926 99.8932503,11.3702137 99.0914688,12.7659073 C98.2896874,14.161601 97.6957841,15.8096826 97.3097412,17.7102016 C96.9236982,19.6107206 96.7009845,21.6596869 96.6415933,23.857162 L86.4857457,23.857162 C86.4857457,20.4124713 86.9460207,17.2202411 87.8665846,14.2803758 C88.7871485,11.3405105 90.1679736,8.80157397 92.0091014,6.6634901 C93.8502292,4.52540622 96.092214,2.84762946 98.7351233,1.63010947 C101.378033,0.412589489 104.451482,-0.196161372 107.955564,-0.196161372 C111.756602,-0.196161372 114.933984,0.427437071 117.487807,1.67465266 C120.041629,2.92186826 122.105443,4.49571195 123.67931,6.39623095 C125.253178,8.29674995 126.366746,10.3605638 127.02005,12.5877345 C127.673353,14.8149053 128,16.9381095 128,18.9574109 C128,21.4518421 127.613963,23.7086746 126.841877,25.727976 C126.069791,27.7472774 125.03046,29.6032252 123.723854,31.2958749 C122.417247,32.9885247 120.932489,34.5475208 119.269534,35.97291 C117.60658,37.3982993 115.884261,38.7345816 114.102524,39.9817972 C112.320788,41.2290128 110.539078,42.4168194 108.757341,43.5452525 C106.975605,44.6736857 105.327523,45.8021019 103.813047,46.9305351 C102.298571,48.0589682 100.977136,49.2319272 99.8487031,50.4494472 C98.7202699,51.6669672 97.9481956,52.9587068 97.5324571,54.3247048 L127.910914,54.3247048 L127.910914,63.4115159 Z\"></path>\n </g>\n</svg>"
},
"$:/core/images/tag-button": {
"title": "$:/core/images/tag-button",
"tags": "$:/tags/Image",
"text": "<svg class=\"tc-image-tag-button tc-image-button\" width=\"22pt\" height=\"22pt\" viewBox=\"0 0 128 128\">\n <g fill-rule=\"evenodd\">\n <path d=\"M18.1643182,47.6600756 L18.1677196,51.7651887 C18.1708869,55.5878829 20.3581578,60.8623899 23.0531352,63.5573673 L84.9021823,125.406414 C87.5996731,128.103905 91.971139,128.096834 94.6717387,125.396234 L125.766905,94.3010679 C128.473612,91.5943612 128.472063,87.2264889 125.777085,84.5315115 L63.9280381,22.6824644 C61.2305472,19.9849735 55.9517395,17.801995 52.1318769,17.8010313 L25.0560441,17.7942007 C21.2311475,17.7932358 18.1421354,20.8872832 18.1452985,24.7049463 L18.1535504,34.6641936 C18.2481119,34.6754562 18.3439134,34.6864294 18.4409623,34.6971263 C22.1702157,35.1081705 26.9295004,34.6530132 31.806204,33.5444844 C32.1342781,33.0700515 32.5094815,32.6184036 32.9318197,32.1960654 C35.6385117,29.4893734 39.5490441,28.718649 42.94592,29.8824694 C43.0432142,29.8394357 43.1402334,29.7961748 43.2369683,29.7526887 L43.3646982,30.0368244 C44.566601,30.5115916 45.6933052,31.2351533 46.6655958,32.2074439 C50.4612154,36.0030635 50.4663097,42.1518845 46.6769742,45.94122 C43.0594074,49.5587868 37.2914155,49.7181264 33.4734256,46.422636 C28.1082519,47.5454734 22.7987486,48.0186448 18.1643182,47.6600756 Z\"></path>\n <path d=\"M47.6333528,39.5324628 L47.6562932,39.5834939 C37.9670934,43.9391617 26.0718874,46.3819521 17.260095,45.4107025 C5.27267473,44.0894301 -1.02778744,36.4307276 2.44271359,24.0779512 C5.56175386,12.9761516 14.3014034,4.36129832 24.0466405,1.54817001 C34.7269254,-1.53487574 43.7955833,3.51606438 43.7955834,14.7730751 L35.1728168,14.7730752 C35.1728167,9.91428944 32.0946059,8.19982862 26.4381034,9.83267419 C19.5270911,11.8276553 13.046247,18.2159574 10.7440788,26.4102121 C8.82861123,33.2280582 11.161186,36.0634845 18.2047888,36.8398415 C25.3302805,37.6252244 35.7353482,35.4884477 44.1208333,31.7188498 L44.1475077,31.7781871 C44.159701,31.7725635 44.1718402,31.7671479 44.1839238,31.7619434 C45.9448098,31.0035157 50.4503245,38.3109156 47.7081571,39.5012767 C47.6834429,39.512005 47.6585061,39.5223987 47.6333528,39.5324628 Z\"></path>\n </g>\n</svg>"
},
"$:/core/images/theme-button": {
"title": "$:/core/images/theme-button",
"tags": "$:/tags/Image",
"text": "<svg class=\"tc-image-theme-button tc-image-button\" width=\"22pt\" height=\"22pt\" viewBox=\"0 0 128 128\">\n <g fill-rule=\"evenodd\">\n <path d=\"M55.854113,66.9453198 C54.3299482,65.1432292 53.0133883,63.518995 51.9542746,62.1263761 C40.8899947,47.578055 35.3091807,55.2383404 28.9941893,62.1263758 C22.6791979,69.0144112 30.6577916,74.5954741 24.6646171,79.4611023 C18.6714426,84.3267304 19.0414417,86.0133155 8.92654943,77.1119468 C-1.18834284,68.2105781 -1.88793412,65.7597832 2.7553553,60.6807286 C7.39864472,55.601674 11.2794845,63.5989423 20.7646627,54.5728325 C30.2498409,45.5467226 22.2819131,37.5470737 22.2819131,37.5470737 C22.2819131,37.5470737 42.0310399,-2.82433362 68.4206088,0.157393922 C94.8101776,3.13912147 58.4373806,-3.70356506 49.3898693,27.958066 C45.5161782,41.5139906 50.1107906,38.3197672 57.4560458,44.0453955 C59.1625767,45.3756367 63.8839488,48.777453 70.127165,53.3625321 C63.9980513,59.2416709 58.9704753,64.0315459 55.854113,66.9453198 Z M67.4952439,79.8919946 C83.5082212,96.9282402 105.237121,117.617674 112.611591,120.312493 C123.044132,124.12481 128.000001,117.170903 128,105.522947 C127.999999,98.3705516 104.170675,78.980486 84.0760493,63.7529565 C76.6683337,70.9090328 70.7000957,76.7055226 67.4952439,79.8919946 Z\"></path>\n <path d=\"M58.2852966,138.232794 L58.2852966,88.3943645 C56.318874,88.3923153 54.7254089,86.7952906 54.7254089,84.8344788 C54.7254089,82.8684071 56.3175932,81.2745911 58.2890859,81.2745911 L79.6408336,81.2745911 C81.608998,81.2745911 83.2045105,82.8724076 83.2045105,84.8344788 C83.2045105,86.7992907 81.614366,88.3923238 79.6446228,88.3943645 L79.6446228,88.3943646 L79.6446228,138.232794 C79.6446228,144.131009 74.8631748,148.912457 68.9649597,148.912457 C63.0667446,148.912457 58.2852966,144.131009 58.2852966,138.232794 Z M65.405072,-14.8423767 L72.5248474,-14.8423767 L76.0847351,-0.690681892 L72.5248474,6.51694947 L72.5248474,81.2745911 L65.405072,81.2745911 L65.405072,6.51694947 L61.8451843,-0.690681892 L65.405072,-14.8423767 Z\" transform=\"translate(68.964960, 67.035040) rotate(45.000000) translate(-68.964960, -67.035040) \"></path>\n </g>\n</svg>"
},
"$:/core/images/tip": {
"title": "$:/core/images/tip",
"tags": "$:/tags/Image",
"text": "<svg class=\"tc-image-tip tc-image-button\" width=\"22pt\" height=\"22pt\" viewBox=\"0 0 128 128\">\n <g fill-rule=\"evenodd\">\n <path d=\"M64,128.241818 C99.346224,128.241818 128,99.5880417 128,64.2418177 C128,28.8955937 99.346224,0.241817675 64,0.241817675 C28.653776,0.241817675 0,28.8955937 0,64.2418177 C0,99.5880417 28.653776,128.241818 64,128.241818 Z M75.9358659,91.4531941 C75.3115438,95.581915 70.2059206,98.8016748 64,98.8016748 C57.7940794,98.8016748 52.6884562,95.581915 52.0641341,91.4531941 C54.3299053,94.0502127 58.8248941,95.8192805 64,95.8192805 C69.1751059,95.8192805 73.6700947,94.0502127 75.9358659,91.4531941 L75.9358659,91.4531941 Z M75.9358659,95.9453413 C75.3115438,100.074062 70.2059206,103.293822 64,103.293822 C57.7940794,103.293822 52.6884562,100.074062 52.0641341,95.9453413 C54.3299053,98.5423599 58.8248941,100.311428 64,100.311428 C69.1751059,100.311428 73.6700947,98.5423599 75.9358659,95.9453413 L75.9358659,95.9453413 Z M75.9358659,100.40119 C75.3115438,104.529911 70.2059206,107.74967 64,107.74967 C57.7940794,107.74967 52.6884562,104.529911 52.0641341,100.40119 C54.3299053,102.998208 58.8248941,104.767276 64,104.767276 C69.1751059,104.767276 73.6700947,102.998208 75.9358659,100.40119 L75.9358659,100.40119 Z M75.9358659,104.893337 C75.3115438,109.022058 70.2059206,112.241818 64,112.241818 C57.7940794,112.241818 52.6884562,109.022058 52.0641341,104.893337 C54.3299053,107.490356 58.8248941,109.259423 64,109.259423 C69.1751059,109.259423 73.6700947,107.490356 75.9358659,104.893337 L75.9358659,104.893337 Z M64.3010456,24.2418177 C75.9193117,24.2418188 88.0000013,32.0619847 88,48.4419659 C87.9999987,64.8219472 75.9193018,71.7540963 75.9193021,83.5755932 C75.9193022,89.4486648 70.0521957,92.8368862 63.9999994,92.8368862 C57.947803,92.8368862 51.9731007,89.8295115 51.9731007,83.5755932 C51.9731007,71.1469799 39.9999998,65.4700602 40,48.4419647 C40.0000002,31.4138691 52.6827796,24.2418166 64.3010456,24.2418177 Z\"></path>\n </g>\n</svg>"
},
"$:/core/images/twitter": {
"title": "$:/core/images/twitter",
"tags": "$:/tags/Image",
"text": "<svg class=\"tc-image-twitter tc-image-button\" width=\"22pt\" height=\"22pt\" viewBox=\"0 0 128 128\">\n <g fill-rule=\"evenodd\">\n <path d=\"M41.6263422,115.803477 C27.0279663,115.803477 13.4398394,111.540813 1.99987456,104.234833 C4.02221627,104.472643 6.08004574,104.594302 8.16644978,104.594302 C20.277456,104.594302 31.4238403,100.47763 40.270894,93.5715185 C28.9590538,93.3635501 19.4123842,85.9189246 16.1230832,75.6885328 C17.7011365,75.9892376 19.320669,76.1503787 20.9862896,76.1503787 C23.344152,76.1503787 25.6278127,75.8359011 27.7971751,75.247346 C15.9709927,72.8821073 7.06079851,62.4745062 7.06079851,49.9982394 C7.06079851,49.8898938 7.06079851,49.7820074 7.06264203,49.67458 C10.5482779,51.6032228 14.5339687,52.7615103 18.7717609,52.8951059 C11.8355159,48.277565 7.2714207,40.3958845 7.2714207,31.4624258 C7.2714207,26.7434257 8.54621495,22.3200804 10.7713439,18.5169676 C23.5211299,34.0957738 42.568842,44.3472839 64.0532269,45.4210985 C63.6126256,43.5365285 63.3835682,41.5711584 63.3835682,39.5529928 C63.3835682,25.3326379 74.95811,13.8034766 89.2347917,13.8034766 C96.6697089,13.8034766 103.387958,16.930807 108.103682,21.9353619 C113.991886,20.780288 119.52429,18.6372496 124.518847,15.6866694 C122.588682,21.6993889 118.490075,26.7457211 113.152623,29.9327334 C118.381769,29.3102055 123.363882,27.926045 127.999875,25.8780385 C124.534056,31.0418981 120.151087,35.5772616 115.100763,39.2077561 C115.150538,40.3118708 115.175426,41.4224128 115.175426,42.538923 C115.175426,76.5663154 89.1744164,115.803477 41.6263422,115.803477\"></path>\n </g>\n</svg>\n"
},
"$:/core/images/underline": {
"title": "$:/core/images/underline",
"tags": "$:/tags/Image",
"text": "<svg class=\"tc-image-underline tc-image-button\" width=\"22pt\" height=\"22pt\" viewBox=\"0 0 128 128\">\n <g fill-rule=\"evenodd\">\n <path d=\"M7,117.421488 L121.247934,117.421488 L121.247934,128 L7,128 L7,117.421488 Z M104.871212,98.8958333 L104.871212,0 L88.6117424,0 L88.6117424,55.8560606 C88.6117424,60.3194668 88.0060035,64.432115 86.7945076,68.1941288 C85.5830116,71.9561425 83.7657949,75.239885 81.342803,78.0454545 C78.9198111,80.8510241 75.8911167,83.0189317 72.2566288,84.5492424 C68.6221409,86.0795531 64.3182067,86.844697 59.344697,86.844697 C53.0959284,86.844697 48.1862552,85.0593613 44.6155303,81.4886364 C41.0448054,77.9179114 39.2594697,73.0720003 39.2594697,66.9507576 L39.2594697,0 L23,0 L23,65.0378788 C23,70.3939662 23.5419769,75.2717583 24.625947,79.6714015 C25.709917,84.0710447 27.5908957,87.864883 30.2689394,91.0530303 C32.9469831,94.2411776 36.4538925,96.6960141 40.7897727,98.4176136 C45.125653,100.139213 50.545422,101 57.0492424,101 C64.3182182,101 70.630655,99.5653553 75.9867424,96.6960227 C81.3428298,93.8266902 85.742407,89.33147 89.1856061,83.2102273 L89.5681818,83.2102273 L89.5681818,98.8958333 L104.871212,98.8958333 Z\"></path>\n </g>\n</svg>"
},
"$:/core/images/unfold-all-button": {
"title": "$:/core/images/unfold-all-button",
"tags": "$:/tags/Image",
"text": "<svg class=\"tc-image-unfold-all tc-image-button\" width=\"22pt\" height=\"22pt\" viewBox=\"0 0 128 128\">\n <g fill-rule=\"evenodd\">\n <rect x=\"0\" y=\"0\" width=\"128\" height=\"16\" rx=\"8\"></rect>\n <rect x=\"0\" y=\"64\" width=\"128\" height=\"16\" rx=\"8\"></rect>\n <path d=\"M85.598226,8.34884273 C84.1490432,6.89863875 82.1463102,6 79.9340286,6 L47.9482224,6 C43.5292967,6 39.9411255,9.581722 39.9411255,14 C39.9411255,18.4092877 43.5260249,22 47.9482224,22 L71.9411255,22 L71.9411255,45.9929031 C71.9411255,50.4118288 75.5228475,54 79.9411255,54 C84.3504132,54 87.9411255,50.4151006 87.9411255,45.9929031 L87.9411255,14.0070969 C87.9411255,11.7964515 87.0447363,9.79371715 85.5956548,8.34412458 Z\" transform=\"translate(63.941125, 30.000000) scale(1, -1) rotate(-45.000000) translate(-63.941125, -30.000000) \"></path>\n <path d=\"M85.6571005,72.2899682 C84.2079177,70.8397642 82.2051847,69.9411255 79.9929031,69.9411255 L48.0070969,69.9411255 C43.5881712,69.9411255 40,73.5228475 40,77.9411255 C40,82.3504132 43.5848994,85.9411255 48.0070969,85.9411255 L72,85.9411255 L72,109.934029 C72,114.352954 75.581722,117.941125 80,117.941125 C84.4092877,117.941125 88,114.356226 88,109.934029 L88,77.9482224 C88,75.737577 87.1036108,73.7348426 85.6545293,72.2852501 Z\" transform=\"translate(64.000000, 93.941125) scale(1, -1) rotate(-45.000000) translate(-64.000000, -93.941125) \"></path>\n </g>\n</svg>"
},
"$:/core/images/unfold-button": {
"title": "$:/core/images/unfold-button",
"tags": "$:/tags/Image",
"text": "<svg class=\"tc-image-unfold tc-image-button\" width=\"22pt\" height=\"22pt\" viewBox=\"0 0 128 128\">\n <g fill-rule=\"evenodd\">\n <rect x=\"0\" y=\"0\" width=\"128\" height=\"16\" rx=\"8\"></rect>\n <path d=\"M85.598226,11.3488427 C84.1490432,9.89863875 82.1463102,9 79.9340286,9 L47.9482224,9 C43.5292967,9 39.9411255,12.581722 39.9411255,17 C39.9411255,21.4092877 43.5260249,25 47.9482224,25 L71.9411255,25 L71.9411255,48.9929031 C71.9411255,53.4118288 75.5228475,57 79.9411255,57 C84.3504132,57 87.9411255,53.4151006 87.9411255,48.9929031 L87.9411255,17.0070969 C87.9411255,14.7964515 87.0447363,12.7937171 85.5956548,11.3441246 Z\" transform=\"translate(63.941125, 33.000000) scale(1, -1) rotate(-45.000000) translate(-63.941125, -33.000000) \"></path>\n <path d=\"M85.6571005,53.4077172 C84.2079177,51.9575133 82.2051847,51.0588745 79.9929031,51.0588745 L48.0070969,51.0588745 C43.5881712,51.0588745 40,54.6405965 40,59.0588745 C40,63.4681622 43.5848994,67.0588745 48.0070969,67.0588745 L72,67.0588745 L72,91.0517776 C72,95.4707033 75.581722,99.0588745 80,99.0588745 C84.4092877,99.0588745 88,95.4739751 88,91.0517776 L88,59.0659714 C88,56.855326 87.1036108,54.8525917 85.6545293,53.4029991 Z\" transform=\"translate(64.000000, 75.058875) scale(1, -1) rotate(-45.000000) translate(-64.000000, -75.058875) \"></path>\n </g>\n</svg>"
},
"$:/core/images/unlocked-padlock": {
"title": "$:/core/images/unlocked-padlock",
"tags": "$:/tags/Image",
"text": "<svg class=\"tc-image-unlocked-padlock tc-image-button\" width=\"22pt\" height=\"22pt\" viewBox=\"0 0 128 128\">\n <g fill-rule=\"evenodd\">\n <path d=\"M48.6266053,64 L105,64 L105,96.0097716 C105,113.673909 90.6736461,128 73.001193,128 L55.998807,128 C38.3179793,128 24,113.677487 24,96.0097716 L24,64 L30.136303,64 C19.6806213,51.3490406 2.77158986,28.2115132 25.8366966,8.85759246 C50.4723026,-11.8141335 71.6711028,13.2108337 81.613302,25.0594855 C91.5555012,36.9081373 78.9368488,47.4964439 69.1559674,34.9513593 C59.375086,22.4062748 47.9893192,10.8049522 35.9485154,20.9083862 C23.9077117,31.0118202 34.192312,43.2685325 44.7624679,55.8655518 C47.229397,58.805523 48.403443,61.5979188 48.6266053,64 Z M67.7315279,92.3641717 C70.8232551,91.0923621 73,88.0503841 73,84.5 C73,79.8055796 69.1944204,76 64.5,76 C59.8055796,76 56,79.8055796 56,84.5 C56,87.947435 58.0523387,90.9155206 61.0018621,92.2491029 L55.9067479,115.020857 L72.8008958,115.020857 L67.7315279,92.3641717 L67.7315279,92.3641717 Z\"></path>\n </g>\n</svg>"
},
"$:/core/images/up-arrow": {
"created": "20150316000544368",
"modified": "20150316000831867",
"tags": "$:/tags/Image",
"title": "$:/core/images/up-arrow",
"text": "<svg class=\"tc-image-up-arrow tc-image-button\" width=\"22pt\" height=\"22pt\" viewBox=\"0 0 128 128\">\n<path transform=\"rotate(-135, 63.8945, 64.1752)\" d=\"m109.07576,109.35336c-1.43248,1.43361 -3.41136,2.32182 -5.59717,2.32182l-79.16816,0c-4.36519,0 -7.91592,-3.5444 -7.91592,-7.91666c0,-4.36337 3.54408,-7.91667 7.91592,-7.91667l71.25075,0l0,-71.25074c0,-4.3652 3.54442,-7.91592 7.91667,-7.91592c4.36336,0 7.91667,3.54408 7.91667,7.91592l0,79.16815c0,2.1825 -0.88602,4.16136 -2.3185,5.59467l-0.00027,-0.00056l0.00001,-0.00001z\" />\n</svg>\n \n"
},
"$:/core/images/video": {
"title": "$:/core/images/video",
"tags": "$:/tags/Image",
"text": "<svg class=\"tc-image-video tc-image-button\" width=\"22pt\" height=\"22pt\" viewBox=\"0 0 128 128\">\n <g fill-rule=\"evenodd\">\n <path d=\"M64,12 C29.0909091,12 8.72727273,14.9166667 5.81818182,17.8333333 C2.90909091,20.75 1.93784382e-15,41.1666667 0,64.5 C1.93784382e-15,87.8333333 2.90909091,108.25 5.81818182,111.166667 C8.72727273,114.083333 29.0909091,117 64,117 C98.9090909,117 119.272727,114.083333 122.181818,111.166667 C125.090909,108.25 128,87.8333333 128,64.5 C128,41.1666667 125.090909,20.75 122.181818,17.8333333 C119.272727,14.9166667 98.9090909,12 64,12 Z M54.9161194,44.6182253 C51.102648,42.0759111 48.0112186,43.7391738 48.0112186,48.3159447 L48.0112186,79.6840553 C48.0112186,84.2685636 51.109784,85.9193316 54.9161194,83.3817747 L77.0838806,68.6032672 C80.897352,66.0609529 80.890216,61.9342897 77.0838806,59.3967328 L54.9161194,44.6182253 Z\"></path>\n </g>\n</svg>"
},
"$:/core/images/warning": {
"title": "$:/core/images/warning",
"tags": "$:/tags/Image",
"text": "<svg class=\"tc-image-warning tc-image-button\" width=\"22pt\" height=\"22pt\" viewBox=\"0 0 128 128\">\n <g fill-rule=\"evenodd\">\n <path d=\"M57.0717968,11 C60.1509982,5.66666667 67.8490018,5.66666667 70.9282032,11 L126.353829,107 C129.433031,112.333333 125.584029,119 119.425626,119 L8.57437416,119 C2.41597129,119 -1.43303051,112.333333 1.64617093,107 L57.0717968,11 Z M64,37 C59.581722,37 56,40.5820489 56,44.9935776 L56,73.0064224 C56,77.4211534 59.5907123,81 64,81 C68.418278,81 72,77.4179511 72,73.0064224 L72,44.9935776 C72,40.5788466 68.4092877,37 64,37 Z M64,104 C68.418278,104 72,100.418278 72,96 C72,91.581722 68.418278,88 64,88 C59.581722,88 56,91.581722 56,96 C56,100.418278 59.581722,104 64,104 Z\"></path>\n </g>\n</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"
},
"$:/language/Buttons/Delete/Caption": {
"title": "$:/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"
},
"$:/language/Buttons/Fold/Caption": {
"title": "$:/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"
},
"$:/language/Buttons/More/Caption": {
"title": "$:/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"
},
"$:/language/Buttons/Refresh/Caption": {
"title": "$:/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"
},
"$:/language/Buttons/Theme/Caption": {
"title": "$:/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"
},
"$:/language/Buttons/ListBullet/Caption": {
"title": "$:/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"
},
"$:/language/Buttons/Size/Caption": {
"title": "$:/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"
},
"$:/language/Buttons/Underline/Caption": {
"title": "$:/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:"
},
"$:/language/ControlPanel/Basics/Caption": {
"title": "$:/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"
},
"$:/language/ControlPanel/Basics/NewJournal/Tags/Prompt": {
"title": "$:/language/ControlPanel/Basics/NewJournal/Tags/Prompt",
"text": "Tags for new journal 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"
},
"$:/language/ControlPanel/Palette/Editor/Prompt/Modified": {
"title": "$:/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 individual wiki parser rules. Take care as disabling some parser rules can prevent ~TiddlyWiki functioning correctly (you can restore normal operation with [[safe mode|http://tiddlywiki.com/#SafeMode]] )"
},
"$:/language/ControlPanel/Parsing/Block/Caption": {
"title": "$:/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/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/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"
},
"$:/language/ControlPanel/Plugins/NoInformation/Hint": {
"title": "$:/language/ControlPanel/Plugins/NoInformation/Hint",
"text": "No information provided"
},
"$:/language/ControlPanel/Plugins/NotInstalled/Hint": {
"title": "$:/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"
},
"$:/language/ControlPanel/Plugins/Plugins/Caption": {
"title": "$:/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"
},
"$:/language/ControlPanel/Saving/Caption": {
"title": "$:/language/ControlPanel/Saving/Caption",
"text": "Saving"
},
"$:/language/ControlPanel/Saving/Heading": {
"title": "$:/language/ControlPanel/Saving/Heading",
"text": "Saving"
},
"$:/language/ControlPanel/Saving/TiddlySpot/Advanced/Heading": {
"title": "$:/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"
},
"$:/language/ControlPanel/Saving/TiddlySpot/Description": {
"title": "$:/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": "Automatically save changes during editing"
},
"$:/language/ControlPanel/Settings/CamelCase/Caption": {
"title": "$:/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"
},
"$:/language/ControlPanel/Settings/Hint": {
"title": "$:/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"
},
"$:/language/ControlPanel/Settings/PerformanceInstrumentation/Caption": {
"title": "$:/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"
},
"$:/language/ControlPanel/Settings/LinkToBehaviour/Caption": {
"title": "$:/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:"
},
"$:/language/ControlPanel/Theme/Caption": {
"title": "$:/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"
},
"$:/language/ControlPanel/Toolbars/Hint": {
"title": "$:/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"
},
"$:/language/ControlPanel/Toolbars/EditorToolbar/Caption": {
"title": "$:/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"
},
"$:/language/ControlPanel/Toolbars/ViewToolbar/Caption": {
"title": "$:/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"
},
"$:/language/ControlPanel/Tools/Download/Full/Caption": {
"title": "$:/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"
},
"$:/language/Docs/ModuleTypes/animation": {
"title": "$:/language/Docs/ModuleTypes/animation",
"text": "Animations that may be used with the RevealWidget."
},
"$:/language/Docs/ModuleTypes/command": {
"title": "$:/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`."
},
"$:/language/Docs/ModuleTypes/isfilteroperator": {
"title": "$:/language/Docs/ModuleTypes/isfilteroperator",
"text": "Operands for the ''is'' filter operator."
},
"$:/language/Docs/ModuleTypes/macro": {
"title": "$:/language/Docs/ModuleTypes/macro",
"text": "JavaScript macro definitions."
},
"$:/language/Docs/ModuleTypes/parser": {
"title": "$:/language/Docs/ModuleTypes/parser",
"text": "Parsers for different content types."
},
"$:/language/Docs/ModuleTypes/saver": {
"title": "$:/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."
},
"$:/language/Docs/ModuleTypes/tiddlerdeserializer": {
"title": "$:/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"
},
"$:/language/Docs/PaletteColours/message-background": {
"title": "$:/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"
},
"$:/language/Docs/PaletteColours/sidebar-button-foreground": {
"title": "$:/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 is an external tiddler 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"
},
"$:/language/EditTemplate/Fields/Add/Button": {
"title": "$:/language/EditTemplate/Fields/Add/Button",
"text": "add"
},
"$:/language/EditTemplate/Fields/Add/Name/Placeholder": {
"title": "$:/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"
},
"$:/language/EditTemplate/Tags/Add/Placeholder": {
"title": "$:/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"
},
"$:/language/EditTemplate/Type/Dropdown/Caption": {
"title": "$:/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"
},
"$:/language/Docs/Fields/hack-to-give-us-something-to-compare-against": {
"title": "$:/language/Docs/Fields/hack-to-give-us-something-to-compare-against",
"text": "A temporary storage field used in [[$:/core/templates/static.content]]"
},
"$:/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": "$:/language/Docs/Fields/library",
"text": "If set to \"yes\" indicates that a tiddler should be saved as a JavaScript library"
},
"$:/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": "$:/language/Docs/Fields/list-after",
"text": "If set, the title of the tiddler after which this tiddler should be added to the ordered list of tiddler titles"
},
"$:/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/title": {
"title": "$:/language/Docs/Fields/title",
"text": "The unique name of a tiddler"
},
"$:/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/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/SystemTags": {
"title": "$:/language/Filters/SystemTags",
"text": "System tags"
},
"$:/language/Filters/TypedTiddlers": {
"title": "$:/language/Filters/TypedTiddlers",
"text": "Non wiki-text tiddlers"
},
"GettingStarted": {
"title": "GettingStarted",
"text": "\\define lingo-base() $:/language/ControlPanel/Basics/\nWelcome to ~TiddlyWiki and the ~TiddlyWiki community\n\nBefore you start storing important information in ~TiddlyWiki it is important to make sure that you can reliably save changes. See http://tiddlywiki.com/#GettingStarted for details\n\n!! Set up this ~TiddlyWiki\n\n<div class=\"tc-control-panel\">\n\n|<$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"
},
"$:/language/Help/editions": {
"title": "$:/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"
},
"$:/language/Help/help": {
"title": "$:/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"
},
"$:/language/Help/init": {
"title": "$:/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"
},
"$:/language/Help/load": {
"title": "$:/language/Help/load",
"description": "Load tiddlers from a file",
"text": "Load tiddlers from 2.x.x TiddlyWiki files (`.html`), `.tiddler`, `.tid`, `.json` or other files\n\n```\n--load <filepath>\n```\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"
},
"$:/language/Help/rendertiddler": {
"title": "$:/language/Help/rendertiddler",
"description": "Render an individual tiddler as a specified ContentType",
"text": "Render an individual tiddler as a specified ContentType, defaulting to `text/html` and save it to the specified filename. Optionally a template 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\n```\n--rendertiddler <title> <filename> [<type>] [<template>]\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"
},
"$:/language/Help/rendertiddlers": {
"title": "$:/language/Help/rendertiddlers",
"description": "Render tiddlers matching a filter to a specified ContentType",
"text": "Render 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/savetiddler": {
"title": "$:/language/Help/savetiddler",
"description": "Saves a raw tiddler to a file",
"text": "Saves an individual tiddler in its raw text or binary format to the specified filename.\n\n```\n--savetiddler <title> <filename>\n```\n\nBy default, the filename is resolved relative to the `output` subdirectory of the edition directory. The `--output` command can be used to direct output to a different directory.\n\nAny missing directories in the path to the filename are automatically created.\n"
},
"$:/language/Help/savetiddlers": {
"title": "$:/language/Help/savetiddlers",
"description": "Saves a group of raw tiddlers to a directory",
"text": "Saves a group of tiddlers in their raw text or binary format to the specified directory.\n\n```\n--savetiddlers <filter> <pathname> [\"noclean\"]\n```\n\nBy default, the pathname is resolved relative to the `output` subdirectory of the edition directory. The `--output` command can be used to direct output to a different directory.\n\nThe output directory is cleared of existing files before saving the specified files. The deletion can be disabled by specifying the ''noclean'' flag.\n\nAny missing directories in the pathname are automatically created.\n"
},
"$:/language/Help/server": {
"title": "$:/language/Help/server",
"description": "Provides an HTTP server interface to TiddlyWiki",
"text": "The server built in to TiddlyWiki5 is very simple. Although compatible with TiddlyWeb it doesn't support many of the features needed for robust Internet-facing usage.\n\nAt the root, it serves a rendering of a specified tiddler. Away from the root, it serves individual tiddlers encoded in JSON, and supports the basic HTTP operations for `GET`, `PUT` and `DELETE`.\n\n```\n--server <port> <roottiddler> <rendertype> <servetype> <username> <password> <host> <pathprefix>\n```\n\nThe parameters are:\n\n* ''port'' - port number to serve from (defaults to \"8080\")\n* ''roottiddler'' - the tiddler to serve at the root (defaults to \"$:/core/save/all\")\n* ''rendertype'' - the content type to which the root tiddler should be rendered (defaults to \"text/plain\")\n* ''servetype'' - 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* ''pathprefix'' - optional prefix for paths\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 isn't suitable for general use.\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--server 8080 $:/core/save/all text/plain text/html \"\" \"\" 192.168.0.245\n```\n\nTo run multiple TiddlyWiki servers at the same time you'll need to put each one on a different port.\n"
},
"$:/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/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/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|http://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 http://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"
},
"$:/language/DropMessage": {
"title": "$:/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"
},
"$:/language/Error/Filter": {
"title": "$:/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"
},
"$:/language/Error/RecursiveTransclusion": {
"title": "$:/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": "$:/language/LazyLoadingWarning",
"text": "<p>Loading external text from ''<$text text={{!!_canonical_uri}}/>''</p><p>If this message doesn't disappear you may be using a browser that doesn't support external text in this configuration. See http://tiddlywiki.com/#ExternalText</p>"
},
"$:/language/LoginToTiddlySpace": {
"title": "$:/language/LoginToTiddlySpace",
"text": "Login to TiddlySpace"
},
"$:/language/MissingTiddler/Hint": {
"title": "$:/language/MissingTiddler/Hint",
"text": "Missing tiddler \"<$text text=<<currentTiddler>>/>\" - click {{$:/core/images/edit-button}} 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 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"
},
"$:/language/TagManager/Colour/Heading": {
"title": "$:/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"
},
"$:/language/TagManager/Info/Heading": {
"title": "$:/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",
"type": "text/vnd.tiddlywiki",
"subtitle": "Download changes",
"footer": "<$button message=\"tm-close-tiddler\">Close</$button>",
"help": "http://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",
"type": "text/vnd.tiddlywiki",
"subtitle": "Save your work",
"footer": "<$button message=\"tm-close-tiddler\">Close</$button>",
"help": "http://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"
},
"$:/config/NewJournal/Tags": {
"title": "$:/config/NewJournal/Tags",
"text": "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"
},
"$:/language/Search/DefaultResults/Caption": {
"title": "$:/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|http://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"
},
"$:/language/Search/Shadows/Caption": {
"title": "$:/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"
},
"$:/language/SideBar/Missing/Caption": {
"title": "$:/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. Caution: Does not work at all with Chrome, and causes some layout issues in Firefox"
},
"$:/language/ThemeTweaks/Options/CodeWrapping": {
"title": "$:/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"
},
"$:/language/ThemeTweaks/Settings/BackgroundImage": {
"title": "$:/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": "$:/language/Docs/Types/application/javascript",
"description": "JavaScript code",
"name": "application/javascript",
"group": "Developer"
},
"$:/language/Docs/Types/application/json": {
"title": "$:/language/Docs/Types/application/json",
"description": "JSON data",
"name": "application/json",
"group": "Developer"
},
"$:/language/Docs/Types/application/x-tiddler-dictionary": {
"title": "$:/language/Docs/Types/application/x-tiddler-dictionary",
"description": "Data dictionary",
"name": "application/x-tiddler-dictionary",
"group": "Developer"
},
"$:/language/Docs/Types/image/gif": {
"title": "$:/language/Docs/Types/image/gif",
"description": "GIF image",
"name": "image/gif",
"group": "Image"
},
"$:/language/Docs/Types/image/jpeg": {
"title": "$:/language/Docs/Types/image/jpeg",
"description": "JPEG image",
"name": "image/jpeg",
"group": "Image"
},
"$:/language/Docs/Types/image/png": {
"title": "$:/language/Docs/Types/image/png",
"description": "PNG image",
"name": "image/png",
"group": "Image"
},
"$:/language/Docs/Types/image/svg+xml": {
"title": "$:/language/Docs/Types/image/svg+xml",
"description": "Structured Vector Graphics image",
"name": "image/svg+xml",
"group": "Image"
},
"$:/language/Docs/Types/image/x-icon": {
"title": "$:/language/Docs/Types/image/x-icon",
"description": "ICO format icon file",
"name": "image/x-icon",
"group": "Image"
},
"$:/language/Docs/Types/text/css": {
"title": "$:/language/Docs/Types/text/css",
"description": "Static stylesheet",
"name": "text/css",
"group": "Developer"
},
"$:/language/Docs/Types/text/html": {
"title": "$:/language/Docs/Types/text/html",
"description": "HTML markup",
"name": "text/html",
"group": "Text"
},
"$:/language/Docs/Types/text/plain": {
"title": "$:/language/Docs/Types/text/plain",
"description": "Plain text",
"name": "text/plain",
"group": "Text"
},
"$:/language/Docs/Types/text/vnd.tiddlywiki": {
"title": "$:/language/Docs/Types/text/vnd.tiddlywiki",
"description": "TiddlyWiki 5",
"name": "text/vnd.tiddlywiki",
"group": "Text"
},
"$:/language/Docs/Types/text/x-tiddlywiki": {
"title": "$:/language/Docs/Types/text/x-tiddlywiki",
"description": "TiddlyWiki Classic",
"name": "text/x-tiddlywiki",
"group": "Text"
},
"$:/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": {
"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/*\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 = $tw.commands[commandName],\n\t\t\t\tc,err;\n\t\t\tif(!command) {\n\t\t\t\tthis.callback(\"Unknown command: \" + commandName);\n\t\t\t} else {\n\t\t\t\tif(this.verbose) {\n\t\t\t\t\tthis.streams.output.write(\"Executing command: \" + commandName + \" \" + params.join(\" \") + \"\\n\");\n\t\t\t\t}\n\t\t\t\tif(command.info.synchronous) {\n\t\t\t\t\t// Synchronous command\n\t\t\t\t\tc = new command.Command(params,this);\n\t\t\t\t\terr = c.execute();\n\t\t\t\t\tif(err) {\n\t\t\t\t\t\tthis.callback(err);\n\t\t\t\t\t} else {\n\t\t\t\t\t\tthis.executeNextCommand();\n\t\t\t\t\t}\n\t\t\t\t} else {\n\t\t\t\t\t// Asynchronous command\n\t\t\t\t\tc = new command.Command(params,this,function(err) {\n\t\t\t\t\t\tif(err) {\n\t\t\t\t\t\t\tself.callback(err);\n\t\t\t\t\t\t} else {\n\t\t\t\t\t\t\tself.executeNextCommand();\n\t\t\t\t\t\t}\n\t\t\t\t\t});\n\t\t\t\t\terr = c.execute();\n\t\t\t\t\tif(err) {\n\t\t\t\t\t\tthis.callback(err);\n\t\t\t\t\t}\n\t\t\t\t}\n\t\t\t}\n\t\t}\n\t}\n};\n\nCommander.initCommands = function(moduleType) {\n\tmoduleType = moduleType || \"command\";\n\t$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",
"title": "$:/core/modules/commander.js",
"type": "application/javascript",
"module-type": "global"
},
"$:/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 = $tw.boot.wikiInfo.build;\n\tif(!buildTargets) {\n\t\treturn \"No build targets defined\";\n\t}\n\t// Loop through each of the specified targets\n\tvar targets;\n\tif(this.params.length > 0) {\n\t\ttargets = this.params;\n\t} else {\n\t\ttargets = Object.keys(buildTargets);\n\t}\n\tfor(var targetIndex=0; targetIndex<targets.length; targetIndex++) {\n\t\tvar target = targets[targetIndex],\n\t\t\tcommands = buildTargets[target];\n\t\tif(!commands) {\n\t\t\treturn \"Build target '\" + target + \"' not found\";\n\t\t}\n\t\t// Add the commands to the queue\n\t\tthis.commander.addCommandTokens(commands);\n\t}\n\treturn null;\n};\n\nexports.Command = Command;\n\n})();\n",
"title": "$:/core/modules/commands/build.js",
"type": "application/javascript",
"module-type": "command"
},
"$:/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",
"title": "$:/core/modules/commands/clearpassword.js",
"type": "application/javascript",
"module-type": "command"
},
"$:/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",
"title": "$:/core/modules/commands/editions.js",
"type": "application/javascript",
"module-type": "command"
},
"$:/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",
"title": "$:/core/modules/commands/help.js",
"type": "application/javascript",
"module-type": "command"
},
"$:/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",
"title": "$:/core/modules/commands/init.js",
"type": "application/javascript",
"module-type": "command"
},
"$:/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\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nexports.info = {\n\tname: \"load\",\n\tsynchronous: false\n};\n\nvar Command = function(params,commander,callback) {\n\tthis.params = params;\n\tthis.commander = commander;\n\tthis.callback = callback;\n};\n\nCommand.prototype.execute = function() {\n\tvar self = this,\n\t\tfs = require(\"fs\"),\n\t\tpath = require(\"path\");\n\tif(this.params.length < 1) {\n\t\treturn \"Missing filename\";\n\t}\n\tvar ext = path.extname(self.params[0]);\n\tfs.readFile(this.params[0],$tw.utils.getTypeEncoding(ext),function(err,data) {\n\t\tif (err) {\n\t\t\tself.callback(err);\n\t\t} else {\n\t\t\tvar fields = {title: self.params[0]},\n\t\t\t\ttype = path.extname(self.params[0]);\n\t\t\tvar tiddlers = self.commander.wiki.deserializeTiddlers(type,data,fields);\n\t\t\tif(!tiddlers) {\n\t\t\t\tself.callback(\"No tiddlers found in file \\\"\" + self.params[0] + \"\\\"\");\n\t\t\t} else {\n\t\t\t\tfor(var t=0; t<tiddlers.length; t++) {\n\t\t\t\t\tself.commander.wiki.importTiddler(new $tw.Tiddler(tiddlers[t]));\n\t\t\t\t}\n\t\t\t\tself.callback(null);\t\n\t\t\t}\n\t\t}\n\t});\n\treturn null;\n};\n\nexports.Command = Command;\n\n})();\n",
"title": "$:/core/modules/commands/load.js",
"type": "application/javascript",
"module-type": "command"
},
"$:/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\tcollectPublisherPlugins(path.resolve($tw.boot.corePath,$tw.config.pluginsPath));\n\tcollectPublisherPlugins(path.resolve($tw.boot.corePath,$tw.config.themesPath));\n\tcollectPlugins(path.resolve($tw.boot.corePath,$tw.config.languagesPath));\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},null,$tw.config.preferences.jsonSpaces)\n\t};\n\twiki.addTiddler(new $tw.Tiddler(pluginFields));\n\treturn null;\n};\n\nexports.Command = Command;\n\n})();\n",
"title": "$:/core/modules/commands/makelibrary.js",
"type": "application/javascript",
"module-type": "command"
},
"$:/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 $tw: false */\n\"use strict\";\n\nexports.info = {\n\tname: \"output\",\n\tsynchronous: true\n};\n\nvar Command = function(params,commander,callback) {\n\tthis.params = params;\n\tthis.commander = commander;\n\tthis.callback = callback;\n};\n\nCommand.prototype.execute = function() {\n\tvar fs = require(\"fs\"),\n\t\tpath = require(\"path\");\n\tif(this.params.length < 1) {\n\t\treturn \"Missing output path\";\n\t}\n\tthis.commander.outputPath = path.resolve(process.cwd(),this.params[0]);\n\treturn null;\n};\n\nexports.Command = Command;\n\n})();\n",
"title": "$:/core/modules/commands/output.js",
"type": "application/javascript",
"module-type": "command"
},
"$:/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",
"title": "$:/core/modules/commands/password.js",
"type": "application/javascript",
"module-type": "command"
},
"$:/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 $tw: false */\n\"use strict\";\n\nexports.info = {\n\tname: \"rendertiddler\",\n\tsynchronous: false\n};\n\nvar Command = function(params,commander,callback) {\n\tthis.params = params;\n\tthis.commander = commander;\n\tthis.callback = callback;\n};\n\nCommand.prototype.execute = function() {\n\tif(this.params.length < 2) {\n\t\treturn \"Missing filename\";\n\t}\n\tvar self = this,\n\t\tfs = require(\"fs\"),\n\t\tpath = require(\"path\"),\n\t\ttitle = this.params[0],\n\t\tfilename = path.resolve(this.commander.outputPath,this.params[1]),\n\t\ttype = this.params[2] || \"text/html\",\n\t\ttemplate = this.params[3],\n\t\tvariables = {};\n\t$tw.utils.createFileDirectories(filename);\n\tif(template) {\n\t\tvariables.currentTiddler = title;\n\t\ttitle = template;\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",
"title": "$:/core/modules/commands/rendertiddler.js",
"type": "application/javascript",
"module-type": "command"
},
"$:/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",
"title": "$:/core/modules/commands/rendertiddlers.js",
"type": "application/javascript",
"module-type": "command"
},
"$:/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,null,$tw.config.preferences.jsonSpaces),\"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\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,{text: undefined, readme: readmeContent, icon: iconContent}));\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",
"title": "$:/core/modules/commands/savelibrarytiddlers.js",
"type": "application/javascript",
"module-type": "command"
},
"$:/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",
"title": "$:/core/modules/commands/savetiddler.js",
"type": "application/javascript",
"module-type": "command"
},
"$:/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 = $tw.config.contentTypeInfo[type] || {encoding: \"utf8\"},\n\t\t\tfilename = path.resolve(pathname,encodeURIComponent(title));\n\t\tfs.writeFileSync(filename,tiddler.fields.text,contentTypeInfo.encoding);\n\t});\n\treturn null;\n};\n\nexports.Command = Command;\n\n})();\n",
"title": "$:/core/modules/commands/savetiddlers.js",
"type": "application/javascript",
"module-type": "command"
},
"$:/core/modules/commands/server.js": {
"text": "/*\\\ntitle: $:/core/modules/commands/server.js\ntype: application/javascript\nmodule-type: command\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\thttp = require(\"http\");\n}\n\nexports.info = {\n\tname: \"server\",\n\tsynchronous: true\n};\n\n/*\nA simple HTTP server with regexp-based routes\n*/\nfunction SimpleServer(options) {\n\tthis.routes = options.routes || [];\n\tthis.wiki = options.wiki;\n\tthis.variables = options.variables || {};\n}\n\nSimpleServer.prototype.set = function(obj) {\n\tvar self = this;\n\t$tw.utils.each(obj,function(value,name) {\n\t\tself.variables[name] = value;\n\t});\n};\n\nSimpleServer.prototype.get = function(name) {\n\treturn this.variables[name];\n};\n\nSimpleServer.prototype.addRoute = function(route) {\n\tthis.routes.push(route);\n};\n\nSimpleServer.prototype.findMatchingRoute = function(request,state) {\n\tvar pathprefix = this.get(\"pathprefix\") || \"\";\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\nSimpleServer.prototype.checkCredentials = function(request,incomingUsername,incomingPassword) {\n\tvar header = request.headers.authorization || \"\",\n\t\ttoken = header.split(/\\s+/).pop() || \"\",\n\t\tauth = $tw.utils.base64Decode(token),\n\t\tparts = auth.split(/:/),\n\t\tusername = parts[0],\n\t\tpassword = parts[1];\n\tif(incomingUsername === username && incomingPassword === password) {\n\t\treturn \"ALLOWED\";\n\t} else {\n\t\treturn \"DENIED\";\n\t}\n};\n\nSimpleServer.prototype.listen = function(port,host) {\n\tvar self = this;\n\thttp.createServer(function(request,response) {\n\t\t// Compose the state object\n\t\tvar state = {};\n\t\tstate.wiki = self.wiki;\n\t\tstate.server = self;\n\t\tstate.urlInfo = url.parse(request.url);\n\t\t// Find the route that matches this path\n\t\tvar route = self.findMatchingRoute(request,state);\n\t\t// Check for the username and password if we've got one\n\t\tvar username = self.get(\"username\"),\n\t\t\tpassword = self.get(\"password\");\n\t\tif(username && password) {\n\t\t\t// Check they match\n\t\t\tif(self.checkCredentials(request,username,password) !== \"ALLOWED\") {\n\t\t\t\tvar servername = state.wiki.getTiddlerText(\"$:/SiteTitle\") || \"TiddlyWiki5\";\n\t\t\t\tresponse.writeHead(401,\"Authentication required\",{\n\t\t\t\t\t\"WWW-Authenticate\": 'Basic realm=\"Please provide your username and password to login to ' + servername + '\"'\n\t\t\t\t});\n\t\t\t\tresponse.end();\n\t\t\t\treturn;\n\t\t\t}\n\t\t}\n\t\t// Return a 404 if we didn't find a route\n\t\tif(!route) {\n\t\t\tresponse.writeHead(404);\n\t\t\tresponse.end();\n\t\t\treturn;\n\t\t}\n\t\t// Set the encoding for the incoming request\n\t\t// TODO: Presumably this would need tweaking if we supported PUTting binary tiddlers\n\t\trequest.setEncoding(\"utf8\");\n\t\t// Dispatch the appropriate method\n\t\tswitch(request.method) {\n\t\t\tcase \"GET\": // Intentional fall-through\n\t\t\tcase \"DELETE\":\n\t\t\t\troute.handler(request,response,state);\n\t\t\t\tbreak;\n\t\t\tcase \"PUT\":\n\t\t\t\tvar data = \"\";\n\t\t\t\trequest.on(\"data\",function(chunk) {\n\t\t\t\t\tdata += chunk.toString();\n\t\t\t\t});\n\t\t\t\trequest.on(\"end\",function() {\n\t\t\t\t\tstate.data = data;\n\t\t\t\t\troute.handler(request,response,state);\n\t\t\t\t});\n\t\t\t\tbreak;\n\t\t}\n\t}).listen(port,host);\n};\n\nvar Command = function(params,commander,callback) {\n\tthis.params = params;\n\tthis.commander = commander;\n\tthis.callback = callback;\n\t// Set up server\n\tthis.server = new SimpleServer({\n\t\twiki: this.commander.wiki\n\t});\n\t// Add route handlers\n\tthis.server.addRoute({\n\t\tmethod: \"PUT\",\n\t\tpath: /^\\/recipes\\/default\\/tiddlers\\/(.+)$/,\n\t\thandler: function(request,response,state) {\n\t\t\tvar title = decodeURIComponent(state.params[0]),\n\t\t\t\tfields = JSON.parse(state.data);\n\t\t\t// Pull up any subfields in the `fields` object\n\t\t\tif(fields.fields) {\n\t\t\t\t$tw.utils.each(fields.fields,function(field,name) {\n\t\t\t\t\tfields[name] = field;\n\t\t\t\t});\n\t\t\t\tdelete fields.fields;\n\t\t\t}\n\t\t\t// Remove any revision field\n\t\t\tif(fields.revision) {\n\t\t\t\tdelete fields.revision;\n\t\t\t}\n\t\t\tstate.wiki.addTiddler(new $tw.Tiddler(state.wiki.getCreationFields(),fields,{title: title},state.wiki.getModificationFields()));\n\t\t\tvar changeCount = state.wiki.getChangeCount(title).toString();\n\t\t\tresponse.writeHead(204, \"OK\",{\n\t\t\t\tEtag: \"\\\"default/\" + encodeURIComponent(title) + \"/\" + changeCount + \":\\\"\",\n\t\t\t\t\"Content-Type\": \"text/plain\"\n\t\t\t});\n\t\t\tresponse.end();\n\t\t}\n\t});\n\tthis.server.addRoute({\n\t\tmethod: \"DELETE\",\n\t\tpath: /^\\/bags\\/default\\/tiddlers\\/(.+)$/,\n\t\thandler: function(request,response,state) {\n\t\t\tvar title = decodeURIComponent(state.params[0]);\n\t\t\tstate.wiki.deleteTiddler(title);\n\t\t\tresponse.writeHead(204, \"OK\", {\n\t\t\t\t\"Content-Type\": \"text/plain\"\n\t\t\t});\n\t\t\tresponse.end();\n\t\t}\n\t});\n\tthis.server.addRoute({\n\t\tmethod: \"GET\",\n\t\tpath: /^\\/$/,\n\t\thandler: function(request,response,state) {\n\t\t\tresponse.writeHead(200, {\"Content-Type\": state.server.get(\"serveType\")});\n\t\t\tvar text = state.wiki.renderTiddler(state.server.get(\"renderType\"),state.server.get(\"rootTiddler\"));\n\t\t\tresponse.end(text,\"utf8\");\n\t\t}\n\t});\n\tthis.server.addRoute({\n\t\tmethod: \"GET\",\n\t\tpath: /^\\/status$/,\n\t\thandler: function(request,response,state) {\n\t\t\tresponse.writeHead(200, {\"Content-Type\": \"application/json\"});\n\t\t\tvar text = JSON.stringify({\n\t\t\t\tusername: state.server.get(\"username\"),\n\t\t\t\tspace: {\n\t\t\t\t\trecipe: \"default\"\n\t\t\t\t},\n\t\t\t\ttiddlywiki_version: $tw.version\n\t\t\t});\n\t\t\tresponse.end(text,\"utf8\");\n\t\t}\n\t});\n\tthis.server.addRoute({\n\t\tmethod: \"GET\",\n\t\tpath: /^\\/favicon.ico$/,\n\t\thandler: function(request,response,state) {\n\t\t\tresponse.writeHead(200, {\"Content-Type\": \"image/x-icon\"});\n\t\t\tvar buffer = state.wiki.getTiddlerText(\"$:/favicon.ico\",\"\");\n\t\t\tresponse.end(buffer,\"base64\");\n\t\t}\n\t});\n\tthis.server.addRoute({\n\t\tmethod: \"GET\",\n\t\tpath: /^\\/recipes\\/default\\/tiddlers.json$/,\n\t\thandler: function(request,response,state) {\n\t\t\tresponse.writeHead(200, {\"Content-Type\": \"application/json\"});\n\t\t\tvar tiddlers = [];\n\t\t\tstate.wiki.forEachTiddler({sortField: \"title\"},function(title,tiddler) {\n\t\t\t\tvar tiddlerFields = {};\n\t\t\t\t$tw.utils.each(tiddler.fields,function(field,name) {\n\t\t\t\t\tif(name !== \"text\") {\n\t\t\t\t\t\ttiddlerFields[name] = tiddler.getFieldString(name);\n\t\t\t\t\t}\n\t\t\t\t});\n\t\t\t\ttiddlerFields.revision = state.wiki.getChangeCount(title);\n\t\t\t\ttiddlerFields.type = tiddlerFields.type || \"text/vnd.tiddlywiki\";\n\t\t\t\ttiddlers.push(tiddlerFields);\n\t\t\t});\n\t\t\tvar text = JSON.stringify(tiddlers);\n\t\t\tresponse.end(text,\"utf8\");\n\t\t}\n\t});\n\tthis.server.addRoute({\n\t\tmethod: \"GET\",\n\t\tpath: /^\\/recipes\\/default\\/tiddlers\\/(.+)$/,\n\t\thandler: function(request,response,state) {\n\t\t\tvar title = decodeURIComponent(state.params[0]),\n\t\t\t\ttiddler = state.wiki.getTiddler(title),\n\t\t\t\ttiddlerFields = {},\n\t\t\t\tknownFields = [\n\t\t\t\t\t\"bag\", \"created\", \"creator\", \"modified\", \"modifier\", \"permissions\", \"recipe\", \"revision\", \"tags\", \"text\", \"title\", \"type\", \"uri\"\n\t\t\t\t];\n\t\t\tif(tiddler) {\n\t\t\t\t$tw.utils.each(tiddler.fields,function(field,name) {\n\t\t\t\t\tvar value = tiddler.getFieldString(name);\n\t\t\t\t\tif(knownFields.indexOf(name) !== -1) {\n\t\t\t\t\t\ttiddlerFields[name] = value;\n\t\t\t\t\t} else {\n\t\t\t\t\t\ttiddlerFields.fields = tiddlerFields.fields || {};\n\t\t\t\t\t\ttiddlerFields.fields[name] = value;\n\t\t\t\t\t}\n\t\t\t\t});\n\t\t\t\ttiddlerFields.revision = state.wiki.getChangeCount(title);\n\t\t\t\ttiddlerFields.type = tiddlerFields.type || \"text/vnd.tiddlywiki\";\n\t\t\t\tresponse.writeHead(200, {\"Content-Type\": \"application/json\"});\n\t\t\t\tresponse.end(JSON.stringify(tiddlerFields),\"utf8\");\n\t\t\t} else {\n\t\t\t\tresponse.writeHead(404);\n\t\t\t\tresponse.end();\n\t\t\t}\n\t\t}\n\t});\n};\n\nCommand.prototype.execute = function() {\n\tif(!$tw.boot.wikiTiddlersPath) {\n\t\t$tw.utils.warning(\"Warning: Wiki folder '\" + $tw.boot.wikiPath + \"' does not exist or is missing a tiddlywiki.info file\");\n\t}\n\tvar port = this.params[0] || \"8080\",\n\t\trootTiddler = this.params[1] || \"$:/core/save/all\",\n\t\trenderType = this.params[2] || \"text/plain\",\n\t\tserveType = this.params[3] || \"text/html\",\n\t\tusername = this.params[4],\n\t\tpassword = this.params[5],\n\t\thost = this.params[6] || \"127.0.0.1\",\n\t\tpathprefix = this.params[7];\n\tthis.server.set({\n\t\trootTiddler: rootTiddler,\n\t\trenderType: renderType,\n\t\tserveType: serveType,\n\t\tusername: username,\n\t\tpassword: password,\n\t\tpathprefix: pathprefix\n\t});\n\tthis.server.listen(port,host);\n\tconsole.log(\"Serving on \" + host + \":\" + port);\n\tconsole.log(\"(press ctrl-C to exit)\");\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$tw.utils.warning(\"Warning: Plugins required for client-server operation (\\\"tiddlywiki/filesystem\\\" and \\\"tiddlywiki/tiddlyweb\\\") are missing from tiddlywiki.info file\");\n\t}\n\treturn null;\n};\n\nexports.Command = Command;\n\n})();\n",
"title": "$:/core/modules/commands/server.js",
"type": "application/javascript",
"module-type": "command"
},
"$:/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 $tw.Tiddler(tiddler,newFields));\n\t});\n\treturn null;\n};\n\nexports.Command = Command;\n\n})();\n",
"title": "$:/core/modules/commands/setfield.js",
"type": "application/javascript",
"module-type": "command"
},
"$:/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 $tw.Tiddler(tiddler));\n\t});\n\treturn null;\n};\n\nexports.Command = Command;\n\n})();\n",
"title": "$:/core/modules/commands/unpackplugin.js",
"type": "application/javascript",
"module-type": "command"
},
"$:/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 \" + $tw.boot.logMessages.join(\"\\n \") + \"\\n\");\n\treturn null; // No error\n};\n\nexports.Command = Command;\n\n})();\n",
"title": "$:/core/modules/commands/verbose.js",
"type": "application/javascript",
"module-type": "command"
},
"$:/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",
"title": "$:/core/modules/commands/version.js",
"type": "application/javascript",
"module-type": "command"
},
"$:/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",
"title": "$:/core/modules/config.js",
"type": "application/javascript",
"module-type": "config"
},
"$:/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*$/gi;\n\t\t}\n\t\tvar endMatch = endRegExp.exec(text);\n\t\tif(endMatch) {\n\t\t\t// Extract the text\n\t\t\tresult.text = text.substring(match.index + match[0].length,endMatch.index);\n\t\t\t// Process the attributes\n\t\t\tvar attrRegExp = /\\s*([^=\\s]+)\\s*=\\s*(?:\"([^\"]*)\"|'([^']*)')/gi,\n\t\t\t\tattrMatch;\n\t\t\tdo {\n\t\t\t\tattrMatch = attrRegExp.exec(match[1]);\n\t\t\t\tif(attrMatch) {\n\t\t\t\t\tvar name = attrMatch[1];\n\t\t\t\t\tvar value = attrMatch[2] !== undefined ? attrMatch[2] : attrMatch[3];\n\t\t\t\t\tresult[name] = value;\n\t\t\t\t}\n\t\t\t} while(attrMatch);\n\t\t\treturn result;\n\t\t}\n\t}\n\treturn undefined;\n};\n\nexports[\"application/x-tiddler-html-div\"] = function(text,fields) {\n\treturn [parseTiddlerDiv(text,fields)];\n};\n\nexports[\"application/json\"] = function(text,fields) {\n\tvar incoming = JSON.parse(text),\n\t\tresults = [];\n\tif($tw.utils.isArray(incoming)) {\n\t\tfor(var t=0; t<incoming.length; t++) {\n\t\t\tvar incomingFields = incoming[t],\n\t\t\t\tfields = {};\n\t\t\tfor(var f in incomingFields) {\n\t\t\t\tif(typeof incomingFields[f] === \"string\") {\n\t\t\t\t\tfields[f] = incomingFields[f];\n\t\t\t\t}\n\t\t\t}\n\t\t\tresults.push(fields);\n\t\t}\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] = $tw.utils.htmlDecode(value);\n\t\t\t}\n\t\t});\n\t\tif(tiddlerFields.text !== null) {\n\t\t\tresults.push(tiddlerFields);\n\t\t}\n\t\tstartPos = endPos;\n\t\tmatch = endOfDivRegExp.exec(text);\n\t}\n\treturn results;\n}\n\n})();\n",
"title": "$:/core/modules/deserializers.js",
"type": "application/javascript",
"module-type": "tiddlerdeserializer"
},
"$:/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.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($tw.config.htmlUnsafeElements.indexOf(tag) !== -1) {\n\t\ttag = \"input\";\n\t}\n\tthis.domNode = this.iframeDoc.createElement(tag);\n\t// Set the text\n\tif(this.widget.editTag === \"textarea\") {\n\t\tthis.domNode.appendChild(this.iframeDoc.createTextNode(this.value));\n\t} else {\n\t\tthis.domNode.value = this.value;\n\t}\n\t// Set the attributes\n\tif(this.widget.editType) {\n\t\tthis.domNode.setAttribute(\"type\",this.widget.editType);\n\t}\n\tif(this.widget.editPlaceholder) {\n\t\tthis.domNode.setAttribute(\"placeholder\",this.widget.editPlaceholder);\n\t}\n\tif(this.widget.editSize) {\n\t\tthis.domNode.setAttribute(\"size\",this.widget.editSize);\n\t}\n\tif(this.widget.editRows) {\n\t\tthis.domNode.setAttribute(\"rows\",this.widget.editRows);\n\t}\n\t// Copy the styles from the dummy textarea\n\tthis.copyStyles();\n\t// Add event listeners\n\t$tw.utils.addEventListeners(this.domNode,[\n\t\t{name: \"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\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 = $tw.utils.resizeTextAreaToFit(this.domNode,this.widget.editMinHeight);\n\t\t\t\tthis.iframeNode.style.height = (newHeight + 14) + \"px\"; // +14 for the border on the textarea\n\t\t\t}\n\t\t} else {\n\t\t\tvar fixedHeight = parseInt(this.widget.wiki.getTiddlerText(HEIGHT_VALUE_TITLE,\"400px\"),10);\n\t\t\tfixedHeight = Math.max(fixedHeight,20);\n\t\t\tthis.domNode.style.height = fixedHeight + \"px\";\n\t\t\tthis.iframeNode.style.height = (fixedHeight + 14) + \"px\";\n\t\t}\n\t}\n};\n\n/*\nFocus the engine node\n*/\nFramedEngine.prototype.focus = function() {\n\tif(this.domNode.focus && this.domNode.select) {\n\t\tthis.domNode.focus();\n\t\tthis.domNode.select();\n\t}\n};\n\n/*\nHandle a dom \"input\" event which occurs when the text has changed\n*/\nFramedEngine.prototype.handleInputEvent = function(event) {\n\tthis.widget.saveChanges(this.getText());\n\tthis.fixHeight();\n\treturn true;\n};\n\n/*\nCreate a blank structure representing a text operation\n*/\nFramedEngine.prototype.createTextOperation = function() {\n\tvar operation = {\n\t\ttext: this.domNode.value,\n\t\tselStart: this.domNode.selectionStart,\n\t\tselEnd: this.domNode.selectionEnd,\n\t\tcutStart: null,\n\t\tcutEnd: null,\n\t\treplacement: null,\n\t\tnewSelStart: null,\n\t\tnewSelEnd: null\n\t};\n\toperation.selection = operation.text.substring(operation.selStart,operation.selEnd);\n\treturn operation;\n};\n\n/*\nExecute a text operation\n*/\nFramedEngine.prototype.executeTextOperation = function(operation) {\n\t// Perform the required changes to the text area and the underlying tiddler\n\tvar newText = operation.text;\n\tif(operation.replacement !== null) {\n\t\tnewText = operation.text.substring(0,operation.cutStart) + operation.replacement + operation.text.substring(operation.cutEnd);\n\t\t// Attempt to use a execCommand to modify the value of the control\n\t\tif(this.iframeDoc.queryCommandSupported(\"insertText\") && this.iframeDoc.queryCommandSupported(\"delete\") && !$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",
"title": "$:/core/modules/editor/engines/framed.js",
"type": "application/javascript",
"module-type": "library"
},
"$:/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($tw.config.htmlUnsafeElements.indexOf(tag) !== -1) {\n\t\ttag = \"input\";\n\t}\n\tthis.domNode = this.widget.document.createElement(tag);\n\t// Set the text\n\tif(this.widget.editTag === \"textarea\") {\n\t\tthis.domNode.appendChild(this.widget.document.createTextNode(this.value));\n\t} else {\n\t\tthis.domNode.value = this.value;\n\t}\n\t// Set the attributes\n\tif(this.widget.editType) {\n\t\tthis.domNode.setAttribute(\"type\",this.widget.editType);\n\t}\n\tif(this.widget.editPlaceholder) {\n\t\tthis.domNode.setAttribute(\"placeholder\",this.widget.editPlaceholder);\n\t}\n\tif(this.widget.editSize) {\n\t\tthis.domNode.setAttribute(\"size\",this.widget.editSize);\n\t}\n\tif(this.widget.editRows) {\n\t\tthis.domNode.setAttribute(\"rows\",this.widget.editRows);\n\t}\n\tif(this.widget.editClass) {\n\t\tthis.domNode.className = this.widget.editClass;\n\t}\n\t// Add an input event handler\n\t$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) {\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",
"title": "$:/core/modules/editor/engines/simple.js",
"type": "application/javascript",
"module-type": "library"
},
"$:/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\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);\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);\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 || 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);\t\t\t\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;\t\t\t\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",
"title": "$:/core/modules/editor/factory.js",
"type": "application/javascript",
"module-type": "library"
},
"$:/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 $tw: false */\n\"use strict\";\n\nexports[\"clear\"] = function(event) {\n\tvar ctx = this.canvasDomNode.getContext(\"2d\");\n\tctx.globalAlpha = 1;\n\tctx.fillStyle = event.paramObject.colour || \"white\";\n\tctx.fillRect(0,0,this.canvasDomNode.width,this.canvasDomNode.height);\n\t// Save changes\n\tthis.strokeEnd();\n};\n\n})();\n",
"title": "$:/core/modules/editor/operations/bitmap/clear.js",
"type": "application/javascript",
"module-type": "bitmapeditoroperation"
},
"$:/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 $tw: false */\n\"use strict\";\n\nexports[\"resize\"] = function(event) {\n\t// Get the new width\n\tvar newWidth = parseInt(event.paramObject.width || this.canvasDomNode.width,10),\n\t\tnewHeight = parseInt(event.paramObject.height || this.canvasDomNode.height,10);\n\t// Update if necessary\n\tif(newWidth > 0 && newHeight > 0 && !(newWidth === this.currCanvas.width && newHeight === this.currCanvas.height)) {\n\t\tthis.changeCanvasSize(newWidth,newHeight);\n\t}\n\t// Update the input controls\n\tthis.refreshToolbar();\n\t// Save the image into the tiddler\n\tthis.saveChanges();\n};\n\n})();\n",
"title": "$:/core/modules/editor/operations/bitmap/resize.js",
"type": "application/javascript",
"module-type": "bitmapeditoroperation"
},
"$:/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 $tw.Tiddler(\n\t\tthis.wiki.getCreationFields(),\n\t\tthis.wiki.getModificationFields(),\n\t\t{\n\t\t\ttitle: excisionTitle,\n\t\t\ttext: operation.selection,\n\t\t\ttags: event.paramObject.tagnew === \"yes\" ? [editTiddlerTitle] : []\n\t\t}\n\t));\n\toperation.replacement = excisionTitle;\n\tswitch(event.paramObject.type || \"transclude\") {\n\t\tcase \"transclude\":\n\t\t\toperation.replacement = \"{{\" + operation.replacement+ \"}}\";\n\t\t\tbreak;\n\t\tcase \"link\":\n\t\t\toperation.replacement = \"[[\" + operation.replacement+ \"]]\";\n\t\t\tbreak;\n\t\tcase \"macro\":\n\t\t\toperation.replacement = \"<<\" + (event.paramObject.macro || \"translink\") + \" \\\"\\\"\\\"\" + operation.replacement + \"\\\"\\\"\\\">>\";\n\t\t\tbreak;\n\t}\n\toperation.cutStart = operation.selStart;\n\toperation.cutEnd = operation.selEnd;\n\toperation.newSelStart = operation.selStart;\n\toperation.newSelEnd = operation.selStart + operation.replacement.length;\n};\n\n})();\n",
"title": "$:/core/modules/editor/operations/text/excise.js",
"type": "application/javascript",
"module-type": "texteditoroperation"
},
"$:/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 $tw: false */\n\"use strict\";\n\nexports[\"make-link\"] = function(event,operation) {\n\tif(operation.selection) {\n\t\toperation.replacement = \"[[\" + operation.selection + \"|\" + event.paramObject.text + \"]]\";\n\t\toperation.cutStart = operation.selStart;\n\t\toperation.cutEnd = operation.selEnd;\n\t} else {\n\t\toperation.replacement = \"[[\" + event.paramObject.text + \"]]\";\n\t\toperation.cutStart = operation.selStart;\n\t\toperation.cutEnd = operation.selEnd;\n\t}\n\toperation.newSelStart = operation.selStart + operation.replacement.length;\n\toperation.newSelEnd = operation.newSelStart;\n};\n\n})();\n",
"title": "$:/core/modules/editor/operations/text/make-link.js",
"type": "application/javascript",
"module-type": "texteditoroperation"
},
"$:/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\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 = $tw.utils.repeat(event.paramObject.character,event.paramObject.count);\n\t// Process each line\n\tvar lines = operation.text.substring(operation.cutStart,operation.cutEnd).split(/\\r?\\n/mg);\n\t$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 !== event.paramObject.count) {\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",
"title": "$:/core/modules/editor/operations/text/prefix-lines.js",
"type": "application/javascript",
"module-type": "texteditoroperation"
},
"$:/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 $tw: false */\n\"use strict\";\n\nexports[\"replace-all\"] = function(event,operation) {\n\toperation.cutStart = 0;\n\toperation.cutEnd = operation.text.length;\n\toperation.replacement = event.paramObject.text;\n\toperation.newSelStart = 0;\n\toperation.newSelEnd = operation.replacement.length;\n};\n\n})();\n",
"title": "$:/core/modules/editor/operations/text/replace-all.js",
"type": "application/javascript",
"module-type": "texteditoroperation"
},
"$:/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 $tw: false */\n\"use strict\";\n\nexports[\"replace-selection\"] = function(event,operation) {\n\toperation.replacement = event.paramObject.text;\n\toperation.cutStart = operation.selStart;\n\toperation.cutEnd = operation.selEnd;\n\toperation.newSelStart = operation.selStart;\n\toperation.newSelEnd = operation.selStart + operation.replacement.length;\n};\n\n})();\n",
"title": "$:/core/modules/editor/operations/text/replace-selection.js",
"type": "application/javascript",
"module-type": "texteditoroperation"
},
"$:/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 = $tw.utils.findFollowingLineBreak(operation.text,operation.selEnd);\n\t// Add the prefix and suffix\n\toperation.replacement = event.paramObject.prefix + \"\\n\" +\n\t\t\t\toperation.text.substring(operation.cutStart,operation.cutEnd) + \"\\n\" +\n\t\t\t\tevent.paramObject.suffix + \"\\n\";\n\toperation.newSelStart = operation.cutStart + event.paramObject.prefix.length + 1;\n\toperation.newSelEnd = operation.newSelStart + (operation.cutEnd - operation.cutStart);\n};\n\n})();\n",
"title": "$:/core/modules/editor/operations/text/wrap-lines.js",
"type": "application/javascript",
"module-type": "texteditoroperation"
},
"$:/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 unless they comprise the entire text\n\t\t\tif(operation.selStart > event.paramObject.prefix.length || (operation.selEnd + event.paramObject.suffix.length) < operation.text.length ) {\n\t\t\t\toperation.cutStart = operation.selStart - event.paramObject.prefix.length;\n\t\t\t\toperation.cutEnd = operation.selEnd + event.paramObject.suffix.length;\n\t\t\t\toperation.replacement = \"\";\n\t\t\t\toperation.newSelStart = operation.cutStart;\n\t\t\t\toperation.newSelEnd = operation.newSelStart;\n\t\t\t}\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",
"title": "$:/core/modules/editor/operations/text/wrap-selection.js",
"type": "application/javascript",
"module-type": "texteditoroperation"
},
"$:/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 $tw: false */\n\"use strict\";\n\n/*\nExport our filter function\n*/\nexports.addprefix = function(source,operator,options) {\n\tvar results = [];\n\tsource(function(tiddler,title) {\n\t\tresults.push(operator.operand + title);\n\t});\n\treturn results;\n};\n\n})();\n",
"title": "$:/core/modules/filters/addprefix.js",
"type": "application/javascript",
"module-type": "filteroperator"
},
"$:/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 $tw: false */\n\"use strict\";\n\n/*\nExport our filter function\n*/\nexports.addsuffix = function(source,operator,options) {\n\tvar results = [];\n\tsource(function(tiddler,title) {\n\t\tresults.push(title + operator.operand);\n\t});\n\treturn results;\n};\n\n})();\n",
"title": "$:/core/modules/filters/addsuffix.js",
"type": "application/javascript",
"module-type": "filteroperator"
},
"$:/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 $tw: false */\n\"use strict\";\n\n/*\nExport our filter function\n*/\nexports.after = function(source,operator,options) {\n\tvar results = [];\n\tsource(function(tiddler,title) {\n\t\tresults.push(title);\n\t});\n\tvar index = results.indexOf(operator.operand);\n\tif(index === -1 || index > (results.length - 2)) {\n\t\treturn [];\n\t} else {\n\t\treturn [results[index + 1]];\n\t}\n};\n\n})();\n",
"title": "$:/core/modules/filters/after.js",
"type": "application/javascript",
"module-type": "filteroperator"
},
"$:/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 $tw: false */\n\"use strict\";\n\n/*\nExport our filter function\n*/\nexports.current = function(source,prefix,options) {\n\tvar currTiddlerTitle = options.widget && options.widget.getVariable(\"currentTiddler\");\n\tif(currTiddlerTitle) {\n\t\treturn [currTiddlerTitle];\n\t} else {\n\t\treturn [];\n\t}\n};\n\n})();\n",
"title": "$:/core/modules/filters/all/current.js",
"type": "application/javascript",
"module-type": "allfilteroperator"
},
"$:/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 $tw: false */\n\"use strict\";\n\n/*\nExport our filter function\n*/\nexports.missing = function(source,prefix,options) {\n\treturn options.wiki.getMissingTitles();\n};\n\n})();\n",
"title": "$:/core/modules/filters/all/missing.js",
"type": "application/javascript",
"module-type": "allfilteroperator"
},
"$:/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 $tw: false */\n\"use strict\";\n\n/*\nExport our filter function\n*/\nexports.orphans = function(source,prefix,options) {\n\treturn options.wiki.getOrphanTitles();\n};\n\n})();\n",
"title": "$:/core/modules/filters/all/orphans.js",
"type": "application/javascript",
"module-type": "allfilteroperator"
},
"$:/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 $tw: false */\n\"use strict\";\n\n/*\nExport our filter function\n*/\nexports.shadows = function(source,prefix,options) {\n\treturn options.wiki.allShadowTitles();\n};\n\n})();\n",
"title": "$:/core/modules/filters/all/shadows.js",
"type": "application/javascript",
"module-type": "allfilteroperator"
},
"$:/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 $tw: false */\n\"use strict\";\n\n/*\nExport our filter function\n*/\nexports.tiddlers = function(source,prefix,options) {\n\treturn options.wiki.allTitles();\n};\n\n})();\n",
"title": "$:/core/modules/filters/all/tiddlers.js",
"type": "application/javascript",
"module-type": "allfilteroperator"
},
"$:/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$tw.utils.pushTop(results,subop(source,operator.prefix,options));\n\t\t}\n\t}\n\treturn results;\n};\n\n})();\n",
"title": "$:/core/modules/filters/all.js",
"type": "application/javascript",
"module-type": "filteroperator"
},
"$:/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",
"title": "$:/core/modules/filters/backlinks.js",
"type": "application/javascript",
"module-type": "filteroperator"
},
"$:/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 $tw: false */\n\"use strict\";\n\n/*\nExport our filter function\n*/\nexports.before = function(source,operator,options) {\n\tvar results = [];\n\tsource(function(tiddler,title) {\n\t\tresults.push(title);\n\t});\n\tvar index = results.indexOf(operator.operand);\n\tif(index <= 0) {\n\t\treturn [];\n\t} else {\n\t\treturn [results[index - 1]];\n\t}\n};\n\n})();\n",
"title": "$:/core/modules/filters/before.js",
"type": "application/javascript",
"module-type": "filteroperator"
},
"$:/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($tw.commands,function(commandInfo,name) {\n\t\tresults.push(name);\n\t});\n\tresults.sort();\n\treturn results;\n};\n\n})();\n",
"title": "$:/core/modules/filters/commands.js",
"type": "application/javascript",
"module-type": "filteroperator"
},
"$:/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($tw.utils.parseDate(tiddler.fields[fieldName]))) {\n\t\t\t\t\tresults.push(title);\n\t\t\t\t}\n\t\t\t}\n\t\t});\n\t}\n\treturn results;\n};\n\n})();\n",
"title": "$:/core/modules/filters/days.js",
"type": "application/javascript",
"module-type": "filteroperator"
},
"$:/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 $tw: false */\n\"use strict\";\n\n/*\nExport our filter function\n*/\nexports.each = function(source,operator,options) {\n\tvar results =[] ,\n\t\tvalue,values = {},\n\t\tfield = operator.operand || \"title\";\n\tif(operator.suffix !== \"list-item\") {\n\t\tsource(function(tiddler,title) {\n\t\t\tif(tiddler) {\n\t\t\t\tvalue = (field === \"title\") ? title : tiddler.getFieldString(field);\n\t\t\t\tif(!$tw.utils.hop(values,value)) {\n\t\t\t\t\tvalues[value] = true;\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) {\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",
"title": "$:/core/modules/filters/each.js",
"type": "application/javascript",
"module-type": "filteroperator"
},
"$:/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",
"title": "$:/core/modules/filters/eachday.js",
"type": "application/javascript",
"module-type": "filteroperator"
},
"$:/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",
"title": "$:/core/modules/filters/editiondescription.js",
"type": "application/javascript",
"module-type": "filteroperator"
},
"$:/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",
"title": "$:/core/modules/filters/editions.js",
"type": "application/javascript",
"module-type": "filteroperator"
},
"$:/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 $tw: false */\n\"use strict\";\n\n/*\nExport our filter function\n*/\nexports.field = function(source,operator,options) {\n\tvar results = [],\n\t\tfieldname = (operator.suffix || operator.operator || \"title\").toLowerCase();\n\tif(operator.prefix === \"!\") {\n\t\tif(operator.regexp) {\n\t\t\tsource(function(tiddler,title) {\n\t\t\t\tif(tiddler) {\n\t\t\t\t\tvar text = tiddler.getFieldString(fieldname);\n\t\t\t\t\tif(text !== null && !operator.regexp.exec(text)) {\n\t\t\t\t\t\tresults.push(title);\n\t\t\t\t\t}\n\t\t\t\t} else {\n\t\t\t\t\tresults.push(title);\n\t\t\t\t}\n\t\t\t});\n\t\t} else {\n\t\t\tsource(function(tiddler,title) {\n\t\t\t\tif(tiddler) {\n\t\t\t\t\tvar text = tiddler.getFieldString(fieldname);\n\t\t\t\t\tif(text !== null && text !== operator.operand) {\n\t\t\t\t\t\tresults.push(title);\n\t\t\t\t\t}\n\t\t\t\t} else {\n\t\t\t\t\tresults.push(title);\n\t\t\t\t}\n\t\t\t});\n\t\t}\n\t} else {\n\t\tif(operator.regexp) {\n\t\t\tsource(function(tiddler,title) {\n\t\t\t\tif(tiddler) {\n\t\t\t\t\tvar text = tiddler.getFieldString(fieldname);\n\t\t\t\t\tif(text !== null && !!operator.regexp.exec(text)) {\n\t\t\t\t\t\tresults.push(title);\n\t\t\t\t\t}\n\t\t\t\t}\n\t\t\t});\n\t\t} else {\n\t\t\tsource(function(tiddler,title) {\n\t\t\t\tif(tiddler) {\n\t\t\t\t\tvar text = tiddler.getFieldString(fieldname);\n\t\t\t\t\tif(text !== null && text === operator.operand) {\n\t\t\t\t\t\tresults.push(title);\n\t\t\t\t\t}\n\t\t\t\t}\n\t\t\t});\n\t\t}\n\t}\n\treturn results;\n};\n\n})();\n",
"title": "$:/core/modules/filters/field.js",
"type": "application/javascript",
"module-type": "filteroperator"
},
"$:/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 $tw: false */\n\"use strict\";\n\n/*\nExport our filter function\n*/\nexports.fields = function(source,operator,options) {\n\tvar results = [];\n\tsource(function(tiddler,title) {\n\t\tif(tiddler) {\n\t\t\tfor(var fieldName in tiddler.fields) {\n\t\t\t\t$tw.utils.pushTop(results,fieldName);\n\t\t\t}\n\t\t}\n\t});\n\treturn results;\n};\n\n})();\n",
"title": "$:/core/modules/filters/fields.js",
"type": "application/javascript",
"module-type": "filteroperator"
},
"$:/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 $tw: false */\n\"use strict\";\n\n/*\nExport our filter function\n*/\nexports.get = function(source,operator,options) {\n\tvar results = [];\n\tsource(function(tiddler,title) {\n\t\tif(tiddler) {\n\t\t\tvar value = tiddler.getFieldString(operator.operand);\n\t\t\tif(value) {\n\t\t\t\tresults.push(value);\n\t\t\t}\n\t\t}\n\t});\n\treturn results;\n};\n\n})();\n",
"title": "$:/core/modules/filters/get.js",
"type": "application/javascript",
"module-type": "filteroperator"
},
"$:/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 $tw: false */\n\"use strict\";\n\n/*\nExport our filter function\n*/\nexports.getindex = function(source,operator,options) {\n\tvar data,title,results = [];\n\tif(operator.operand){\n\t\tsource(function(tiddler,title) {\n\t\t\ttitle = tiddler ? tiddler.fields.title : title;\n\t\t\tdata = options.wiki.extractTiddlerDataItem(tiddler,operator.operand);\n\t\t\tif(data) {\n\t\t\t\tresults.push(data);\n\t\t\t}\n\t\t});\n\t}\n\treturn results;\n};\n\n})();\n",
"title": "$:/core/modules/filters/getindex.js",
"type": "application/javascript",
"module-type": "filteroperator"
},
"$:/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\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n/*\nExport our filter function\n*/\nexports.has = function(source,operator,options) {\n\tvar results = [];\n\tif(operator.prefix === \"!\") {\n\t\tsource(function(tiddler,title) {\n\t\t\tif(!tiddler || (tiddler && (!$tw.utils.hop(tiddler.fields,operator.operand) || tiddler.fields[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(tiddler && $tw.utils.hop(tiddler.fields,operator.operand) && !(tiddler.fields[operator.operand] === \"\" || tiddler.fields[operator.operand].length === 0)) {\n\t\t\t\tresults.push(title);\n\t\t\t}\n\t\t});\n\t}\n\treturn results;\n};\n\n})();\n",
"title": "$:/core/modules/filters/has.js",
"type": "application/javascript",
"module-type": "filteroperator"
},
"$:/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 $tw: false */\n\"use strict\";\n\n/*\nExport our filter function\n*/\nexports.haschanged = function(source,operator,options) {\n\tvar results = [];\n\tif(operator.prefix === \"!\") {\n\t\tsource(function(tiddler,title) {\n\t\t\tif(options.wiki.getChangeCount(title) === 0) {\n\t\t\t\tresults.push(title);\n\t\t\t}\n\t\t});\n\t} else {\n\t\tsource(function(tiddler,title) {\n\t\t\tif(options.wiki.getChangeCount(title) > 0) {\n\t\t\t\tresults.push(title);\n\t\t\t}\n\t\t});\n\t}\n\treturn results;\n};\n\n})();\n",
"title": "$:/core/modules/filters/haschanged.js",
"type": "application/javascript",
"module-type": "filteroperator"
},
"$:/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",
"title": "$:/core/modules/filters/indexes.js",
"type": "application/javascript",
"module-type": "filteroperator"
},
"$:/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 $tw: false */\n\"use strict\";\n\n/*\nExport our filter function\n*/\nexports.current = function(source,prefix,options) {\n\tvar results = [],\n\t\tcurrTiddlerTitle = options.widget && options.widget.getVariable(\"currentTiddler\");\n\tif(prefix === \"!\") {\n\t\tsource(function(tiddler,title) {\n\t\t\tif(title !== currTiddlerTitle) {\n\t\t\t\tresults.push(title);\n\t\t\t}\n\t\t});\n\t} else {\n\t\tsource(function(tiddler,title) {\n\t\t\tif(title === currTiddlerTitle) {\n\t\t\t\tresults.push(title);\n\t\t\t}\n\t\t});\n\t}\n\treturn results;\n};\n\n})();\n",
"title": "$:/core/modules/filters/is/current.js",
"type": "application/javascript",
"module-type": "isfilteroperator"
},
"$:/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 $tw: false */\n\"use strict\";\n\n/*\nExport our filter function\n*/\nexports.image = function(source,prefix,options) {\n\tvar results = [];\n\tif(prefix === \"!\") {\n\t\tsource(function(tiddler,title) {\n\t\t\tif(!options.wiki.isImageTiddler(title)) {\n\t\t\t\tresults.push(title);\n\t\t\t}\n\t\t});\n\t} else {\n\t\tsource(function(tiddler,title) {\n\t\t\tif(options.wiki.isImageTiddler(title)) {\n\t\t\t\tresults.push(title);\n\t\t\t}\n\t\t});\n\t}\n\treturn results;\n};\n\n})();\n",
"title": "$:/core/modules/filters/is/image.js",
"type": "application/javascript",
"module-type": "isfilteroperator"
},
"$:/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 $tw: false */\n\"use strict\";\n\n/*\nExport our filter function\n*/\nexports.missing = function(source,prefix,options) {\n\tvar results = [];\n\tif(prefix === \"!\") {\n\t\tsource(function(tiddler,title) {\n\t\t\tif(options.wiki.tiddlerExists(title)) {\n\t\t\t\tresults.push(title);\n\t\t\t}\n\t\t});\n\t} else {\n\t\tsource(function(tiddler,title) {\n\t\t\tif(!options.wiki.tiddlerExists(title)) {\n\t\t\t\tresults.push(title);\n\t\t\t}\n\t\t});\n\t}\n\treturn results;\n};\n\n})();\n",
"title": "$:/core/modules/filters/is/missing.js",
"type": "application/javascript",
"module-type": "isfilteroperator"
},
"$:/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 $tw: false */\n\"use strict\";\n\n/*\nExport our filter function\n*/\nexports.orphan = function(source,prefix,options) {\n\tvar results = [],\n\t\torphanTitles = options.wiki.getOrphanTitles();\n\tif(prefix === \"!\") {\n\t\tsource(function(tiddler,title) {\n\t\t\tif(orphanTitles.indexOf(title) === -1) {\n\t\t\t\tresults.push(title);\n\t\t\t}\n\t\t});\n\t} else {\n\t\tsource(function(tiddler,title) {\n\t\t\tif(orphanTitles.indexOf(title) !== -1) {\n\t\t\t\tresults.push(title);\n\t\t\t}\n\t\t});\n\t}\n\treturn results;\n};\n\n})();\n",
"title": "$:/core/modules/filters/is/orphan.js",
"type": "application/javascript",
"module-type": "isfilteroperator"
},
"$:/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 $tw: false */\n\"use strict\";\n\n/*\nExport our filter function\n*/\nexports.shadow = function(source,prefix,options) {\n\tvar results = [];\n\tif(prefix === \"!\") {\n\t\tsource(function(tiddler,title) {\n\t\t\tif(!options.wiki.isShadowTiddler(title)) {\n\t\t\t\tresults.push(title);\n\t\t\t}\n\t\t});\n\t} else {\n\t\tsource(function(tiddler,title) {\n\t\t\tif(options.wiki.isShadowTiddler(title)) {\n\t\t\t\tresults.push(title);\n\t\t\t}\n\t\t});\n\t}\n\treturn results;\n};\n\n})();\n",
"title": "$:/core/modules/filters/is/shadow.js",
"type": "application/javascript",
"module-type": "isfilteroperator"
},
"$:/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 $tw: false */\n\"use strict\";\n\n/*\nExport our filter function\n*/\nexports.system = function(source,prefix,options) {\n\tvar results = [];\n\tif(prefix === \"!\") {\n\t\tsource(function(tiddler,title) {\n\t\t\tif(!options.wiki.isSystemTiddler(title)) {\n\t\t\t\tresults.push(title);\n\t\t\t}\n\t\t});\n\t} else {\n\t\tsource(function(tiddler,title) {\n\t\t\tif(options.wiki.isSystemTiddler(title)) {\n\t\t\t\tresults.push(title);\n\t\t\t}\n\t\t});\n\t}\n\treturn results;\n};\n\n})();\n",
"title": "$:/core/modules/filters/is/system.js",
"type": "application/javascript",
"module-type": "isfilteroperator"
},
"$:/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($tw.utils.hop(tagMap,title)) {\n\t\t\t\tresults.push(title);\n\t\t\t}\n\t\t});\n\t}\n\treturn results;\n};\n\n})();\n",
"title": "$:/core/modules/filters/is/tag.js",
"type": "application/javascript",
"module-type": "isfilteroperator"
},
"$:/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 $tw: false */\n\"use strict\";\n\n/*\nExport our filter function\n*/\nexports.tiddler = function(source,prefix,options) {\n\tvar results = [];\n\tif(prefix === \"!\") {\n\t\tsource(function(tiddler,title) {\n\t\t\tif(!options.wiki.tiddlerExists(title)) {\n\t\t\t\tresults.push(title);\n\t\t\t}\n\t\t});\n\t} else {\n\t\tsource(function(tiddler,title) {\n\t\t\tif(options.wiki.tiddlerExists(title)) {\n\t\t\t\tresults.push(title);\n\t\t\t}\n\t\t});\n\t}\n\treturn results;\n};\n\n})();\n",
"title": "$:/core/modules/filters/is/tiddler.js",
"type": "application/javascript",
"module-type": "isfilteroperator"
},
"$:/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\tvar isFilterOperator = isFilterOperators[operator.operand];\n\tif(isFilterOperator) {\n\t\treturn isFilterOperator(source,operator.prefix,options);\n\t} else {\n\t\treturn [$tw.language.getString(\"Error/IsFilterOperator\")];\n\t}\n};\n\n})();\n",
"title": "$:/core/modules/filters/is.js",
"type": "application/javascript",
"module-type": "filteroperator"
},
"$:/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 $tw: false */\n\"use strict\";\n\n/*\nExport our filter function\n*/\nexports.limit = function(source,operator,options) {\n\tvar results = [];\n\t// Convert to an array\n\tsource(function(tiddler,title) {\n\t\tresults.push(title);\n\t});\n\t// Slice the array if necessary\n\tvar limit = Math.min(results.length,parseInt(operator.operand,10));\n\tif(operator.prefix === \"!\") {\n\t\tresults = results.slice(-limit);\n\t} else {\n\t\tresults = results.slice(0,limit);\n\t}\n\treturn results;\n};\n\n})();\n",
"title": "$:/core/modules/filters/limit.js",
"type": "application/javascript",
"module-type": "filteroperator"
},
"$:/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",
"title": "$:/core/modules/filters/links.js",
"type": "application/javascript",
"module-type": "filteroperator"
},
"$:/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 = $tw.utils.parseTextReference(operator.operand),\n\t\tcurrTiddlerTitle = options.widget && options.widget.getVariable(\"currentTiddler\"),\n\t\tlist = options.wiki.getTiddlerList(tr.title || currTiddlerTitle,tr.field,tr.index);\n\tif(operator.prefix === \"!\") {\n\t\tsource(function(tiddler,title) {\n\t\t\tif(list.indexOf(title) === -1) {\n\t\t\t\tresults.push(title);\n\t\t\t}\n\t\t});\n\t} else {\n\t\tresults = list;\n\t}\n\treturn results;\n};\n\n})();\n",
"title": "$:/core/modules/filters/list.js",
"type": "application/javascript",
"module-type": "filteroperator"
},
"$:/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",
"title": "$:/core/modules/filters/listed.js",
"type": "application/javascript",
"module-type": "filteroperator"
},
"$:/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 $tw: false */\n\"use strict\";\n\n/*\nReverse list\n*/\nexports.reverse = function(source,operator,options) {\n\tvar results = [];\n\tsource(function(tiddler,title) {\n\t\tresults.unshift(title);\n\t});\n\treturn results;\n};\n\n/*\nFirst entry/entries in list\n*/\nexports.first = function(source,operator,options) {\n\tvar count = parseInt(operator.operand) || 1,\n\t\tresults = [];\n\tsource(function(tiddler,title) {\n\t\tresults.push(title);\n\t});\n\treturn results.slice(0,count);\n};\n\n/*\nLast entry/entries in list\n*/\nexports.last = function(source,operator,options) {\n\tvar count = parseInt(operator.operand) || 1,\n\t\tresults = [];\n\tsource(function(tiddler,title) {\n\t\tresults.push(title);\n\t});\n\treturn results.slice(-count);\n};\n\n/*\nAll but the first entry/entries of the list\n*/\nexports.rest = function(source,operator,options) {\n\tvar count = parseInt(operator.operand) || 1,\n\t\tresults = [];\n\tsource(function(tiddler,title) {\n\t\tresults.push(title);\n\t});\n\treturn results.slice(count);\n};\nexports.butfirst = exports.rest;\nexports.bf = exports.rest;\n\n/*\nAll but the last entry/entries of the list\n*/\nexports.butlast = function(source,operator,options) {\n\tvar count = parseInt(operator.operand) || 1,\n\t\tresults = [];\n\tsource(function(tiddler,title) {\n\t\tresults.push(title);\n\t});\n\treturn results.slice(0,-count);\n};\nexports.bl = exports.butlast;\n\n/*\nThe nth member of the list\n*/\nexports.nth = function(source,operator,options) {\n\tvar count = parseInt(operator.operand) || 1,\n\t\tresults = [];\n\tsource(function(tiddler,title) {\n\t\tresults.push(title);\n\t});\n\treturn results.slice(count - 1,count);\n};\n\n})();\n",
"title": "$:/core/modules/filters/listops.js",
"type": "application/javascript",
"module-type": "filteroperator"
},
"$:/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($tw.modules.types[title],function(moduleInfo,moduleName) {\n\t\t\tresults.push(moduleName);\n\t\t});\n\t});\n\tresults.sort();\n\treturn results;\n};\n\n})();\n",
"title": "$:/core/modules/filters/modules.js",
"type": "application/javascript",
"module-type": "filteroperator"
},
"$:/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($tw.modules.types,function(moduleInfo,type) {\n\t\tresults.push(type);\n\t});\n\tresults.sort();\n\treturn results;\n};\n\n})();\n",
"title": "$:/core/modules/filters/moduletypes.js",
"type": "application/javascript",
"module-type": "filteroperator"
},
"$:/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 $tw: false */\n\"use strict\";\n\n/*\nExport our filter function\n*/\nexports.next = function(source,operator,options) {\n\tvar results = [],\n\t\tlist = options.wiki.getTiddlerList(operator.operand);\n\tsource(function(tiddler,title) {\n\t\tvar match = list.indexOf(title);\n\t\t// increment match and then test if result is in range\n\t\tmatch++;\n\t\tif(match > 0 && match < list.length) {\n\t\t\tresults.push(list[match]);\n\t\t}\n\t});\n\treturn results;\n};\n\n})();\n",
"title": "$:/core/modules/filters/next.js",
"type": "application/javascript",
"module-type": "filteroperator"
},
"$:/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",
"title": "$:/core/modules/filters/plugintiddlers.js",
"type": "application/javascript",
"module-type": "filteroperator"
},
"$:/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 $tw: false */\n\"use strict\";\n\n/*\nExport our filter function\n*/\nexports.prefix = function(source,operator,options) {\n\tvar results = [];\n\tif(operator.prefix === \"!\") {\n\t\tsource(function(tiddler,title) {\n\t\t\tif(title.substr(0,operator.operand.length) !== operator.operand) {\n\t\t\t\tresults.push(title);\n\t\t\t}\n\t\t});\n\t} else {\n\t\tsource(function(tiddler,title) {\n\t\t\tif(title.substr(0,operator.operand.length) === operator.operand) {\n\t\t\t\tresults.push(title);\n\t\t\t}\n\t\t});\n\t}\n\treturn results;\n};\n\n})();\n",
"title": "$:/core/modules/filters/prefix.js",
"type": "application/javascript",
"module-type": "filteroperator"
},
"$:/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 $tw: false */\n\"use strict\";\n\n/*\nExport our filter function\n*/\nexports.previous = function(source,operator,options) {\n\tvar results = [],\n\t\tlist = options.wiki.getTiddlerList(operator.operand);\n\tsource(function(tiddler,title) {\n\t\tvar match = list.indexOf(title);\n\t\t// increment match and then test if result is in range\n\t\tmatch--;\n\t\tif(match >= 0) {\n\t\t\tresults.push(list[match]);\n\t\t}\n\t});\n\treturn results;\n};\n\n})();\n",
"title": "$:/core/modules/filters/previous.js",
"type": "application/javascript",
"module-type": "filteroperator"
},
"$:/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",
"title": "$:/core/modules/filters/regexp.js",
"type": "application/javascript",
"module-type": "filteroperator"
},
"$:/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 $tw: false */\n\"use strict\";\n\n/*\nExport our filter function\n*/\nexports.removeprefix = function(source,operator,options) {\n\tvar results = [];\n\tsource(function(tiddler,title) {\n\t\tif(title.substr(0,operator.operand.length) === operator.operand) {\n\t\t\tresults.push(title.substr(operator.operand.length));\n\t\t}\n\t});\n\treturn results;\n};\n\n})();\n",
"title": "$:/core/modules/filters/removeprefix.js",
"type": "application/javascript",
"module-type": "filteroperator"
},
"$:/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 $tw: false */\n\"use strict\";\n\n/*\nExport our filter function\n*/\nexports.removesuffix = function(source,operator,options) {\n\tvar results = [];\n\tsource(function(tiddler,title) {\n\t\tif(title.substr(-operator.operand.length) === operator.operand) {\n\t\t\tresults.push(title.substr(0,title.length - operator.operand.length));\n\t\t}\n\t});\n\treturn results;\n};\n\n})();\n",
"title": "$:/core/modules/filters/removesuffix.js",
"type": "application/javascript",
"module-type": "filteroperator"
},
"$:/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\tvar isSameDay = function(dateField) {\n\t\t\treturn (new Date(dateField)).setHours(0,0,0,0) === targetDate;\n\t\t};\n\tsource(function(tiddler,title) {\n\t\tif(tiddler && tiddler.fields[fieldName]) {\n\t\t\tif(isSameDay($tw.utils.parseDate(tiddler.fields[fieldName]))) {\n\t\t\t\tresults.push(title);\n\t\t\t}\n\t\t}\n\t});\n\treturn results;\n};\n\n})();\n",
"title": "$:/core/modules/filters/sameday.js",
"type": "application/javascript",
"module-type": "filteroperator"
},
"$:/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 $tw: false */\n\"use strict\";\n\n/*\nExport our filter function\n*/\nexports.search = function(source,operator,options) {\n\tvar invert = operator.prefix === \"!\";\n\tif(operator.suffix) {\n\t\treturn options.wiki.search(operator.operand,{\n\t\t\tsource: source,\n\t\t\tinvert: invert,\n\t\t\tfield: operator.suffix\n\t\t});\n\t} else {\n\t\treturn options.wiki.search(operator.operand,{\n\t\t\tsource: source,\n\t\t\tinvert: invert\n\t\t});\n\t}\n};\n\n})();\n",
"title": "$:/core/modules/filters/search.js",
"type": "application/javascript",
"module-type": "filteroperator"
},
"$:/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",
"title": "$:/core/modules/filters/shadowsource.js",
"type": "application/javascript",
"module-type": "filteroperator"
},
"$:/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 $tw: false */\n\"use strict\";\n\n/*\nExport our filter function\n*/\nexports.sort = function(source,operator,options) {\n\tvar results = prepare_results(source);\n\toptions.wiki.sortTiddlers(results,operator.operand || \"title\",operator.prefix === \"!\",false,false);\n\treturn results;\n};\n\nexports.nsort = function(source,operator,options) {\n\tvar results = prepare_results(source);\n\toptions.wiki.sortTiddlers(results,operator.operand || \"title\",operator.prefix === \"!\",false,true);\n\treturn results;\n};\n\nexports.sortcs = function(source,operator,options) {\n\tvar results = prepare_results(source);\n\toptions.wiki.sortTiddlers(results,operator.operand || \"title\",operator.prefix === \"!\",true,false);\n\treturn results;\n};\n\nexports.nsortcs = function(source,operator,options) {\n\tvar results = prepare_results(source);\n\toptions.wiki.sortTiddlers(results,operator.operand || \"title\",operator.prefix === \"!\",true,true);\n\treturn results;\n};\n\nvar prepare_results = function (source) {\n\tvar results = [];\n\tsource(function(tiddler,title) {\n\t\tresults.push(title);\n\t});\n\treturn results;\n};\n\n})();\n",
"title": "$:/core/modules/filters/sort.js",
"type": "application/javascript",
"module-type": "filteroperator"
},
"$:/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$tw.utils.pushTop(results,parts[0] + operator.operand);\n\t\t}\n\t});\n\treturn results;\n};\n\n})();\n",
"title": "$:/core/modules/filters/splitbefore.js",
"type": "application/javascript",
"module-type": "filteroperator"
},
"$:/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$tw.utils.each(storyviews,function(info,name) {\n\t\tresults.push(name);\n\t});\n\tresults.sort();\n\treturn results;\n};\n\n})();\n",
"title": "$:/core/modules/filters/storyviews.js",
"type": "application/javascript",
"module-type": "filteroperator"
},
"$:/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 $tw: false */\n\"use strict\";\n\n/*\nExport our filter function\n*/\nexports.suffix = function(source,operator,options) {\n\tvar results = [];\n\tif(operator.prefix === \"!\") {\n\t\tsource(function(tiddler,title) {\n\t\t\tif(title.substr(-operator.operand.length) !== operator.operand) {\n\t\t\t\tresults.push(title);\n\t\t\t}\n\t\t});\n\t} else {\n\t\tsource(function(tiddler,title) {\n\t\t\tif(title.substr(-operator.operand.length) === operator.operand) {\n\t\t\t\tresults.push(title);\n\t\t\t}\n\t\t});\n\t}\n\treturn results;\n};\n\n})();\n",
"title": "$:/core/modules/filters/suffix.js",
"type": "application/javascript",
"module-type": "filteroperator"
},
"$:/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 $tw: false */\n\"use strict\";\n\n/*\nExport our filter function\n*/\nexports.tag = function(source,operator,options) {\n\tvar results = [];\n\tif(operator.prefix === \"!\") {\n\t\tsource(function(tiddler,title) {\n\t\t\tif(tiddler && !tiddler.hasTag(operator.operand)) {\n\t\t\t\tresults.push(title);\n\t\t\t}\n\t\t});\n\t} else {\n\t\tsource(function(tiddler,title) {\n\t\t\tif(tiddler && tiddler.hasTag(operator.operand)) {\n\t\t\t\tresults.push(title);\n\t\t\t}\n\t\t});\n\t\tresults = options.wiki.sortByList(results,operator.operand);\n\t}\n\treturn results;\n};\n\n})();\n",
"title": "$:/core/modules/filters/tag.js",
"type": "application/javascript",
"module-type": "filteroperator"
},
"$:/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",
"title": "$:/core/modules/filters/tagging.js",
"type": "application/javascript",
"module-type": "filteroperator"
},
"$:/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 $tw: false */\n\"use strict\";\n\n/*\nExport our filter function\n*/\nexports.tags = function(source,operator,options) {\n\tvar tags = {};\n\tsource(function(tiddler,title) {\n\t\tvar t, length;\n\t\tif(tiddler && tiddler.fields.tags) {\n\t\t\tfor(t=0, length=tiddler.fields.tags.length; t<length; t++) {\n\t\t\t\ttags[tiddler.fields.tags[t]] = true;\n\t\t\t}\n\t\t}\n\t});\n\treturn Object.keys(tags);\n};\n\n})();\n",
"title": "$:/core/modules/filters/tags.js",
"type": "application/javascript",
"module-type": "filteroperator"
},
"$:/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 $tw: false */\n\"use strict\";\n\n/*\nExport our filter function\n*/\nexports.title = function(source,operator,options) {\n\tvar results = [];\n\tif(operator.prefix === \"!\") {\n\t\tsource(function(tiddler,title) {\n\t\t\tif(tiddler && tiddler.fields.title !== operator.operand) {\n\t\t\t\tresults.push(title);\n\t\t\t}\n\t\t});\n\t} else {\n\t\tresults.push(operator.operand);\n\t}\n\treturn results;\n};\n\n})();\n",
"title": "$:/core/modules/filters/title.js",
"type": "application/javascript",
"module-type": "filteroperator"
},
"$:/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",
"title": "$:/core/modules/filters/untagged.js",
"type": "application/javascript",
"module-type": "filteroperator"
},
"$:/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 $tw: false */\n\"use strict\";\n\n/*\nExport our filter function\n*/\nexports.wikiparserrules = function(source,operator,options) {\n\tvar results = [];\n\t$tw.utils.each($tw.modules.types.wikirule,function(mod) {\n\t\tvar exp = mod.exports;\n\t\tif(exp.types[operator.operand]) {\n\t\t\tresults.push(exp.name);\n\t\t}\n\t});\n\tresults.sort();\n\treturn results;\n};\n\n})();\n",
"title": "$:/core/modules/filters/wikiparserrules.js",
"type": "application/javascript",
"module-type": "filteroperator"
},
"$:/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 = parseInt(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 = parseInt(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 = parseInt(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 = parseInt(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 = parseInt(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 = parseInt(operator.suffix) || 1,\n marker = results.splice(index, 1);\n return results.slice(0, index + count).concat(marker).concat(results.slice(index + count));\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 || index > (results.length - 2)) ? [] :\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 <= 0) ? [] :\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 = parseInt(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 = $tw.utils.parseStringArray(operator.operand, \"true\");\n results.sort(function (a, b) {\n return lookup.indexOf(a) - lookup.indexOf(b);\n });\n return results;\n };\n\n /*\n Removes all duplicate items from the current list\n */\n exports.unique = function (source, operator) {\n var results = prepare_results(source);\n var set = results.reduce(function (a, b) {\n if (a.indexOf(b) < 0) {\n a.push(b);\n }\n return a;\n }, []);\n return set;\n };\n})();\n",
"title": "$:/core/modules/filters/x-listops.js",
"type": "application/javascript",
"module-type": "filteroperator"
},
"$:/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 operator, operand, bracketPos, curlyBracketPos;\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\tvar nextBracketPos = 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\n\t\t// Any suffix?\n\t\tvar colon = operator.operator.indexOf(':');\n\t\tif(colon > -1) {\n\t\t\toperator.suffix = operator.operator.substring(colon + 1);\n\t\t\toperator.operator = operator.operator.substring(0,colon) || \"field\";\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\t\t\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\t\t\t\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\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$tw.utils.pushTop(results,operationSubFunction(source,widget));\n\t\t\t\t\t};\n\t\t\t\tcase \"-\": // The results of this operation are removed from the main result\n\t\t\t\t\treturn function(results,source,widget) {\n\t\t\t\t\t\t$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}\n\t\t})());\n\t});\n\t// Return a function that applies the operations to a source iterator of tiddler titles\n\treturn $tw.perf.measure(\"filter\",function filterFunction(source,widget) {\n\t\tif(!source) {\n\t\t\tsource = self.each;\n\t\t} else if(typeof source === \"object\") { // Array or hashmap\n\t\t\tsource = self.makeTiddlerIterator(source);\n\t\t}\n\t\tvar results = [];\n\t\t$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",
"title": "$:/core/modules/filters.js",
"type": "application/javascript",
"module-type": "wikimethod"
},
"$:/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(!!$tw.node)});\n\treturn infoTiddlerFields;\n};\n\n})();\n",
"title": "$:/core/modules/info/platform.js",
"type": "application/javascript",
"module-type": "info"
},
"$:/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}\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\tlookupName(\"shortcuts\");\n\t\t\t\tlookupName($tw.platform.isMac ? \"shortcuts-mac\" : \"shortcuts-not-mac\");\n\t\t\t\tlookupName($tw.platform.isWindows ? \"shortcuts-windows\" : \"shortcuts-not-windows\");\n\t\t\t\tlookupName($tw.platform.isLinux ? \"shortcuts-linux\" : \"shortcuts-not-linux\");\n\t\t\t}\n\t\t} else {\n\t\t\tresult.push(self.parseKeyDescriptor(keyDescriptor));\n\t\t}\n\t});\n\treturn result;\n};\n\nKeyboardManager.prototype.getPrintableShortcuts = function(keyInfoArray) {\n\tvar self = this,\n\t\tresult = [];\n\t$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\nexports.KeyboardManager = KeyboardManager;\n\n})();\n",
"title": "$:/core/modules/keyboard.js",
"type": "application/javascript",
"module-type": "global"
},
"$:/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 = \"$:/language/\" + title;\n\treturn this.wiki.getTiddlerText(title);\n};\n\nexports.Language = Language;\n\n})();\n",
"title": "$:/core/modules/language.js",
"type": "application/javascript",
"module-type": "global"
},
"$:/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 $tw: false */\n\"use strict\";\n\n/*\nInformation about this macro\n*/\n\nexports.name = \"changecount\";\n\nexports.params = [];\n\n/*\nRun the macro\n*/\nexports.run = function() {\n\treturn this.wiki.getChangeCount(this.getVariable(\"currentTiddler\")) + \"\";\n};\n\n})();\n",
"title": "$:/core/modules/macros/changecount.js",
"type": "application/javascript",
"module-type": "macro"
},
"$:/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 = $tw.utils.parseCSSColor(colourB);\n\tif(rgbColourA && !rgbColourB) {\n\t\treturn rgbColourA;\n\t}\n\tif(rgbColourB && !rgbColourA) {\n\t\treturn rgbColourB;\n\t}\n\tif(!rgbColourA && !rgbColourB) {\n\t\t// If neither colour is readable, return a crude inverse of the target\n\t\treturn [255 - rgbTarget[0],255 - rgbTarget[1],255 - rgbTarget[2],rgbTarget[3]];\n\t}\n\t// Colour brightness formula derived from http://www.w3.org/WAI/ER/WD-AERT/#color-contrast\n\tvar brightnessTarget = rgbTarget[0] * 0.299 + rgbTarget[1] * 0.587 + rgbTarget[2] * 0.114,\n\t\tbrightnessA = rgbColourA[0] * 0.299 + rgbColourA[1] * 0.587 + rgbColourA[2] * 0.114,\n\t\tbrightnessB = rgbColourB[0] * 0.299 + rgbColourB[1] * 0.587 + rgbColourB[2] * 0.114;\n\treturn Math.abs(brightnessTarget - brightnessA) > Math.abs(brightnessTarget - brightnessB) ? colourA : colourB;\n};\n\n})();\n",
"title": "$:/core/modules/macros/contrastcolour.js",
"type": "application/javascript",
"module-type": "macro"
},
"$:/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 $tw: false */\n\"use strict\";\n\n/*\nInformation about this macro\n*/\n\nexports.name = \"csvtiddlers\";\n\nexports.params = [\n\t{name: \"filter\"},\n\t{name: \"format\"},\n];\n\n/*\nRun the macro\n*/\nexports.run = function(filter,format) {\n\tvar self = this,\n\t\ttiddlers = this.wiki.filterTiddlers(filter),\n\t\ttiddler,\n\t\tfields = [],\n\t\tt,f;\n\t// Collect all the fields\n\tfor(t=0;t<tiddlers.length; t++) {\n\t\ttiddler = this.wiki.getTiddler(tiddlers[t]);\n\t\tfor(f in tiddler.fields) {\n\t\t\tif(fields.indexOf(f) === -1) {\n\t\t\t\tfields.push(f);\n\t\t\t}\n\t\t}\n\t}\n\t// Sort the fields and bring the standard ones to the front\n\tfields.sort();\n\t\"title text modified modifier created creator\".split(\" \").reverse().forEach(function(value,index) {\n\t\tvar p = fields.indexOf(value);\n\t\tif(p !== -1) {\n\t\t\tfields.splice(p,1);\n\t\t\tfields.unshift(value)\n\t\t}\n\t});\n\t// Output the column headings\n\tvar output = [], row = [];\n\tfields.forEach(function(value) {\n\t\trow.push(quoteAndEscape(value))\n\t});\n\toutput.push(row.join(\",\"));\n\t// Output each tiddler\n\tfor(var t=0;t<tiddlers.length; t++) {\n\t\trow = [];\n\t\ttiddler = this.wiki.getTiddler(tiddlers[t]);\n\t\t\tfor(f=0; f<fields.length; f++) {\n\t\t\t\trow.push(quoteAndEscape(tiddler ? tiddler.getFieldString(fields[f]) || \"\" : \"\"));\n\t\t\t}\n\t\toutput.push(row.join(\",\"));\n\t}\n\treturn output.join(\"\\n\");\n};\n\nfunction quoteAndEscape(value) {\n\treturn \"\\\"\" + value.replace(/\"/mg,\"\\\"\\\"\") + \"\\\"\";\n}\n\n})();\n",
"title": "$:/core/modules/macros/csvtiddlers.js",
"type": "application/javascript",
"module-type": "macro"
},
"$:/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",
"title": "$:/core/modules/macros/displayshortcuts.js",
"type": "application/javascript",
"module-type": "macro"
},
"$:/core/modules/macros/dumpvariables.js": {
"text": "/*\\\ntitle: $:/core/modules/macros/dumpvariables.js\ntype: application/javascript\nmodule-type: macro\n\nMacro to dump all active variable values\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n/*\nInformation about this macro\n*/\n\nexports.name = \"dumpvariables\";\n\nexports.params = [\n];\n\n/*\nRun the macro\n*/\nexports.run = function() {\n\tvar output = [\"|!Variable |!Value |\"],\n\t\tvariables = [], variable;\n\tfor(variable in this.variables) {\n\t\tvariables.push(variable);\n\t}\n\tvariables.sort();\n\tfor(var index=0; index<variables.length; index++) {\n\t\tvar variable = variables[index];\n\t\toutput.push(\"|\" + variable + \" |<input size=50 value=<<\" + variable + \">>/> |\")\n\t}\n\treturn output.join(\"\\n\");\n};\n\n})();\n",
"title": "$:/core/modules/macros/dumpvariables.js",
"type": "application/javascript",
"module-type": "macro"
},
"$:/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 $tw: false */\n\"use strict\";\n\n/*\nInformation about this macro\n*/\n\nexports.name = \"jsontiddlers\";\n\nexports.params = [\n\t{name: \"filter\"}\n];\n\n/*\nRun the macro\n*/\nexports.run = function(filter) {\n\tvar tiddlers = this.wiki.filterTiddlers(filter),\n\t\tdata = [];\n\tfor(var t=0;t<tiddlers.length; t++) {\n\t\tvar tiddler = this.wiki.getTiddler(tiddlers[t]);\n\t\tif(tiddler) {\n\t\t\tvar fields = new Object();\n\t\t\tfor(var field in tiddler.fields) {\n\t\t\t\tfields[field] = tiddler.getFieldString(field);\n\t\t\t}\n\t\t\tdata.push(fields);\n\t\t}\n\t}\n\treturn JSON.stringify(data,null,$tw.config.preferences.jsonSpaces);\n};\n\n})();\n",
"title": "$:/core/modules/macros/jsontiddlers.js",
"type": "application/javascript",
"module-type": "macro"
},
"$:/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];\n\n/*\nRun the macro\n*/\nexports.run = function(text,type) {\n\treturn $tw.utils.makeDataUri(text,type);\n};\n\n})();\n",
"title": "$:/core/modules/macros/makedatauri.js",
"type": "application/javascript",
"module-type": "macro"
},
"$:/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 $tw.utils.formatDateString(new Date(),format || \"0hh:0mm, DDth MMM YYYY\");\n};\n\n})();\n",
"title": "$:/core/modules/macros/now.js",
"type": "application/javascript",
"module-type": "macro"
},
"$:/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 $tw: false */\n\"use strict\";\n\n/*\nInformation about this macro\n*/\n\nexports.name = \"qualify\";\n\nexports.params = [\n\t{name: \"title\"}\n];\n\n/*\nRun the macro\n*/\nexports.run = function(title) {\n\treturn title + \"-\" + this.getStateQualifier();\n};\n\n})();\n",
"title": "$:/core/modules/macros/qualify.js",
"type": "application/javascript",
"module-type": "macro"
},
"$:/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 $tw.utils.resolvePath(source, root);\n};\n\n})();\n",
"title": "$:/core/modules/macros/resolvepath.js",
"type": "application/javascript",
"module-type": "macro"
},
"$:/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 $tw.version;\n};\n\n})();\n",
"title": "$:/core/modules/macros/version.js",
"type": "application/javascript",
"module-type": "macro"
},
"$:/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 $tw: false */\n\"use strict\";\n\nvar AudioParser = function(type,text,options) {\n\tvar element = {\n\t\t\ttype: \"element\",\n\t\t\ttag: \"audio\",\n\t\t\tattributes: {\n\t\t\t\tcontrols: {type: \"string\", value: \"controls\"}\n\t\t\t}\n\t\t},\n\t\tsrc;\n\tif(options._canonical_uri) {\n\t\telement.attributes.src = {type: \"string\", value: options._canonical_uri};\n\t} else if(text) {\n\t\telement.attributes.src = {type: \"string\", value: \"data:\" + type + \";base64,\" + text};\n\t}\n\tthis.tree = [element];\n};\n\nexports[\"audio/ogg\"] = AudioParser;\nexports[\"audio/mpeg\"] = AudioParser;\nexports[\"audio/mp3\"] = AudioParser;\nexports[\"audio/mp4\"] = AudioParser;\n\n})();\n\n",
"title": "$:/core/modules/parsers/audioparser.js",
"type": "application/javascript",
"module-type": "parser"
},
"$:/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 $tw: false */\n\"use strict\";\n\nvar CsvParser = function(type,text,options) {\n\t// Table framework\n\tthis.tree = [{\n\t\t\"type\": \"scrollable\", \"children\": [{\n\t\t\t\"type\": \"element\", \"tag\": \"table\", \"children\": [{\n\t\t\t\t\"type\": \"element\", \"tag\": \"tbody\", \"children\": []\n\t\t\t}], \"attributes\": {\n\t\t\t\t\"class\": {\"type\": \"string\", \"value\": \"tc-csv-table\"}\n\t\t\t}\n\t\t}]\n\t}];\n\t// Split the text into lines\n\tvar lines = text.split(/\\r?\\n/mg),\n\t\ttag = \"th\";\n\tfor(var line=0; line<lines.length; line++) {\n\t\tvar lineText = lines[line];\n\t\tif(lineText) {\n\t\t\tvar row = {\n\t\t\t\t\t\"type\": \"element\", \"tag\": \"tr\", \"children\": []\n\t\t\t\t};\n\t\t\tvar columns = lineText.split(\",\");\n\t\t\tfor(var column=0; column<columns.length; column++) {\n\t\t\t\trow.children.push({\n\t\t\t\t\t\t\"type\": \"element\", \"tag\": tag, \"children\": [{\n\t\t\t\t\t\t\t\"type\": \"text\",\n\t\t\t\t\t\t\t\"text\": columns[column]\n\t\t\t\t\t\t}]\n\t\t\t\t\t});\n\t\t\t}\n\t\t\ttag = \"td\";\n\t\t\tthis.tree[0].children[0].children[0].children.push(row);\n\t\t}\n\t}\n};\n\nexports[\"text/csv\"] = CsvParser;\n\n})();\n\n",
"title": "$:/core/modules/parsers/csvparser.js",
"type": "application/javascript",
"module-type": "parser"
},
"$:/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 $tw: false */\n\"use strict\";\n\nvar HtmlParser = function(type,text,options) {\n\tvar src;\n\tif(options._canonical_uri) {\n\t\tsrc = options._canonical_uri;\n\t} else if(text) {\n\t\tsrc = \"data:text/html;charset=utf-8,\" + encodeURIComponent(text);\n\t}\n\tthis.tree = [{\n\t\ttype: \"element\",\n\t\ttag: \"iframe\",\n\t\tattributes: {\n\t\t\tsrc: {type: \"string\", value: src},\n\t\t\tsandbox: {type: \"string\", value: \"\"}\n\t\t}\n\t}];\n};\n\nexports[\"text/html\"] = HtmlParser;\n\n})();\n\n",
"title": "$:/core/modules/parsers/htmlparser.js",
"type": "application/javascript",
"module-type": "parser"
},
"$:/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 $tw: false */\n\"use strict\";\n\nvar ImageParser = function(type,text,options) {\n\tvar element = {\n\t\t\ttype: \"element\",\n\t\t\ttag: \"img\",\n\t\t\tattributes: {}\n\t\t},\n\t\tsrc;\n\tif(options._canonical_uri) {\n\t\telement.attributes.src = {type: \"string\", value: options._canonical_uri};\n\t\tif(type === \"application/pdf\" || type === \".pdf\") {\n\t\t\telement.tag = \"embed\";\n\t\t}\n\t} else if(text) {\n\t\tif(type === \"application/pdf\" || type === \".pdf\") {\n\t\t\telement.attributes.src = {type: \"string\", value: \"data:application/pdf;base64,\" + text};\n\t\t\telement.tag = \"embed\";\n\t\t} else if(type === \"image/svg+xml\" || type === \".svg\") {\n\t\t\telement.attributes.src = {type: \"string\", value: \"data:image/svg+xml,\" + encodeURIComponent(text)};\n\t\t} else {\n\t\t\telement.attributes.src = {type: \"string\", value: \"data:\" + type + \";base64,\" + text};\n\t\t}\n\t}\n\tthis.tree = [element];\n};\n\nexports[\"image/svg+xml\"] = ImageParser;\nexports[\"image/jpg\"] = ImageParser;\nexports[\"image/jpeg\"] = ImageParser;\nexports[\"image/png\"] = ImageParser;\nexports[\"image/gif\"] = ImageParser;\nexports[\"application/pdf\"] = ImageParser;\nexports[\"image/x-icon\"] = ImageParser;\n\n})();\n\n",
"title": "$:/core/modules/parsers/imageparser.js",
"type": "application/javascript",
"module-type": "parser"
},
"$:/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\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 an indirect value\n\t\t\tvar indirectValue = $tw.utils.parseTokenRegExp(source,pos,reIndirectValue);\n\t\t\tif(indirectValue) {\n\t\t\t\tpos = indirectValue.end;\n\t\t\t\tnode.type = \"indirect\";\n\t\t\t\tnode.textReference = indirectValue.match[1];\n\t\t\t} else {\n\t\t\t\t// Look for a unquoted value\n\t\t\t\tvar unquotedValue = $tw.utils.parseTokenRegExp(source,pos,reUnquotedAttribute);\n\t\t\t\tif(unquotedValue) {\n\t\t\t\t\tpos = unquotedValue.end;\n\t\t\t\t\tnode.type = \"string\";\n\t\t\t\t\tnode.value = unquotedValue.match[1];\n\t\t\t\t} else {\n\t\t\t\t\t// Look for a macro invocation value\n\t\t\t\t\tvar macroInvocation = $tw.utils.parseMacroInvocation(source,pos);\n\t\t\t\t\tif(macroInvocation) {\n\t\t\t\t\t\tpos = macroInvocation.end;\n\t\t\t\t\t\tnode.type = \"macro\";\n\t\t\t\t\t\tnode.value = macroInvocation;\n\t\t\t\t\t} else {\n\t\t\t\t\t\tnode.type = \"string\";\n\t\t\t\t\t\tnode.value = \"true\";\n\t\t\t\t\t}\n\t\t\t\t}\n\t\t\t}\n\t\t}\n\t} else {\n\t\tnode.type = \"string\";\n\t\tnode.value = \"true\";\n\t}\n\t// Update the end position\n\tnode.end = pos;\n\treturn node;\n};\n\n})();\n",
"title": "$:/core/modules/utils/parseutils.js",
"type": "application/javascript",
"module-type": "utils"
},
"$:/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 $tw: false */\n\"use strict\";\n\nvar TextParser = function(type,text,options) {\n\tthis.tree = [{\n\t\ttype: \"codeblock\",\n\t\tattributes: {\n\t\t\tcode: {type: \"string\", value: text},\n\t\t\tlanguage: {type: \"string\", value: type}\n\t\t}\n\t}];\n};\n\nexports[\"text/plain\"] = TextParser;\nexports[\"text/x-tiddlywiki\"] = TextParser;\nexports[\"application/javascript\"] = TextParser;\nexports[\"application/json\"] = TextParser;\nexports[\"text/css\"] = TextParser;\nexports[\"application/x-tiddler-dictionary\"] = TextParser;\n\n})();\n\n",
"title": "$:/core/modules/parsers/textparser.js",
"type": "application/javascript",
"module-type": "parser"
},
"$:/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 $tw: false */\n\"use strict\";\n\nvar AudioParser = function(type,text,options) {\n\tvar element = {\n\t\t\ttype: \"element\",\n\t\t\ttag: \"video\",\n\t\t\tattributes: {\n\t\t\t\tcontrols: {type: \"string\", value: \"controls\"}\n\t\t\t}\n\t\t},\n\t\tsrc;\n\tif(options._canonical_uri) {\n\t\telement.attributes.src = {type: \"string\", value: options._canonical_uri};\n\t} else if(text) {\n\t\telement.attributes.src = {type: \"string\", value: \"data:\" + type + \";base64,\" + text};\n\t}\n\tthis.tree = [element];\n};\n\nexports[\"video/mp4\"] = AudioParser;\n\n})();\n\n",
"title": "$:/core/modules/parsers/videoparser.js",
"type": "application/javascript",
"module-type": "parser"
},
"$:/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 $codeblock widget\n\treturn [{\n\t\t\ttype: \"codeblock\",\n\t\t\tattributes: {\n\t\t\t\t\tcode: {type: \"string\", value: text},\n\t\t\t\t\tlanguage: {type: \"string\", value: this.match[1]}\n\t\t\t}\n\t}];\n};\n\n})();\n",
"title": "$:/core/modules/parsers/wikiparser/rules/codeblock.js",
"type": "application/javascript",
"module-type": "wikirule"
},
"$:/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 $tw: false */\n\"use strict\";\n\nexports.name = \"codeinline\";\nexports.types = {inline: true};\n\nexports.init = function(parser) {\n\tthis.parser = parser;\n\t// Regexp to match\n\tthis.matchRegExp = /(``?)/mg;\n};\n\nexports.parse = function() {\n\t// Move past the match\n\tthis.parser.pos = this.matchRegExp.lastIndex;\n\tvar reEnd = new RegExp(this.match[1], \"mg\");\n\t// Look for the end marker\n\treEnd.lastIndex = this.parser.pos;\n\tvar match = reEnd.exec(this.parser.source),\n\t\ttext;\n\t// Process the text\n\tif(match) {\n\t\ttext = this.parser.source.substring(this.parser.pos,match.index);\n\t\tthis.parser.pos = match.index + match[0].length;\n\t} else {\n\t\ttext = this.parser.source.substr(this.parser.pos);\n\t\tthis.parser.pos = this.parser.sourceLength;\n\t}\n\treturn [{\n\t\ttype: \"element\",\n\t\ttag: \"code\",\n\t\tchildren: [{\n\t\t\ttype: \"text\",\n\t\t\ttext: text\n\t\t}]\n\t}];\n};\n\n})();\n",
"title": "$:/core/modules/parsers/wikiparser/rules/codeinline.js",
"type": "application/javascript",
"module-type": "wikirule"
},
"$:/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 $tw: false */\n\"use strict\";\n\nexports.name = \"commentblock\";\nexports.types = {block: true};\n\nexports.init = function(parser) {\n\tthis.parser = parser;\n\tthis.matchRegExp = /<!--/mg;\n\tthis.endMatchRegExp = /-->/mg;\n};\n\nexports.findNextMatch = function(startPos) {\n\tthis.matchRegExp.lastIndex = startPos;\n\tthis.match = this.matchRegExp.exec(this.parser.source);\n\tif(this.match) {\n\t\tthis.endMatchRegExp.lastIndex = startPos + this.match[0].length;\n\t\tthis.endMatch = this.endMatchRegExp.exec(this.parser.source);\n\t\tif(this.endMatch) {\n\t\t\treturn this.match.index;\n\t\t}\n\t}\n\treturn undefined;\n};\n\nexports.parse = function() {\n\t// Move past the match\n\tthis.parser.pos = this.endMatchRegExp.lastIndex;\n\t// Don't return any elements\n\treturn [];\n};\n\n})();\n",
"title": "$:/core/modules/parsers/wikiparser/rules/commentblock.js",
"type": "application/javascript",
"module-type": "wikirule"
},
"$:/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 $tw: false */\n\"use strict\";\n\nexports.name = \"commentinline\";\nexports.types = {inline: true};\n\nexports.init = function(parser) {\n\tthis.parser = parser;\n\tthis.matchRegExp = /<!--/mg;\n\tthis.endMatchRegExp = /-->/mg;\n};\n\nexports.findNextMatch = function(startPos) {\n\tthis.matchRegExp.lastIndex = startPos;\n\tthis.match = this.matchRegExp.exec(this.parser.source);\n\tif(this.match) {\n\t\tthis.endMatchRegExp.lastIndex = startPos + this.match[0].length;\n\t\tthis.endMatch = this.endMatchRegExp.exec(this.parser.source);\n\t\tif(this.endMatch) {\n\t\t\treturn this.match.index;\n\t\t}\n\t}\n\treturn undefined;\n};\n\nexports.parse = function() {\n\t// Move past the match\n\tthis.parser.pos = this.endMatchRegExp.lastIndex;\n\t// Don't return any elements\n\treturn [];\n};\n\n})();\n",
"title": "$:/core/modules/parsers/wikiparser/rules/commentinline.js",
"type": "application/javascript",
"module-type": "wikirule"
},
"$:/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 $tw: false */\n\"use strict\";\n\nexports.name = \"dash\";\nexports.types = {inline: true};\n\nexports.init = function(parser) {\n\tthis.parser = parser;\n\t// Regexp to match\n\tthis.matchRegExp = /-{2,3}(?!-)/mg;\n};\n\nexports.parse = function() {\n\t// Move past the match\n\tthis.parser.pos = this.matchRegExp.lastIndex;\n\tvar dash = this.match[0].length === 2 ? \"–\" : \"—\";\n\treturn [{\n\t\ttype: \"entity\",\n\t\tentity: dash\n\t}];\n};\n\n})();\n",
"title": "$:/core/modules/parsers/wikiparser/rules/dash.js",
"type": "application/javascript",
"module-type": "wikirule"
},
"$:/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 $tw: false */\n\"use strict\";\n\nexports.name = \"bold\";\nexports.types = {inline: true};\n\nexports.init = function(parser) {\n\tthis.parser = parser;\n\t// Regexp to match\n\tthis.matchRegExp = /''/mg;\n};\n\nexports.parse = function() {\n\t// Move past the match\n\tthis.parser.pos = this.matchRegExp.lastIndex;\n\n\t// Parse the run including the terminator\n\tvar tree = this.parser.parseInlineRun(/''/mg,{eatTerminator: true});\n\n\t// Return the classed span\n\treturn [{\n\t\ttype: \"element\",\n\t\ttag: \"strong\",\n\t\tchildren: tree\n\t}];\n};\n\n})();",
"title": "$:/core/modules/parsers/wikiparser/rules/emphasis/bold.js",
"type": "application/javascript",
"module-type": "wikirule"
},
"$:/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 $tw: false */\n\"use strict\";\n\nexports.name = \"italic\";\nexports.types = {inline: true};\n\nexports.init = function(parser) {\n\tthis.parser = parser;\n\t// Regexp to match\n\tthis.matchRegExp = /\\/\\//mg;\n};\n\nexports.parse = function() {\n\t// Move past the match\n\tthis.parser.pos = this.matchRegExp.lastIndex;\n\n\t// Parse the run including the terminator\n\tvar tree = this.parser.parseInlineRun(/\\/\\//mg,{eatTerminator: true});\n\n\t// Return the classed span\n\treturn [{\n\t\ttype: \"element\",\n\t\ttag: \"em\",\n\t\tchildren: tree\n\t}];\n};\n\n})();",
"title": "$:/core/modules/parsers/wikiparser/rules/emphasis/italic.js",
"type": "application/javascript",
"module-type": "wikirule"
},
"$:/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 $tw: false */\n\"use strict\";\n\nexports.name = \"strikethrough\";\nexports.types = {inline: true};\n\nexports.init = function(parser) {\n\tthis.parser = parser;\n\t// Regexp to match\n\tthis.matchRegExp = /~~/mg;\n};\n\nexports.parse = function() {\n\t// Move past the match\n\tthis.parser.pos = this.matchRegExp.lastIndex;\n\n\t// Parse the run including the terminator\n\tvar tree = this.parser.parseInlineRun(/~~/mg,{eatTerminator: true});\n\n\t// Return the classed span\n\treturn [{\n\t\ttype: \"element\",\n\t\ttag: \"strike\",\n\t\tchildren: tree\n\t}];\n};\n\n})();\n",
"title": "$:/core/modules/parsers/wikiparser/rules/emphasis/strikethrough.js",
"type": "application/javascript",
"module-type": "wikirule"
},
"$:/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 $tw: false */\n\"use strict\";\n\nexports.name = \"subscript\";\nexports.types = {inline: true};\n\nexports.init = function(parser) {\n\tthis.parser = parser;\n\t// Regexp to match\n\tthis.matchRegExp = /,,/mg;\n};\n\nexports.parse = function() {\n\t// Move past the match\n\tthis.parser.pos = this.matchRegExp.lastIndex;\n\n\t// Parse the run including the terminator\n\tvar tree = this.parser.parseInlineRun(/,,/mg,{eatTerminator: true});\n\n\t// Return the classed span\n\treturn [{\n\t\ttype: \"element\",\n\t\ttag: \"sub\",\n\t\tchildren: tree\n\t}];\n};\n\n})();\n",
"title": "$:/core/modules/parsers/wikiparser/rules/emphasis/subscript.js",
"type": "application/javascript",
"module-type": "wikirule"
},
"$:/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 $tw: false */\n\"use strict\";\n\nexports.name = \"superscript\";\nexports.types = {inline: true};\n\nexports.init = function(parser) {\n\tthis.parser = parser;\n\t// Regexp to match\n\tthis.matchRegExp = /\\^\\^/mg;\n};\n\nexports.parse = function() {\n\t// Move past the match\n\tthis.parser.pos = this.matchRegExp.lastIndex;\n\n\t// Parse the run including the terminator\n\tvar tree = this.parser.parseInlineRun(/\\^\\^/mg,{eatTerminator: true});\n\n\t// Return the classed span\n\treturn [{\n\t\ttype: \"element\",\n\t\ttag: \"sup\",\n\t\tchildren: tree\n\t}];\n};\n\n})();",
"title": "$:/core/modules/parsers/wikiparser/rules/emphasis/superscript.js",
"type": "application/javascript",
"module-type": "wikirule"
},
"$:/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 $tw: false */\n\"use strict\";\n\nexports.name = \"underscore\";\nexports.types = {inline: true};\n\nexports.init = function(parser) {\n\tthis.parser = parser;\n\t// Regexp to match\n\tthis.matchRegExp = /__/mg;\n};\n\nexports.parse = function() {\n\t// Move past the match\n\tthis.parser.pos = this.matchRegExp.lastIndex;\n\n\t// Parse the run including the terminator\n\tvar tree = this.parser.parseInlineRun(/__/mg,{eatTerminator: true});\n\n\t// Return the classed span\n\treturn [{\n\t\ttype: \"element\",\n\t\ttag: \"u\",\n\t\tchildren: tree\n\t}];\n};\n\n})();",
"title": "$:/core/modules/parsers/wikiparser/rules/emphasis/underscore.js",
"type": "application/javascript",
"module-type": "wikirule"
},
"$:/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 $tw: false */\n\"use strict\";\n\nexports.name = \"entity\";\nexports.types = {inline: true};\n\nexports.init = function(parser) {\n\tthis.parser = parser;\n\t// Regexp to match\n\tthis.matchRegExp = /(&#?[a-zA-Z0-9]{2,8};)/mg;\n};\n\n/*\nParse the most recent match\n*/\nexports.parse = function() {\n\t// Get all the details of the match\n\tvar entityString = this.match[1];\n\t// Move past the macro call\n\tthis.parser.pos = this.matchRegExp.lastIndex;\n\t// Return the entity\n\treturn [{type: \"entity\", entity: this.match[0]}];\n};\n\n})();\n",
"title": "$:/core/modules/parsers/wikiparser/rules/entity.js",
"type": "application/javascript",
"module-type": "wikirule"
},
"$:/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: http://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 $tw: false */\n\"use strict\";\n\nexports.name = \"extlink\";\nexports.types = {inline: true};\n\nexports.init = function(parser) {\n\tthis.parser = parser;\n\t// Regexp to match\n\tthis.matchRegExp = /~?(?:file|http|https|mailto|ftp|irc|news|data|skype):[^\\s<>{}\\[\\]`|\"\\\\^]+(?:\\/|\\b)/mg;\n};\n\nexports.parse = function() {\n\t// Move past the match\n\tthis.parser.pos = this.matchRegExp.lastIndex;\n\t// Create the link unless it is suppressed\n\tif(this.match[0].substr(0,1) === \"~\") {\n\t\treturn [{type: \"text\", text: this.match[0].substr(1)}];\n\t} else {\n\t\treturn [{\n\t\t\ttype: \"element\",\n\t\t\ttag: \"a\",\n\t\t\tattributes: {\n\t\t\t\thref: {type: \"string\", value: this.match[0]},\n\t\t\t\t\"class\": {type: \"string\", value: \"tc-tiddlylink-external\"},\n\t\t\t\ttarget: {type: \"string\", value: \"_blank\"},\n\t\t\t\trel: {type: \"string\", value: \"noopener noreferrer\"}\n\t\t\t},\n\t\t\tchildren: [{\n\t\t\t\ttype: \"text\", text: this.match[0]\n\t\t\t}]\n\t\t}];\n\t}\n};\n\n})();\n",
"title": "$:/core/modules/parsers/wikiparser/rules/extlink.js",
"type": "application/javascript",
"module-type": "wikirule"
},
"$:/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 = $tw.utils.trim(this.match[3]),\n\t\tstyle = this.match[4],\n\t\tclasses = this.match[5];\n\t// Return the list widget\n\tvar node = {\n\t\ttype: \"list\",\n\t\tattributes: {\n\t\t\tfilter: {type: \"string\", value: filter}\n\t\t},\n\t\tisBlock: true\n\t};\n\tif(tooltip) {\n\t\tnode.attributes.tooltip = {type: \"string\", value: tooltip};\n\t}\n\tif(template) {\n\t\tnode.attributes.template = {type: \"string\", value: template};\n\t}\n\tif(style) {\n\t\tnode.attributes.style = {type: \"string\", value: style};\n\t}\n\tif(classes) {\n\t\tnode.attributes.itemClass = {type: \"string\", value: classes.split(\".\").join(\" \")};\n\t}\n\treturn [node];\n};\n\n})();\n",
"title": "$:/core/modules/parsers/wikiparser/rules/filteredtranscludeblock.js",
"type": "application/javascript",
"module-type": "wikirule"
},
"$:/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 = $tw.utils.trim(this.match[3]),\n\t\tstyle = this.match[4],\n\t\tclasses = this.match[5];\n\t// Return the list widget\n\tvar node = {\n\t\ttype: \"list\",\n\t\tattributes: {\n\t\t\tfilter: {type: \"string\", value: filter}\n\t\t}\n\t};\n\tif(tooltip) {\n\t\tnode.attributes.tooltip = {type: \"string\", value: tooltip};\n\t}\n\tif(template) {\n\t\tnode.attributes.template = {type: \"string\", value: template};\n\t}\n\tif(style) {\n\t\tnode.attributes.style = {type: \"string\", value: style};\n\t}\n\tif(classes) {\n\t\tnode.attributes.itemClass = {type: \"string\", value: classes.split(\".\").join(\" \")};\n\t}\n\treturn [node];\n};\n\n})();\n",
"title": "$:/core/modules/parsers/wikiparser/rules/filteredtranscludeinline.js",
"type": "application/javascript",
"module-type": "wikirule"
},
"$:/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 $tw: false */\n\"use strict\";\n\nexports.name = \"hardlinebreaks\";\nexports.types = {inline: true};\n\nexports.init = function(parser) {\n\tthis.parser = parser;\n\t// Regexp to match\n\tthis.matchRegExp = /\"\"\"(?:\\r?\\n)?/mg;\n};\n\nexports.parse = function() {\n\tvar reEnd = /(\"\"\")|(\\r?\\n)/mg,\n\t\ttree = [],\n\t\tmatch;\n\t// Move past the match\n\tthis.parser.pos = this.matchRegExp.lastIndex;\n\tdo {\n\t\t// Parse the run up to the terminator\n\t\ttree.push.apply(tree,this.parser.parseInlineRun(reEnd,{eatTerminator: false}));\n\t\t// Redo the terminator match\n\t\treEnd.lastIndex = this.parser.pos;\n\t\tmatch = reEnd.exec(this.parser.source);\n\t\tif(match) {\n\t\t\tthis.parser.pos = reEnd.lastIndex;\n\t\t\t// Add a line break if the terminator was a line break\n\t\t\tif(match[2]) {\n\t\t\t\ttree.push({type: \"element\", tag: \"br\"});\n\t\t\t}\n\t\t}\n\t} while(match && !match[1]);\n\t// Return the nodes\n\treturn tree;\n};\n\n})();\n",
"title": "$:/core/modules/parsers/wikiparser/rules/hardlinebreaks.js",
"type": "application/javascript",
"module-type": "wikirule"
},
"$:/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 $tw: false */\n\"use strict\";\n\nexports.name = \"heading\";\nexports.types = {block: true};\n\nexports.init = function(parser) {\n\tthis.parser = parser;\n\t// Regexp to match\n\tthis.matchRegExp = /(!{1,6})/mg;\n};\n\n/*\nParse the most recent match\n*/\nexports.parse = function() {\n\t// Get all the details of the match\n\tvar headingLevel = this.match[1].length;\n\t// Move past the !s\n\tthis.parser.pos = this.matchRegExp.lastIndex;\n\t// Parse any classes, whitespace and then the heading itself\n\tvar classes = this.parser.parseClasses();\n\tthis.parser.skipWhitespace({treatNewlinesAsNonWhitespace: true});\n\tvar tree = this.parser.parseInlineRun(/(\\r?\\n)/mg);\n\t// Return the heading\n\treturn [{\n\t\ttype: \"element\",\n\t\ttag: \"h\" + headingLevel, \n\t\tattributes: {\n\t\t\t\"class\": {type: \"string\", value: classes.join(\" \")}\n\t\t},\n\t\tchildren: tree\n\t}];\n};\n})();\n",
"title": "$:/core/modules/parsers/wikiparser/rules/heading.js",
"type": "application/javascript",
"module-type": "wikirule"
},
"$:/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",
"title": "$:/core/modules/parsers/wikiparser/rules/horizrule.js",
"type": "application/javascript",
"module-type": "wikirule"
},
"$:/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 = $tw.utils.parseTokenRegExp(source,pos,reTagName);\n\tif(!token) {\n\t\treturn null;\n\t}\n\tnode.tag = token.match[1];\n\tif(node.tag.charAt(0) === \"$\") {\n\t\tnode.type = node.tag.substr(1);\n\t}\n\tpos = token.end;\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",
"title": "$:/core/modules/parsers/wikiparser/rules/html.js",
"type": "application/javascript",
"module-type": "wikirule"
},
"$:/core/modules/parsers/wikiparser/rules/image.js": {
"text": "/*\\\ntitle: $:/core/modules/parsers/wikiparser/rules/image.js\ntype: application/javascript\nmodule-type: wikirule\n\nWiki text inline rule for embedding images. For example:\n\n```\n[img[http://tiddlywiki.com/fractalveg.jpg]]\n[img width=23 height=24 [http://tiddlywiki.com/fractalveg.jpg]]\n[img width={{!!width}} height={{!!height}} [http://tiddlywiki.com/fractalveg.jpg]]\n[img[Description of image|http://tiddlywiki.com/fractalveg.jpg]]\n[img[TiddlerTitle]]\n[img[Description of image|TiddlerTitle]]\n```\n\nGenerates the `<$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 = $tw.utils.parseTokenRegExp(source,pos,/(?:([^|\\]]*?)\\|)?([^\\]]+?)\\]\\]/g);\n\tif(!token) {\n\t\treturn null;\n\t}\n\tpos = token.end;\n\tif(token.match[1]) {\n\t\tnode.attributes.tooltip = {type: \"string\", value: token.match[1].trim()};\n\t}\n\tnode.attributes.source = {type: \"string\", value: (token.match[2] || \"\").trim()};\n\t// Update the end position\n\tnode.end = pos;\n\treturn node;\n};\n\n})();\n",
"title": "$:/core/modules/parsers/wikiparser/rules/image.js",
"type": "application/javascript",
"module-type": "wikirule"
},
"$:/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: \"p\"}\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",
"title": "$:/core/modules/parsers/wikiparser/rules/list.js",
"type": "application/javascript",
"module-type": "wikirule"
},
"$:/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",
"title": "$:/core/modules/parsers/wikiparser/rules/macrocallblock.js",
"type": "application/javascript",
"module-type": "wikirule"
},
"$:/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 $tw: false */\n\"use strict\";\n\nexports.name = \"macrocallinline\";\nexports.types = {inline: true};\n\nexports.init = function(parser) {\n\tthis.parser = parser;\n\t// Regexp to match\n\tthis.matchRegExp = /<<([^\\s>]+)\\s*([\\s\\S]*?)>>/mg;\n};\n\n/*\nParse the most recent match\n*/\nexports.parse = function() {\n\t// Get all the details of the match\n\tvar macroName = this.match[1],\n\t\tparamString = this.match[2];\n\t// Move past the macro call\n\tthis.parser.pos = this.matchRegExp.lastIndex;\n\tvar params = [],\n\t\treParam = /\\s*(?:([A-Za-z0-9\\-_]+)\\s*:)?(?:\\s*(?:\"\"\"([\\s\\S]*?)\"\"\"|\"([^\"]*)\"|'([^']*)'|\\[\\[([^\\]]*)\\]\\]|([^\"'\\s]+)))/mg,\n\t\tparamMatch = reParam.exec(paramString);\n\twhile(paramMatch) {\n\t\t// Process this parameter\n\t\tvar paramInfo = {\n\t\t\tvalue: paramMatch[2] || paramMatch[3] || paramMatch[4] || paramMatch[5]|| paramMatch[6]\n\t\t};\n\t\tif(paramMatch[1]) {\n\t\t\tparamInfo.name = paramMatch[1];\n\t\t}\n\t\tparams.push(paramInfo);\n\t\t// Find the next match\n\t\tparamMatch = reParam.exec(paramString);\n\t}\n\treturn [{\n\t\ttype: \"macrocall\",\n\t\tname: macroName,\n\t\tparams: params\n\t}];\n};\n\n})();\n",
"title": "$:/core/modules/parsers/wikiparser/rules/macrocallinline.js",
"type": "application/javascript",
"module-type": "wikirule"
},
"$:/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 = $tw.utils.skipWhiteSpace(this.parser.source,this.parser.pos);\n\t}\n\t// Find the end of the definition\n\treEnd.lastIndex = this.parser.pos;\n\tvar text,\n\t\tendMatch = reEnd.exec(this.parser.source);\n\tif(endMatch) {\n\t\ttext = this.parser.source.substring(this.parser.pos,endMatch.index);\n\t\tthis.parser.pos = endMatch.index + endMatch[0].length;\n\t} else {\n\t\t// We didn't find the end of the definition, so we'll make it blank\n\t\ttext = \"\";\n\t}\n\t// Save the macro definition\n\treturn [{\n\t\ttype: \"set\",\n\t\tattributes: {\n\t\t\tname: {type: \"string\", value: this.match[1]},\n\t\t\tvalue: {type: \"string\", value: text}\n\t\t},\n\t\tchildren: [],\n\t\tparams: params\n\t}];\n};\n\n})();\n",
"title": "$:/core/modules/parsers/wikiparser/rules/macrodef.js",
"type": "application/javascript",
"module-type": "wikirule"
},
"$:/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[http://tiddlywiki.com/fractalveg.jpg]]\n[ext[Tooltip|http://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 = $tw.utils.parseTokenString(source,pos,\"[ext[\");\n\tif(!token) {\n\t\treturn null;\n\t}\n\tpos = token.end;\n\t// Look ahead for the terminating `]]`\n\tvar closePos = source.indexOf(\"]]\",pos);\n\tif(closePos === -1) {\n\t\treturn null;\n\t}\n\t// Look for a `|` separating the tooltip\n\tvar splitPos = source.indexOf(\"|\",pos);\n\tif(splitPos === -1 || splitPos > closePos) {\n\t\tsplitPos = null;\n\t}\n\t// Pull out the tooltip and URL\n\tvar tooltip, URL;\n\tif(splitPos) {\n\t\tURL = source.substring(splitPos + 1,closePos).trim();\n\t\ttextNode.text = source.substring(pos,splitPos).trim();\n\t} else {\n\t\tURL = source.substring(pos,closePos).trim();\n\t\ttextNode.text = URL;\n\t}\n\tnode.attributes.href = {type: \"string\", value: URL};\n\tnode.attributes.target = {type: \"string\", value: \"_blank\"};\n\tnode.attributes.rel = {type: \"string\", value: \"noopener noreferrer\"};\n\t// Update the end position\n\tnode.end = closePos + 2;\n\treturn node;\n};\n\n})();\n",
"title": "$:/core/modules/parsers/wikiparser/rules/prettyextlink.js",
"type": "application/javascript",
"module-type": "wikirule"
},
"$:/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",
"title": "$:/core/modules/parsers/wikiparser/rules/prettylink.js",
"type": "application/javascript",
"module-type": "wikirule"
},
"$:/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 $tw: false */\n\"use strict\";\n\nexports.name = \"quoteblock\";\nexports.types = {block: true};\n\nexports.init = function(parser) {\n\tthis.parser = parser;\n\t// Regexp to match\n\tthis.matchRegExp = /(<<<+)/mg;\n};\n\nexports.parse = function() {\n\tvar classes = [\"tc-quote\"];\n\t// Get all the details of the match\n\tvar reEndString = \"^\" + this.match[1] + \"(?!<)\";\n\t// Move past the <s\n\tthis.parser.pos = this.matchRegExp.lastIndex;\n\t\n\t// Parse any classes, whitespace and then the optional cite itself\n\tclasses.push.apply(classes, this.parser.parseClasses());\n\tthis.parser.skipWhitespace({treatNewlinesAsNonWhitespace: true});\n\tvar cite = this.parser.parseInlineRun(/(\\r?\\n)/mg);\n\t// before handling the cite, parse the body of the quote\n\tvar tree= this.parser.parseBlocks(reEndString);\n\t// If we got a cite, put it before the text\n\tif(cite.length > 0) {\n\t\ttree.unshift({\n\t\t\ttype: \"element\",\n\t\t\ttag: \"cite\",\n\t\t\tchildren: cite\n\t\t});\n\t}\n\t// Parse any optional cite\n\tthis.parser.skipWhitespace({treatNewlinesAsNonWhitespace: true});\n\tcite = this.parser.parseInlineRun(/(\\r?\\n)/mg);\n\t// If we got a cite, push it\n\tif(cite.length > 0) {\n\t\ttree.push({\n\t\t\ttype: \"element\",\n\t\t\ttag: \"cite\",\n\t\t\tchildren: cite\n\t\t});\n\t}\n\t// Return the blockquote element\n\treturn [{\n\t\ttype: \"element\",\n\t\ttag: \"blockquote\",\n\t\tattributes: {\n\t\t\tclass: { type: \"string\", value: classes.join(\" \") },\n\t\t},\n\t\tchildren: tree\n\t}];\n};\n\n})();\n",
"title": "$:/core/modules/parsers/wikiparser/rules/quoteblock.js",
"type": "application/javascript",
"module-type": "wikirule"
},
"$:/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 $tw: false */\n\"use strict\";\n\nexports.name = \"rules\";\nexports.types = {pragma: true};\n\n/*\nInstantiate parse rule\n*/\nexports.init = function(parser) {\n\tthis.parser = parser;\n\t// Regexp to match\n\tthis.matchRegExp = /^\\\\rules[^\\S\\n]/mg;\n};\n\n/*\nParse the most recent match\n*/\nexports.parse = function() {\n\t// Move past the pragma invocation\n\tthis.parser.pos = this.matchRegExp.lastIndex;\n\t// Parse whitespace delimited tokens terminated by a line break\n\tvar reMatch = /[^\\S\\n]*(\\S+)|(\\r?\\n)/mg,\n\t\ttokens = [];\n\treMatch.lastIndex = this.parser.pos;\n\tvar match = reMatch.exec(this.parser.source);\n\twhile(match && match.index === this.parser.pos) {\n\t\tthis.parser.pos = reMatch.lastIndex;\n\t\t// Exit if we've got the line break\n\t\tif(match[2]) {\n\t\t\tbreak;\n\t\t}\n\t\t// Process the token\n\t\tif(match[1]) {\n\t\t\ttokens.push(match[1]);\n\t\t}\n\t\t// Match the next token\n\t\tmatch = reMatch.exec(this.parser.source);\n\t}\n\t// Process the tokens\n\tif(tokens.length > 0) {\n\t\tthis.parser.amendRules(tokens[0],tokens.slice(1));\n\t}\n\t// No parse tree nodes to return\n\treturn [];\n};\n\n})();\n",
"title": "$:/core/modules/parsers/wikiparser/rules/rules.js",
"type": "application/javascript",
"module-type": "wikirule"
},
"$:/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$tw.utils.addAttributeToParseTreeNode(tree[t],\"style\",styles.join(\"\"));\n\t\t}\n\t}\n\treturn tree;\n};\n\n})();\n",
"title": "$:/core/modules/parsers/wikiparser/rules/styleblock.js",
"type": "application/javascript",
"module-type": "wikirule"
},
"$:/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$tw.utils.addAttributeToParseTreeNode(node,\"style\",stylesString);\n\t}\n\treturn [node];\n};\n\n})();\n",
"title": "$:/core/modules/parsers/wikiparser/rules/styleinline.js",
"type": "application/javascript",
"module-type": "wikirule"
},
"$:/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 $tw: false */\n\"use strict\";\n\nexports.name = \"syslink\";\nexports.types = {inline: true};\n\nexports.init = function(parser) {\n\tthis.parser = parser;\n\t// Regexp to match\n\tthis.matchRegExp = /~?\\$:\\/[a-zA-Z0-9/.\\-_]+/mg;\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})();",
"title": "$:/core/modules/parsers/wikiparser/rules/syslink.js",
"type": "application/javascript",
"module-type": "wikirule"
},
"$:/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$tw.utils.addClassToParseTreeNode(theRow,rowCount%2 ? \"oddRow\" : \"evenRow\");\n\t\t\t\trowContainer.children.push(theRow);\n\t\t\t\t// Process the row\n\t\t\t\ttheRow.children = processRow.call(this,prevColumns);\n\t\t\t\tthis.parser.pos = rowMatch.index + rowMatch[0].length;\n\t\t\t\t// Increment the row count\n\t\t\t\trowCount++;\n\t\t\t}\n\t\t}\n\t\trowMatch = rowRegExp.exec(this.parser.source);\n\t}\n\treturn [table];\n};\n\n})();\n",
"title": "$:/core/modules/parsers/wikiparser/rules/table.js",
"type": "application/javascript",
"module-type": "wikirule"
},
"$:/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// 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 = $tw.utils.parseTextReference(textRef);\n\t\ttargetTitle = tr.title;\n\t\ttargetField = tr.field;\n\t\ttargetIndex = tr.index;\n\t\ttiddlerNode = {\n\t\t\ttype: \"tiddler\",\n\t\t\tattributes: {\n\t\t\t\ttiddler: {type: \"string\", value: targetTitle}\n\t\t\t},\n\t\t\tisBlock: true,\n\t\t\tchildren: [transcludeNode]\n\t\t};\n\t}\n\tif(template) {\n\t\ttranscludeNode.attributes.tiddler = {type: \"string\", value: template};\n\t\tif(textRef) {\n\t\t\treturn [tiddlerNode];\n\t\t} else {\n\t\t\treturn [transcludeNode];\n\t\t}\n\t} else {\n\t\tif(textRef) {\n\t\t\ttranscludeNode.attributes.tiddler = {type: \"string\", value: targetTitle};\n\t\t\tif(targetField) {\n\t\t\t\ttranscludeNode.attributes.field = {type: \"string\", value: targetField};\n\t\t\t}\n\t\t\tif(targetIndex) {\n\t\t\t\ttranscludeNode.attributes.index = {type: \"string\", value: targetIndex};\n\t\t\t}\n\t\t\treturn [tiddlerNode];\n\t\t} else {\n\t\t\treturn [transcludeNode];\n\t\t}\n\t}\n};\n\n})();\n",
"title": "$:/core/modules/parsers/wikiparser/rules/transcludeblock.js",
"type": "application/javascript",
"module-type": "wikirule"
},
"$:/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 = $tw.utils.parseTextReference(textRef);\n\t\ttargetTitle = tr.title;\n\t\ttargetField = tr.field;\n\t\ttargetIndex = tr.index;\n\t\ttiddlerNode = {\n\t\t\ttype: \"tiddler\",\n\t\t\tattributes: {\n\t\t\t\ttiddler: {type: \"string\", value: targetTitle}\n\t\t\t},\n\t\t\tchildren: [transcludeNode]\n\t\t};\n\t}\n\tif(template) {\n\t\ttranscludeNode.attributes.tiddler = {type: \"string\", value: template};\n\t\tif(textRef) {\n\t\t\treturn [tiddlerNode];\n\t\t} else {\n\t\t\treturn [transcludeNode];\n\t\t}\n\t} else {\n\t\tif(textRef) {\n\t\t\ttranscludeNode.attributes.tiddler = {type: \"string\", value: targetTitle};\n\t\t\tif(targetField) {\n\t\t\t\ttranscludeNode.attributes.field = {type: \"string\", value: targetField};\n\t\t\t}\n\t\t\tif(targetIndex) {\n\t\t\t\ttranscludeNode.attributes.index = {type: \"string\", value: targetIndex};\n\t\t\t}\n\t\t\treturn [tiddlerNode];\n\t\t} else {\n\t\t\treturn [transcludeNode];\n\t\t}\n\t}\n};\n\n})();\n",
"title": "$:/core/modules/parsers/wikiparser/rules/transcludeinline.js",
"type": "application/javascript",
"module-type": "wikirule"
},
"$:/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 = $tw.fakeDocument.createElement(\"div\");\n\t\twidgetNode.render(container,null);\n\t\ttext = renderType === \"text/html\" ? container.innerHTML : container.textContent;\n\t\treturn [{\n\t\t\ttype: \"element\",\n\t\t\ttag: \"pre\",\n\t\t\tchildren: [{\n\t\t\t\ttype: \"text\",\n\t\t\t\ttext: text\n\t\t\t}]\n\t\t}];\n\t}\n};\n\n})();\n",
"title": "$:/core/modules/parsers/wikiparser/rules/typedblock.js",
"type": "application/javascript",
"module-type": "wikirule"
},
"$:/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",
"title": "$:/core/modules/parsers/wikiparser/rules/wikilink.js",
"type": "application/javascript",
"module-type": "wikirule"
},
"$:/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,\"$:/config/WikiParserRules/Inline/\");\n\t}\n\t// Save the parse text\n\tthis.type = type || \"text/vnd.tiddlywiki\";\n\tthis.source = text || \"\";\n\tthis.sourceLength = this.source.length;\n\t// Set current parse position\n\tthis.pos = 0;\n\t// Instantiate the pragma parse rules\n\tthis.pragmaRules = this.instantiateRules(this.pragmaRuleClasses,\"pragma\",0);\n\t// Instantiate the parser block and inline rules\n\tthis.blockRules = this.instantiateRules(this.blockRuleClasses,\"block\",0);\n\tthis.inlineRules = this.instantiateRules(this.inlineRuleClasses,\"inline\",0);\n\t// Parse any pragmas\n\tthis.tree = [];\n\tvar topBranch = this.parsePragmas();\n\t// Parse the text into inline runs or blocks\n\tif(options.parseAsInline) {\n\t\ttopBranch.push.apply(topBranch,this.parseInlineRun());\n\t} else {\n\t\ttopBranch.push.apply(topBranch,this.parseBlocks());\n\t}\n\t// Return the parse tree\n};\n\n/*\n*/\nWikiParser.prototype.loadRemoteTiddler = function(url) {\n\tvar self = this;\n\t$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\ttree.push({type: \"text\", text: 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\ttree.push({type: \"text\", text: 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\ttree.push({type: \"text\", text: 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\ttree.push({type: \"text\", text: 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\ttree.push({type: \"text\", text: this.source.substr(this.pos)});\n\t}\n\tthis.pos = this.sourceLength;\n\treturn tree;\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",
"title": "$:/core/modules/parsers/wikiparser/wikiparser.js",
"type": "application/javascript",
"module-type": "parser"
},
"$:/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 $tw: false */\n\"use strict\";\n\n/*\nThis constructor is always overridden with a blank constructor, and so shouldn't be used\n*/\nvar WikiRuleBase = function() {\n};\n\n/*\nTo be overridden by individual rules\n*/\nWikiRuleBase.prototype.init = function(parser) {\n\tthis.parser = parser;\n};\n\n/*\nDefault implementation of findNextMatch uses RegExp matching\n*/\nWikiRuleBase.prototype.findNextMatch = function(startPos) {\n\tthis.matchRegExp.lastIndex = startPos;\n\tthis.match = this.matchRegExp.exec(this.parser.source);\n\treturn this.match ? this.match.index : undefined;\n};\n\nexports.WikiRuleBase = WikiRuleBase;\n\n})();\n",
"title": "$:/core/modules/parsers/wikiparser/rules/wikirulebase.js",
"type": "application/javascript",
"module-type": "global"
},
"$:/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 $tw: false */\n\"use strict\";\n\n/*\noptions:\nwiki: wiki store to be used\npluginType: type of plugin to be switched\ncontrollerTitle: title of tiddler used to control switching of this resource\ndefaultPlugins: array of default plugins to be used if nominated plugin isn't found\n*/\nfunction PluginSwitcher(options) {\n\tthis.wiki = options.wiki;\n\tthis.pluginType = options.pluginType;\n\tthis.controllerTitle = options.controllerTitle;\n\tthis.defaultPlugins = options.defaultPlugins || [];\n\t// Switch to the current plugin\n\tthis.switchPlugins();\n\t// Listen for changes to the selected plugin\n\tvar self = this;\n\tthis.wiki.addEventListener(\"change\",function(changes) {\n\t\tif($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// 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};\n\nexports.PluginSwitcher = PluginSwitcher;\n\n})();\n",
"title": "$:/core/modules/pluginswitcher.js",
"type": "application/javascript",
"module-type": "global"
},
"$:/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.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($tw.browser && this.dirtyTracking) {\n\t\t// Compile the dirty tiddler filter\n\t\tthis.filterFn = this.wiki.compileFilter(this.wiki.getTiddlerText(this.titleSyncFilter));\n\t\t// Count of changes that have not yet been saved\n\t\tthis.numChanges = 0;\n\t\t// Listen out for changes to tiddlers\n\t\tthis.wiki.addEventListener(\"change\",function(changes) {\n\t\t\t// Filter the changes so that we only count changes to tiddlers that we care about\n\t\t\tvar filteredChanges = self.filterFn.call(self.wiki,function(callback) {\n\t\t\t\t$tw.utils.each(changes,function(change,title) {\n\t\t\t\t\tvar tiddler = self.wiki.getTiddler(title);\n\t\t\t\t\tcallback(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\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$tw.notifier.display(self.titleSavedNotification);\n\t\t\t\tif(options.callback) {\n\t\t\t\t\toptions.callback();\n\t\t\t\t}\n\t\t\t}\n\t\t};\n\t// Ignore autosave if disabled\n\tif(method === \"autosave\" && this.wiki.getTiddlerText(this.titleAutoSave,\"yes\") !== \"yes\") {\n\t\treturn false;\n\t}\n\t// Call the highest priority saver that supports this method\n\tfor(var t=this.savers.length-1; t>=0; t--) {\n\t\tvar saver = this.savers[t];\n\t\tif(saver.info.capabilities.indexOf(method) !== -1 && saver.save(text,method,callback,{variables: {filename: variables.filename}})) {\n\t\t\tthis.logger.log(\"Saving wiki with method\",method,\"through saver\",saver.info.name);\n\t\t\treturn true;\n\t\t}\n\t}\n\treturn false;\n};\n\n/*\nChecks whether the wiki is dirty (ie the window shouldn't be closed)\n*/\nSaverHandler.prototype.isDirty = function() {\n\treturn this.numChanges > 0;\n};\n\n/*\nUpdate the document body with the class \"tc-dirty\" if the wiki has unsaved/unsynced changes\n*/\nSaverHandler.prototype.updateDirtyStatus = function() {\n\tif($tw.browser) {\n\t\t$tw.utils.toggleClass(document.body,\"tc-dirty\",this.isDirty());\n\t}\n};\n\nexports.SaverHandler = SaverHandler;\n\n})();\n",
"title": "$:/core/modules/saver-handler.js",
"type": "application/javascript",
"module-type": "global"
},
"$:/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 $tw: false, netscape: false, Components: false */\n\"use strict\";\n\nvar AndTidWiki = function(wiki) {\n};\n\nAndTidWiki.prototype.save = function(text,method,callback) {\n\t// Get the pathname of this document\n\tvar pathname = decodeURIComponent(document.location.toString().split(\"#\")[0]);\n\t// Strip the file://\n\tif(pathname.indexOf(\"file://\") === 0) {\n\t\tpathname = pathname.substr(7);\n\t}\n\t// Strip any query or location part\n\tvar p = pathname.indexOf(\"?\");\n\tif(p !== -1) {\n\t\tpathname = pathname.substr(0,p);\n\t}\n\tp = pathname.indexOf(\"#\");\n\tif(p !== -1) {\n\t\tpathname = pathname.substr(0,p);\n\t}\n\t// Save the file\n\twindow.twi.saveFile(pathname,text);\n\t// Call the callback\n\tcallback(null);\n\treturn true;\n};\n\n/*\nInformation about this saver\n*/\nAndTidWiki.prototype.info = {\n\tname: \"andtidwiki\",\n\tpriority: 1600,\n\tcapabilities: [\"save\", \"autosave\"]\n};\n\n/*\nStatic method that returns true if this saver is capable of working\n*/\nexports.canSave = function(wiki) {\n\treturn !!window.twi && !!window.twi.saveFile;\n};\n\n/*\nCreate an instance of this saver\n*/\nexports.create = function(wiki) {\n\treturn new AndTidWiki(wiki);\n};\n\n})();\n",
"title": "$:/core/modules/savers/andtidwiki.js",
"type": "application/javascript",
"module-type": "saver"
},
"$:/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 $tw: false */\n\"use strict\";\n\n/*\nSelect the appropriate saver module and set it up\n*/\nvar DownloadSaver = function(wiki) {\n};\n\nDownloadSaver.prototype.save = function(text,method,callback,options) {\n\toptions = options || {};\n\t// Get the current filename\n\tvar filename = options.variables.filename;\n\tif(!filename) {\n\t\tvar p = document.location.pathname.lastIndexOf(\"/\");\n\t\tif(p !== -1) {\n\t\t\tfilename = document.location.pathname.substr(p+1);\n\t\t}\n\t}\n\tif(!filename) {\n\t\tfilename = \"tiddlywiki.html\";\n\t}\n\t// Set up the link\n\tvar link = document.createElement(\"a\");\n\tlink.setAttribute(\"target\",\"_blank\");\n\tlink.setAttribute(\"rel\",\"noopener noreferrer\");\n\tif(Blob !== undefined) {\n\t\tvar blob = new Blob([text], {type: \"text/html\"});\n\t\tlink.setAttribute(\"href\", URL.createObjectURL(blob));\n\t} else {\n\t\tlink.setAttribute(\"href\",\"data:text/html,\" + encodeURIComponent(text));\n\t}\n\tlink.setAttribute(\"download\",filename);\n\tdocument.body.appendChild(link);\n\tlink.click();\n\tdocument.body.removeChild(link);\n\t// Callback that we succeeded\n\tcallback(null);\n\treturn true;\n};\n\n/*\nInformation about this saver\n*/\nDownloadSaver.prototype.info = {\n\tname: \"download\",\n\tpriority: 100,\n\tcapabilities: [\"save\", \"download\"]\n};\n\n/*\nStatic method that returns true if this saver is capable of working\n*/\nexports.canSave = function(wiki) {\n\treturn document.createElement(\"a\").download !== undefined;\n};\n\n/*\nCreate an instance of this saver\n*/\nexports.create = function(wiki) {\n\treturn new DownloadSaver(wiki);\n};\n\n})();\n",
"title": "$:/core/modules/savers/download.js",
"type": "application/javascript",
"module-type": "saver"
},
"$:/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 $tw: false */\n\"use strict\";\n\n/*\nSelect the appropriate saver module and set it up\n*/\nvar FSOSaver = function(wiki) {\n};\n\nFSOSaver.prototype.save = function(text,method,callback) {\n\t// Get the pathname of this document\n\tvar pathname = unescape(document.location.pathname);\n\t// Test for a Windows path of the form /x:\\blah...\n\tif(/^\\/[A-Z]\\:\\\\[^\\\\]+/i.test(pathname)) {\t// ie: ^/[a-z]:/[^/]+\n\t\t// Remove the leading slash\n\t\tpathname = pathname.substr(1);\n\t} else if(document.location.hostname !== \"\" && /^\\/\\\\[^\\\\]+\\\\[^\\\\]+/i.test(pathname)) {\t// test for \\\\server\\share\\blah... - ^/[^/]+/[^/]+\n\t\t// Remove the leading slash\n\t\tpathname = pathname.substr(1);\n\t\t// reconstruct UNC path\n\t\tpathname = \"\\\\\\\\\" + document.location.hostname + pathname;\n\t} else {\n\t\treturn false;\n\t}\n\t// Save the file (as UTF-16)\n\tvar fso = new ActiveXObject(\"Scripting.FileSystemObject\");\n\tvar file = fso.OpenTextFile(pathname,2,-1,-1);\n\tfile.Write(text);\n\tfile.Close();\n\t// Callback that we succeeded\n\tcallback(null);\n\treturn true;\n};\n\n/*\nInformation about this saver\n*/\nFSOSaver.prototype.info = {\n\tname: \"FSOSaver\",\n\tpriority: 120,\n\tcapabilities: [\"save\", \"autosave\"]\n};\n\n/*\nStatic method that returns true if this saver is capable of working\n*/\nexports.canSave = function(wiki) {\n\ttry {\n\t\treturn (window.location.protocol === \"file:\") && !!(new ActiveXObject(\"Scripting.FileSystemObject\"));\n\t} catch(e) { return false; }\n};\n\n/*\nCreate an instance of this saver\n*/\nexports.create = function(wiki) {\n\treturn new FSOSaver(wiki);\n};\n\n})();\n",
"title": "$:/core/modules/savers/fsosaver.js",
"type": "application/javascript",
"module-type": "saver"
},
"$:/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$tw.modal.display(downloadInstructionsTitle,{\n\t\tdownloadLink: \"data:text/html,\" + encodeURIComponent(text)\n\t});\n\t// Callback that we succeeded\n\tcallback(null);\n\treturn true;\n};\n\n/*\nInformation about this saver\n*/\nManualDownloadSaver.prototype.info = {\n\tname: \"manualdownload\",\n\tpriority: 0,\n\tcapabilities: [\"save\", \"download\"]\n};\n\n/*\nStatic method that returns true if this saver is capable of working\n*/\nexports.canSave = function(wiki) {\n\treturn true;\n};\n\n/*\nCreate an instance of this saver\n*/\nexports.create = function(wiki) {\n\treturn new ManualDownloadSaver(wiki);\n};\n\n})();\n",
"title": "$:/core/modules/savers/manualdownload.js",
"type": "application/javascript",
"module-type": "saver"
},
"$:/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 $tw: false */\n\"use strict\";\n\n/*\nSelect the appropriate saver module and set it up\n*/\nvar MsDownloadSaver = function(wiki) {\n};\n\nMsDownloadSaver.prototype.save = function(text,method,callback) {\n\t// Get the current filename\n\tvar filename = \"tiddlywiki.html\",\n\t\tp = document.location.pathname.lastIndexOf(\"/\");\n\tif(p !== -1) {\n\t\tfilename = document.location.pathname.substr(p+1);\n\t}\n\t// Set up the link\n\tvar blob = new Blob([text], {type: \"text/html\"});\n\twindow.navigator.msSaveBlob(blob,filename);\n\t// Callback that we succeeded\n\tcallback(null);\n\treturn true;\n};\n\n/*\nInformation about this saver\n*/\nMsDownloadSaver.prototype.info = {\n\tname: \"msdownload\",\n\tpriority: 110,\n\tcapabilities: [\"save\", \"download\"]\n};\n\n/*\nStatic method that returns true if this saver is capable of working\n*/\nexports.canSave = function(wiki) {\n\treturn !!window.navigator.msSaveBlob;\n};\n\n/*\nCreate an instance of this saver\n*/\nexports.create = function(wiki) {\n\treturn new MsDownloadSaver(wiki);\n};\n\n})();\n",
"title": "$:/core/modules/savers/msdownload.js",
"type": "application/javascript",
"module-type": "saver"
},
"$:/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 $tw: false */\n\"use strict\";\n\n/*\nSelect the appropriate saver module and set it up\n*/\nvar PutSaver = function(wiki) {\n\tthis.wiki = wiki;\n\tvar self = this;\n\t// Async server probe. Until probe finishes, save will fail fast\n\t// See also https://github.com/Jermolene/TiddlyWiki5/issues/2276\n\tvar req = new XMLHttpRequest();\n\treq.open(\"OPTIONS\",encodeURI(document.location.protocol + \"//\" + document.location.hostname + \":\" + document.location.port + document.location.pathname));\n\treq.onload = function() {\n\t\t// Check DAV header http://www.webdav.org/specs/rfc2518.html#rfc.section.9.1\n\t\tself.serverAcceptsPuts = (this.status === 200 && !!this.getResponseHeader('dav'));\n\t};\n\treq.send();\n};\n\nPutSaver.prototype.save = function(text,method,callback) {\n\tif (!this.serverAcceptsPuts) {\n\t\treturn false;\n\t}\n\tvar req = new XMLHttpRequest();\n\t// TODO: store/check ETags if supported by server, to protect against overwrites\n\t// Prompt: Do you want to save over this? Y/N\n\t// Merging would be ideal, and may be possible using future generic merge flow\n\treq.onload = function() {\n\t\tif (this.status === 200 || this.status === 201) {\n\t\t\tcallback(null); // success\n\t\t}\n\t\telse {\n\t\t\tcallback(this.responseText); // fail\n\t\t}\n\t};\n\treq.open(\"PUT\", encodeURI(window.location.href));\n\treq.setRequestHeader(\"Content-Type\", \"text/html;charset=UTF-8\");\n\treq.send(text);\n\treturn true;\n};\n\n/*\nInformation about this saver\n*/\nPutSaver.prototype.info = {\n\tname: \"put\",\n\tpriority: 2000,\n\tcapabilities: [\"save\", \"autosave\"]\n};\n\n/*\nStatic method that returns true if this saver is capable of working\n*/\nexports.canSave = function(wiki) {\n\treturn /^https?:/.test(location.protocol);\n};\n\n/*\nCreate an instance of this saver\n*/\nexports.create = function(wiki) {\n\treturn new PutSaver(wiki);\n};\n\n})();\n",
"title": "$:/core/modules/savers/put.js",
"type": "application/javascript",
"module-type": "saver"
},
"$:/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 (window.location.protocol === \"file:\");\n};\n\n/*\nCreate an instance of this saver\n*/\nexports.create = function(wiki) {\n\treturn new TiddlyFoxSaver(wiki);\n};\n\n})();\n",
"title": "$:/core/modules/savers/tiddlyfox.js",
"type": "application/javascript",
"module-type": "saver"
},
"$:/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 $tw: false */\n\"use strict\";\n\n/*\nSelect the appropriate saver module and set it up\n*/\nvar TiddlyIESaver = function(wiki) {\n};\n\nTiddlyIESaver.prototype.save = function(text,method,callback) {\n\t// Check existence of TiddlyIE BHO extension (note: only works after document is complete)\n\tif(typeof(window.TiddlyIE) != \"undefined\") {\n\t\t// Get the pathname of this document\n\t\tvar pathname = unescape(document.location.pathname);\n\t\t// Test for a Windows path of the form /x:/blah...\n\t\tif(/^\\/[A-Z]\\:\\/[^\\/]+/i.test(pathname)) {\t// ie: ^/[a-z]:/[^/]+ (is this better?: ^/[a-z]:/[^/]+(/[^/]+)*\\.[^/]+ )\n\t\t\t// Remove the leading slash\n\t\t\tpathname = pathname.substr(1);\n\t\t\t// Convert slashes to backslashes\n\t\t\tpathname = pathname.replace(/\\//g,\"\\\\\");\n\t\t} else if(document.hostname !== \"\" && /^\\/[^\\/]+\\/[^\\/]+/i.test(pathname)) {\t// test for \\\\server\\share\\blah... - ^/[^/]+/[^/]+\n\t\t\t// Convert slashes to backslashes\n\t\t\tpathname = pathname.replace(/\\//g,\"\\\\\");\n\t\t\t// reconstruct UNC path\n\t\t\tpathname = \"\\\\\\\\\" + document.location.hostname + pathname;\n\t\t} else return false;\n\t\t// Prompt the user to save the file\n\t\twindow.TiddlyIE.save(pathname, text);\n\t\t// Callback that we succeeded\n\t\tcallback(null);\n\t\treturn true;\n\t} else {\n\t\treturn false;\n\t}\n};\n\n/*\nInformation about this saver\n*/\nTiddlyIESaver.prototype.info = {\n\tname: \"tiddlyiesaver\",\n\tpriority: 1500,\n\tcapabilities: [\"save\"]\n};\n\n/*\nStatic method that returns true if this saver is capable of working\n*/\nexports.canSave = function(wiki) {\n\treturn (window.location.protocol === \"file:\");\n};\n\n/*\nCreate an instance of this saver\n*/\nexports.create = function(wiki) {\n\treturn new TiddlyIESaver(wiki);\n};\n\n})();\n",
"title": "$:/core/modules/savers/tiddlyie.js",
"type": "application/javascript",
"module-type": "saver"
},
"$:/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($tw.browser) {\n\twindow.version = {title: \"TiddlyWiki\"};\n}\n\n})();\n",
"title": "$:/core/modules/savers/twedit.js",
"type": "application/javascript",
"module-type": "saver"
},
"$:/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(\"$:/language/Notifications/Save/Starting\");\n\treturn true;\n};\n\n/*\nInformation about this saver\n*/\nUploadSaver.prototype.info = {\n\tname: \"upload\",\n\tpriority: 2000,\n\tcapabilities: [\"save\", \"autosave\"]\n};\n\n/*\nStatic method that returns true if this saver is capable of working\n*/\nexports.canSave = function(wiki) {\n\treturn true;\n};\n\n/*\nCreate an instance of this saver\n*/\nexports.create = function(wiki) {\n\treturn new UploadSaver(wiki);\n};\n\n})();\n",
"title": "$:/core/modules/savers/upload.js",
"type": "application/javascript",
"module-type": "saver"
},
"$:/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 = $tw.browserMessaging.iframeInfoMap[url];\n\tif(iframeInfo) {\n\t\t// We've already got the iframe\n\t\tcallback(null,iframeInfo);\n\t} else {\n\t\t// Create the iframe and save it in the list\n\t\tvar iframe = document.createElement(\"iframe\"),\n\t\t\tiframeInfo = {\n\t\t\t\turl: url,\n\t\t\t\tstatus: \"loading\",\n\t\t\t\tdomNode: iframe\n\t\t\t};\n\t\t$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\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\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 || \"$:/temp/RemoteAssetInfo/\",\n\t\t\t\t\t\t\turl: url\n\t\t\t\t\t\t}\n\t\t\t\t\t},\"*\");\n\t\t\t\t}\n\t\t\t});\n\t\t}\n\t});\n\t$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($tw.language.getString(\"Error/LoadingPluginLibrary\") + \": \" + url);\n\t\t\t\t} else {\n\t\t\t\t\tiframeInfo.domNode.contentWindow.postMessage({\n\t\t\t\t\t\tverb: \"GET\",\n\t\t\t\t\t\turl: \"recipes/library/tiddlers/\" + encodeURIComponent(title) + \".json\",\n\t\t\t\t\t\tcookies: {\n\t\t\t\t\t\t\ttype: \"save-tiddler\",\n\t\t\t\t\t\t\turl: url\n\t\t\t\t\t\t}\n\t\t\t\t\t},\"*\");\n\t\t\t\t}\n\t\t\t});\n\t\t}\n\t});\n\t// Listen for window messages from other windows\n\twindow.addEventListener(\"message\",function listener(event){\n\t\tconsole.log(\"browser-messaging: \",document.location.toString())\n\t\tconsole.log(\"browser-messaging: Received message from\",event.origin);\n\t\tconsole.log(\"browser-messaging: Message content\",event.data);\n\t\tswitch(event.data.verb) {\n\t\t\tcase \"GET-RESPONSE\":\n\t\t\t\tif(event.data.status.charAt(0) === \"2\") {\n\t\t\t\t\tif(event.data.cookies) {\n\t\t\t\t\t\tif(event.data.cookies.type === \"save-info\") {\n\t\t\t\t\t\t\tvar tiddlers = JSON.parse(event.data.body);\n\t\t\t\t\t\t\t$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 $tw.Tiddler(tiddler));\n\t\t\t\t\t\t}\n\t\t\t\t\t}\n\t\t\t\t}\n\t\t\t\tbreak;\n\t\t}\n\t},false);\n};\n\n})();\n",
"title": "$:/core/modules/browser-messaging.js",
"type": "application/javascript",
"module-type": "startup"
},
"$:/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",
"title": "$:/core/modules/startup/commands.js",
"type": "application/javascript",
"module-type": "startup"
},
"$:/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 = $tw.wiki.getTiddler(FAVICON_TITLE);\n\tif(tiddler) {\n\t\tvar faviconLink = document.getElementById(\"faviconLink\");\n\t\tfaviconLink.setAttribute(\"href\",\"data:\" + tiddler.fields.type + \";base64,\" + tiddler.fields.text);\n\t}\n}\n\n})();\n",
"title": "$:/core/modules/startup/favicon.js",
"type": "application/javascript",
"module-type": "startup"
},
"$:/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 $tw: false */\n\"use strict\";\n\n// Export name and synchronous status\nexports.name = \"info\";\nexports.before = [\"startup\"];\nexports.after = [\"load-modules\"];\nexports.synchronous = true;\n\nexports.startup = function() {\n\t// Collect up the info tiddlers\n\tvar infoTiddlerFields = {};\n\t// Give each info module a chance to fill in as many info tiddlers as they want\n\t$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$tw.utils.each(tiddlerFieldsArray,function(fields) {\n\t\t\t\tif(fields) {\n\t\t\t\t\tinfoTiddlerFields[fields.title] = fields;\n\t\t\t\t}\n\t\t\t});\n\t\t}\n\t});\n\t// Bake the info tiddlers into a plugin\n\tvar fields = {\n\t\ttitle: \"$:/temp/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();\n\t$tw.wiki.registerPluginTiddlers(\"info\");\n\t$tw.wiki.unpackPluginTiddlers();\n};\n\n})();\n",
"title": "$:/core/modules/startup/info.js",
"type": "application/javascript",
"module-type": "startup"
},
"$:/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.modules.applyMethods(\"tiddlerdeserializer\",$tw.Wiki.tiddlerDeserializerModules);\n\t$tw.macros = $tw.modules.getModulesByTypeAsHashmap(\"macro\");\n\t$tw.wiki.initParsers();\n\t$tw.Commander.initCommands();\n};\n\n})();\n",
"title": "$:/core/modules/startup/load-modules.js",
"type": "application/javascript",
"module-type": "startup"
},
"$:/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$tw.crypto.updateCryptoStateTiddler();\n\t\t}\n\t});\n};\n\n})();\n",
"title": "$:/core/modules/startup/password.js",
"type": "application/javascript",
"module-type": "startup"
},
"$:/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 = \"$:/config/Drafts/TypingTimeout\";\nvar DRAFT_TIDDLER_TIMEOUT = 400;\n\nexports.startup = function() {\n\t// Set up the title\n\t$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($tw.pageContainer,null);\n\t})();\n\t// Prepare refresh mechanism\n\tvar deferredChanges = Object.create(null),\n\t\ttimerId;\n\tfunction refresh() {\n\t\t// Process the refresh\n\t\t$tw.pageWidgetNode.refresh(deferredChanges);\n\t\tdeferredChanges = Object.create(null);\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 drafts have changed\n\t\tvar onlyDraftsHaveChanged = true;\n\t\tfor(var title in changes) {\n\t\t\tvar tiddler = $tw.wiki.getTiddler(title);\n\t\t\tif(!tiddler || !tiddler.hasField(\"draft.of\")) {\n\t\t\t\tonlyDraftsHaveChanged = false;\n\t\t\t}\n\t\t}\n\t\t// Defer the change if only drafts have changed\n\t\tif(timerId) {\n\t\t\tclearTimeout(timerId);\n\t\t}\n\t\ttimerId = null;\n\t\tif(onlyDraftsHaveChanged) {\n\t\t\tvar timeout = parseInt($tw.wiki.getTiddlerText(DRAFT_TIDDLER_TIMEOUT_TITLE,\"\"),10);\n\t\t\tif(isNaN(timeout)) {\n\t\t\t\ttimeout = DRAFT_TIDDLER_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",
"title": "$:/core/modules/startup/render.js",
"type": "application/javascript",
"module-type": "startup"
},
"$:/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});\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 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\tif(document[fullscreen._fullscreenElement]) {\n\t\t\t\tdocument[fullscreen._exitFullscreen]();\n\t\t\t} else {\n\t\t\t\tdocument.documentElement[fullscreen._requestFullscreen](Element.ALLOW_KEYBOARD_INPUT);\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",
"title": "$:/core/modules/startup/rootwidget.js",
"type": "application/javascript",
"module-type": "startup"
},
"$:/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$tw.platform.isLinux = /Linux/i.test(navigator.appVersion);\n\t} else {\n\t\tswitch(require(\"os\").platform()) {\n\t\t\tcase \"darwin\":\n\t\t\t\t$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// 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\"$:/languages/en-US\"\n\t\t]\n\t});\n\t// Kick off the theme manager\n\t$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 $tw.KeyboardManager();\n\t// Clear outstanding tiddler store change events to avoid an unnecessary refresh cycle at startup\n\t$tw.wiki.clearTiddlerEventQueue();\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\tif($tw.browser) {\n\t\t$tw.rootWidget = new widget.widget({\n\t\t\ttype: \"widget\",\n\t\t\tchildren: []\n\t\t},{\n\t\t\twiki: $tw.wiki,\n\t\t\tdocument: document\n\t\t});\n\t}\n\t// Find a working syncadaptor\n\t$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({wiki: $tw.wiki, dirtyTracking: !$tw.syncadaptor});\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 $tw.utils.Animator();\n\t}\n};\n\n})();\n",
"title": "$:/core/modules/startup.js",
"type": "application/javascript",
"module-type": "startup"
},
"$:/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\"\n\nexports.startup = function() {\n\t// Open startup tiddlers\n\topenStartupTiddlers();\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$tw.rootWidget.addEventListener(\"tm-browser-refresh\",function(event) {\n\t\t\twindow.location.reload(true);\n\t\t});\n\t\t// Listen for the tm-home message\n\t\t$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]);\t\t\t\t\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: \"permalink\",\n\t\t\t\tupdateHistory: $tw.wiki.getTiddlerText(CONFIG_UPDATE_HISTORY,\"no\").trim(),\n\t\t\t\ttargetTiddler: event.param || event.tiddlerTitle\n\t\t\t});\n\t\t});\n\t\t// Listen for the tm-permaview message\n\t\t$tw.rootWidget.addEventListener(\"tm-permaview\",function(event) {\n\t\t\tupdateLocationHash({\n\t\t\t\tupdateAddressBar: \"permaview\",\n\t\t\t\tupdateHistory: $tw.wiki.getTiddlerText(CONFIG_UPDATE_HISTORY,\"no\").trim(),\n\t\t\t\ttargetTiddler: event.param || event.tiddlerTitle\n\t\t\t});\n\t\t});\n\t}\n};\n\n/*\nProcess the location hash to open the specified tiddlers. Options:\ndefaultToCurrentStory: If true, the current story is retained as the default, instead of opening the default tiddlers\n*/\nfunction openStartupTiddlers(options) {\n\toptions = options || {};\n\t// Work out the target tiddler and the story filter. \"null\" means \"unspecified\"\n\tvar target = null,\n\t\tstoryFilter = null;\n\tif($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},$tw.wiki.getModificationFields());\n\t// If a target tiddler was specified add it to the history stack\n\tif(target && target !== \"\") {\n\t\t// The target tiddler doesn't need double square brackets, but we'll silently remove them if they're present\n\t\tif(target.indexOf(\"[[\") === 0 && target.substr(-2) === \"]]\") {\n\t\t\ttarget = target.substr(2,target.length - 4);\n\t\t}\n\t\t$tw.wiki.addToHistory(target);\n\t} else if(storyList.length > 0) {\n\t\t$tw.wiki.addToHistory(storyList[0]);\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.targetTiddler: optional title of target tiddler for permalink\n*/\nfunction updateLocationHash(options) {\n\tif(options.updateAddressBar !== \"no\") {\n\t\t// Get the story and the history stack\n\t\tvar storyList = $tw.wiki.getTiddlerList(DEFAULT_STORY_TITLE),\n\t\t\thistoryList = $tw.wiki.getTiddlerData(DEFAULT_HISTORY_TITLE,[]),\n\t\t\ttargetTiddler = \"\";\n\t\tif(options.targetTiddler) {\n\t\t\ttargetTiddler = options.targetTiddler;\n\t\t} else {\n\t\t\t// The target tiddler is the one at the top of the stack\n\t\t\tif(historyList.length > 0) {\n\t\t\t\ttargetTiddler = historyList[historyList.length-1].title;\n\t\t\t}\n\t\t\t// Blank the target tiddler if it isn't present in the story\n\t\t\tif(storyList.indexOf(targetTiddler) === -1) {\n\t\t\t\ttargetTiddler = \"\";\n\t\t\t}\n\t\t}\n\t\t// Assemble the location hash\n\t\tif(options.updateAddressBar === \"permalink\") {\n\t\t\t$tw.locationHash = \"#\" + encodeURIComponent(targetTiddler);\n\t\t} else {\n\t\t\t$tw.locationHash = \"#\" + encodeURIComponent(targetTiddler) + \":\" + encodeURIComponent($tw.utils.stringifyList(storyList));\n\t\t}\n\t\t// Only change the location hash if we must, thus avoiding unnecessary onhashchange events\n\t\tif($tw.utils.getLocationHash() !== $tw.locationHash) {\n\t\t\tif(options.updateHistory === \"yes\") {\n\t\t\t\t// Assign the location hash so that history is updated\n\t\t\t\twindow.location.hash = $tw.locationHash;\n\t\t\t} else {\n\t\t\t\t// We use replace so that browser history isn't affected\n\t\t\t\twindow.location.replace(window.location.toString().split(\"#\")[0] + $tw.locationHash);\n\t\t\t}\n\t\t}\n\t}\n}\n\n})();\n",
"title": "$:/core/modules/startup/story.js",
"type": "application/javascript",
"module-type": "startup"
},
"$:/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\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 = $tw.utils.extend({},paramObject,{currentTiddler: title});\n\t\t// Open the window\n\t\tvar srcWindow = window.open(\"\",\"external-\" + title,\"scrollbars,width=\" + width + \",height=\" + height),\n\t\t\tsrcDocument = srcWindow.document;\n\t\twindows[title] = srcWindow;\n\t\t// Check for reopening the same window\n\t\tif(srcWindow.haveInitialisedWindow) {\n\t\t\treturn;\n\t\t}\n\t\t// Initialise the document\n\t\tsrcDocument.write(\"<html><head></head><body class='tc-body tc-single-tiddler-window'></body></html>\");\n\t\tsrcDocument.close();\n\t\tsrcDocument.title = title;\n\t\tsrcWindow.addEventListener(\"beforeunload\",function(event) {\n\t\t\tdelete windows[title];\n\t\t\t$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\",{document: $tw.fakeDocument, variables: variables}),\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\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",
"title": "$:/core/modules/startup/windows.js",
"type": "application/javascript",
"module-type": "startup"
},
"$:/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",
"title": "$:/core/modules/story.js",
"type": "application/javascript",
"module-type": "global"
},
"$:/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 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\nClassicStoryView.prototype.insert = function(widget) {\n\tvar targetElement = widget.findFirstDomNode(),\n\t\tduration = $tw.utils.getAnimationDuration();\n\t// Abandon if the list entry isn't a DOM element (it might be a text node)\n\tif(!(targetElement instanceof Element)) {\n\t\treturn;\n\t}\n\t// Get the current height of the tiddler\n\tvar computedStyle = window.getComputedStyle(targetElement),\n\t\tcurrMarginBottom = parseInt(computedStyle.marginBottom,10),\n\t\tcurrMarginTop = parseInt(computedStyle.marginTop,10),\n\t\tcurrHeight = targetElement.offsetHeight + currMarginTop;\n\t// Reset the margin once the transition is over\n\tsetTimeout(function() {\n\t\t$tw.utils.setStyle(targetElement,[\n\t\t\t{transition: \"none\"},\n\t\t\t{marginBottom: \"\"}\n\t\t]);\n\t},duration);\n\t// Set up the initial position of the element\n\t$tw.utils.setStyle(targetElement,[\n\t\t{transition: \"none\"},\n\t\t{marginBottom: (-currHeight) + \"px\"},\n\t\t{opacity: \"0.0\"}\n\t]);\n\t$tw.utils.forceLayout(targetElement);\n\t// Transition to the final position\n\t$tw.utils.setStyle(targetElement,[\n\t\t{transition: \"opacity \" + duration + \"ms \" + easing + \", \" +\n\t\t\t\t\t\"margin-bottom \" + duration + \"ms \" + easing},\n\t\t{marginBottom: currMarginBottom + \"px\"},\n\t\t{opacity: \"1.0\"}\n\t]);\n};\n\nClassicStoryView.prototype.remove = function(widget) {\n\tvar targetElement = widget.findFirstDomNode(),\n\t\tduration = $tw.utils.getAnimationDuration(),\n\t\tremoveElement = function() {\n\t\t\twidget.removeChildDomNodes();\n\t\t};\n\t// Abandon if the list entry isn't a DOM element (it might be a text node)\n\tif(!(targetElement instanceof Element)) {\n\t\tremoveElement();\n\t\treturn;\n\t}\n\t// Get the current height of the tiddler\n\tvar currWidth = targetElement.offsetWidth,\n\t\tcomputedStyle = window.getComputedStyle(targetElement),\n\t\tcurrMarginBottom = parseInt(computedStyle.marginBottom,10),\n\t\tcurrMarginTop = parseInt(computedStyle.marginTop,10),\n\t\tcurrHeight = targetElement.offsetHeight + currMarginTop;\n\t// Remove the dom nodes of the widget at the end of the transition\n\tsetTimeout(removeElement,duration);\n\t// Animate the closure\n\t$tw.utils.setStyle(targetElement,[\n\t\t{transition: \"none\"},\n\t\t{transform: \"translateX(0px)\"},\n\t\t{marginBottom: currMarginBottom + \"px\"},\n\t\t{opacity: \"1.0\"}\n\t]);\n\t$tw.utils.forceLayout(targetElement);\n\t$tw.utils.setStyle(targetElement,[\n\t\t{transition: $tw.utils.roundTripPropertyName(\"transform\") + \" \" + duration + \"ms \" + easing + \", \" +\n\t\t\t\t\t\"opacity \" + duration + \"ms \" + easing + \", \" +\n\t\t\t\t\t\"margin-bottom \" + duration + \"ms \" + easing},\n\t\t{transform: \"translateX(-\" + currWidth + \"px)\"},\n\t\t{marginBottom: (-currHeight) + \"px\"},\n\t\t{opacity: \"0.0\"}\n\t]);\n};\n\nexports.classic = ClassicStoryView;\n\n})();",
"title": "$:/core/modules/storyviews/classic.js",
"type": "application/javascript",
"module-type": "storyview"
},
"$:/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},duration);\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 = $tw.utils.getAnimationDuration(),\n\t\tremoveElement = function() {\n\t\t\tif(targetElement.parentNode) {\n\t\t\t\twidget.removeChildDomNodes();\n\t\t\t}\n\t\t};\n\t// Abandon if the list entry isn't a DOM element (it might be a text node)\n\tif(!(targetElement instanceof Element)) {\n\t\tremoveElement();\n\t\treturn;\n\t}\n\t// Remove the element at the end of the transition\n\tsetTimeout(removeElement,duration);\n\t// Animate the closure\n\t$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: $tw.utils.roundTripPropertyName(\"transform\") + \" \" + duration + \"ms ease-in-out, \" +\n\t\t\t\t\t\"opacity \" + duration + \"ms ease-in-out\"},\n\t\t{transform: \"scale(0.1)\"},\n\t\t{opacity: \"0.0\"}\n\t]);\n};\n\nexports.pop = PopStoryView;\n\n})();\n",
"title": "$:/core/modules/storyviews/pop.js",
"type": "application/javascript",
"module-type": "storyview"
},
"$:/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",
"title": "$:/core/modules/storyviews/zoomin.js",
"type": "application/javascript",
"module-type": "storyview"
},
"$:/core/modules/syncer.js": {
"text": "/*\\\ntitle: $:/core/modules/syncer.js\ntype: application/javascript\nmodule-type: global\n\nThe syncer tracks changes to the store. If a syncadaptor is used then individual tiddlers are synchronised through it. If there is no syncadaptor then the entire wiki is saved 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 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\tthis.syncadaptor = options.syncadaptor;\n\t// Make a logger\n\tthis.logger = new $tw.utils.Logger(\"syncer\" + ($tw.browser ? \"-browser\" : \"\") + ($tw.node ? \"-server\" : \"\"));\n\t// Compile the dirty tiddler filter\n\tthis.filterFn = this.wiki.compileFilter(this.wiki.getTiddlerText(this.titleSyncFilter));\n\t// Record information for known tiddlers\n\tthis.readTiddlerInfo();\n\t// Tasks are {type: \"load\"/\"save\"/\"delete\", title:, queueTime:, lastModificationTime:}\n\tthis.taskQueue = {}; // Hashmap of tasks yet to be performed\n\tthis.taskInProgress = {}; // Hash of tasks in progress\n\tthis.taskTimerId = null; // Timer for task dispatch\n\tthis.pollTimerId = null; // Timer for polling server\n\t// Listen out for changes to tiddlers\n\tthis.wiki.addEventListener(\"change\",function(changes) {\n\t\tself.syncToServer(changes);\n\t});\n\t// Browser event handlers\n\tif($tw.browser) {\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}\n\t// Listen out for lazyLoad events\n\tthis.wiki.addEventListener(\"lazyLoad\",function(title) {\n\t\tself.handleLazyLoadEvent(title);\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/*\nConstants\n*/\nSyncer.prototype.titleIsLoggedIn = \"$:/status/IsLoggedIn\";\nSyncer.prototype.titleUserName = \"$:/status/UserName\";\nSyncer.prototype.titleSyncFilter = \"$:/config/SyncFilter\";\nSyncer.prototype.titleSavedNotification = \"$:/language/Notifications/Save/Done\";\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.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\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\tthis.tiddlerInfo = {};\n\t// Record information for known tiddlers\n\tvar self = this,\n\t\ttiddlers = this.filterFn.call(this.wiki);\n\t$tw.utils.each(tiddlers,function(title) {\n\t\tvar tiddler = self.wiki.getTiddler(title);\n\t\tself.tiddlerInfo[title] = {\n\t\t\trevision: tiddler.fields.revision,\n\t\t\tadaptorInfo: self.syncadaptor && self.syncadaptor.getTiddlerInfo(tiddler),\n\t\t\tchangeCount: self.wiki.getChangeCount(title),\n\t\t\thasBeenLazyLoaded: false\n\t\t};\n\t});\n};\n\n/*\nCreate an tiddlerInfo structure if it doesn't already exist\n*/\nSyncer.prototype.createTiddlerInfo = function(title) {\n\tif(!$tw.utils.hop(this.tiddlerInfo,title)) {\n\t\tthis.tiddlerInfo[title] = {\n\t\t\trevision: null,\n\t\t\tadaptorInfo: {},\n\t\t\tchangeCount: -1,\n\t\t\thasBeenLazyLoaded: false\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\treturn (this.numTasksInQueue() > 0) || (this.numTasksInProgress() > 0);\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($tw.browser) {\n\t\t$tw.utils.toggleClass(document.body,\"tc-dirty\",this.isDirty());\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(this.wiki.getTiddler(tiddlerFields.title),tiddlerFields);\n\tthis.wiki.addTiddler(tiddler);\n\t// Save the tiddler revision and changeCount details\n\tthis.tiddlerInfo[tiddlerFields.title] = {\n\t\trevision: tiddlerFields.revision,\n\t\tadaptorInfo: this.syncadaptor.getTiddlerInfo(tiddler),\n\t\tchangeCount: this.wiki.getChangeCount(tiddlerFields.title),\n\t\thasBeenLazyLoaded: true\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) {\n\t\t\tif(err) {\n\t\t\t\tself.logger.alert(err);\n\t\t\t\treturn;\n\t\t\t}\n\t\t\t// Set the various status tiddlers\n\t\t\tself.wiki.addTiddler({title: self.titleIsLoggedIn,text: isLoggedIn ? \"yes\" : \"no\"});\n\t\t\tif(isLoggedIn) {\n\t\t\t\tself.wiki.addTiddler({title: self.titleUserName,text: username || \"\"});\n\t\t\t} else {\n\t\t\t\tself.wiki.deleteTiddler(self.titleUserName);\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\tif(this.syncadaptor && this.syncadaptor.getSkinnyTiddlers) {\n\t\tthis.logger.log(\"Retrieving skinny tiddler list\");\n\t\tvar self = this;\n\t\tif(this.pollTimerId) {\n\t\t\tclearTimeout(this.pollTimerId);\n\t\t\tthis.pollTimerId = null;\n\t\t}\n\t\tthis.syncadaptor.getSkinnyTiddlers(function(err,tiddlers) {\n\t\t\t// Trigger the next sync\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\t// Check for errors\n\t\t\tif(err) {\n\t\t\t\tself.logger.alert($tw.language.getString(\"Error/RetrievingSkinny\") + \":\",err);\n\t\t\t\treturn;\n\t\t\t}\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.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// 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// Do a full load if we've already got a fat version of the tiddler\n\t\t\t\t\tif(tiddler && tiddler.fields.text !== undefined) {\n\t\t\t\t\t\t// Do a full load of this tiddler\n\t\t\t\t\t\tself.enqueueSyncTask({\n\t\t\t\t\t\t\ttype: \"load\",\n\t\t\t\t\t\t\ttitle: tiddlerFields.title\n\t\t\t\t\t\t});\n\t\t\t\t\t} else {\n\t\t\t\t\t\t// Load the skinny version of the tiddler\n\t\t\t\t\t\tself.storeTiddler(tiddlerFields);\n\t\t\t\t\t}\n\t\t\t\t}\n\t\t\t}\n\t\t});\n\t}\n};\n\n/*\nSynchronise a set of changes to the server\n*/\nSyncer.prototype.syncToServer = function(changes) {\n\tvar self = this,\n\t\tnow = Date.now(),\n\t\tfilteredChanges = this.filterFn.call(this.wiki,function(callback) {\n\t\t\t$tw.utils.each(changes,function(change,title) {\n\t\t\t\tvar tiddler = self.wiki.getTiddler(title);\n\t\t\t\tcallback(tiddler,title);\n\t\t\t});\n\t\t});\n\t$tw.utils.each(changes,function(change,title,object) {\n\t\t// Process the change if it is a deletion of a tiddler we're already syncing, or is on the filtered change list\n\t\tif((change.deleted && $tw.utils.hop(self.tiddlerInfo,title)) || filteredChanges.indexOf(title) !== -1) {\n\t\t\t// Queue a task to sync this tiddler\n\t\t\tself.enqueueSyncTask({\n\t\t\t\ttype: change.deleted ? \"delete\" : \"save\",\n\t\t\t\ttitle: title\n\t\t\t});\n\t\t}\n\t});\n};\n\n/*\nLazily load a skinny tiddler if we can\n*/\nSyncer.prototype.handleLazyLoadEvent = function(title) {\n\t// Don't lazy load the same tiddler twice\n\tvar info = this.tiddlerInfo[title];\n\tif(!info || !info.hasBeenLazyLoaded) {\n\t\tthis.createTiddlerInfo(title);\n\t\tthis.tiddlerInfo[title].hasBeenLazyLoaded = true;\n\t\t// Queue up a sync task to load this tiddler\n\t\tthis.enqueueSyncTask({\n\t\t\ttype: \"load\",\n\t\t\ttitle: title\n\t\t});\t\t\n\t}\n};\n\n/*\nDispay a password prompt and allow the user to login\n*/\nSyncer.prototype.handleLoginEvent = function() {\n\tvar self = this;\n\tthis.getStatus(function(err,isLoggedIn,username) {\n\t\tif(!isLoggedIn) {\n\t\t\t$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(null,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/*\nQueue up a sync task. If there is already a pending task for the tiddler, just update the last modification time\n*/\nSyncer.prototype.enqueueSyncTask = function(task) {\n\tvar self = this,\n\t\tnow = Date.now();\n\t// Set the timestamps on this task\n\ttask.queueTime = now;\n\ttask.lastModificationTime = now;\n\t// Fill in some tiddlerInfo if the tiddler is one we haven't seen before\n\tthis.createTiddlerInfo(task.title);\n\t// Bail if this is a save and the tiddler is already at the changeCount that the server has\n\tif(task.type === \"save\" && this.wiki.getChangeCount(task.title) <= this.tiddlerInfo[task.title].changeCount) {\n\t\treturn;\n\t}\n\t// Check if this tiddler is already in the queue\n\tif($tw.utils.hop(this.taskQueue,task.title)) {\n\t\t// this.logger.log(\"Re-queueing up sync task with type:\",task.type,\"title:\",task.title);\n\t\tvar existingTask = this.taskQueue[task.title];\n\t\t// If so, just update the last modification time\n\t\texistingTask.lastModificationTime = task.lastModificationTime;\n\t\t// If the new task is a save then we upgrade the existing task to a save. Thus a pending load is turned into a save if the tiddler changes locally in the meantime. But a pending save is not modified to become a load\n\t\tif(task.type === \"save\" || task.type === \"delete\") {\n\t\t\texistingTask.type = task.type;\n\t\t}\n\t} else {\n\t\t// this.logger.log(\"Queuing up sync task with type:\",task.type,\"title:\",task.title);\n\t\t// If it is not in the queue, insert it\n\t\tthis.taskQueue[task.title] = task;\n\t\tthis.updateDirtyStatus();\n\t}\n\t// Process the queue\n\t$tw.utils.nextTick(function() {self.processTaskQueue.call(self);});\n};\n\n/*\nReturn the number of tasks in progress\n*/\nSyncer.prototype.numTasksInProgress = function() {\n\treturn $tw.utils.count(this.taskInProgress);\n};\n\n/*\nReturn the number of tasks in the queue\n*/\nSyncer.prototype.numTasksInQueue = function() {\n\treturn $tw.utils.count(this.taskQueue);\n};\n\n/*\nTrigger a timeout if one isn't already outstanding\n*/\nSyncer.prototype.triggerTimeout = function() {\n\tvar self = this;\n\tif(!this.taskTimerId) {\n\t\tthis.taskTimerId = setTimeout(function() {\n\t\t\tself.taskTimerId = null;\n\t\t\tself.processTaskQueue.call(self);\n\t\t},self.taskTimerInterval);\n\t}\n};\n\n/*\nProcess the task queue, performing the next task if appropriate\n*/\nSyncer.prototype.processTaskQueue = function() {\n\tvar self = this;\n\t// Only process a task if the sync adaptor is fully initialised and we're not already performing a task. If we are already performing a task then we'll dispatch the next one when it completes\n\tif(this.syncadaptor.isReady() && this.numTasksInProgress() === 0) {\n\t\t// Choose the next task to perform\n\t\tvar task = this.chooseNextTask();\n\t\t// Perform the task if we had one\n\t\tif(task) {\n\t\t\t// Remove the task from the queue and add it to the in progress list\n\t\t\tdelete this.taskQueue[task.title];\n\t\t\tthis.taskInProgress[task.title] = task;\n\t\t\tthis.updateDirtyStatus();\n\t\t\t// Dispatch the task\n\t\t\tthis.dispatchTask(task,function(err) {\n\t\t\t\tif(err) {\n\t\t\t\t\tself.logger.alert(\"Sync error while processing '\" + task.title + \"':\\n\" + err);\n\t\t\t\t}\n\t\t\t\t// Mark that this task is no longer in progress\n\t\t\t\tdelete self.taskInProgress[task.title];\n\t\t\t\tself.updateDirtyStatus();\n\t\t\t\t// Process the next task\n\t\t\t\tself.processTaskQueue.call(self);\n\t\t\t});\n\t\t} else {\n\t\t\t// Make sure we've set a time if there wasn't a task to perform, but we've still got tasks in the queue\n\t\t\tif(this.numTasksInQueue() > 0) {\n\t\t\t\tthis.triggerTimeout();\n\t\t\t}\n\t\t}\n\t}\n};\n\n/*\nChoose the next applicable task\n*/\nSyncer.prototype.chooseNextTask = function() {\n\tvar self = this,\n\t\tcandidateTask = null,\n\t\tnow = Date.now();\n\t// Select the best candidate task\n\t$tw.utils.each(this.taskQueue,function(task,title) {\n\t\t// Exclude the task if there's one of the same name in progress\n\t\tif($tw.utils.hop(self.taskInProgress,title)) {\n\t\t\treturn;\n\t\t}\n\t\t// Exclude the task if it is a save and the tiddler has been modified recently, but not hit the fallback time\n\t\tif(task.type === \"save\" && (now - task.lastModificationTime) < self.throttleInterval &&\n\t\t\t(now - task.queueTime) < self.fallbackInterval) {\n\t\t\treturn;\n\t\t}\n\t\t// Exclude the task if it is newer than the current best candidate\n\t\tif(candidateTask && candidateTask.queueTime < task.queueTime) {\n\t\t\treturn;\n\t\t}\n\t\t// Now this is our best candidate\n\t\tcandidateTask = task;\n\t});\n\treturn candidateTask;\n};\n\n/*\nDispatch a task and invoke the callback\n*/\nSyncer.prototype.dispatchTask = function(task,callback) {\n\tvar self = this;\n\tif(task.type === \"save\") {\n\t\tvar changeCount = this.wiki.getChangeCount(task.title),\n\t\t\ttiddler = this.wiki.getTiddler(task.title);\n\t\tthis.logger.log(\"Dispatching 'save' task:\",task.title);\n\t\tif(tiddler) {\n\t\t\tthis.syncadaptor.saveTiddler(tiddler,function(err,adaptorInfo,revision) {\n\t\t\t\tif(err) {\n\t\t\t\t\treturn callback(err);\n\t\t\t\t}\n\t\t\t\t// Adjust the info stored about this tiddler\n\t\t\t\tself.tiddlerInfo[task.title] = {\n\t\t\t\t\tchangeCount: changeCount,\n\t\t\t\t\tadaptorInfo: adaptorInfo,\n\t\t\t\t\trevision: revision\n\t\t\t\t};\n\t\t\t\t// Invoke the callback\n\t\t\t\tcallback(null);\n\t\t\t},{\n\t\t\t\ttiddlerInfo: self.tiddlerInfo[task.title]\n\t\t\t});\n\t\t} else {\n\t\t\tthis.logger.log(\" Not Dispatching 'save' task:\",task.title,\"tiddler does not exist\");\n\t\t\treturn callback(null);\n\t\t}\n\t} else if(task.type === \"load\") {\n\t\t// Load the tiddler\n\t\tthis.logger.log(\"Dispatching 'load' task:\",task.title);\n\t\tthis.syncadaptor.loadTiddler(task.title,function(err,tiddlerFields) {\n\t\t\tif(err) {\n\t\t\t\treturn callback(err);\n\t\t\t}\n\t\t\t// Store the tiddler\n\t\t\tif(tiddlerFields) {\n\t\t\t\tself.storeTiddler(tiddlerFields);\n\t\t\t}\n\t\t\t// Invoke the callback\n\t\t\tcallback(null);\n\t\t});\n\t} else if(task.type === \"delete\") {\n\t\t// Delete the tiddler\n\t\tthis.logger.log(\"Dispatching 'delete' task:\",task.title);\n\t\tthis.syncadaptor.deleteTiddler(task.title,function(err) {\n\t\t\tif(err) {\n\t\t\t\treturn callback(err);\n\t\t\t}\n\t\t\tdelete self.tiddlerInfo[task.title];\n\t\t\t// Invoke the callback\n\t\t\tcallback(null);\n\t\t},{\n\t\t\ttiddlerInfo: self.tiddlerInfo[task.title]\n\t\t});\n\t}\n};\n\nexports.Syncer = Syncer;\n\n})();\n",
"title": "$:/core/modules/syncer.js",
"type": "application/javascript",
"module-type": "global"
},
"$:/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 = $tw.Tiddler.fieldModules[field];\n\tif(fieldModule && fieldModule.stringify) {\n\t\treturn fieldModule.stringify.call(this,value);\n\t} else {\n\t\treturn value.toString();\n\t}\n};\n\n/*\nGet all the fields as a name:value block. Options:\n\texclude: an array of field names to exclude\n*/\nexports.getFieldStringBlock = function(options) {\n\toptions = options || {};\n\tvar exclude = options.exclude || [];\n\tvar fields = [];\n\tfor(var field in this.fields) {\n\t\tif($tw.utils.hop(this.fields,field)) {\n\t\t\tif(exclude.indexOf(field) === -1) {\n\t\t\t\tfields.push(field + \": \" + this.getFieldString(field));\n\t\t\t}\n\t\t}\n\t}\n\treturn fields.join(\"\\n\");\n};\n\n/*\nCompare two tiddlers for equality\ntiddler: the tiddler to compare\nexcludeFields: array of field names to exclude from the comparison\n*/\nexports.isEqual = function(tiddler,excludeFields) {\n\tif(!(tiddler instanceof $tw.Tiddler)) {\n\t\treturn false;\n\t}\n\texcludeFields = excludeFields || [];\n\tvar self = this,\n\t\tdifferences = []; // Fields that have differences\n\t// Add to the differences array\n\tfunction addDifference(fieldName) {\n\t\t// Check for this field being excluded\n\t\tif(excludeFields.indexOf(fieldName) === -1) {\n\t\t\t// Save the field as a difference\n\t\t\t$tw.utils.pushTop(differences,fieldName);\n\t\t}\n\t}\n\t// Returns true if the two values of this field are equal\n\tfunction isFieldValueEqual(fieldName) {\n\t\tvar valueA = self.fields[fieldName],\n\t\t\tvalueB = tiddler.fields[fieldName];\n\t\t// Check for identical string values\n\t\tif(typeof(valueA) === \"string\" && typeof(valueB) === \"string\" && valueA === valueB) {\n\t\t\treturn true;\n\t\t}\n\t\t// Check for identical array values\n\t\tif($tw.utils.isArray(valueA) && $tw.utils.isArray(valueB) && $tw.utils.isArrayEqual(valueA,valueB)) {\n\t\t\treturn true;\n\t\t}\n\t\t// Otherwise the fields must be different\n\t\treturn false;\n\t}\n\t// Compare our fields\n\tfor(var fieldName in this.fields) {\n\t\tif(!isFieldValueEqual(fieldName)) {\n\t\t\taddDifference(fieldName);\n\t\t}\n\t}\n\t// There's a difference for every field in the other tiddler that we don't have\n\tfor(fieldName in tiddler.fields) {\n\t\tif(!(fieldName in this.fields)) {\n\t\t\taddDifference(fieldName);\n\t\t}\n\t}\n\t// Return whether there were any differences\n\treturn differences.length === 0;\n};\n\n})();\n",
"title": "$:/core/modules/tiddler.js",
"type": "application/javascript",
"module-type": "tiddlermethod"
},
"$:/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\"] && incomingTiddler.version) {\n\t\t\t// Upgrade the incoming plugin if it is in the upgrade library\n\t\t\tvar libraryTiddler = getLibraryTiddler(title);\n\t\t\tif(libraryTiddler && libraryTiddler[\"plugin-type\"] && libraryTiddler.version) {\n\t\t\t\ttiddlers[title] = libraryTiddler;\n\t\t\t\tmessages[title] = $tw.language.getString(\"Import/Upgrader/Plugins/Upgraded\",{variables: {incoming: incomingTiddler.version, upgraded: libraryTiddler.version}});\n\t\t\t\treturn;\n\t\t\t}\n\t\t\t// Suppress the incoming plugin if it is older than the currently installed one\n\t\t\tvar existingTiddler = wiki.getTiddler(title);\n\t\t\tif(existingTiddler && existingTiddler.hasField(\"plugin-type\") && existingTiddler.hasField(\"version\")) {\n\t\t\t\t// Reject the incoming plugin by blanking all its fields\n\t\t\t\tif($tw.utils.checkVersions(existingTiddler.fields.version,incomingTiddler.version)) {\n\t\t\t\t\ttiddlers[title] = Object.create(null);\n\t\t\t\t\tmessages[title] = $tw.language.getString(\"Import/Upgrader/Plugins/Suppressed/Version\",{variables: {incoming: incomingTiddler.version, existing: existingTiddler.fields.version}});\n\t\t\t\t\treturn;\n\t\t\t\t}\n\t\t\t}\n\t\t}\n\t\tif(incomingTiddler && incomingTiddler[\"plugin-type\"]) {\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] = $tw.language.getString(\"Import/Upgrader/Plugins/Suppressed/Incompatible\");\n\t\t\t\t\treturn;\n\t\t\t\t}\n\t\t\t}\n\t\t}\n\t});\n\treturn messages;\n};\n\n})();\n",
"title": "$:/core/modules/upgraders/plugins.js",
"type": "application/javascript",
"module-type": "upgrader"
},
"$:/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/\",\"$:/state/\"];\n\nexports.upgrade = function(wiki,titles,tiddlers) {\n\tvar self = this,\n\t\tmessages = {};\n\t// Check for tiddlers on our list\n\t$tw.utils.each(titles,function(title) {\n\t\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] = $tw.language.getString(\"Import/Upgrader/State/Suppressed\");\n\t\t\t\t}\n\t\t\t}\n\t\t}\n\t});\n\treturn messages;\n};\n\n})();\n",
"title": "$:/core/modules/upgraders/system.js",
"type": "application/javascript",
"module-type": "upgrader"
},
"$:/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] = $tw.language.getString(\"Import/Upgrader/ThemeTweaks/Created\",{variables: {\n\t\t\t\t\t\tfrom: title + \"##\" + index\n\t\t\t\t\t}});\n\t\t\t\t}\n\t\t\t}\n\t\t}\n\t});\n\treturn messages;\n};\n\n})();\n",
"title": "$:/core/modules/upgraders/themetweaks.js",
"type": "application/javascript",
"module-type": "upgrader"
},
"$:/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$tw.crypto.setPassword(data.password);\n\t\t\t\t\t}\n\t\t\t\t\tcallback(tiddlers);\n\t\t\t\t\t// Exit and remove the password prompt\n\t\t\t\t\treturn true;\n\t\t\t\t} else {\n\t\t\t\t\t// We didn't decrypt everything, so continue to prompt for password\n\t\t\t\t\treturn false;\n\t\t\t\t}\n\t\t\t}\n\t\t});\n\t}\n};\n\n})();\n",
"title": "$:/core/modules/utils/crypto.js",
"type": "application/javascript",
"module-type": "utils"
},
"$:/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$tw.utils.setStyle(domNode,[\n\t\t{transition: \"margin-top \" + duration + \"ms ease-in-out, \" +\n\t\t\t\t\t\"margin-bottom \" + duration + \"ms ease-in-out, \" +\n\t\t\t\t\t\"padding-top \" + duration + \"ms ease-in-out, \" +\n\t\t\t\t\t\"padding-bottom \" + duration + \"ms ease-in-out, \" +\n\t\t\t\t\t\"height \" + duration + \"ms ease-in-out, \" +\n\t\t\t\t\t\"opacity \" + duration + \"ms ease-in-out\"},\n\t\t{marginTop: \"0px\"},\n\t\t{marginBottom: \"0px\"},\n\t\t{paddingTop: \"0px\"},\n\t\t{paddingBottom: \"0px\"},\n\t\t{height: \"0px\"},\n\t\t{opacity: \"0\"}\n\t]);\n}\n\nexports.slide = {\n\topen: slideOpen,\n\tclose: slideClosed\n};\n\n})();\n",
"title": "$:/core/modules/utils/dom/animations/slide.js",
"type": "application/javascript",
"module-type": "animation"
},
"$:/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",
"title": "$:/core/modules/utils/dom/animator.js",
"type": "application/javascript",
"module-type": "utils"
},
"$:/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",
"title": "$:/core/modules/utils/dom/browser.js",
"type": "application/javascript",
"module-type": "utils"
},
"$:/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",
"title": "$:/core/modules/utils/dom/csscolorparser.js",
"type": "application/javascript",
"module-type": "utils"
},
"$:/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}\n\tel.className = c.join(\" \");\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() {\n\tif(\"scrollX\" in window) {\n\t\treturn {x: window.scrollX, y: window.scrollY};\n\t} else {\n\t\treturn {x: document.documentElement.scrollLeft, y: 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 = $tw.utils.getScrollContainer(domNode),\n\t\tscrollTop = container.scrollTop;\n // Measure the specified minimum height\n\tdomNode.style.height = minHeight;\n\tvar measuredHeight = domNode.offsetHeight;\n\t// Set its height to auto so that it snaps to the correct height\n\tdomNode.style.height = \"auto\";\n\t// Calculate the revised height\n\tvar newHeight = Math.max(domNode.scrollHeight + domNode.offsetHeight - domNode.clientHeight,measuredHeight);\n\t// Only try to change the height if it has changed\n\tif(newHeight !== domNode.offsetHeight) {\n\t\tdomNode.style.height = newHeight + \"px\";\n\t\t// Make sure that the dimensions of the textarea are recalculated\n\t\t$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 = $tw.utils.getScrollPosition(),\n\t\tclientRect = element.getBoundingClientRect();\n\treturn {\n\t\tleft: clientRect.left + scrollPos.x,\n\t\twidth: clientRect.width,\n\t\tright: clientRect.right + scrollPos.x,\n\t\ttop: clientRect.top + scrollPos.y,\n\t\theight: clientRect.height,\n\t\tbottom: clientRect.bottom + scrollPos.y\n\t};\n};\n\n/*\nSaves a named password in the browser\n*/\nexports.savePassword = function(name,password) {\n\ttry {\n\t\tif(window.localStorage) {\n\t\t\tlocalStorage.setItem(\"tw5-password-\" + name,password);\n\t\t}\n\t} catch(e) {\n\t}\n};\n\n/*\nRetrieve a named password from the browser\n*/\nexports.getPassword = function(name) {\n\ttry {\n\t\treturn window.localStorage ? localStorage.getItem(\"tw5-password-\" + name) : \"\";\n\t} catch(e) {\n\t\treturn \"\";\n\t}\n};\n\n/*\nForce layout of a dom node and its descendents\n*/\nexports.forceLayout = function(element) {\n\tvar dummy = element.offsetWidth;\n};\n\n/*\nPulse an element for debugging purposes\n*/\nexports.pulseElement = function(element) {\n\t// Event handler to remove the class at the end\n\telement.addEventListener($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})();\n",
"title": "$:/core/modules/utils/dom.js",
"type": "application/javascript",
"module-type": "utils"
},
"$:/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 $tw: false */\n\"use strict\";\n\n/*\nA quick and dirty HTTP function; to be refactored later. Options are:\n\turl: URL to retrieve\n\ttype: GET, PUT, POST etc\n\tcallback: function invoked with (err,data)\n*/\nexports.httpRequest = function(options) {\n\tvar type = options.type || \"GET\",\n\t\theaders = options.headers || {accept: \"application/json\"},\n\t\trequest = new XMLHttpRequest(),\n\t\tdata = \"\",\n\t\tf,results;\n\t// Massage the data hashmap into a string\n\tif(options.data) {\n\t\tif(typeof options.data === \"string\") { // Already a string\n\t\t\tdata = options.data;\n\t\t} else { // A hashmap of strings\n\t\t\tresults = [];\n\t\t\t$tw.utils.each(options.data,function(dataItem,dataItemTitle) {\n\t\t\t\tresults.push(dataItemTitle + \"=\" + encodeURIComponent(dataItem));\n\t\t\t});\n\t\t\tdata = results.join(\"&\");\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.responseText,this);\n\t\t\t\treturn;\n\t\t\t}\n\t\t// Something went wrong\n\t\toptions.callback($tw.language.getString(\"Error/XMLHttpRequest\") + \": \" + this.status);\n\t\t}\n\t};\n\t// Make the request\n\trequest.open(type,options.url,true);\n\tif(headers) {\n\t\t$tw.utils.each(headers,function(header,headerTitle,object) {\n\t\t\trequest.setRequestHeader(headerTitle,header);\n\t\t});\n\t}\n\tif(data && !$tw.utils.hop(headers,\"Content-type\")) {\n\t\trequest.setRequestHeader(\"Content-type\",\"application/x-www-form-urlencoded; charset=UTF-8\");\n\t}\n\ttry {\n\t\trequest.send(data);\n\t} catch(e) {\n\t\toptions.callback(e);\n\t}\n\treturn request;\n};\n\n})();\n",
"title": "$:/core/modules/utils/dom/http.js",
"type": "application/javascript",
"module-type": "utils"
},
"$:/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",
"title": "$:/core/modules/utils/dom/keyboard.js",
"type": "application/javascript",
"module-type": "utils"
},
"$:/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\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 = $tw.utils.extend({currentTiddler: title},options.variables);\n\t// Create the wrapper divs\n\tvar wrapper = document.createElement(\"div\"),\n\t\tmodalBackdrop = document.createElement(\"div\"),\n\t\tmodalWrapper = document.createElement(\"div\"),\n\t\tmodalHeader = document.createElement(\"div\"),\n\t\theaderTitle = document.createElement(\"h3\"),\n\t\tmodalBody = document.createElement(\"div\"),\n\t\tmodalLink = document.createElement(\"a\"),\n\t\tmodalFooter = document.createElement(\"div\"),\n\t\tmodalFooterHelp = document.createElement(\"span\"),\n\t\tmodalFooterButtons = document.createElement(\"span\");\n\t// Up the modal count and adjust the body class\n\tthis.modalCount++;\n\tthis.adjustPageClass();\n\t// Add classes\n\t$tw.utils.addClass(wrapper,\"tc-modal-wrapper\");\n\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: document,\n\t\tvariables: variables\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: document,\n\t\tvariables: variables\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(document.createTextNode(\"Right-click to save changes\"));\n\t\tmodalBody.appendChild(modalLink);\n\t}\n\t// Render the footer of the message\n\tif(tiddler && tiddler.fields && tiddler.fields.help) {\n\t\tvar link = document.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(document.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: $tw.rootWidget,\n\t\tdocument: document,\n\t\tvariables: variables\n\t});\n\tfooterWidgetNode.render(modalFooterButtons,null);\n\t// Set up the refresh handler\n\trefreshHandler = function(changes) {\n\t\theaderWidgetNode.refresh(changes,modalHeader,null);\n\t\tbodyWidgetNode.refresh(changes,modalBody,null);\n\t\tfooterWidgetNode.refresh(changes,modalFooterButtons,null);\n\t};\n\tthis.wiki.addEventListener(\"change\",refreshHandler);\n\t// Add the close event handler\n\tvar closeHandler = function(event) {\n\t\t// Remove our refresh handler\n\t\tself.wiki.removeEventListener(\"change\",refreshHandler);\n\t\t// Decrease the modal count and adjust the body class\n\t\tself.modalCount--;\n\t\tself.adjustPageClass();\n\t\t// Force layout and animate the modal message away\n\t\t$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$tw.utils.setStyle(modalWrapper,[\n\t\t\t{transform: \"translateY(\" + window.innerHeight + \"px)\"}\n\t\t]);\n\t\t// Set up an event for the transition end\n\t\twindow.setTimeout(function() {\n\t\t\tif(wrapper.parentNode) {\n\t\t\t\t// Remove the modal message from the DOM\n\t\t\t\tdocument.body.removeChild(wrapper);\n\t\t\t}\n\t\t},duration);\n\t\t// Don't let anyone else handle the tm-close-tiddler message\n\t\treturn false;\n\t};\n\theaderWidgetNode.addEventListener(\"tm-close-tiddler\",closeHandler,false);\n\tbodyWidgetNode.addEventListener(\"tm-close-tiddler\",closeHandler,false);\n\tfooterWidgetNode.addEventListener(\"tm-close-tiddler\",closeHandler,false);\n\t// Set the initial styles for the message\n\t$tw.utils.setStyle(modalBackdrop,[\n\t\t{opacity: \"0\"}\n\t]);\n\t$tw.utils.setStyle(modalWrapper,[\n\t\t{transformOrigin: \"0% 0%\"},\n\t\t{transform: \"translateY(\" + (-window.innerHeight) + \"px)\"}\n\t]);\n\t// Put the message into the document\n\tdocument.body.appendChild(wrapper);\n\t// Set up animation for the styles\n\t$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$tw.utils.setStyle(modalWrapper,[\n\t\t{transform: \"translateY(0px)\"}\n\t]);\n};\n\nModal.prototype.adjustPageClass = function() {\n\tif($tw.pageContainer) {\n\t\t$tw.utils.toggleClass($tw.pageContainer,\"tc-modal-displayed\",this.modalCount > 0);\n\t}\n};\n\nexports.Modal = Modal;\n\n})();\n",
"title": "$:/core/modules/utils/dom/modal.js",
"type": "application/javascript",
"module-type": "utils"
},
"$:/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,{parentWidget: $tw.rootWidget, document: document, variables: variables});\n\twidgetNode.render(notification,null);\n\trefreshHandler = function(changes) {\n\t\twidgetNode.refresh(changes,notification,null);\n\t};\n\tthis.wiki.addEventListener(\"change\",refreshHandler);\n\t// Set the initial styles for the notification\n\t$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",
"title": "$:/core/modules/utils/dom/notifier.js",
"type": "application/javascript",
"module-type": "utils"
},
"$:/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\n\twiki: wiki\n\tforce: if specified, forces the popup state to true or false (instead of toggling it)\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\t// Store the popup details if not already there\n\tif(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});\n\t}\n\t// Set the state tiddler\n\toptions.wiki.setTextReference(options.title,\n\t\t\t\"(\" + options.domNode.offsetLeft + \",\" + options.domNode.offsetTop + \",\" + \n\t\t\t\toptions.domNode.offsetWidth + \",\" + options.domNode.offsetHeight + \")\");\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\tpopup.wiki.deleteTiddler(popup.title);\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]+)\\)$/;\n\treturn popupLocationRegExp.test(text);\n};\n\nexports.Popup = Popup;\n\n})();\n",
"title": "$:/core/modules/utils/dom/popup.js",
"type": "application/javascript",
"module-type": "utils"
},
"$:/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.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 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) {\n\tvar duration = $tw.utils.getAnimationDuration();\n\t// Now get ready to scroll the body\n\tthis.cancelScroll();\n\tthis.startTime = Date.now();\n\tvar scrollPosition = $tw.utils.getScrollPosition();\n\t// Get the client bounds of the element and adjust by the scroll position\n\tvar clientBounds = element.getBoundingClientRect(),\n\t\tbounds = {\n\t\t\tleft: clientBounds.left + scrollPosition.x,\n\t\t\ttop: clientBounds.top + scrollPosition.y,\n\t\t\twidth: clientBounds.width,\n\t\t\theight: clientBounds.height\n\t\t};\n\t// We'll consider the horizontal and vertical scroll directions separately via this function\n\t// targetPos/targetSize - position and size of the target element\n\t// currentPos/currentSize - position and size of the current scroll viewport\n\t// returns: new position of the scroll viewport\n\tvar getEndPos = function(targetPos,targetSize,currentPos,currentSize) {\n\t\t\tvar newPos = currentPos;\n\t\t\t// If the target is above/left of the current view, then scroll to it's top/left\n\t\t\tif(targetPos <= currentPos) {\n\t\t\t\tnewPos = 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\tnewPos = 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\tnewPos = targetPos;\n\t\t\t// Otherwise, stay where we are\n\t\t\t} else {\n\t\t\t\tnewPos = currentPos;\n\t\t\t}\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\tendX = getEndPos(bounds.left,bounds.width,scrollPosition.x,window.innerWidth),\n\t\tendY = getEndPos(bounds.top,bounds.height,scrollPosition.y,window.innerHeight);\n\t// Only scroll if the position has changed\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 = $tw.utils.slowInSlowOut(t);\n\t\t\twindow.scrollTo(scrollPosition.x + (endX - scrollPosition.x) * t,scrollPosition.y + (endY - scrollPosition.y) * t);\n\t\t\tif(t < 1) {\n\t\t\t\tself.idRequestFrame = self.requestAnimationFrame.call(window,drawFrame);\n\t\t\t}\n\t\t};\n\t\tdrawFrame();\n\t}\n};\n\nexports.PageScroller = PageScroller;\n\n})();\n",
"title": "$:/core/modules/utils/dom/scroller.js",
"type": "application/javascript",
"module-type": "utils"
},
"$:/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] && $tw.utils.isDirectory(path.resolve(editionPath,entry))) {\n\t\t\t\t\tvar info;\n\t\t\t\t\ttry {\n\t\t\t\t\t\tinfo = JSON.parse(fs.readFileSync(path.resolve(editionPath,entry,\"tiddlywiki.info\"),\"utf8\"));\n\t\t\t\t\t} catch(ex) {\n\t\t\t\t\t}\n\t\t\t\t\tif(info) {\n\t\t\t\t\t\teditionInfo[entry] = info;\n\t\t\t\t\t}\n\t\t\t\t}\n\t\t\t}\n\t\t}\n\t}\n\treturn editionInfo;\n};\n\n})();\n",
"title": "$:/core/modules/utils/edition-info.js",
"type": "application/javascript",
"module-type": "utils-node"
},
"$:/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 $tw: false */\n\"use strict\";\n\n// Sequence number used to enable us to track objects for testing\nvar sequenceNumber = null;\n\nvar bumpSequenceNumber = function(object) {\n\tif(sequenceNumber !== null) {\n\t\tobject.sequenceNumber = sequenceNumber++;\n\t}\n};\n\nvar TW_TextNode = function(text) {\n\tbumpSequenceNumber(this);\n\tthis.textContent = text;\n};\n\nObject.defineProperty(TW_TextNode.prototype, \"nodeType\", {\n\tget: function() {\n\t\treturn 3;\n\t}\n});\n\nObject.defineProperty(TW_TextNode.prototype, \"formattedTextContent\", {\n\tget: function() {\n\t\treturn this.textContent.replace(/(\\r?\\n)/g,\"\");\n\t}\n});\n\nvar TW_Element = function(tag,namespace) {\n\tbumpSequenceNumber(this);\n\tthis.isTiddlyWikiFakeDom = true;\n\tthis.tag = tag;\n\tthis.attributes = {};\n\tthis.isRaw = false;\n\tthis.children = [];\n\tthis.style = {};\n\tthis.namespaceURI = namespace || \"http://www.w3.org/1999/xhtml\";\n};\n\nObject.defineProperty(TW_Element.prototype, \"nodeType\", {\n\tget: function() {\n\t\treturn 1;\n\t}\n});\n\nTW_Element.prototype.getAttribute = function(name) {\n\tif(this.isRaw) {\n\t\tthrow \"Cannot getAttribute on a raw TW_Element\";\n\t}\n\treturn this.attributes[name];\n};\n\nTW_Element.prototype.setAttribute = function(name,value) {\n\tif(this.isRaw) {\n\t\tthrow \"Cannot setAttribute on a raw TW_Element\";\n\t}\n\tthis.attributes[name] = value;\n};\n\nTW_Element.prototype.setAttributeNS = function(namespace,name,value) {\n\tthis.setAttribute(name,value);\n};\n\nTW_Element.prototype.removeAttribute = function(name) {\n\tif(this.isRaw) {\n\t\tthrow \"Cannot removeAttribute on a raw TW_Element\";\n\t}\n\tif($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],\"=\\\"\",$tw.utils.htmlEncode(v),\"\\\"\");\n\t\t\t\t}\n\t\t\t}\n\t\t}\n\t\tif(this.style) {\n\t\t\tvar style = [];\n\t\t\tfor(var s in this.style) {\n\t\t\t\tstyle.push(s + \":\" + this.style[s] + \";\");\n\t\t\t}\n\t\t\tif(style.length > 0) {\n\t\t\t\toutput.push(\" style=\\\"\",style.join(\"\"),\"\\\"\")\n\t\t\t}\n\t\t}\n\t\toutput.push(\">\");\n\t\tif($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}\n});\n\nObject.defineProperty(TW_Element.prototype, \"textContent\", {\n\tget: function() {\n\t\tif(this.isRaw) {\n\t\t\tthrow \"Cannot get textContent on a raw TW_Element\";\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\tthrow \"Cannot get formattedTextContent on a raw TW_Element\";\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",
"title": "$:/core/modules/utils/fakedom.js",
"type": "application/javascript",
"module-type": "global"
},
"$:/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 = new Buffer(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})();\n",
"title": "$:/core/modules/utils/filesystem.js",
"type": "application/javascript",
"module-type": "utils-node"
},
"$:/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) {\n\tthis.componentName = componentName || \"\";\n}\n\n/*\nLog a message\n*/\nLogger.prototype.log = function(/* args */) {\n\tif(console !== undefined && console.log !== undefined) {\n\t\treturn Function.apply.call(console.log, console, [this.componentName + \":\"].concat(Array.prototype.slice.call(arguments,0)));\n\t}\n};\n\n/*\nAlert a message\n*/\nLogger.prototype.alert = function(/* args */) {\n\t// Prepare the text of the alert\n\tvar text = Array.prototype.join.call(arguments,\" \");\n\t// Create alert tiddlers in the browser\n\tif($tw.browser) {\n\t\t// Check if there is an existing alert with the same text and the same component\n\t\tvar existingAlerts = $tw.wiki.getTiddlersWithTag(ALERT_TAG),\n\t\t\talertFields,\n\t\t\texistingCount,\n\t\t\tself = this;\n\t\t$tw.utils.each(existingAlerts,function(title) {\n\t\t\tvar tiddler = $tw.wiki.getTiddler(title);\n\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\talertFields = $tw.utils.extend({},tiddler.fields);\n\t\t\t}\n\t\t});\n\t\tif(alertFields) {\n\t\t\texistingCount = alertFields.count || 1;\n\t\t} else {\n\t\t\talertFields = {\n\t\t\t\ttitle: $tw.wiki.generateNewTitle(\"$:/temp/alerts/alert\",{prefix: \"\"}),\n\t\t\t\ttext: text,\n\t\t\t\ttags: [ALERT_TAG],\n\t\t\t\tcomponent: this.componentName\n\t\t\t};\n\t\t\texistingCount = 0;\n\t\t}\n\t\talertFields.modified = new Date();\n\t\tif(++existingCount > 1) {\n\t\t\talertFields.count = existingCount;\n\t\t} else {\n\t\t\talertFields.count = undefined;\n\t\t}\n\t\t$tw.wiki.addTiddler(new $tw.Tiddler(alertFields));\n\t\t// Log the alert as well\n\t\tthis.log.apply(this,Array.prototype.slice.call(arguments,0));\n\t} else {\n\t\t// Print an orange message to the console if not in the browser\n\t\tconsole.error(\"\\x1b[1;33m\" + text + \"\\x1b[0m\");\n\t}\n};\n\nexports.Logger = Logger;\n\n})();\n",
"title": "$:/core/modules/utils/logger.js",
"type": "application/javascript",
"module-type": "utils"
},
"$:/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",
"title": "$:/core/modules/utils/parsetree.js",
"type": "application/javascript",
"module-type": "utils"
},
"$:/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 of current values of measurements\n\tthis.logger = new $tw.utils.Logger(\"performance\");\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\tself.measures = {};\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\tfor(var m in self.measures) {\n\t\t\t\tself.logger.log(\"+\" + m + \": \" + self.measures[m].toFixed(2) + \"ms\");\n\t\t\t}\n\t\t\treturn result;\n\t\t};\n\t} else {\n\t\treturn fn;\n\t}\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\t\tvalue = self.measures[name] || 0;\n\t\t\tself.measures[name] = value + $tw.utils.timer(startTime);\n\t\t\treturn result;\n\t\t};\n\t} else {\n\t\treturn fn;\n\t}\n};\n\nexports.Performance = Performance;\n\n})();\n",
"title": "$:/core/modules/utils/performance.js",
"type": "application/javascript",
"module-type": "global"
},
"$:/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$tw.rootWidget.dispatchEvent({type: \"tm-auto-save-wiki\"});\n\t// Return a heartwarming confirmation\n\treturn \"Plugin \" + title + \" successfully saved\";\n};\n\n})();\n",
"title": "$:/core/modules/utils/pluginmaker.js",
"type": "application/javascript",
"module-type": "utils"
},
"$:/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 $tw: false */\n\"use strict\";\n\n/*\nDisplay a warning, in colour if we're on a terminal\n*/\nexports.warning = function(text) {\n\tconsole.log($tw.node ? \"\\x1b[1;33m\" + text + \"\\x1b[0m\" : text);\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*$/, '');\n\t} else {\n\t\treturn str;\n\t}\n};\n\n/*\nFind the line break preceding a given position in a string\nReturns position immediately after that line break, or the start of the string\n*/\nexports.findPrecedingLineBreak = function(text,pos) {\n\tvar result = text.lastIndexOf(\"\\n\",pos - 1);\n\tif(result === -1) {\n\t\tresult = 0;\n\t} else {\n\t\tresult++;\n\t\tif(text.charAt(result) === \"\\r\") {\n\t\t\tresult++;\n\t\t}\n\t}\n\treturn result;\n};\n\n/*\nFind the line break following a given position in a string\n*/\nexports.findFollowingLineBreak = function(text,pos) {\n\t// Cut to just past the following line break, or to the end of the text\n\tvar result = text.indexOf(\"\\n\",pos);\n\tif(result === -1) {\n\t\tresult = text.length;\n\t} else {\n\t\tif(text.charAt(result) === \"\\r\") {\n\t\t\tresult++;\n\t\t}\n\t}\n\treturn result;\n};\n\n/*\nReturn the number of keys in an object\n*/\nexports.count = function(object) {\n\treturn Object.keys(object || {}).length;\n};\n\n/*\nCheck if an array is equal by value and by reference.\n*/\nexports.isArrayEqual = function(array1,array2) {\n\tif(array1 === array2) {\n\t\treturn true;\n\t}\n\tarray1 = array1 || [];\n\tarray2 = array2 || [];\n\tif(array1.length !== array2.length) {\n\t\treturn false;\n\t}\n\treturn array1.every(function(value,index) {\n\t\treturn value === array2[index];\n\t});\n};\n\n/*\nPush entries onto an array, removing them first if they already exist in the array\n\tarray: array to modify (assumed to be free of duplicates)\n\tvalue: a single value to push or an array of values to push\n*/\nexports.pushTop = function(array,value) {\n\tvar t,p;\n\tif($tw.utils.isArray(value)) {\n\t\t// Remove any array entries that are duplicated in the new values\n\t\tif(value.length !== 0) {\n\t\t\tif(array.length !== 0) {\n\t\t\t\tif(value.length < array.length) {\n\t\t\t\t\tfor(t=0; t<value.length; t++) {\n\t\t\t\t\t\tp = array.indexOf(value[t]);\n\t\t\t\t\t\tif(p !== -1) {\n\t\t\t\t\t\t\tarray.splice(p,1);\n\t\t\t\t\t\t}\n\t\t\t\t\t}\n\t\t\t\t} else {\n\t\t\t\t\tfor(t=array.length-1; t>=0; t--) {\n\t\t\t\t\t\tp = value.indexOf(array[t]);\n\t\t\t\t\t\tif(p !== -1) {\n\t\t\t\t\t\t\tarray.splice(t,1);\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\t// Push the values on top of the main array\n\t\t\tarray.push.apply(array,value);\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\tarray.push(value);\n\t}\n\treturn array;\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] = $tw.utils.deepCopy(extendedProperties[t]);\n\t\t}\n\t}\n\treturn result;\n};\n\nexports.deepFreeze = function deepFreeze(object) {\n\tvar property, key;\n\tObject.freeze(object);\n\tfor(key in object) {\n\t\tproperty = object[key];\n\t\tif($tw.utils.hop(object,key) && (typeof property === \"object\") && !Object.isFrozen(property)) {\n\t\t\tdeepFreeze(property);\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[/^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[/^[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 $tw.utils.pad(date.getFullYear() - 2000);\n\t\t\t}]\n\t\t];\n\twhile(t.length){\n\t\tvar matchString = \"\";\n\t\t$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 n = Math.floor((dt.getTime()-new Date(dt.getFullYear(),0,1) + 3600000) / 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\tif(e.charAt(0) === \"#\") {\n\t\tif(e.charAt(1) === \"x\" || e.charAt(1) === \"X\") {\n\t\t\treturn converter(parseInt(e.substr(2),16));\t\n\t\t} else {\n\t\t\treturn converter(parseInt(e.substr(1),10));\n\t\t}\n\t} else {\n\t\tvar c = $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' + $tw.utils.pad(charCode.toString(16).toUpperCase(),4);\n\t}\n};\n\n// Turns a string into a legal JavaScript string\n// Copied from peg.js, thanks to David Majda\nexports.stringify = function(s) {\n\t/*\n\t* ECMA-262, 5th ed., 7.8.4: All characters may appear literally in a string\n\t* literal except for the closing quote character, backslash, carriage return,\n\t* line separator, paragraph separator, and line feed. Any character may\n\t* appear in the form of an escape sequence.\n\t*\n\t* For portability, we also escape all non-ASCII characters.\n\t*/\n\treturn (s || \"\")\n\t\t.replace(/\\\\/g, '\\\\\\\\') // backslash\n\t\t.replace(/\"/g, '\\\\\"') // double quote character\n\t\t.replace(/'/g, \"\\\\'\") // single quote character\n\t\t.replace(/\\r/g, '\\\\r') // carriage return\n\t\t.replace(/\\n/g, '\\\\n') // line feed\n\t\t.replace(/[\\x80-\\uFFFF]/g, exports.escape); // non-ASCII characters\n};\n\n/*\nEscape the RegExp special characters with a preceding backslash\n*/\nexports.escapeRegExp = function(s) {\n return s.replace(/[\\-\\/\\\\\\^\\$\\*\\+\\?\\.\\(\\)\\|\\[\\]\\{\\}]/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(\"$:/config/AnimationDuration\",\"400\"),10);\n};\n\n/*\nHash a string to a number\nDerived from http://stackoverflow.com/a/15710692\n*/\nexports.hashString = function(str) {\n\treturn str.split(\"\").reduce(function(a,b) {\n\t\ta = ((a << 5) - a) + b.charCodeAt(0);\n\t\treturn a & a;\n\t},0);\n};\n\n/*\nDecode a base64 string\n*/\nexports.base64Decode = function(string64) {\n\tif($tw.browser) {\n\t\t// TODO\n\t\tthrow \"$tw.utils.base64Decode() doesn't work in the browser\";\n\t} else {\n\t\treturn (new Buffer(string64,\"base64\")).toString();\n\t}\n};\n\n/*\nConvert a hashmap into a tiddler dictionary format sequence of name:value pairs\n*/\nexports.makeTiddlerDictionary = function(data) {\n\tvar output = [];\n\tfor(var name in data) {\n\t\toutput.push(name + \": \" + data[name]);\n\t}\n\treturn output.join(\"\\n\");\n};\n\n/*\nHigh resolution microsecond timer for profiling\n*/\nexports.timer = function(base) {\n\tvar m;\n\tif($tw.node) {\n\t\tvar r = process.hrtime();\t\t\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) {\n\ttype = type || \"text/vnd.tiddlywiki\";\n\tvar typeInfo = $tw.config.contentTypeInfo[type] || $tw.config.contentTypeInfo[\"text/plain\"],\n\t\tisBase64 = typeInfo.encoding === \"base64\",\n\t\tparts = [];\n\tparts.push(\"data:\");\n\tparts.push(type);\n\tparts.push(isBase64 ? \";base64\" : \"\");\n\tparts.push(\",\");\n\tparts.push(isBase64 ? text : encodeURIComponent(text));\n\treturn parts.join(\"\");\n};\n\n/*\nUseful for finding out the fully escaped CSS selector equivalent to a given tag. For example:\n\n$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\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 -= str.length;\n\t\tvar lastIndex = str.indexOf(ending, position);\n\t\treturn lastIndex !== -1 && lastIndex === position;\n\t}\n};\n\n})();\n",
"title": "$:/core/modules/utils/utils.js",
"type": "application/javascript",
"module-type": "utils"
},
"$:/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[\"$tiddler\"]) {\n\t\tthis.refreshSelf();\n\t\treturn true;\n\t}\n\treturn this.refreshChildren(changedTiddlers);\n};\n\n/*\nInvoke the action associated with this widget\n*/\nDeleteFieldWidget.prototype.invokeAction = function(triggeringWidget,event) {\n\tvar self = this,\n\t\ttiddler = this.wiki.getTiddler(self.actionTiddler),\n\t\tremoveFields = {};\n\tif(this.actionField) {\n\t\tremoveFields[this.actionField] = undefined;\n\t}\n\tif(tiddler) {\n\t\t$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}\n\t\t});\n\t\tthis.wiki.addTiddler(new $tw.Tiddler(this.wiki.getModificationFields(),tiddler,removeFields,this.wiki.getCreationFields()));\n\t}\n\treturn true; // Action was invoked\n};\n\nexports[\"action-deletefield\"] = DeleteFieldWidget;\n\n})();\n",
"title": "$:/core/modules/widgets/action-deletefield.js",
"type": "application/javascript",
"module-type": "widget"
},
"$:/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",
"title": "$:/core/modules/widgets/action-deletetiddler.js",
"type": "application/javascript",
"module-type": "widget"
},
"$:/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 tagfilter = \"[list[\" + this.target + \"!!tags]] \" + this.filtertags;\n\t\tthis.wiki.setText(this.target, \"tags\", undefined, $tw.utils.stringifyList(\n\t\t\tthis.wiki.filterTiddlers(tagfilter, this)));\n\t}\n\treturn true; // Action was invoked\n};\n\nexports[\"action-listops\"] = ActionListopsWidget;\n\n})();\n",
"title": "$:/core/modules/widgets/action-listops.js",
"type": "application/javascript",
"module-type": "widget"
},
"$:/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\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",
"title": "$:/core/modules/widgets/action-navigate.js",
"type": "application/javascript",
"module-type": "widget"
},
"$:/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});\n\treturn true; // Action was invoked\n};\n\nexports[\"action-sendmessage\"] = SendMessageWidget;\n\n})();\n",
"title": "$:/core/modules/widgets/action-sendmessage.js",
"type": "application/javascript",
"module-type": "widget"
},
"$:/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) !== \"$\") {\n\t\t\tself.wiki.setText(self.actionTiddler,name,undefined,attribute,options);\n\t\t}\n\t});\n\treturn true; // Action was invoked\n};\n\nexports[\"action-setfield\"] = SetFieldWidget;\n\n})();\n",
"title": "$:/core/modules/widgets/action-setfield.js",
"type": "application/javascript",
"module-type": "widget"
},
"$:/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\" to allow a directory to be selected\n\tif(this.webkitdirectory) {\n\t\tdomNode.setAttribute(\"webkitdirectory\",this.webkitdirectory);\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,function(tiddlerFieldsArray) {\n\t\t\t\tself.dispatchEvent({type: \"tm-import-tiddlers\", param: JSON.stringify(tiddlerFieldsArray)});\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.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};\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",
"title": "$:/core/modules/widgets/browse.js",
"type": "application/javascript",
"module-type": "widget"
},
"$:/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 && $tw.config.htmlUnsafeElements.indexOf(this.buttonTag) === -1) {\n\t\ttag = this.buttonTag;\n\t}\n\tvar domNode = this.document.createElement(tag);\n\t// Assign classes\n\tvar classes = this[\"class\"].split(\" \") || [],\n\t\tisPoppedUp = this.popup && this.isPoppedUp();\n\tif(this.selectedClass) {\n\t\tif(this.set && this.setTo && this.isSelected()) {\n\t\t\t$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// Add a click event handler\n\tdomNode.addEventListener(\"click\",function (event) {\n\t\tvar handled = false;\n\t\tif(self.invokeActions(this,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) {\n\t\t\tself.triggerPopup(event);\n\t\t\thandled = true;\n\t\t}\n\t\tif(self.set) {\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// 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.wiki.getTextReference(this.set,this.defaultSetValue,this.getVariable(\"currentTiddler\")) === this.setTo;\n};\n\nButtonWidget.prototype.isPoppedUp = function() {\n\tvar tiddler = this.wiki.getTiddler(this.popup);\n\tvar result = tiddler && tiddler.fields.text ? $tw.popup.readPopupState(tiddler.fields.text) : false;\n\treturn result;\n};\n\nButtonWidget.prototype.navigateTo = function(event) {\n\tvar bounds = this.getBoundingClientRect();\n\tthis.dispatchEvent({\n\t\ttype: \"tm-navigate\",\n\t\tnavigateTo: this.to,\n\t\tnavigateFromTitle: this.getVariable(\"storyTiddler\"),\n\t\tnavigateFromNode: this,\n\t\tnavigateFromClientRect: { top: bounds.top, left: bounds.left, width: bounds.width, right: bounds.right, bottom: bounds.bottom, height: bounds.height\n\t\t},\n\t\tnavigateSuppressNavigation: event.metaKey || event.ctrlKey || (event.button === 1)\n\t});\n};\n\nButtonWidget.prototype.dispatchMessage = function(event) {\n\tthis.dispatchEvent({type: this.message, param: this.param, tiddlerTitle: this.getVariable(\"currentTiddler\")});\n};\n\nButtonWidget.prototype.triggerPopup = function(event) {\n\t$tw.popup.triggerPopup({\n\t\tdomNode: this.domNodes[0],\n\t\ttitle: this.popup,\n\t\twiki: this.wiki\n\t});\n};\n\nButtonWidget.prototype.setTiddler = function() {\n\tthis.wiki.setTextReference(this.set,this.setTo,this.getVariable(\"currentTiddler\"));\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\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.to || changedAttributes.message || changedAttributes.param || changedAttributes.set || changedAttributes.setTo || changedAttributes.popup || changedAttributes.hover || changedAttributes[\"class\"] || changedAttributes.selectedClass || changedAttributes.style || (this.set && changedTiddlers[this.set]) || (this.popup && changedTiddlers[this.popup])) {\n\t\tthis.refreshSelf();\n\t\treturn true;\n\t}\n\treturn this.refreshChildren(changedTiddlers);\n};\n\nexports.button = ButtonWidget;\n\n})();\n",
"title": "$:/core/modules/widgets/button.js",
"type": "application/javascript",
"module-type": "widget"
},
"$:/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 = tiddler.fields[this.checkboxField] || 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\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\tvar value = checked ? this.checkboxChecked : this.checkboxUnchecked;\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\tif(hasChanged) {\n\t\tthis.wiki.addTiddler(new $tw.Tiddler(this.wiki.getCreationFields(),fallbackFields,tiddler,newFields,this.wiki.getModificationFields()));\n\t}\n};\n\n/*\nCompute the internal state of the widget\n*/\nCheckboxWidget.prototype.execute = function() {\n\t// Get the parameters from the attributes\n\tthis.checkboxTitle = this.getAttribute(\"tiddler\",this.getVariable(\"currentTiddler\"));\n\tthis.checkboxTag = this.getAttribute(\"tag\");\n\tthis.checkboxField = this.getAttribute(\"field\");\n\tthis.checkboxChecked = this.getAttribute(\"checked\");\n\tthis.checkboxUnchecked = this.getAttribute(\"unchecked\");\n\tthis.checkboxDefault = this.getAttribute(\"default\");\n\tthis.checkboxClass = this.getAttribute(\"class\",\"\");\n\tthis.checkboxInvertTag = this.getAttribute(\"invertTag\",\"\");\n\t// Make the child widgets\n\tthis.makeChildWidgets();\n};\n\n/*\nSelectively refreshes the widget if needed. Returns true if the widget or any of its children needed re-rendering\n*/\nCheckboxWidget.prototype.refresh = function(changedTiddlers) {\n\tvar changedAttributes = this.computeAttributes();\n\tif(changedAttributes.tiddler || changedAttributes.tag || changedAttributes.invertTag || changedAttributes.field || changedAttributes.checked || changedAttributes.unchecked || changedAttributes[\"default\"] || changedAttributes[\"class\"]) {\n\t\tthis.refreshSelf();\n\t\treturn true;\n\t} else {\n\t\tvar refreshed = false;\n\t\tif(changedTiddlers[this.checkboxTitle]) {\n\t\t\tthis.inputDomNode.checked = this.getValue();\n\t\t\trefreshed = true;\n\t\t}\n\t\treturn this.refreshChildren(changedTiddlers) || refreshed;\n\t}\n};\n\nexports.checkbox = CheckboxWidget;\n\n})();",
"title": "$:/core/modules/widgets/checkbox.js",
"type": "application/javascript",
"module-type": "widget"
},
"$:/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",
"title": "$:/core/modules/widgets/codeblock.js",
"type": "application/javascript",
"module-type": "widget"
},
"$:/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 = undefined;\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",
"title": "$:/core/modules/widgets/count.js",
"type": "application/javascript",
"module-type": "widget"
},
"$:/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 = \"tc-dropzone\";\n\t// Add event handlers\n\t$tw.utils.addEventListeners(domNode,[\n\t\t{name: \"dragenter\", handlerObject: this, handlerMethod: \"handleDragEnterEvent\"},\n\t\t{name: \"dragover\", handlerObject: this, handlerMethod: \"handleDragOverEvent\"},\n\t\t{name: \"dragleave\", handlerObject: this, handlerMethod: \"handleDragLeaveEvent\"},\n\t\t{name: \"drop\", handlerObject: this, handlerMethod: \"handleDropEvent\"},\n\t\t{name: \"paste\", handlerObject: this, handlerMethod: \"handlePasteEvent\"}\n\t]);\n\tdomNode.addEventListener(\"click\",function (event) {\n\t},false);\n\t// Insert element\n\tparent.insertBefore(domNode,nextSibling);\n\tthis.renderChildren(domNode,null);\n\tthis.domNodes.push(domNode);\n};\n\nDropZoneWidget.prototype.enterDrag = function() {\n\t// Check for this window being the source of the drag\n\tif($tw.dragInProgress) {\n\t\treturn false;\n\t}\n\t// We count enter/leave events\n\tthis.dragEnterCount = (this.dragEnterCount || 0) + 1;\n\t// If we're entering for the first time we need to apply highlighting\n\tif(this.dragEnterCount === 1) {\n\t\t$tw.utils.addClass(this.domNodes[0],\"tc-dragover\");\n\t}\n};\n\nDropZoneWidget.prototype.leaveDrag = function() {\n\t// Reduce the enter count\n\tthis.dragEnterCount = (this.dragEnterCount || 0) - 1;\n\t// Remove highlighting if we're leaving externally\n\tif(this.dragEnterCount <= 0) {\n\t\t$tw.utils.removeClass(this.domNodes[0],\"tc-dragover\");\n\t}\n};\n\nDropZoneWidget.prototype.handleDragEnterEvent = function(event) {\n\tthis.enterDrag();\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($tw.dragInProgress) {\n\t\treturn false;\n\t}\n\t// Tell the browser that we're still interested in the drop\n\tevent.preventDefault();\n\tevent.dataTransfer.dropEffect = \"copy\"; // Explicitly show this is a copy\n};\n\nDropZoneWidget.prototype.handleDragLeaveEvent = function(event) {\n\tthis.leaveDrag();\n};\n\nDropZoneWidget.prototype.handleDropEvent = function(event) {\n\tthis.leaveDrag();\n\t// Check for being over a TEXTAREA or INPUT\n\tif([\"TEXTAREA\",\"INPUT\"].indexOf(event.target.tagName) !== -1) {\n\t\treturn false;\n\t}\n\t// Check for this window being the source of the drag\n\tif($tw.dragInProgress) {\n\t\treturn false;\n\t}\n\tvar self = this,\n\t\tdataTransfer = event.dataTransfer;\n\t// Reset the enter count\n\tthis.dragEnterCount = 0;\n\t// Remove highlighting\n\t$tw.utils.removeClass(this.domNodes[0],\"tc-dragover\");\n\t// Import any files in the drop\n\tvar numFiles = this.wiki.readFiles(dataTransfer.files,function(tiddlerFieldsArray) {\n\t\tself.dispatchEvent({type: \"tm-import-tiddlers\", param: JSON.stringify(tiddlerFieldsArray)});\n\t});\n\t// Try to import the various data types we understand\n\tif(numFiles === 0) {\n\t\tthis.importData(dataTransfer);\n\t}\n\t// Tell the browser that we handled the drop\n\tevent.preventDefault();\n\t// Stop the drop ripple up to any parent handlers\n\tevent.stopPropagation();\n};\n\nDropZoneWidget.prototype.importData = function(dataTransfer) {\n\t// Try each provided data type in turn\n\tfor(var t=0; t<this.importDataTypes.length; t++) {\n\t\tif(!$tw.browser.isIE || this.importDataTypes[t].IECompatible) {\n\t\t\t// Get the data\n\t\t\tvar dataType = this.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.convertToFields(data);\n\t\t\t\tif(!tiddlerFields.title) {\n\t\t\t\t\ttiddlerFields.title = this.wiki.generateNewTitle(\"Untitled\");\n\t\t\t\t}\n\t\t\t\tthis.dispatchEvent({type: \"tm-import-tiddlers\", param: JSON.stringify([tiddlerFields])});\n\t\t\t\treturn;\n\t\t\t}\n\t\t}\n\t}\n};\n\nDropZoneWidget.prototype.importDataTypes = [\n\t{type: \"text/vnd.tiddler\", IECompatible: false, convertToFields: function(data) {\n\t\treturn JSON.parse(data);\n\t}},\n\t{type: \"URL\", IECompatible: true, convertToFields: function(data) {\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 JSON.parse(match[1]);\n\t\t} else {\n\t\t\treturn { // As URL string\n\t\t\t\ttext: data\n\t\t\t};\n\t\t}\n\t}},\n\t{type: \"text/x-moz-url\", IECompatible: false, convertToFields: function(data) {\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 JSON.parse(match[1]);\n\t\t} else {\n\t\t\treturn { // As URL string\n\t\t\t\ttext: data\n\t\t\t};\n\t\t}\n\t}},\n\t{type: \"text/html\", IECompatible: false, convertToFields: function(data) {\n\t\treturn {\n\t\t\ttext: data\n\t\t};\n\t}},\n\t{type: \"text/plain\", IECompatible: false, convertToFields: function(data) {\n\t\treturn {\n\t\t\ttext: data\n\t\t};\n\t}},\n\t{type: \"Text\", IECompatible: true, convertToFields: function(data) {\n\t\treturn {\n\t\t\ttext: data\n\t\t};\n\t}},\n\t{type: \"text/uri-list\", IECompatible: false, convertToFields: function(data) {\n\t\treturn {\n\t\t\ttext: data\n\t\t};\n\t}}\n];\n\nDropZoneWidget.prototype.handlePasteEvent = function(event) {\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) {\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(),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} 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\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\treturn this.refreshChildren(changedTiddlers);\n};\n\nexports.dropzone = DropZoneWidget;\n\n})();\n",
"title": "$:/core/modules/widgets/dropzone.js",
"type": "application/javascript",
"module-type": "widget"
},
"$:/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\";\n\nvar Widget = require(\"$:/core/modules/widgets/widget.js\").widget;\n\nvar EditBinaryWidget = function(parseTreeNode,options) {\n\tthis.initialise(parseTreeNode,options);\n};\n\n/*\nInherit from the base widget class\n*/\nEditBinaryWidget.prototype = new Widget();\n\n/*\nRender this widget into the DOM\n*/\nEditBinaryWidget.prototype.render = function(parent,nextSibling) {\n\tvar self = this;\n\t// Save the parent dom node\n\tthis.parentDomNode = parent;\n\t// Compute our attributes\n\tthis.computeAttributes();\n\t// Execute our logic\n\tthis.execute();\n\tthis.renderChildren(parent,nextSibling);\n};\n\n/*\nCompute the internal state of the widget\n*/\nEditBinaryWidget.prototype.execute = function() {\n\t// Construct the child widgets\n\tthis.makeChildWidgets([{\n\t\ttype: \"transclude\",\n\t\tattributes: {\n\t\t\ttiddler: {type: \"string\", value: BINARY_WARNING_MESSAGE}\n\t\t}\n\t}]);\n};\n\n/*\nRefresh by refreshing our child widget\n*/\nEditBinaryWidget.prototype.refresh = function(changedTiddlers) {\n\treturn this.refreshChildren(changedTiddlers);\n};\n\nexports[\"edit-binary\"] = EditBinaryWidget;\n\n})();\n",
"title": "$:/core/modules/widgets/edit-binary.js",
"type": "application/javascript",
"module-type": "widget"
},
"$:/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 $tw: false */\n\"use strict\";\n\n// Default image sizes\nvar DEFAULT_IMAGE_WIDTH = 600,\n\tDEFAULT_IMAGE_HEIGHT = 370;\n\n// Configuration tiddlers\nvar LINE_WIDTH_TITLE = \"$:/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\tcurrImage.src = \"data:\" + tiddler.fields.type + \";base64,\" + tiddler.fields.text;\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\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);\n\tif(tiddler) {\n\t\t// data URIs look like \"data:<type>;base64,<text>\"\n\t\tvar dataURL = this.canvasDomNode.toDataURL(tiddler.fields.type),\n\t\t\tposColon = dataURL.indexOf(\":\"),\n\t\t\tposSemiColon = dataURL.indexOf(\";\"),\n\t\t\tposComma = dataURL.indexOf(\",\"),\n\t\t\ttype = dataURL.substring(posColon+1,posSemiColon),\n\t\t\ttext = dataURL.substring(posComma+1);\n\t\tvar update = {type: type, text: text};\n\t\tthis.wiki.addTiddler(new $tw.Tiddler(this.wiki.getModificationFields(),tiddler,update,this.wiki.getCreationFields()));\n\t}\n};\n\nexports[\"edit-bitmap\"] = EditBitmapWidget;\n\n})();\n",
"title": "$:/core/modules/widgets/edit-bitmap.js",
"type": "application/javascript",
"module-type": "widget"
},
"$:/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};\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};\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 = $tw.keyboardManager.getPrintableShortcuts([{\n\t\t\tctrlKey: event.ctrlKey,\n\t\t\tshiftKey: event.shiftKey,\n\t\t\taltKey: event.altKey,\n\t\t\tmetaKey: event.metaKey,\n\t\t\tkeyCode: event.keyCode\n\t\t}]);\n\t\tif(value.length > 0) {\n\t\t\tthis.wiki.setText(this.shortcutTiddler,this.shortcutField,this.shortcutIndex,value[0]);\n\t\t}\n\t\t// Ignore the keydown if it was already handled\n\t\tevent.preventDefault();\n\t\tevent.stopPropagation();\n\t\treturn true;\t\t\n\t} else {\n\t\treturn false;\n\t}\n};\n\n/*\nSelectively refreshes the widget if needed. Returns true if the widget needed re-rendering\n*/\nEditShortcutWidget.prototype.refresh = function(changedTiddlers) {\n\tvar changedAttributes = this.computeAttributes();\n\tif(changedAttributes.tiddler || changedAttributes.field || changedAttributes.index || changedAttributes.placeholder || changedAttributes[\"default\"] || changedAttributes[\"class\"] || changedAttributes.style || changedAttributes.tooltip || changedAttributes[\"aria-label\"]) {\n\t\tthis.refreshSelf();\n\t\treturn true;\n\t} else if(changedTiddlers[this.shortcutTiddler]) {\n\t\tthis.updateInputNode();\n\t\treturn true;\n\t} else {\n\t\treturn false;\t\n\t}\n};\n\nexports[\"edit-shortcut\"] = EditShortcutWidget;\n\n})();\n",
"title": "$:/core/modules/widgets/edit-shortcut.js",
"type": "application/javascript",
"module-type": "widget"
},
"$:/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",
"title": "$:/core/modules/widgets/edit-text.js",
"type": "application/javascript",
"module-type": "widget"
},
"$:/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\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},\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 = $tw.config.contentTypeInfo[type];\n\t\tif(typeInfo && typeInfo.encoding === \"base64\") {\n\t\t\teditorType = \"binary\";\n\t\t} else {\n\t\t\teditorType = \"text\";\n\t\t}\n\t}\n\treturn editorType;\n};\n\n/*\nSelectively refreshes the widget if needed. Returns true if the widget or any of its children needed re-rendering\n*/\nEditWidget.prototype.refresh = function(changedTiddlers) {\n\tvar changedAttributes = this.computeAttributes();\n\t// Refresh if an attribute has changed, or the type associated with the target tiddler has changed\n\tif(changedAttributes.tiddler || changedAttributes.field || changedAttributes.index || (changedTiddlers[this.editTitle] && this.getEditorType() !== this.editorType)) {\n\t\tthis.refreshSelf();\n\t\treturn true;\n\t} else {\n\t\treturn this.refreshChildren(changedTiddlers);\t\t\n\t}\n};\n\nexports.edit = EditWidget;\n\n})();\n",
"title": "$:/core/modules/widgets/edit.js",
"type": "application/javascript",
"module-type": "widget"
},
"$:/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\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 = $tw.utils.count(changedAttributes) > 0;\n\tif(hasChangedAttributes) {\n\t\t// Update our attributes\n\t\tthis.assignAttributes(this.domNodes[0],{excludeEventAttributes: true});\n\t}\n\treturn this.refreshChildren(changedTiddlers) || hasChangedAttributes;\n};\n\nexports.element = ElementWidget;\n\n})();\n",
"title": "$:/core/modules/widgets/element.js",
"type": "application/javascript",
"module-type": "widget"
},
"$:/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",
"title": "$:/core/modules/widgets/encrypt.js",
"type": "application/javascript",
"module-type": "widget"
},
"$:/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($tw.utils.entityDecode(entityString));\n\tparent.insertBefore(textNode,nextSibling);\n\tthis.domNodes.push(textNode);\n};\n\n/*\nCompute the internal state of the widget\n*/\nEntityWidget.prototype.execute = function() {\n};\n\n/*\nSelectively refreshes the widget if needed. Returns true if the widget or any of its children needed re-rendering\n*/\nEntityWidget.prototype.refresh = function(changedTiddlers) {\n\tvar changedAttributes = this.computeAttributes();\n\tif(changedAttributes.entity) {\n\t\tthis.refreshSelf();\n\t\treturn true;\n\t} else {\n\t\treturn false;\t\n\t}\n};\n\nexports.entity = EntityWidget;\n\n})();\n",
"title": "$:/core/modules/widgets/entity.js",
"type": "application/javascript",
"module-type": "widget"
},
"$:/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\tif(tiddler && tiddler.fields.tags) {\n\t\tvar p = tiddler.fields.tags.indexOf(event.param);\n\t\tif(p !== -1) {\n\t\t\tvar modification = this.wiki.getModificationFields();\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\tthis.wiki.addTiddler(new $tw.Tiddler(tiddler,modification));\n\t\t}\n\t}\n\treturn true;\n};\n\nFieldManglerWidget.prototype.handleAddTagEvent = function(event) {\n\tvar tiddler = this.wiki.getTiddler(this.mangleTitle);\n\tif(tiddler && typeof event.param === \"string\") {\n\t\tvar tag = event.param.trim();\n\t\tif(tag !== \"\") {\n\t\t\tvar modification = this.wiki.getModificationFields();\n\t\t\tmodification.tags = (tiddler.fields.tags || []).slice(0);\n\t\t\t$tw.utils.pushTop(modification.tags,tag);\n\t\t\tthis.wiki.addTiddler(new $tw.Tiddler(tiddler,modification));\t\t\t\n\t\t}\n\t} else if(typeof event.param === \"string\" && event.param.trim() !== \"\" && this.mangleTitle.trim() !== \"\") {\n\t\tvar tag = [];\n\t\ttag.push(event.param.trim());\n\t\tthis.wiki.addTiddler({title: this.mangleTitle, tags: tag});\t\t\n\t}\n\treturn true;\n};\n\nexports.fieldmangler = FieldManglerWidget;\n\n})();\n",
"title": "$:/core/modules/widgets/fieldmangler.js",
"type": "application/javascript",
"module-type": "widget"
},
"$:/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.exclude = this.getAttribute(\"exclude\");\n\tthis.stripTitlePrefix = this.getAttribute(\"stripTitlePrefix\",\"no\") === \"yes\";\n\t// Get the value to display\n\tvar tiddler = this.wiki.getTiddler(this.tiddlerTitle);\n\t// Get the exclusion list\n\tvar exclude;\n\tif(this.exclude) {\n\t\texclude = this.exclude.split(\" \");\n\t} else {\n\t\texclude = [\"text\"]; \n\t}\n\t// Compose the template\n\tvar text = [];\n\tif(this.template && tiddler) {\n\t\tvar fields = [];\n\t\tfor(var fieldName in tiddler.fields) {\n\t\t\tif(exclude.indexOf(fieldName) === -1) {\n\t\t\t\tfields.push(fieldName);\n\t\t\t}\n\t\t}\n\t\tfields.sort();\n\t\tfor(var f=0; f<fields.length; f++) {\n\t\t\tfieldName = fields[f];\n\t\t\tif(exclude.indexOf(fieldName) === -1) {\n\t\t\t\tvar row = this.template,\n\t\t\t\t\tvalue = tiddler.getFieldString(fieldName);\n\t\t\t\tif(this.stripTitlePrefix && fieldName === \"title\") {\n\t\t\t\t\tvar reStrip = /^\\{[^\\}]+\\}(.+)/mg,\n\t\t\t\t\t\treMatch = reStrip.exec(value);\n\t\t\t\t\tif(reMatch) {\n\t\t\t\t\t\tvalue = reMatch[1];\n\t\t\t\t\t}\n\t\t\t\t}\n\t\t\t\trow = row.replace(\"$name$\",fieldName);\n\t\t\t\trow = row.replace(\"$value$\",value);\n\t\t\t\trow = row.replace(\"$encoded_value$\",$tw.utils.htmlEncode(value));\n\t\t\t\ttext.push(row);\n\t\t\t}\n\t\t}\n\t}\n\tthis.text = text.join(\"\");\n};\n\n/*\nSelectively refreshes the widget if needed. Returns true if the widget or any of its children needed re-rendering\n*/\nFieldsWidget.prototype.refresh = function(changedTiddlers) {\n\tvar changedAttributes = this.computeAttributes();\n\tif(changedAttributes.tiddler || changedAttributes.template || changedAttributes.exclude || changedAttributes.stripTitlePrefix || changedTiddlers[this.tiddlerTitle]) {\n\t\tthis.refreshSelf();\n\t\treturn true;\n\t} else {\n\t\treturn false;\t\n\t}\n};\n\nexports.fields = FieldsWidget;\n\n})();\n",
"title": "$:/core/modules/widgets/fields.js",
"type": "application/javascript",
"module-type": "widget"
},
"$:/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",
"title": "$:/core/modules/widgets/image.js",
"type": "application/javascript",
"module-type": "widget"
},
"$:/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 self = 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 <$set> widgets from each tiddler\n\tvar widgetStackStart,widgetStackEnd;\n\tfunction addWidgetNode(widgetNode) {\n\t\tif(widgetNode) {\n\t\t\tif(!widgetStackStart && !widgetStackEnd) {\n\t\t\t\twidgetStackStart = widgetNode;\n\t\t\t\twidgetStackEnd = widgetNode;\n\t\t\t} else {\n\t\t\t\twidgetStackEnd.children = [widgetNode];\n\t\t\t\twidgetStackEnd = widgetNode;\n\t\t\t}\n\t\t}\n\t}\n\t$tw.utils.each(this.tiddlerList,function(title) {\n\t\tvar parser = self.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\taddWidgetNode({\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});\n\t\t\t\tparseTreeNode = parseTreeNode.children[0];\n\t\t\t}\n\t\t} \n\t});\n\t// Add our own children to the end of the pile\n\tvar parseTreeNodes;\n\tif(widgetStackStart && widgetStackEnd) {\n\t\tparseTreeNodes = [widgetStackStart];\n\t\twidgetStackEnd.children = this.parseTreeNode.children;\n\t} else {\n\t\tparseTreeNodes = this.parseTreeNode.children;\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*/\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 || !$tw.utils.isArrayEqual(this.tiddlerList,tiddlerList) || haveListedTiddlersChanged()) {\n\t\t// Compute the filter\n\t\tthis.removeChildDomNodes();\n\t\tthis.execute(tiddlerList);\n\t\tthis.renderChildren(this.parentDomNode,this.findNextSiblingDomNode());\n\t\treturn true;\n\t} else {\n\t\treturn this.refreshChildren(changedTiddlers);\t\t\n\t}\n};\n\nexports.importvariables = ImportVariablesWidget;\n\n})();\n",
"title": "$:/core/modules/widgets/importvariables.js",
"type": "application/javascript",
"module-type": "widget"
},
"$:/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\t// Create element\n\tvar domNode = this.document.createElement(\"div\");\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\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.keyInfoArray = $tw.keyboardManager.parseKeyDescriptors(this.key);\n\tthis[\"class\"] = this.getAttribute(\"class\");\n\t// Make child widgets\n\tthis.makeChildWidgets();\n};\n\n/*\nSelectively refreshes the widget if needed. Returns true if the widget or any of its children needed re-rendering\n*/\nKeyboardWidget.prototype.refresh = function(changedTiddlers) {\n\tvar changedAttributes = this.computeAttributes();\n\tif(changedAttributes.message || changedAttributes.param || changedAttributes.key || changedAttributes[\"class\"]) {\n\t\tthis.refreshSelf();\n\t\treturn true;\n\t}\n\treturn this.refreshChildren(changedTiddlers);\n};\n\nexports.keyboard = KeyboardWidget;\n\n})();\n",
"title": "$:/core/modules/widgets/keyboard.js",
"type": "application/javascript",
"module-type": "widget"
},
"$:/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;\nvar MISSING_LINK_CONFIG_TITLE = \"$:/config/MissingLinks\";\n\nvar LinkWidget = function(parseTreeNode,options) {\n\tthis.initialise(parseTreeNode,options);\n};\n\n/*\nInherit from the base widget class\n*/\nLinkWidget.prototype = new Widget();\n\n/*\nRender this widget into the DOM\n*/\nLinkWidget.prototype.render = function(parent,nextSibling) {\n\t// Save the parent dom node\n\tthis.parentDomNode = parent;\n\t// Compute our attributes\n\tthis.computeAttributes();\n\t// Execute our logic\n\tthis.execute();\n\t// Get the value of the tv-wikilinks configuration macro\n\tvar wikiLinksMacro = this.getVariable(\"tv-wikilinks\"),\n\t\tuseWikiLinks = wikiLinksMacro ? (wikiLinksMacro.trim() !== \"no\") : true,\n\t\tmissingLinksEnabled = !(this.hideMissingLinks && this.isMissing && !this.isShadow);\n\t// Render the link if required\n\tif(useWikiLinks && missingLinksEnabled) {\n\t\tthis.renderLink(parent,nextSibling);\n\t} else {\n\t\t// Just insert the link text\n\t\tvar domNode = this.document.createElement(\"span\");\n\t\tparent.insertBefore(domNode,nextSibling);\n\t\tthis.renderChildren(domNode,null);\n\t\tthis.domNodes.push(domNode);\n\t}\n};\n\n/*\nRender this widget into the DOM\n*/\nLinkWidget.prototype.renderLink = function(parent,nextSibling) {\n\tvar self = this;\n\t// Sanitise the specified tag\n\tvar tag = this.linkTag;\n\tif($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.linkClasses) {\n\t\tclasses.push(this.linkClasses);\n\t}\n\tclasses.push(\"tc-tiddlylink\");\n\tif(this.isShadow) {\n\t\tclasses.push(\"tc-tiddlylink-shadow\");\n\t}\n\tif(this.isMissing && !this.isShadow) {\n\t\tclasses.push(\"tc-tiddlylink-missing\");\n\t} else {\n\t\tif(!this.isMissing) {\n\t\t\tclasses.push(\"tc-tiddlylink-resolves\");\n\t\t}\n\t}\n\tdomNode.setAttribute(\"class\",classes.join(\" \"));\n\t// Set an href\n\tvar wikiLinkTemplateMacro = this.getVariable(\"tv-wikilink-template\"),\n\t\twikiLinkTemplate = wikiLinkTemplateMacro ? wikiLinkTemplateMacro.trim() : \"#$uri_encoded$\",\n\t\twikiLinkText = wikiLinkTemplate.replace(\"$uri_encoded$\",encodeURIComponent(this.to));\n\twikiLinkText = wikiLinkText.replace(\"$uri_doubleencoded$\",encodeURIComponent(encodeURIComponent(this.to)));\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\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\tif(this.draggable === \"yes\") {\n\t\t$tw.utils.addEventListeners(domNode,[\n\t\t\t{name: \"dragstart\", handlerObject: this, handlerMethod: \"handleDragStartEvent\"},\n\t\t\t{name: \"dragend\", handlerObject: this, handlerMethod: \"handleDragEndEvent\"}\n\t\t]);\n\t}\n\t// Insert the link into the DOM and render any children\n\tparent.insertBefore(domNode,nextSibling);\n\tthis.renderChildren(domNode,null);\n\tthis.domNodes.push(domNode);\n};\n\nLinkWidget.prototype.handleClickEvent = function(event) {\n\t// Send the click on its way as a navigate event\n\tvar bounds = this.domNodes[0].getBoundingClientRect();\n\tthis.dispatchEvent({\n\t\ttype: \"tm-navigate\",\n\t\tnavigateTo: this.to,\n\t\tnavigateFromTitle: this.getVariable(\"storyTiddler\"),\n\t\tnavigateFromNode: this,\n\t\tnavigateFromClientRect: { top: bounds.top, left: bounds.left, width: bounds.width, right: bounds.right, bottom: bounds.bottom, height: bounds.height\n\t\t},\n\t\tnavigateSuppressNavigation: event.metaKey || event.ctrlKey || (event.button === 1)\n\t});\n\tif(this.domNodes[0].hasAttribute(\"href\")) {\n\t\tevent.preventDefault();\n\t}\n\tevent.stopPropagation();\n\treturn false;\n};\n\nLinkWidget.prototype.handleDragStartEvent = function(event) {\n\tif(event.target === this.domNodes[0]) {\n\t\tif(this.to) {\n\t\t\t$tw.dragInProgress = true;\n\t\t\t// Set the dragging class on the element being dragged\n\t\t\t$tw.utils.addClass(event.target,\"tc-tiddlylink-dragging\");\n\t\t\t// Create the drag image elements\n\t\t\tthis.dragImage = this.document.createElement(\"div\");\n\t\t\tthis.dragImage.className = \"tc-tiddler-dragger\";\n\t\t\tvar inner = this.document.createElement(\"div\");\n\t\t\tinner.className = \"tc-tiddler-dragger-inner\";\n\t\t\tinner.appendChild(this.document.createTextNode(this.to));\n\t\t\tthis.dragImage.appendChild(inner);\n\t\t\tthis.document.body.appendChild(this.dragImage);\n\t\t\t// Astoundingly, we need to cover the dragger up: http://www.kryogenix.org/code/browser/custom-drag-image.html\n\t\t\tvar cover = this.document.createElement(\"div\");\n\t\t\tcover.className = \"tc-tiddler-dragger-cover\";\n\t\t\tcover.style.left = (inner.offsetLeft - 16) + \"px\";\n\t\t\tcover.style.top = (inner.offsetTop - 16) + \"px\";\n\t\t\tcover.style.width = (inner.offsetWidth + 32) + \"px\";\n\t\t\tcover.style.height = (inner.offsetHeight + 32) + \"px\";\n\t\t\tthis.dragImage.appendChild(cover);\n\t\t\t// Set the data transfer properties\n\t\t\tvar dataTransfer = event.dataTransfer;\n\t\t\t// First the image\n\t\t\tdataTransfer.effectAllowed = \"copy\";\n\t\t\tif(dataTransfer.setDragImage) {\n\t\t\t\tdataTransfer.setDragImage(this.dragImage.firstChild,-16,-16);\n\t\t\t}\n\t\t\t// Then the data\n\t\t\tdataTransfer.clearData();\n\t\t\tvar jsonData = this.wiki.getTiddlerAsJson(this.to),\n\t\t\t\ttextData = this.wiki.getTiddlerText(this.to,\"\"),\n\t\t\t\ttitle = (new RegExp(\"^\" + $tw.config.textPrimitives.wikiLink + \"$\",\"mg\")).exec(this.to) ? this.to : \"[[\" + this.to + \"]]\";\n\t\t\t// IE doesn't like these content types\n\t\t\tif(!$tw.browser.isIE) {\n\t\t\t\tdataTransfer.setData(\"text/vnd.tiddler\",jsonData);\n\t\t\t\tdataTransfer.setData(\"text/plain\",title);\n\t\t\t\tdataTransfer.setData(\"text/x-moz-url\",\"data:text/vnd.tiddler,\" + encodeURIComponent(jsonData));\n\t\t\t}\n\t\t\tdataTransfer.setData(\"URL\",\"data:text/vnd.tiddler,\" + encodeURIComponent(jsonData));\n\t\t\tdataTransfer.setData(\"Text\",title);\n\t\t\tevent.stopPropagation();\n\t\t} else {\n\t\t\tevent.preventDefault();\n\t\t}\n\t}\n};\n\nLinkWidget.prototype.handleDragEndEvent = function(event) {\n\tif(event.target === this.domNodes[0]) {\n\t\t$tw.dragInProgress = false;\n\t\t// Remove the dragging class on the element being dragged\n\t\t$tw.utils.removeClass(event.target,\"tc-tiddlylink-dragging\");\n\t\t// Delete the drag image element\n\t\tif(this.dragImage) {\n\t\t\tthis.dragImage.parentNode.removeChild(this.dragImage);\n\t\t}\n\t}\n};\n\n/*\nCompute the internal state of the widget\n*/\nLinkWidget.prototype.execute = function() {\n\t// Pick up our attributes\n\tthis.to = this.getAttribute(\"to\",this.getVariable(\"currentTiddler\"));\n\tthis.tooltip = this.getAttribute(\"tooltip\");\n\tthis[\"aria-label\"] = this.getAttribute(\"aria-label\");\n\tthis.linkClasses = this.getAttribute(\"class\");\n\tthis.tabIndex = this.getAttribute(\"tabindex\");\n\tthis.draggable = this.getAttribute(\"draggable\",\"yes\");\n\tthis.linkTag = this.getAttribute(\"tag\",\"a\");\n\t// Determine the link characteristics\n\tthis.isMissing = !this.wiki.tiddlerExists(this.to);\n\tthis.isShadow = this.wiki.isShadowTiddler(this.to);\n\tthis.hideMissingLinks = ($tw.wiki.getTiddlerText(MISSING_LINK_CONFIG_TITLE,\"yes\") === \"no\");\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*/\nLinkWidget.prototype.refresh = function(changedTiddlers) {\n\tvar changedAttributes = this.computeAttributes();\n\tif(changedAttributes.to || changedTiddlers[this.to] || changedAttributes[\"aria-label\"] || changedAttributes.tooltip || changedTiddlers[MISSING_LINK_CONFIG_TITLE]) {\n\t\tthis.refreshSelf();\n\t\treturn true;\n\t}\n\treturn this.refreshChildren(changedTiddlers);\n};\n\nexports.link = LinkWidget;\n\n})();\n",
"title": "$:/core/modules/widgets/link.js",
"type": "application/javascript",
"module-type": "widget"
},
"$:/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};\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.catchTo) {\n\t\tthis.wiki.setTextReference(this.catchTo,event.navigateTo,this.getVariable(\"currentTiddler\"));\n\t}\n\tif(this.catchMessage && this.parentWidget) {\n\t\tthis.parentWidget.dispatchEvent({\n\t\t\ttype: this.catchMessage,\n\t\t\tparam: event.navigateTo,\n\t\t\tnavigateTo: event.navigateTo\n\t\t});\n\t}\n\tif(this.catchSet) {\n\t\tvar tiddler = this.wiki.getTiddler(this.catchSet);\n\t\tthis.wiki.addTiddler(new $tw.Tiddler(tiddler,{title: this.catchSet, text: this.catchSetTo}));\n\t}\n\tif(this.catchActions) {\n\t\tthis.invokeActionString(this.catchActions,this);\n\t}\n\treturn false;\n};\n\nexports.linkcatcher = LinkCatcherWidget;\n\n})();\n",
"title": "$:/core/modules/widgets/linkcatcher.js",
"type": "application/javascript",
"module-type": "widget"
},
"$:/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$tw.modules.applyMethods(\"storyview\",this.storyViews);\n\t}\n\t// Main initialisation inherited from widget.js\n\tthis.initialise(parseTreeNode,options);\n};\n\n/*\nInherit from the base widget class\n*/\nListWidget.prototype = new Widget();\n\n/*\nRender this widget into the DOM\n*/\nListWidget.prototype.render = function(parent,nextSibling) {\n\tthis.parentDomNode = parent;\n\tthis.computeAttributes();\n\tthis.execute();\n\tthis.renderChildren(parent,nextSibling);\n\t// Construct the storyview\n\tvar StoryView = this.storyViews[this.storyViewName];\n\tif(StoryView && !this.document.isTiddlyWikiFakeDom) {\n\t\tthis.storyview = new StoryView(this);\n\t} else {\n\t\tthis.storyview = null;\n\t}\n};\n\n/*\nCompute the internal state of the widget\n*/\nListWidget.prototype.execute = function() {\n\t// Get our attributes\n\tthis.template = this.getAttribute(\"template\");\n\tthis.editTemplate = this.getAttribute(\"editTemplate\");\n\tthis.variableName = this.getAttribute(\"variable\",\"currentTiddler\");\n\tthis.storyViewName = this.getAttribute(\"storyview\");\n\tthis.historyTitle = this.getAttribute(\"history\");\n\t// Compose the list elements\n\tthis.list = this.getTiddlerList();\n\tvar members = [],\n\t\tself = this;\n\t// Check for an empty list\n\tif(this.list.length === 0) {\n\t\tmembers = this.getEmptyMessage();\n\t} else {\n\t\t$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})();",
"title": "$:/core/modules/widgets/list.js",
"type": "application/javascript",
"module-type": "widget"
},
"$:/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 text = this.getVariable(this.parseTreeNode.name || this.getAttribute(\"$name\"),{params: params}),\n\t\tparseTreeNodes;\n\t// Are we rendering to HTML?\n\tif(this.renderOutput === \"text/html\") {\n\t\t// If so we'll return the parsed macro\n\t\tvar parser = this.wiki.parseText(this.parseType,text,\n\t\t\t\t\t\t\t{parseAsInline: !this.parseTreeNode.isBlock});\n\t\tparseTreeNodes = parser ? parser.tree : [];\n\t} else {\n\t\t// Otherwise, we'll render the text\n\t\tvar plainText = this.wiki.renderText(\"text/plain\",this.parseType,text,{parentWidget: this});\n\t\tparseTreeNodes = [{type: \"text\", text: plainText}];\n\t}\n\t// Construct the child widgets\n\tthis.makeChildWidgets(parseTreeNodes);\n};\n\n/*\nSelectively refreshes the widget if needed. Returns true if the widget or any of its children needed re-rendering\n*/\nMacroCallWidget.prototype.refresh = function(changedTiddlers) {\n\tvar changedAttributes = this.computeAttributes();\n\tif($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",
"title": "$:/core/modules/widgets/macrocall.js",
"type": "application/javascript",
"module-type": "widget"
},
"$:/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\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);\t\t\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\tvar storyTiddler = this.wiki.getTiddler(this.storyTitle);\n\tthis.wiki.addTiddler(new $tw.Tiddler(\n\t\t{title: this.storyTitle},\n\t\tstoryTiddler,\n\t\t{list: storyList}\n\t));\n};\n\nNavigatorWidget.prototype.removeTitleFromStory = function(storyList,title) {\n\tvar p = storyList.indexOf(title);\n\twhile(p !== -1) {\n\t\tstoryList.splice(p,1);\n\t\tp = storyList.indexOf(title);\n\t}\n};\n\nNavigatorWidget.prototype.replaceFirstTitleInStory = function(storyList,oldTitle,newTitle) {\n\tvar pos = storyList.indexOf(oldTitle);\n\tif(pos !== -1) {\n\t\tstoryList[pos] = newTitle;\n\t\tdo {\n\t\t\tpos = storyList.indexOf(oldTitle,pos + 1);\n\t\t\tif(pos !== -1) {\n\t\t\t\tstoryList.splice(pos,1);\n\t\t\t}\n\t\t} while(pos !== -1);\n\t} else {\n\t\tstoryList.splice(0,0,newTitle);\n\t}\n};\n\nNavigatorWidget.prototype.addToStory = function(title,fromTitle) {\n\tvar storyList = this.getStoryList();\n\t// Quit if we cannot get hold of the story list\n\tif(!storyList) {\n\t\treturn;\n\t}\n\t// See if the tiddler is already there\n\tvar slot = storyList.indexOf(title);\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(fromTitle);\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(this.getAttribute(\"openLinkFromInsideRiver\",\"below\")) {\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(this.getAttribute(\"openLinkFromOutsideRiver\",\"top\") === \"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,title);\n\t// Save the story\n\tthis.saveStoryList(storyList);\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\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 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\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($tw.language.getString(\n\t\t\t\t\"ConfirmDeleteTiddler\",\n\t\t\t\t{variables:\n\t\t\t\t\t{title: confirmationTitle}\n\t\t\t\t}\n\t\t\t))) {\n\t\treturn false;\n\t}\n\t// Delete the original tiddler\n\tif(originalTitle) {\n\t\tthis.wiki.deleteTiddler(originalTitle);\n\t\tthis.removeTitleFromStory(storyList,originalTitle);\n\t}\n\t// Delete this tiddler\n\tthis.wiki.deleteTiddler(title);\n\t// Remove the closed tiddler from the story\n\tthis.removeTitleFromStory(storyList,title);\n\tthis.saveStoryList(storyList);\n\t// Trigger an autosave\n\t$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 $tw.Tiddler(\n\t\t\ttiddler,\n\t\t\t{\n\t\t\t\ttitle: draftTitle,\n\t\t\t\t\"draft.title\": targetTitle,\n\t\t\t\t\"draft.of\": targetTitle\n\t\t\t},\n\t\t\tthis.wiki.getModificationFields()\n\t\t);\n\tthis.wiki.addTiddler(draftTiddler);\n\treturn draftTiddler;\n};\n\n/*\nGenerate a title for the draft of a given tiddler\n*/\nNavigatorWidget.prototype.generateDraftTitle = function(title) {\n\tvar c = 0,\n\t\tdraftTitle;\n\tdo {\n\t\tdraftTitle = \"Draft \" + (c ? (c + 1) + \" \" : \"\") + \"of '\" + title + \"'\";\n\t\tc++;\n\t} while(this.wiki.tiddlerExists(draftTitle));\n\treturn draftTitle;\n};\n\n// Take a tiddler out of edit mode, saving the changes\nNavigatorWidget.prototype.handleSaveTiddlerEvent = function(event) {\n\tvar title = event.param || event.tiddlerTitle,\n\t\ttiddler = this.wiki.getTiddler(title),\n\t\tstoryList = this.getStoryList();\n\t// Replace the original tiddler with the draft\n\tif(tiddler) {\n\t\tvar draftTitle = (tiddler.fields[\"draft.title\"] || \"\").trim(),\n\t\t\tdraftOf = (tiddler.fields[\"draft.of\"] || \"\").trim();\n\t\tif(draftTitle) {\n\t\t\tvar isRename = draftOf !== draftTitle,\n\t\t\t\tisConfirmed = true;\n\t\t\tif(isRename && this.wiki.tiddlerExists(draftTitle)) {\n\t\t\t\tisConfirmed = confirm($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 = $tw.hooks.invokeHook(\"th-saving-tiddler\",newTiddler);\n\t\t\t\tthis.wiki.addTiddler(newTiddler);\n\t\t\t\t// Remove the draft tiddler\n\t\t\t\tthis.wiki.deleteTiddler(title);\n\t\t\t\t// Remove the original tiddler if we're renaming it\n\t\t\t\tif(isRename) {\n\t\t\t\t\tthis.wiki.deleteTiddler(draftOf);\n\t\t\t\t}\n\t\t\t\tif(!event.paramObject || event.paramObject.suppressNavigation !== \"yes\") {\n\t\t\t\t\t// Replace the draft in the story with the original\n\t\t\t\t\tthis.replaceFirstTitleInStory(storyList,title,draftTitle);\n\t\t\t\t\tthis.addToHistory(draftTitle,event.navigateFromClientRect);\n\t\t\t\t\tif(draftTitle !== this.storyTitle) {\n\t\t\t\t\t\tthis.saveStoryList(storyList);\n\t\t\t\t\t}\n\t\t\t\t}\n\t\t\t\t// Trigger an autosave\n\t\t\t\t$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\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\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 || $tw.language.getString(\"DefaultNewTiddlerTitle\"));\n\t}\n\t// Get the specified additional fields\n\tif(typeof event.paramObject === \"object\") {\n\t\tadditionalFields = event.paramObject;\n\t}\n\tif(typeof event.param === \"object\") { // Backwards compatibility with 5.1.3\n\t\tadditionalFields = event.param;\n\t}\n\tif(additionalFields && additionalFields.title) {\n\t\ttitle = additionalFields.title;\n\t}\n\t// Generate a title if we don't have one\n\ttitle = title || this.wiki.generateNewTitle($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\texistingTiddler,\n\t\tadditionalFields,\n\t\tthis.wiki.getCreationFields(),\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.indexOf(draftTitle) === -1) {\n\t\tvar slot = storyList.indexOf(event.navigateFromTitle);\n\t\tstoryList.splice(slot + 1,0,draftTitle);\n\t}\n\tif(storyList.indexOf(title) !== -1) {\n\t\tstoryList.splice(storyList.indexOf(title),1);\t\t\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\tvar self = this;\n\t// Get the tiddlers\n\tvar tiddlers = [];\n\ttry {\n\t\ttiddlers = JSON.parse(event.param);\t\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\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 $tw.Tiddler(importTiddler,newFields));\n\t// Update the story and history details\n\tif(this.getVariable(\"tv-auto-open-on-import\") !== \"no\") {\n\t\tvar storyList = this.getStoryList(),\n\t\t\thistory = [];\n\t\t// Add it to the story\n\t\tif(storyList.indexOf(IMPORT_TITLE) === -1) {\n\t\t\tstoryList.unshift(IMPORT_TITLE);\n\t\t}\n\t\t// And to history\n\t\thistory.push(IMPORT_TITLE);\n\t\t// Save the updated story and history\n\t\tthis.saveStoryList(storyList);\n\t\tthis.addToHistory(history);\t\t\n\t}\n\treturn false;\n};\n\n// \nNavigatorWidget.prototype.handlePerformImportEvent = function(event) {\n\tvar self = this,\n\t\timportTiddler = this.wiki.getTiddler(event.param),\n\t\timportData = this.wiki.getTiddlerDataCached(event.param,{tiddlers: {}}),\n\t\timportReport = [];\n\t// Add the tiddlers to the store\n\timportReport.push($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\tself.wiki.addTiddler(new $tw.Tiddler(tiddlerFields));\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 self = this,\n\t\tparamObject = 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$tw.utils.each(this.getStoryList(),function(title) {\n\t\tself.wiki.setText(prefix + title,\"text\",null,event.param === title ? \"show\" : \"hide\");\n\t});\n};\n\nNavigatorWidget.prototype.handleFoldAllTiddlersEvent = function(event) {\n\tvar self = this,\n\t\tparamObject = event.paramObject || {},\n\t\tprefix = paramObject.foldedStatePrefix;\n\t$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$tw.utils.each(this.getStoryList(),function(title) {\n\t\tself.wiki.setText(prefix + title,\"text\",null,\"show\");\n\t});\n};\n\nNavigatorWidget.prototype.handleRenameTiddlerEvent = function(event) {\n\tvar self = this,\n\t\tparamObject = event.paramObject || {},\n\t\tfrom = paramObject.from || event.tiddlerTitle,\n\t\tto = paramObject.to;\n\t$tw.wiki.renameTiddler(from,to);\n};\n\nexports.navigator = NavigatorWidget;\n\n})();\n",
"title": "$:/core/modules/widgets/navigator.js",
"type": "application/javascript",
"module-type": "widget"
},
"$:/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 $tw.utils.savePassword(this.passwordName,password);\n};\n\n/*\nCompute the internal state of the widget\n*/\nPasswordWidget.prototype.execute = function() {\n\t// Get the parameters from the attributes\n\tthis.passwordName = this.getAttribute(\"name\",\"\");\n\t// Make the child widgets\n\tthis.makeChildWidgets();\n};\n\n/*\nSelectively refreshes the widget if needed. Returns true if the widget or any of its children needed re-rendering\n*/\nPasswordWidget.prototype.refresh = function(changedTiddlers) {\n\tvar changedAttributes = this.computeAttributes();\n\tif(changedAttributes.name) {\n\t\tthis.refreshSelf();\n\t\treturn true;\n\t} else {\n\t\treturn this.refreshChildren(changedTiddlers);\n\t}\n};\n\nexports.password = PasswordWidget;\n\n})();\n",
"title": "$:/core/modules/widgets/password.js",
"type": "application/javascript",
"module-type": "widget"
},
"$:/core/modules/widgets/radio.js": {
"text": "/*\\\ntitle: $:/core/modules/widgets/radio.js\ntype: application/javascript\nmodule-type: widget\n\nRadio widget\n\nWill set a field to the selected value:\n\n```\n\t<$radio field=\"myfield\" value=\"check 1\">one</$radio>\n\t<$radio field=\"myfield\" value=\"check 2\">two</$radio>\n\t<$radio field=\"myfield\" value=\"check 3\">three</$radio>\n```\n\n|Parameter |Description |h\n|tiddler |Name of the tiddler in which the field should be set. Defaults to current tiddler |\n|field |The name of the field to be set |\n|value |The value to set |\n|class |Optional class name(s) |\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 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\t// Create our elements\n\tthis.labelDomNode = this.document.createElement(\"label\");\n\tthis.labelDomNode.setAttribute(\"class\",this.radioClass);\n\tthis.inputDomNode = this.document.createElement(\"input\");\n\tthis.inputDomNode.setAttribute(\"type\",\"radio\");\n\tif(this.getValue() == this.radioValue) {\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 tiddler = this.wiki.getTiddler(this.radioTitle);\n\treturn tiddler && tiddler.getFieldString(this.radioField);\n};\n\nRadioWidget.prototype.setValue = function() {\n\tif(this.radioField) {\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 $tw.Tiddler(this.wiki.getCreationFields(),{title: this.radioTitle},tiddler,addition,this.wiki.getModificationFields()));\n\t}\n};\n\nRadioWidget.prototype.handleChangeEvent = function(event) {\n\tif(this.inputDomNode.checked) {\n\t\tthis.setValue();\n\t}\n};\n\n/*\nCompute the internal state of the widget\n*/\nRadioWidget.prototype.execute = function() {\n\t// Get the parameters from the attributes\n\tthis.radioTitle = this.getAttribute(\"tiddler\",this.getVariable(\"currentTiddler\"));\n\tthis.radioField = this.getAttribute(\"field\",\"text\");\n\tthis.radioValue = this.getAttribute(\"value\");\n\tthis.radioClass = this.getAttribute(\"class\",\"\");\n\tif(this.radioClass !== \"\") {\n\t\tthis.radioClass += \" \";\n\t}\n\tthis.radioClass += \"tc-radio\";\n\t// Make the child widgets\n\tthis.makeChildWidgets();\n};\n\n/*\nSelectively refreshes the widget if needed. Returns true if the widget or any of its children needed re-rendering\n*/\nRadioWidget.prototype.refresh = function(changedTiddlers) {\n\tvar changedAttributes = this.computeAttributes();\n\tif(changedAttributes.tiddler || changedAttributes.field || changedAttributes.value || changedAttributes[\"class\"]) {\n\t\tthis.refreshSelf();\n\t\treturn true;\n\t} else {\n\t\tvar refreshed = false;\n\t\tif(changedTiddlers[this.radioTitle]) {\n\t\t\tthis.inputDomNode.checked = this.getValue() === this.radioValue;\n\t\t\trefreshed = true;\n\t\t}\n\t\treturn this.refreshChildren(changedTiddlers) || refreshed;\n\t}\n};\n\nexports.radio = RadioWidget;\n\n})();\n",
"title": "$:/core/modules/widgets/radio.js",
"type": "application/javascript",
"module-type": "widget"
},
"$:/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",
"title": "$:/core/modules/widgets/raw.js",
"type": "application/javascript",
"module-type": "widget"
},
"$:/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\tswitch(this.position) {\n\t\tcase \"left\":\n\t\t\tdomNode.style.left = (this.popup.left - domNode.offsetWidth) + \"px\";\n\t\t\tdomNode.style.top = this.popup.top + \"px\";\n\t\t\tbreak;\n\t\tcase \"above\":\n\t\t\tdomNode.style.left = this.popup.left + \"px\";\n\t\t\tdomNode.style.top = (this.popup.top - domNode.offsetHeight) + \"px\";\n\t\t\tbreak;\n\t\tcase \"aboveright\":\n\t\t\tdomNode.style.left = (this.popup.left + this.popup.width) + \"px\";\n\t\t\tdomNode.style.top = (this.popup.top + this.popup.height - domNode.offsetHeight) + \"px\";\n\t\t\tbreak;\n\t\tcase \"right\":\n\t\t\tdomNode.style.left = (this.popup.left + this.popup.width) + \"px\";\n\t\t\tdomNode.style.top = this.popup.top + \"px\";\n\t\t\tbreak;\n\t\tcase \"belowleft\":\n\t\t\tdomNode.style.left = (this.popup.left + this.popup.width - domNode.offsetWidth) + \"px\";\n\t\t\tdomNode.style.top = (this.popup.top + this.popup.height) + \"px\";\n\t\t\tbreak;\n\t\tdefault: // Below\n\t\t\tdomNode.style.left = this.popup.left + \"px\";\n\t\t\tdomNode.style.top = (this.popup.top + this.popup.height) + \"px\";\n\t\t\tbreak;\n\t}\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[\"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.stateTitle = this.state;\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 = this.stateTitle ? this.wiki.getTextReference(this.stateTitle,this[\"default\"],this.getVariable(\"currentTiddler\")) : this[\"default\"];\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.readMatchState(state);\n\t\t\tbreak;\n\t\tcase \"nomatch\":\n\t\t\tthis.readMatchState(state);\n\t\t\tthis.isOpen = !this.isOpen;\n\t\t\tbreak;\n\t}\n};\n\nRevealWidget.prototype.readMatchState = function(state) {\n\tthis.isOpen = state === this.text;\n};\n\nRevealWidget.prototype.readPopupState = function(state) {\n\tvar popupLocationRegExp = /^\\((-?[0-9\\.E]+),(-?[0-9\\.E]+),(-?[0-9\\.E]+),(-?[0-9\\.E]+)\\)$/,\n\t\tmatch = popupLocationRegExp.exec(state);\n\t// Check if the state matches the location regexp\n\tif(match) {\n\t\t// If so, we're open\n\t\tthis.isOpen = true;\n\t\t// Get the location\n\t\tthis.popup = {\n\t\t\tleft: parseFloat(match[1]),\n\t\t\ttop: parseFloat(match[2]),\n\t\t\twidth: parseFloat(match[3]),\n\t\t\theight: parseFloat(match[4])\n\t\t};\n\t} else {\n\t\t// If not, we're closed\n\t\tthis.isOpen = false;\n\t}\n};\n\n/*\nSelectively refreshes the widget if needed. Returns true if the widget or any of its children needed re-rendering\n*/\nRevealWidget.prototype.refresh = function(changedTiddlers) {\n\tvar changedAttributes = this.computeAttributes();\n\tif(changedAttributes.state || changedAttributes.type || changedAttributes.text || changedAttributes.position || changedAttributes[\"default\"] || changedAttributes.animate) {\n\t\tthis.refreshSelf();\n\t\treturn true;\n\t} else {\n\t\tvar refreshed = false,\n\t\t\tcurrentlyOpen = this.isOpen;\n\t\tthis.readState();\n\t\tif(this.isOpen !== currentlyOpen) {\n\t\t\tif(this.retain === \"yes\") {\n\t\t\t\tthis.updateState();\n\t\t\t} else {\n\t\t\t\tthis.refreshSelf();\n\t\t\t\trefreshed = true;\n\t\t\t}\n\t\t}\n\t\treturn this.refreshChildren(changedTiddlers) || refreshed;\n\t}\n};\n\n/*\nCalled by refresh() to dynamically show or hide the content\n*/\nRevealWidget.prototype.updateState = function() {\n\t// Read the current state\n\tthis.readState();\n\t// Construct the child nodes if needed\n\tvar domNode = this.domNodes[0];\n\tif(this.isOpen && !this.hasChildNodes) {\n\t\tthis.hasChildNodes = true;\n\t\tthis.makeChildWidgets(this.parseTreeNode.children);\n\t\tthis.renderChildren(domNode,null);\n\t}\n\t// Animate our DOM node\n\tif(!domNode.isTiddlyWikiFakeDom && this.type === \"popup\" && this.isOpen) {\n\t\tthis.positionPopup(domNode);\n\t\t$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\tdomNode.setAttribute(\"hidden\",\"true\");\n }});\n\t}\n};\n\nexports.reveal = RevealWidget;\n\n})();\n",
"title": "$:/core/modules/widgets/reveal.js",
"type": "application/javascript",
"module-type": "widget"
},
"$:/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",
"title": "$:/core/modules/widgets/scrollable.js",
"type": "application/javascript",
"module-type": "widget"
},
"$:/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 = $tw.utils.stringifyList(value);\n\t}\n\tthis.wiki.setText(this.selectTitle,this.selectField,this.selectIndex,value);\n\t// Trigger actions\n\tif(this.selectActions) {\n\t\tthis.invokeActionString(this.selectActions,this,event);\n\t}\n};\n\n/*\nIf necessary, set the value of the select element to the current value\n*/\nSelectWidget.prototype.setSelectValue = function() {\n\tvar value = this.selectDefault;\n\t// Get the value\n\tif(this.selectIndex) {\n\t\tvalue = this.wiki.extractTiddlerDataItem(this.selectTitle,this.selectIndex);\n\t} else {\n\t\tvar tiddler = this.wiki.getTiddler(this.selectTitle);\n\t\tif(tiddler) {\n\t\t\tif(this.selectField === \"text\") {\n\t\t\t\t// Calling getTiddlerText() triggers lazy loading of skinny tiddlers\n\t\t\t\tvalue = this.wiki.getTiddlerText(this.selectTitle);\n\t\t\t} else {\n\t\t\t\tif($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 : $tw.utils.parseStringArray(value);\n\t\tfor(var i=0; i < select.children.length; i++){\n\t\t\tif(values.indexOf(select.children[i].value) != -1) {\n\t\t\t\tselect.children[i].selected = true;\n\t\t\t}\n\t\t}\n\t\t\n\t} else {\n\t\tvar domNode = this.getSelectDomNode();\n\t\tif(domNode.value !== value) {\n\t\t\tdomNode.value = value;\n\t\t}\n\t}\n};\n\n/*\nGet the DOM node of the select element\n*/\nSelectWidget.prototype.getSelectDomNode = function() {\n\treturn this.children[0].domNodes[0];\n};\n\n// Return an array of the selected opion values\n// select is an HTML select element\nSelectWidget.prototype.getSelectValues = function() {\n\tvar select, result, options, opt;\n\tselect = this.getSelectDomNode();\n\tresult = [];\n\toptions = select && select.options;\n\tfor (var i=0; i<options.length; i++) {\n\t\topt = options[i];\n\t\tif (opt.selected) {\n\t\t\tresult.push(opt.value || opt.text);\n\t\t}\n\t}\n\treturn result;\n}\n\n/*\nCompute the internal state of the widget\n*/\nSelectWidget.prototype.execute = function() {\n\t// Get our parameters\n\tthis.selectActions = this.getAttribute(\"actions\");\n\tthis.selectTitle = this.getAttribute(\"tiddler\",this.getVariable(\"currentTiddler\"));\n\tthis.selectField = this.getAttribute(\"field\",\"text\");\n\tthis.selectIndex = this.getAttribute(\"index\");\n\tthis.selectClass = this.getAttribute(\"class\");\n\tthis.selectDefault = this.getAttribute(\"default\");\n\tthis.selectMultiple = this.getAttribute(\"multiple\", false);\n\tthis.selectSize = this.getAttribute(\"size\");\n\t// Make the child widgets\n\tvar selectNode = {\n\t\ttype: \"element\",\n\t\ttag: \"select\",\n\t\tchildren: this.parseTreeNode.children\n\t};\n\tif(this.selectClass) {\n\t\t$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\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) {\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",
"title": "$:/core/modules/widgets/select.js",
"type": "application/javascript",
"module-type": "widget"
},
"$:/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.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);\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.setFilter) {\n\t\tvar results = this.wiki.filterTiddlers(this.setFilter,this);\n\t\tif(!this.setValue) {\n\t\t\tvalue = $tw.utils.stringifyList(results);\n\t\t}\n\t\tif(results.length === 0 && this.setEmptyValue !== undefined) {\n\t\t\tvalue = this.setEmptyValue;\n\t\t}\n\t} else if(!value && this.setEmptyValue) {\n\t\tvalue = this.setEmptyValue;\n\t}\n\treturn value;\n};\n\n/*\nSelectively refreshes the widget if needed. Returns true if the widget or any of its children needed re-rendering\n*/\nSetWidget.prototype.refresh = function(changedTiddlers) {\n\tvar changedAttributes = this.computeAttributes();\n\tif(changedAttributes.name || changedAttributes.filter || changedAttributes.value || changedAttributes.emptyValue ||\n\t (this.setFilter && this.getValue() != this.variables[this.setName].value)) {\n\t\tthis.refreshSelf();\n\t\treturn true;\n\t} else {\n\t\treturn this.refreshChildren(changedTiddlers);\n\t}\n};\n\nexports.setvariable = SetWidget;\nexports.set = SetWidget;\n\n})();\n",
"title": "$:/core/modules/widgets/set.js",
"type": "application/javascript",
"module-type": "widget"
},
"$:/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",
"title": "$:/core/modules/widgets/text.js",
"type": "application/javascript",
"module-type": "widget"
},
"$:/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$tw.utils.each(tiddler.fields.tags,function(tag) {\n\t\t\ttags.push(\"tc-tagged-\" + encodeURIComponent(tag));\n\t\t});\n\t\treturn tags.join(\" \");\n\t} else {\n\t\treturn \"\";\n\t}\n};\n\n/*\nSelectively refreshes the widget if needed. Returns true if the widget or any of its children needed re-rendering\n*/\nTiddlerWidget.prototype.refresh = function(changedTiddlers) {\n\tvar changedAttributes = this.computeAttributes(),\n\t\tnewTiddlerState = this.computeTiddlerState();\n\tif(changedAttributes.tiddler || newTiddlerState.hash !== this.tiddlerState.hash) {\n\t\tthis.refreshSelf();\n\t\treturn true;\n\t} else {\n\t\treturn this.refreshChildren(changedTiddlers);\t\t\n\t}\n};\n\nexports.tiddler = TiddlerWidget;\n\n})();\n",
"title": "$:/core/modules/widgets/tiddler.js",
"type": "application/javascript",
"module-type": "widget"
},
"$:/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: $tw.language.getString(\"Error/RecursiveTransclusion\")}\n\t\t\t]}];\n\t\t}\n\t}\n\t// Construct the child widgets\n\tthis.makeChildWidgets(parseTreeNodes);\n};\n\n/*\nCompose a string comprising the title, field and/or index to identify this transclusion for recursion detection\n*/\nTranscludeWidget.prototype.makeRecursionMarker = function() {\n\tvar output = [];\n\toutput.push(\"{\");\n\toutput.push(this.getVariable(\"currentTiddler\",{defaultValue: \"\"}));\n\toutput.push(\"|\");\n\toutput.push(this.transcludeTitle || \"\");\n\toutput.push(\"|\");\n\toutput.push(this.transcludeField || \"\");\n\toutput.push(\"|\");\n\toutput.push(this.transcludeIndex || \"\");\n\toutput.push(\"|\");\n\toutput.push(this.transcludeSubTiddler || \"\");\n\toutput.push(\"}\");\n\treturn output.join(\"\");\n};\n\n/*\nSelectively refreshes the widget if needed. Returns true if the widget or any of its children needed re-rendering\n*/\nTranscludeWidget.prototype.refresh = function(changedTiddlers) {\n\tvar changedAttributes = this.computeAttributes();\n\tif(changedAttributes.tiddler || changedAttributes.field || changedAttributes.index || changedTiddlers[this.transcludeTitle]) {\n\t\tthis.refreshSelf();\n\t\treturn true;\n\t} else {\n\t\treturn this.refreshChildren(changedTiddlers);\t\t\n\t}\n};\n\nexports.transclude = TranscludeWidget;\n\n})();\n",
"title": "$:/core/modules/widgets/transclude.js",
"type": "application/javascript",
"module-type": "widget"
},
"$:/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",
"title": "$:/core/modules/widgets/vars.js",
"type": "application/javascript",
"module-type": "widget"
},
"$:/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\tswitch(this.viewFormat) {\n\t\tcase \"htmlwikified\":\n\t\t\tthis.text = this.getValueAsHtmlWikified();\n\t\t\tbreak;\n\t\tcase \"plainwikified\":\n\t\t\tthis.text = this.getValueAsPlainWikified();\n\t\t\tbreak;\n\t\tcase \"htmlencodedplainwikified\":\n\t\t\tthis.text = this.getValueAsHtmlEncodedPlainWikified();\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() {\n\treturn this.wiki.renderText(\"text/html\",\"text/vnd.tiddlywiki\",this.getValueAsText(),{parentWidget: this});\n};\n\nViewWidget.prototype.getValueAsPlainWikified = function() {\n\treturn this.wiki.renderText(\"text/plain\",\"text/vnd.tiddlywiki\",this.getValueAsText(),{parentWidget: this});\n};\n\nViewWidget.prototype.getValueAsHtmlEncodedPlainWikified = function() {\n\treturn $tw.utils.htmlEncode(this.wiki.renderText(\"text/plain\",\"text/vnd.tiddlywiki\",this.getValueAsText(),{parentWidget: this}));\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 $tw.utils.stringify(this.getValueAsText());\n};\n\n/*\nSelectively refreshes the widget if needed. Returns true if the widget or any of its children needed re-rendering\n*/\nViewWidget.prototype.refresh = function(changedTiddlers) {\n\tvar changedAttributes = this.computeAttributes();\n\tif(changedAttributes.tiddler || changedAttributes.field || changedAttributes.index || changedAttributes.template || changedAttributes.format || changedTiddlers[this.viewTitle]) {\n\t\tthis.refreshSelf();\n\t\treturn true;\n\t} else {\n\t\treturn false;\t\n\t}\n};\n\nexports.view = ViewWidget;\n\n})();\n",
"title": "$:/core/modules/widgets/view.js",
"type": "application/javascript",
"module-type": "widget"
},
"$:/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\tif(arguments.length > 0) {\n\t\tthis.initialise(parseTreeNode,options);\n\t}\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\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\tWidget.prototype.widgetClasses = $tw.modules.applyMethods(\"widget\");\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\n*/\nWidget.prototype.setVariable = function(name,value,params) {\n\tthis.variables[name] = {value: value, params: params};\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*/\nWidget.prototype.getVariable = 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// Substitute any parameters specified in the definition\n\t\tvalue = this.substituteVariableParameters(value,variable.params,actualParams);\n\t\tvalue = this.substituteVariableReferences(value);\n\t\treturn value;\n\t}\n\t// If the variable doesn't exist in the parent widget then look for a macro module\n\treturn this.evaluateMacroModule(name,actualParams,options.defaultValue);\n};\n\nWidget.prototype.substituteVariableParameters = function(text,formalParams,actualParams) {\n\tif(formalParams) {\n\t\tvar nextAnonParameter = 0, // Next candidate anonymous parameter in macro call\n\t\t\tparamInfo, paramValue;\n\t\t// Step through each of the parameters in the macro definition\n\t\tfor(var p=0; p<formalParams.length; p++) {\n\t\t\t// Check if we've got a macro call parameter with the same name\n\t\t\tparamInfo = formalParams[p];\n\t\t\tparamValue = undefined;\n\t\t\tfor(var m=0; m<actualParams.length; m++) {\n\t\t\t\tif(actualParams[m].name === paramInfo.name) {\n\t\t\t\t\tparamValue = actualParams[m].value;\n\t\t\t\t}\n\t\t\t}\n\t\t\t// If not, use the next available anonymous macro call parameter\n\t\t\twhile(nextAnonParameter < actualParams.length && actualParams[nextAnonParameter].name) {\n\t\t\t\tnextAnonParameter++;\n\t\t\t}\n\t\t\tif(paramValue === undefined && nextAnonParameter < actualParams.length) {\n\t\t\t\tparamValue = actualParams[nextAnonParameter++].value;\n\t\t\t}\n\t\t\t// If we've still not got a value, use the default, if any\n\t\t\tparamValue = paramValue || paramInfo[\"default\"] || \"\";\n\t\t\t// Replace any instances of this parameter\n\t\t\ttext = text.replace(new RegExp(\"\\\\$\" + $tw.utils.escapeRegExp(paramInfo.name) + \"\\\\$\",\"mg\"),paramValue);\n\t\t}\n\t}\n\treturn text;\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 === \"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\t$tw.utils.each(this.children,function(childWidget) {\n\t\tchildWidget.render(parent,nextSibling);\n\t});\n};\n\n/*\nAdd a list of event listeners from an array [{type:,handler:},...]\n*/\nWidget.prototype.addEventListeners = function(listeners) {\n\tvar self = this;\n\t$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 self = this,\n\t\trefreshed = false;\n\t$tw.utils.each(this.children,function(childWidget) {\n\t\trefreshed = childWidget.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$tw.utils.each(this.children,function(childWidget) {\n\t\t\tchildWidget.removeChildDomNodes();\n\t\t});\n\t}\n};\n\n/*\nInvoke the action widgets that are descendents of the current widget.\n*/\nWidget.prototype.invokeActions = function(triggeringWidget,event) {\n\tvar handled = false;\n\t// For each child widget\n\tfor(var t=0; t<this.children.length; t++) {\n\t\tvar child = this.children[t];\n\t\t// Invoke the child if it is an action widget\n\t\tif(child.invokeAction && child.invokeAction(triggeringWidget,event)) {\n\t\t\thandled = true;\n\t\t}\n\t\t// Propagate through through the child if it permits it\n\t\tif(child.allowActionPropagation() && child.invokeActions(triggeringWidget,event)) {\n\t\t\thandled = true;\n\t\t}\n\t}\n\treturn handled;\n};\n\n/*\nInvoke the action widgets defined in a string\n*/\nWidget.prototype.invokeActionString = function(actions,triggeringWidget,event) {\n\tactions = actions || \"\";\n\tvar parser = this.wiki.parseText(\"text/vnd.tiddlywiki\",actions,{\n\t\t\tparentWidget: this,\n\t\t\tdocument: this.document\n\t\t}),\n\t\twidgetNode = this.wiki.makeWidget(parser,{\n\t\t\tparentWidget: this,\n\t\t\tdocument: this.document\n\t\t});\n\tvar container = this.document.createElement(\"div\");\n\twidgetNode.render(container,null);\n\treturn widgetNode.invokeActions(this,event);\n};\n\nWidget.prototype.allowActionPropagation = function() {\n\treturn true;\n};\n\nexports.widget = Widget;\n\n})();\n",
"title": "$:/core/modules/widgets/widget.js",
"type": "application/javascript",
"module-type": "widget"
},
"$:/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 = $tw.fakeDocument.createElement(\"div\");\n\tthis.wikifyWidgetNode.render(this.wikifyContainer,null);\n\tthis.wikifyResult = this.getResult();\n\t// Set context variable\n\tthis.setVariable(this.wikifyName,this.wikifyResult);\n\t// Construct the child widgets\n\tthis.makeChildWidgets();\n};\n\n/*\nReturn the result string\n*/\nWikifyWidget.prototype.getResult = function() {\n\tvar result;\n\tswitch(this.wikifyOutput) {\n\t\tcase \"text\":\n\t\t\tresult = this.wikifyContainer.textContent;\n\t\t\tbreak;\n\t\tcase \"html\":\n\t\t\tresult = this.wikifyContainer.innerHTML;\n\t\t\tbreak;\n\t\tcase \"parsetree\":\n\t\t\tresult = JSON.stringify(this.wikifyParser.tree,0,$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",
"title": "$:/core/modules/widgets/wikify.js",
"type": "application/javascript",
"module-type": "widget"
},
"$:/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*/\nexports.renameTiddler = function(fromTitle,toTitle) {\n\tvar self = this;\n\tfromTitle = (fromTitle || \"\").trim();\n\ttoTitle = (toTitle || \"\").trim();\n\tif(fromTitle && toTitle && fromTitle !== toTitle) {\n\t\t// Rename the tiddler itself\n\t\tvar tiddler = this.getTiddler(fromTitle);\n\t\tthis.addTiddler(new $tw.Tiddler(tiddler,{title: toTitle},this.getModificationFields()));\n\t\tthis.deleteTiddler(fromTitle);\n\t\t// Rename any tags or lists that reference it\n\t\tthis.each(function(tiddler,title) {\n\t\t\tvar tags = (tiddler.fields.tags || []).slice(0),\n\t\t\t\tlist = (tiddler.fields.list || []).slice(0),\n\t\t\t\tisModified = false;\n\t\t\t// Rename tags\n\t\t\t$tw.utils.each(tags,function (title,index) {\n\t\t\t\tif(title === fromTitle) {\n\t\t\t\t\ttags[index] = toTitle;\n\t\t\t\t\tisModified = true;\n\t\t\t\t}\n\t\t\t});\n\t\t\t// Rename lists\n\t\t\t$tw.utils.each(list,function (title,index) {\n\t\t\t\tif(title === fromTitle) {\n\t\t\t\t\tlist[index] = toTitle;\n\t\t\t\t\tisModified = true;\n\t\t\t\t}\n\t\t\t});\n\t\t\tif(isModified) {\n\t\t\t\tself.addTiddler(new $tw.Tiddler(tiddler,{tags: tags, list: list},self.getModificationFields()));\n\t\t\t}\n\t\t});\n\t}\n}\n\n})();\n",
"title": "$:/core/modules/wiki-bulkops.js",
"type": "application/javascript",
"module-type": "wikimethod"
},
"$:/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\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 = $tw.config.contentTypeInfo[tiddler.fields.type || \"text/vnd.tiddlywiki\"];\n\t\treturn !!contentTypeInfo && contentTypeInfo.flags.indexOf(\"image\") !== -1;\n\t} else {\n\t\treturn null;\n\t}\n};\n\n/*\nLike addTiddler() except it will silently reject any plugin tiddlers that are older than the currently loaded version. Returns true if the tiddler was imported\n*/\nexports.importTiddler = function(tiddler) {\n\tvar existingTiddler = this.getTiddler(tiddler.fields.title);\n\t// Check if we're dealing with a plugin\n\tif(tiddler && tiddler.hasField(\"plugin-type\") && tiddler.hasField(\"version\") && existingTiddler && existingTiddler.hasField(\"plugin-type\") && existingTiddler.hasField(\"version\")) {\n\t\t// Reject the incoming plugin if it is older\n\t\tif(!$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\tvar fields = {\n\t\t\tcreated: new Date()\n\t\t},\n\t\tcreator = this.getTiddlerText(USER_NAME_TITLE);\n\tif(creator) {\n\t\tfields.creator = creator;\n\t}\n\treturn fields;\n};\n\n/*\nReturn a hashmap of the fields that should be set when a tiddler is modified\n*/\nexports.getModificationFields = function() {\n\tvar fields = Object.create(null),\n\t\tmodifier = this.getTiddlerText(USER_NAME_TITLE);\n\tfields.modified = new Date();\n\tif(modifier) {\n\t\tfields.modifier = modifier;\n\t}\n\treturn fields;\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) {\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 (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($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 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\t// Count up the links\n\t\tvar links = [],\n\t\t\tcheckParseTree = function(parseTree) {\n\t\t\t\tfor(var t=0; t<parseTree.length; t++) {\n\t\t\t\t\tvar parseTreeNode = parseTree[t];\n\t\t\t\t\tif(parseTreeNode.type === \"link\" && parseTreeNode.attributes.to && parseTreeNode.attributes.to.type === \"string\") {\n\t\t\t\t\t\tvar value = parseTreeNode.attributes.to.value;\n\t\t\t\t\t\tif(links.indexOf(value) === -1) {\n\t\t\t\t\t\t\tlinks.push(value);\n\t\t\t\t\t\t}\n\t\t\t\t\t}\n\t\t\t\t\tif(parseTreeNode.children) {\n\t\t\t\t\t\tcheckParseTree(parseTreeNode.children);\n\t\t\t\t\t}\n\t\t\t\t}\n\t\t\t};\n\t\tif(parser) {\n\t\t\tcheckParseTree(parser.tree);\n\t\t}\n\t\treturn links;\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\tbacklinks = [];\n\tthis.forEachTiddler(function(title,tiddler) {\n\t\tvar links = self.getTiddlerLinks(title);\n\t\tif(links.indexOf(targetTitle) !== -1) {\n\t\t\tbacklinks.push(title);\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$tw.utils.each(links,function(link) {\n\t\t\tvar p = orphans.indexOf(link);\n\t\t\tif(p !== -1) {\n\t\t\t\torphans.splice(p,1);\n\t\t\t}\n\t\t});\n\t});\n\treturn orphans; // Todo\n};\n\n/*\nRetrieves a list of the tiddler titles that are tagged with a given tag\n*/\nexports.getTiddlersWithTag = function(tag) {\n\tvar self = this;\n\treturn this.getGlobalCache(\"taglist-\" + tag,function() {\n\t\tvar tagmap = self.getTagMap();\n\t\treturn self.sortByList(tagmap[tag],tag);\n\t});\n};\n\n/*\nGet a hashmap by tag of arrays of tiddler titles\n*/\nexports.getTagMap = function() {\n\tvar self = this;\n\treturn this.getGlobalCache(\"tagmap\",function() {\n\t\tvar tags = Object.create(null),\n\t\t\tstoreTags = function(tagArray,title) {\n\t\t\t\tif(tagArray) {\n\t\t\t\t\tfor(var index=0; index<tagArray.length; index++) {\n\t\t\t\t\t\tvar tag = tagArray[index];\n\t\t\t\t\t\tif($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 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\tvar currPos = titles.indexOf(title),\n\t\t\t\tnewPos = -1,\n\t\t\t\ttiddler = this.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(beforeTitle) {\n\t\t\t\t\tnewPos = titles.indexOf(beforeTitle);\n\t\t\t\t} else if(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\tif(newPos === -1) {\n\t\t\t\t\tnewPos = currPos;\n\t\t\t\t}\n\t\t\t\tif(newPos !== currPos) {\n\t\t\t\t\ttitles.splice(currPos,1);\n\t\t\t\t\tif(newPos >= currPos) {\n\t\t\t\t\t\tnewPos--;\n\t\t\t\t\t}\n\t\t\t\t\ttitles.splice(newPos,0,title);\n\t\t\t\t}\n\t\t\t}\n\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\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 $tw.Tiddler)) {\n\t\ttiddler = this.getTiddler(tiddler);\t\n\t}\n\tif(tiddler) {\n\t\treturn this.getCacheForTiddler(tiddler.fields.title,\"data\",function() {\n\t\t\t// Return the frozen value\n\t\t\tvar value = self.getTiddlerData(tiddler.fields.title,defaultData);\n\t\t\t$tw.utils.deepFreeze(value);\n\t\t\treturn value;\n\t\t});\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.getTiddlerData(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};\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 || \"text/vnd.tiddlywiki\",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\n*/\nexports.makeTranscludeWidget = function(title,options) {\n\toptions = options || {};\n\tvar parseTree = {tree: [{\n\t\t\ttype: \"element\",\n\t\t\ttag: \"div\",\n\t\t\tchildren: [{\n\t\t\t\ttype: \"transclude\",\n\t\t\t\tattributes: {\n\t\t\t\t\ttiddler: {\n\t\t\t\t\t\tname: \"tiddler\",\n\t\t\t\t\t\ttype: \"string\",\n\t\t\t\t\t\tvalue: title}},\n\t\t\t\tisBlock: !options.parseAsInline}]}\n\t]};\n\tif(options.field) {\n\t\tparseTree.tree[0].children[0].attributes.field = {type: \"string\", value: options.field};\n\t}\n\tif(options.mode) {\n\t\tparseTree.tree[0].children[0].attributes.mode = {type: \"string\", value: options.mode};\n\t}\n\tif(options.children) {\n\t\tparseTree.tree[0].children[0].children = options.children;\n\t}\n\treturn $tw.wiki.makeWidget(parseTree,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\tliteral: If true, searches for literal string, rather than separate search terms\n\tfield: If specified, restricts the search to the specified field\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\tif(options.literal) {\n\t\tif(text.length === 0) {\n\t\t\tsearchTermsRegExps = null;\n\t\t} else {\n\t\t\tsearchTermsRegExps = [new RegExp(\"(\" + $tw.utils.escapeRegExp(text) + \")\",flags)];\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(\"(\" + $tw.utils.escapeRegExp(terms[t]) + \")\",flags));\n\t\t\t}\n\t\t}\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 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\tmatch;\n\t\tfor(var t=0; t<searchTermsRegExps.length; t++) {\n\t\t\tmatch = false;\n\t\t\tif(options.field) {\n\t\t\t\tmatch = searchTermsRegExps[t].test(tiddler.getFieldString(options.field));\n\t\t\t} else {\n\t\t\t\t// Search title, tags and body\n\t\t\t\tif(contentTypeInfo.encoding === \"utf8\") {\n\t\t\t\t\tmatch = match || searchTermsRegExps[t].test(tiddler.fields.text);\n\t\t\t\t}\n\t\t\t\tvar tags = tiddler.fields.tags ? tiddler.fields.tags.join(\"\\0\") : \"\";\n\t\t\t\tmatch = match || searchTermsRegExps[t].test(tags) || searchTermsRegExps[t].test(tiddler.fields.title);\n\t\t\t}\n\t\t\tif(!match) {\n\t\t\t\treturn false;\n\t\t\t}\n\t\t}\n\t\treturn true;\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.fields.text !== undefined) {\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/*\nRead an array of browser File objects, invoking callback(tiddlerFieldsArray) once they're all read\n*/\nexports.readFiles = function(files,callback) {\n\tvar result = [],\n\t\toutstanding = files.length;\n\tfor(var f=0; f<files.length; f++) {\n\t\tthis.readFile(files[f],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\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,callback) {\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// Create the FileReader\n\tvar reader = new FileReader();\n\t// Onload\n\treader.onload = function(event) {\n\t\t// Deserialise the file contents\n\t\tvar text = event.target.result,\n\t\t\ttiddlerFields = {title: file.name || \"Untitled\", type: type};\n\t\t// Are we binary?\n\t\tif(isBinary) {\n\t\t\t// The base64 section starts after the first comma in the data URI\n\t\t\tvar commaPos = text.indexOf(\",\");\n\t\t\tif(commaPos !== -1) {\n\t\t\t\ttiddlerFields.text = text.substr(commaPos+1);\n\t\t\t\tcallback([tiddlerFields]);\n\t\t\t}\n\t\t} else {\n\t\t\t// Check whether this is an encrypted TiddlyWiki file\n\t\t\tvar encryptedJson = $tw.utils.extractEncryptedStoreArea(text);\n\t\t\tif(encryptedJson) {\n\t\t\t\t// If so, attempt to decrypt it with the current password\n\t\t\t\t$tw.utils.decryptStoreAreaInteractive(encryptedJson,function(tiddlers) {\n\t\t\t\t\tcallback(tiddlers);\n\t\t\t\t});\n\t\t\t} else {\n\t\t\t\t// Otherwise, just try to deserialise any tiddlers in the file\n\t\t\t\tcallback(self.deserializeTiddlers(type,text,tiddlerFields));\n\t\t\t}\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 $tw.Story({wiki: this, historyTitle: historyTitle});\n\tstory.addToHistory(title,fromPageRect);\n};\n\n/*\nInvoke the available upgrader modules\ntitles: array of tiddler titles to be processed\ntiddlers: hashmap by title of tiddler fields of pending import tiddlers. These can be modified by the upgraders. An entry with no fields indicates a tiddler that was pending import has been suppressed. When entries are added to the pending import the tiddlers hashmap may have entries that are not present in the titles array\nReturns a hashmap of messages keyed by tiddler title.\n*/\nexports.invokeUpgraders = function(titles,tiddlers) {\n\t// Collect up the available upgrader modules\n\tvar self = this;\n\tif(!this.upgraderModules) {\n\t\tthis.upgraderModules = [];\n\t\t$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$tw.utils.extend(messages,upgraderMessages);\n\t}\n\treturn messages;\n};\n\n})();\n",
"title": "$:/core/modules/wiki.js",
"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\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\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\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\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\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": {
"created": "20150402111612188",
"description": "Good with dark photo backgrounds",
"modified": "20150402112344080",
"name": "DarkPhotos",
"tags": "$:/tags/Palette",
"title": "$:/palettes/DarkPhotos",
"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\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"
},
"$:/palettes/Rocker": {
"title": "$:/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\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\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"
},
"$:/palettes/Vanilla": {
"title": "$:/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\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\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\n"
},
"$:/core/readme": {
"title": "$:/core/readme",
"text": "This plugin contains TiddlyWiki's core components, comprising:\n\n* JavaScript code modules\n* Icons\n* Templates needed to create TiddlyWiki's user interface\n* British English (''en-GB'') translations of the localisable strings used by the core\n"
},
"$:/core/templates/MOTW.html": {
"title": "$:/core/templates/MOTW.html",
"text": "\\rules only filteredtranscludeinline transcludeinline entity\n<!-- The following comment is called a MOTW comment and is necessary for the TiddlyIE Internet Explorer extension -->\n<!-- saved from url=(0021)http://tiddlywiki.com --> "
},
"$:/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-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{{{ $(exportFilter)$ ||$:/core/templates/static-tiddler}}}\n\\end\n<$importvariables filter=\"[[$:/core/ui/PageMacros]] [all[shadows+tiddlers]tag[$:/tags/Macro]!has[draft.of]]\">\n<<renderContent>>\n</$importvariables>\n"
},
"$:/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]] ||$:/core/templates/tid-tiddler}}}\n\\end\n<$importvariables filter=\"[[$:/core/ui/PageMacros]] [all[shadows+tiddlers]tag[$:/tags/Macro]!has[draft.of]]\"><<renderContent>></$importvariables>"
},
"$:/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>`"
},
"$:/core/templates/module-tiddler": {
"title": "$:/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": "$:/core/save/all",
"text": "\\define saveTiddlerFilter()\n[is[tiddler]] -[prefix[$:/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]] -[[$:/boot/bootprefix.js]] +[sort[title]] \n\\end\n{{$:/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]] -[[$:/boot/bootprefix.js]] -[!is[system]is[image]] +[sort[title]] \n\\end\n{{$:/core/templates/tiddlywiki5.html}}\n"
},
"$:/core/templates/single.tiddler.window": {
"title": "$:/core/templates/single.tiddler.window",
"text": "<$set name=\"themeTitle\" value={{$:/view}}>\n\n<$set name=\"tempCurrentTiddler\" value=<<currentTiddler>>>\n\n<$set name=\"currentTiddler\" value={{$:/language}}>\n\n<$set name=\"languageTitle\" value={{!!name}}>\n\n<$set name=\"currentTiddler\" value=<<tempCurrentTiddler>>>\n\n<$importvariables filter=\"[[$:/core/ui/PageMacros]] [all[shadows+tiddlers]tag[$:/tags/Macro]!has[draft.of]]\">\n\n<$navigator story=\"$:/StoryList\" history=\"$:/HistoryList\">\n\n<$transclude mode=\"block\"/>\n\n</$navigator>\n\n</$importvariables>\n\n</$set>\n\n</$set>\n\n</$set>\n\n</$set>\n\n</$set>\n\n"
},
"$:/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"
},
"$:/core/templates/static.content": {
"title": "$:/core/templates/static.content",
"type": "text/vnd.tiddlywiki",
"text": "<!-- For Google, and people without JavaScript-->\nThis [[TiddlyWiki|http://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`<!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||$:/core/templates/html-tiddler}}`\n<section class=\"tc-story-river\">\n`<$importvariables filter=\"[[$:/core/ui/PageMacros]] [all[shadows+tiddlers]tag[$:/tags/Macro]!has[draft.of]]\">\n<$view tiddler=\"$:/core/ui/ViewTemplate\" format=\"htmlwikified\"/>\n</$importvariables>`\n</section>\n</body>\n</html>\n`"
},
"$:/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=\"$:/core/templates/html-div-tiddler\"/>\n`</div>`\n</$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": "$:/core/templates/tiddlywiki5.html",
"text": "\\rules only filteredtranscludeinline transcludeinline\n<!doctype html>\n{{$:/core/templates/MOTW.html}}<html>\n<head>\n<meta http-equiv=\"X-UA-Compatible\" content=\"IE=edge\" />\t\t<!-- Force IE standards mode for Intranet and HTA - should be the first meta -->\n<meta http-equiv=\"Content-Type\" content=\"text/html;charset=utf-8\" />\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</head>\n<body class=\"tc-body\">\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</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<$list filter=\"[all[system+tiddlers]tag[systemConfig]limit[1]]\">\n\n<li>\n\n<$link><$view field=\"title\"/></$link>\n\n</li>\n\n</$list>\n\n</ul>\n\n</div>\n\n</$list>\n"
},
"$:/core/ui/AdvancedSearch/Filter": {
"title": "$:/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=\"$:/temp/advancedsearch\" type=\"search\" tag=\"input\"/>\n<$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 \"$:/state/filterDropdown\">> type=\"popup\" position=\"belowleft\" animate=\"yes\">\n<$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</$reveal>\n"
},
"$:/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=\"$:/temp/advancedsearch\" type=\"search\" tag=\"input\"/>\n<$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=\"$:/temp/advancedsearch\" type=\"nomatch\" text=\"\">\n\n<$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</$reveal>\n\n<$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=\"$:/temp/advancedsearch\" type=\"search\" tag=\"input\"/>\n<$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=\"$:/temp/advancedsearch\" type=\"nomatch\" text=\"\">\n<$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</$set>\n</$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=\"$:/temp/advancedsearch\" type=\"search\" tag=\"input\"/>\n<$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=\"$:/temp/advancedsearch\" type=\"nomatch\" text=\"\">\n\n<$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</$reveal>\n\n<$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/delete-button}}</$button>\n</div>\n<div class=\"tc-alert-subtitle\">\n<$view field=\"component\"/> - <$view field=\"modified\" format=\"date\" template=\"0hh:0mm:0ss DD MM YYYY\"/> <$reveal type=\"nomatch\" state=\"!!count\" text=\"\"><span class=\"tc-alert-highlight\">({{$:/language/Count}}: <$view field=\"count\"/>)</span></$reveal>\n</div>\n<div class=\"tc-alert-body\">\n\n<$transclude/>\n\n</div>\n</div>\n"
},
"$:/core/ui/BinaryWarning": {
"title": "$:/core/ui/BinaryWarning",
"text": "\\define lingo-base() $:/language/BinaryWarning/\n<div class=\"tc-binary-warning\">\n\n<<lingo Prompt>>\n\n</div>\n"
},
"$:/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|<$link to=\"$:/config/NewJournal/Title\"><<lingo NewJournal/Title/Prompt>></$link> |<$edit-text tiddler=\"$:/config/NewJournal/Title\" default=\"\" tag=\"input\"/> |\n|<$link to=\"$:/config/NewJournal/Tags\"><<lingo NewJournal/Tags/Prompt>></$link> |<$edit-text tiddler=\"$:/config/NewJournal/Tags\" default=\"\" tag=\"input\"/> |\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={{$:/language/ControlPanel/KeyboardShortcuts/Add/Prompt}} style=\"width:auto;\"/> <$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<$button class=\"tc-btn-invisible\" tooltip=<<lingo Remove/Hint>>>\n<$action-listops\n\t$tiddler=\"$(shortcutTitle)$\"\n\t$field=\"text\"\n\t$subfilter=\"+[remove<shortcut>]\"\n/>\n×\n</$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=\"[all[tiddlers+shadows][$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>prefix[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-button()\n<$button>\n<$action-sendmessage $message=\"tm-load-plugin-from-library\" url={{!!url}} title={{$(assetInfo)$!!original-title}}/>\n<$list filter=\"[<assetInfo>get[original-title]get[version]]\" variable=\"installedVersion\" emptyMessage=\"\"\"{{$:/language/ControlPanel/Plugins/Install/Caption}}\"\"\">\n{{$:/language/ControlPanel/Plugins/Reinstall/Caption}}\n</$list>\n</$button>\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-small-icon\">\n<$reveal type=\"nomatch\" state=<<popup-state>> text=\"yes\">\n<$button class=\"tc-btn-invisible tc-btn-dropdown\" set=<<popup-state>> setTo=\"yes\">\n{{$:/core/images/right-arrow}}\n</$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/down-arrow}}\n</$button>\n</$reveal>\n</div>\n<div class=\"tc-plugin-info-chunk\">\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\">\n<h1><$view tiddler=<<assetInfo>> field=\"description\"/></h1>\n<h2><$view tiddler=<<assetInfo>> field=\"original-title\"/></h2>\n<div><em><$view tiddler=<<assetInfo>> field=\"version\"/></em></div>\n</div>\n<div class=\"tc-plugin-info-chunk\">\n<<install-plugin-button>>\n</div>\n</div>\n<$reveal type=\"match\" text=\"yes\" state=<<popup-state>>>\n<div class=\"tc-plugin-info-dropdown\">\n<div class=\"tc-plugin-info-dropdown-message\">\n<$list filter=\"[<assetInfo>get[original-title]get[version]]\" variable=\"installedVersion\" emptyMessage=\"\"\"{{$:/language/ControlPanel/Plugins/NotInstalled/Hint}}\"\"\">\n<em>\n{{$:/language/ControlPanel/Plugins/AlreadyInstalled/Hint}}\n</em>\n</$list>\n</div>\n<div class=\"tc-plugin-info-dropdown-body\">\n<$transclude tiddler=<<assetInfo>> field=\"readme\" mode=\"block\"/>\n</div>\n</div>\n</$reveal>\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{$:/temp/RemoteAssetSearch/$(currentTiddler)$}sort[description]]\" variable=\"assetInfo\">\n<<display-plugin-info \"$type$\">>\n</$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<<tabs \"[[$:/core/ui/ControlPanel/Plugins/Add/Plugins]] [[$:/core/ui/ControlPanel/Plugins/Add/Themes]] [[$:/core/ui/ControlPanel/Plugins/Add/Languages]]\" \"$:/core/ui/ControlPanel/Plugins/Add/Plugins\">>\n\n</$list>\n\\end\n\n\\define plugin-library-listing()\n<$list filter=\"[all[tiddlers+shadows]tag[$:/tags/PluginLibrary]]\">\n<div class=\"tc-plugin-library\">\n\n!! <$link><$transclude field=\"caption\"><$view field=\"title\"/></$transclude></$link>\n\n//<$view field=\"url\"/>//\n\n<$transclude/>\n\n<<display-server-connection>>\n</div>\n</$list>\n\\end\n\n<$importvariables filter=\"[[$:/core/ui/PageMacros]] [all[shadows+tiddlers]tag[$:/tags/Macro]!has[draft.of]]\">\n\n<div>\n<<plugin-library-listing>>\n</div>\n\n</$importvariables>\n"
},
"$:/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>></$button>\n{{$:/snippets/paletteeditor}}\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() $:/language/ControlPanel/Parsing/\n\n\\define parsing-inner(typeCap)\n<li>\n<$checkbox tiddler=\"\"\"$:/config/WikiParserRules/$typeCap$/$(currentTiddler)$\"\"\" field=\"text\" checked=\"enable\" unchecked=\"disable\" default=\"enable\"> ''<$text text=<<currentTiddler>>/>'': </$checkbox>\n</li>\n\\end\n\n\\define parsing-outer(typeLower,typeCap)\n<ul>\n<$list filter=\"[wikiparserrules[$typeLower$]]\">\n<<parsing-inner typeCap:\"$typeCap$\">>\n</$list>\n</ul>\n\\end\n\n<<lingo Hint>>\n\n! <<lingo Pragma/Caption>>\n\n<<parsing-outer typeLower:\"pragma\" typeCap:\"Pragma\">>\n\n! <<lingo Inline/Caption>>\n\n<<parsing-outer typeLower:\"inline\" typeCap:\"Inline\">>\n\n! <<lingo Block/Caption>>\n\n<<parsing-outer typeLower:\"block\" typeCap:\"Block\">>\n"
},
"$:/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"
},
"$:/core/ui/ControlPanel/Plugins/AddPlugins": {
"title": "$:/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\" style=\"background:blue;\">\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() $:/language/ControlPanel/Plugins/\n\n\\define popup-state-macro()\n$(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)\n<div class=\"tc-plugin-info-chunk tc-small-icon\">\n<$reveal type=\"nomatch\" state=<<popup-state>> text=\"yes\">\n<$button class=\"tc-btn-invisible tc-btn-dropdown\" set=<<popup-state>> setTo=\"yes\">\n{{$:/core/images/right-arrow}}\n</$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/down-arrow}}\n</$button>\n</$reveal>\n</div>\n<div class=\"tc-plugin-info-chunk\">\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\">\n<h1>\n''<$view field=\"description\"><$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-table(type)\n<$set name=\"qualified-state\" value=<<qualify \"$:/state/plugin-info\">>>\n<$list filter=\"[!has[draft.of]plugin-type[$type$]sort[description]]\" emptyMessage=<<lingo \"Empty/Hint\">>>\n<$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:\"$type$\">>\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:\"$type$\" disabledMessage:\"<$macrocall $name='lingo' title='Disabled/Status'/>\">>\n</$link>\n</$reveal>\n<$reveal type=\"match\" text=\"yes\" state=<<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</$list>\n<$reveal type=\"nomatch\" text=\"\" state=\"!!list\">\n<$macrocall $name=\"tabs\" state=<<tabs-state-macro>> tabsList={{!!list}} default=\"readme\" template=\"$:/core/ui/PluginInfo\"/>\n</$reveal>\n<$reveal type=\"match\" text=\"\" state=\"!!list\">\n<<lingo NoInformation/Hint>>\n</$reveal>\n</div>\n</div>\n</$reveal>\n</$set>\n</$list>\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"
},
"$:/core/ui/ControlPanel/Saving": {
"title": "$:/core/ui/ControlPanel/Saving",
"tags": "$:/tags/ControlPanel",
"caption": "{{$:/language/ControlPanel/Saving/Caption}}",
"text": "\\define lingo-base() $:/language/ControlPanel/Saving/\n\\define backupURL()\nhttp://$(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! <<lingo TiddlySpot/Heading>>\n\n<<lingo TiddlySpot/Description>>\n\n|<<lingo TiddlySpot/UserName>> |<$edit-text tiddler=\"$:/UploadName\" default=\"\" tag=\"input\"/> |\n|<<lingo TiddlySpot/Password>> |<$password name=\"upload\"/> |\n|<<lingo TiddlySpot/Backups>> |<<backupLink>> |\n\n''<<lingo TiddlySpot/Advanced/Heading>>''\n\n|<<lingo TiddlySpot/ServerURL>> |<$edit-text tiddler=\"$:/UploadURL\" default=\"\" tag=\"input\"/> |\n|<<lingo TiddlySpot/Filename>> |<$edit-text tiddler=\"$:/UploadFilename\" default=\"index.html\" tag=\"input\"/> |\n|<<lingo TiddlySpot/UploadDir>> |<$edit-text tiddler=\"$:/UploadDir\" default=\".\" tag=\"input\"/> |\n|<<lingo TiddlySpot/BackupDir>> |<$edit-text tiddler=\"$:/UploadBackupDir\" default=\".\" tag=\"input\"/> |\n\n<<lingo TiddlySpot/Hint>>"
},
"$:/core/ui/ControlPanel/Settings/AutoSave": {
"title": "$:/core/ui/ControlPanel/Settings/AutoSave",
"tags": "$:/tags/ControlPanel/Settings",
"caption": "{{$:/language/ControlPanel/Settings/AutoSave/Caption}}",
"text": "\\define lingo-base() $:/language/ControlPanel/Settings/AutoSave/\n\n<$link to=\"$:/config/AutoSave\"><<lingo Hint>></$link>\n\n<$radio tiddler=\"$:/config/AutoSave\" value=\"yes\"> <<lingo Enabled/Description>> </$radio>\n\n<$radio tiddler=\"$:/config/AutoSave\" value=\"no\"> <<lingo Disabled/Description>> </$radio>\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/DefaultSidebarTab": {
"caption": "{{$:/language/ControlPanel/Settings/DefaultSidebarTab/Caption}}",
"tags": "$:/tags/ControlPanel/Settings",
"title": "$:/core/ui/ControlPanel/Settings/DefaultSidebarTab",
"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/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"
},
"$:/core/ui/ControlPanel/Settings/PerformanceInstrumentation": {
"title": "$:/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/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() $:/language/TiddlerInfo/\n\\define config-title()\n$:/config/EditToolbarButtons/Visibility/$(listItem)$\n\\end\n\n{{$:/language/ControlPanel/Toolbars/EditToolbar/Hint}}\n\n<$set name=\"tv-config-toolbar-icons\" value=\"yes\">\n\n<$set name=\"tv-config-toolbar-text\" value=\"yes\">\n\n<$list filter=\"[all[shadows+tiddlers]tag[$:/tags/EditToolbar]!has[draft.of]]\" variable=\"listItem\">\n\n<$checkbox tiddler=<<config-title>> field=\"text\" checked=\"show\" unchecked=\"hide\" default=\"show\"/> <$transclude tiddler=<<listItem>> field=\"caption\"/> <i class=\"tc-muted\">-- <$transclude tiddler=<<listItem>> field=\"description\"/></i>\n\n</$list>\n\n</$set>\n\n</$set>\n"
},
"$:/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() $:/language/TiddlerInfo/\n\n\\define config-title()\n$:/config/EditorToolbarButtons/Visibility/$(listItem)$\n\\end\n\n\\define toolbar-button()\n<$checkbox tiddler=<<config-title>> field=\"text\" checked=\"show\" unchecked=\"hide\" default=\"show\"> <$transclude tiddler={{$(listItem)$!!icon}}/> <$transclude tiddler=<<listItem>> field=\"caption\"/> -- <i class=\"tc-muted\"><$transclude tiddler=<<listItem>> field=\"description\"/></i></$checkbox>\n\\end\n\n{{$:/language/ControlPanel/Toolbars/EditorToolbar/Hint}}\n\n<$list filter=\"[all[shadows+tiddlers]tag[$:/tags/EditorToolbar]!has[draft.of]]\" variable=\"listItem\">\n\n<<toolbar-button>>\n\n</$list>\n"
},
"$:/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() $:/language/TiddlerInfo/\n\\define config-title()\n$:/config/PageControlButtons/Visibility/$(listItem)$\n\\end\n\n{{$:/language/ControlPanel/Toolbars/PageControls/Hint}}\n\n<$set name=\"tv-config-toolbar-icons\" value=\"yes\">\n\n<$set name=\"tv-config-toolbar-text\" value=\"yes\">\n\n<$list filter=\"[all[shadows+tiddlers]tag[$:/tags/PageControls]!has[draft.of]]\" variable=\"listItem\">\n\n<$checkbox tiddler=<<config-title>> field=\"text\" checked=\"show\" unchecked=\"hide\" default=\"show\"/> <$transclude tiddler=<<listItem>> field=\"caption\"/> <i class=\"tc-muted\">-- <$transclude tiddler=<<listItem>> field=\"description\"/></i>\n\n</$list>\n\n</$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() $:/language/TiddlerInfo/\n\\define config-title()\n$:/config/ViewToolbarButtons/Visibility/$(listItem)$\n\\end\n\n{{$:/language/ControlPanel/Toolbars/ViewToolbar/Hint}}\n\n<$set name=\"tv-config-toolbar-icons\" value=\"yes\">\n\n<$set name=\"tv-config-toolbar-text\" value=\"yes\">\n\n<$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\"/> <$transclude tiddler=<<listItem>> field=\"caption\"/> <i class=\"tc-muted\">-- <$transclude tiddler=<<listItem>> field=\"description\"/></i>\n\n</$list>\n\n</$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"
},
"$:/core/ui/EditTemplate/body/preview/output": {
"title": "$:/core/ui/EditTemplate/body/preview/output",
"tags": "$:/tags/EditPreview",
"caption": "{{$:/language/EditTemplate/Body/Preview/Type/Output}}",
"text": "<$set name=\"tv-tiddler-preview\" value=\"yes\">\n\n<$transclude />\n\n</$set>\n"
},
"$:/core/ui/EditTemplate/body/editor": {
"title": "$:/core/ui/EditTemplate/body/editor",
"text": "<$edit\n\n field=\"text\"\n class=\"tc-edit-texteditor\"\n placeholder={{$:/language/EditTemplate/Body/Placeholder}}\n\n><$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\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\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<$list filter=\"[is[current]has[_canonical_uri]]\">\n\n<div class=\"tc-message-box\">\n\n<<lingo External/Hint>>\n\n<a href={{!!_canonical_uri}}><$text text={{!!_canonical_uri}}/></a>\n\n<$edit-text field=\"_canonical_uri\" class=\"tc-edit-fields\"></$edit-text>\n\n</div>\n\n</$list>\n\n<$list filter=\"[is[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 new-field-inner()\n<$reveal type=\"nomatch\" text=\"\" default=<<name>>>\n<$button>\n<$action-sendmessage $message=\"tm-add-field\" $name=<<name>> $value=<<value>>/>\n<$action-deletetiddler $tiddler=\"$:/temp/newfieldname\"/>\n<$action-deletetiddler $tiddler=\"$:/temp/newfieldvalue\"/>\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\\end\n\n\\define new-field()\n<$set name=\"name\" value={{$:/temp/newfieldname}}>\n<$set name=\"value\" value={{$:/temp/newfieldvalue}}>\n<<new-field-inner>>\n</$set>\n</$set>\n\\end\n\n<div class=\"tc-edit-fields\">\n<table class=\"tc-edit-fields\">\n<tbody>\n<$list filter=\"[all[current]fields[]] +[sort[title]]\" variable=\"currentField\">\n<$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={{$:/language/EditTemplate/Fields/Add/Value/Placeholder}}/>\n</td>\n<td class=\"tc-edit-field-remove\">\n<$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<$edit-text tiddler=\"$:/temp/newfieldname\" tag=\"input\" default=\"\" placeholder={{$:/language/EditTemplate/Fields/Add/Name/Placeholder}} focusPopup=<<qualify \"$:/state/popup/field-dropdown\">> class=\"tc-edit-texteditor tc-popup-handle\"/>\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<$linkcatcher to=\"$:/temp/newfieldname\">\n<div class=\"tc-dropdown-item\">\n<<lingo Fields/Add/Dropdown/User>>\n</div>\n<$list filter=\"[!is[shadow]!is[system]fields[]sort[]] -created -creator -draft.of -draft.title -modified -modifier -tags -text -title -type\" variable=\"currentField\">\n<$link to=<<currentField>>>\n<<currentField>>\n</$link>\n</$list>\n<div class=\"tc-dropdown-item\">\n<<lingo Fields/Add/Dropdown/System>>\n</div>\n<$list filter=\"[fields[]sort[]] -[!is[shadow]!is[system]fields[]]\" variable=\"currentField\">\n<$link to=<<currentField>>>\n<<currentField>>\n</$link>\n</$list>\n</$linkcatcher>\n</div>\n</$reveal>\n<span class=\"tc-edit-field-add-value\">\n<$edit-text tiddler=\"$:/temp/newfieldvalue\" tag=\"input\" default=\"\" placeholder={{$:/language/EditTemplate/Fields/Add/Value/Placeholder}} class=\"tc-edit-texteditor\"/>\n</span>\n<span class=\"tc-edit-field-add-button\">\n<$macrocall $name=\"new-field\"/>\n</span>\n</div>\n</$fieldmangler>\n\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": "\\define lingo-base() $:/language/EditTemplate/\n\\define tag-styles()\nbackground-color:$(backgroundColor)$;\nfill:$(foregroundColor)$;\ncolor:$(foregroundColor)$;\n\\end\n\\define tag-body-inner(colour,fallbackTarget,colourA,colourB)\n<$vars foregroundColor=<<contrastcolour target:\"\"\"$colour$\"\"\" fallbackTarget:\"\"\"$fallbackTarget$\"\"\" colourA:\"\"\"$colourA$\"\"\" colourB:\"\"\"$colourB$\"\"\">> backgroundColor=\"\"\"$colour$\"\"\">\n<span style=<<tag-styles>> class=\"tc-tag-label\">\n<$view field=\"title\" format=\"text\" />\n<$button message=\"tm-remove-tag\" param={{!!title}} class=\"tc-btn-invisible tc-remove-tag-button\">×</$button>\n</span>\n</$vars>\n\\end\n\\define tag-body(colour,palette)\n<$macrocall $name=\"tag-body-inner\" colour=\"\"\"$colour$\"\"\" fallbackTarget={{$palette$##tag-background}} colourA={{$palette$##foreground}} colourB={{$palette$##background}}/>\n\\end\n<div class=\"tc-edit-tags\">\n<$fieldmangler>\n<$list filter=\"[all[current]tags[]sort[title]]\" storyview=\"pop\">\n<$macrocall $name=\"tag-body\" colour={{!!color}} palette={{$:/palette}}/>\n</$list>\n\n<div class=\"tc-edit-add-tag\">\n<span class=\"tc-add-tag-name\">\n<$edit-text tiddler=\"$:/temp/NewTagName\" tag=\"input\" default=\"\" placeholder={{$:/language/EditTemplate/Tags/Add/Placeholder}} focusPopup=<<qualify \"$:/state/popup/tags-auto-complete\">> class=\"tc-edit-texteditor tc-popup-handle\"/>\n</span> <$button popup=<<qualify \"$:/state/popup/tags-auto-complete\">> class=\"tc-btn-invisible tc-btn-dropdown\" tooltip={{$:/language/EditTemplate/Tags/Dropdown/Hint}} aria-label={{$:/language/EditTemplate/Tags/Dropdown/Caption}}>{{$:/core/images/down-arrow}}</$button> <span class=\"tc-add-tag-button\">\n<$button message=\"tm-add-tag\" param={{$:/temp/NewTagName}} set=\"$:/temp/NewTagName\" setTo=\"\" class=\"\">\n<<lingo Tags/Add/Button>>\n</$button>\n</span>\n</div>\n\n<div class=\"tc-block-dropdown-wrapper\">\n<$reveal state=<<qualify \"$:/state/popup/tags-auto-complete\">> type=\"nomatch\" text=\"\" default=\"\">\n<div class=\"tc-block-dropdown\">\n<$linkcatcher set=\"$:/temp/NewTagName\" setTo=\"\" message=\"tm-add-tag\">\n<$list filter=\"[tags[]!is[system]search:title{$:/temp/NewTagName}sort[]]\">\n{{||$:/core/ui/Components/tag-link}}\n</$list>\n<hr>\n<$list filter=\"[tags[]is[system]search:title{$:/temp/NewTagName}sort[]]\">\n{{||$:/core/ui/Components/tag-link}}\n</$list>\n</$linkcatcher>\n</div>\n</$reveal>\n</div>\n</$fieldmangler>\n</div>"
},
"$:/core/ui/EditTemplate/title": {
"title": "$:/core/ui/EditTemplate/title",
"tags": "$:/tags/EditTemplate",
"text": "<$vars pattern=\"\"\"[\\|\\[\\]{}]\"\"\" bad-chars=\"\"\"`| [ ] { }`\"\"\">\n\n<$list filter=\"[is[current]regexp:draft.title<pattern>]\" variable=\"listItem\">\n\n<div class=\"tc-message-box\">\n\n{{$:/language/EditTemplate/Title/BadCharacterWarning}}\n\n</div>\n\n</$list>\n\n</$vars>\n\n<$edit-text field=\"draft.title\" class=\"tc-titlebar tc-edit-texteditor\" focus=\"true\"/>\n"
},
"$:/core/ui/EditTemplate/type": {
"title": "$:/core/ui/EditTemplate/type",
"tags": "$:/tags/EditTemplate",
"text": "\\define lingo-base() $:/language/EditTemplate/\n<div class=\"tc-type-selector\"><$fieldmangler>\n<em class=\"tc-edit\"><<lingo Type/Prompt>></em> <$edit-text field=\"type\" tag=\"input\" default=\"\" placeholder={{$:/language/EditTemplate/Type/Placeholder}} focusPopup=<<qualify \"$:/state/popup/type-dropdown\">> class=\"tc-edit-typeeditor tc-popup-handle\"/> <$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</$fieldmangler></div>\n\n<div class=\"tc-block-dropdown-wrapper\">\n<$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]]'>\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</$reveal>\n</div>"
},
"$:/core/ui/EditTemplate": {
"title": "$:/core/ui/EditTemplate",
"text": "\\define frame-classes()\ntc-tiddler-frame tc-tiddler-edit-frame $(missingTiddlerClass)$ $(shadowTiddlerClass)$ $(systemTiddlerClass)$\n\\end\n<div class=<<frame-classes>>>\n<$set name=\"storyTiddler\" value=<<currentTiddler>>>\n<$keyboard key=\"((cancel-edit-tiddler))\" message=\"tm-cancel-tiddler\">\n<$keyboard key=\"((save-tiddler))\" message=\"tm-save-tiddler\">\n<$list filter=\"[all[shadows+tiddlers]tag[$:/tags/EditTemplate]!has[draft.of]]\" variable=\"listItem\">\n<$transclude tiddler=<<listItem>>/>\n</$list>\n</$keyboard>\n</$keyboard>\n</$set>\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>prefix[yes]]\">\n{{$:/core/images/cancel-button}}\n</$list>\n<$list filter=\"[<tv-config-toolbar-text>prefix[yes]]\">\n<span class=\"tc-btn-text\"><$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>prefix[yes]]\">\n{{$:/core/images/delete-button}}\n</$list>\n<$list filter=\"[<tv-config-toolbar-text>prefix[yes]]\">\n<span class=\"tc-btn-text\"><$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": "{{$:/language/Buttons/Save/Hint}}",
"text": "<$fieldmangler><$button tooltip={{$:/language/Buttons/Save/Hint}} aria-label={{$:/language/Buttons/Save/Caption}} class=<<tv-config-toolbar-class>>>\n<$action-sendmessage $message=\"tm-add-tag\" $param={{$:/temp/NewTagName}}/>\n<$action-deletetiddler $tiddler=\"$:/temp/NewTagName\"/>\n<$action-sendmessage $message=\"tm-add-field\" $name={{$:/temp/newfieldname}} $value={{$:/temp/newfieldvalue}}/>\n<$action-deletetiddler $tiddler=\"$:/temp/newfieldname\"/>\n<$action-deletetiddler $tiddler=\"$:/temp/newfieldvalue\"/>\n<$action-sendmessage $message=\"tm-save-tiddler\"/>\n<$list filter=\"[<tv-config-toolbar-icons>prefix[yes]]\">\n{{$:/core/images/done-button}}\n</$list>\n<$list filter=\"[<tv-config-toolbar-text>prefix[yes]]\">\n<span class=\"tc-btn-text\"><$text text={{$:/language/Buttons/Save/Caption}}/></span>\n</$list>\n</$button>\n</$fieldmangler>\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": "{{$:/language/Buttons/EditorHeight/Hint}}",
"condition": "[<targetTiddler>!is[image]]",
"dropdown": "$:/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$tiddler=<<qualify \"$:/state/Excise/NewTitle\">>\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>!is[image]]",
"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() $:/language/Buttons/Link/\n\n\\define link-actions()\n<$action-sendmessage\n\t$message=\"tm-edit-text-operation\"\n\t$param=\"make-link\"\n\ttext={{$(linkTiddler)$}}\n/>\n\n<$action-deletetiddler\n\t$tiddler=<<dropdown-state>>\n/>\n\n<$action-deletetiddler\n\t$tiddler=<<searchTiddler>>\n/>\n\n<$action-deletetiddler\n\t$tiddler=<<linkTiddler>>\n/>\n\\end\n\n\\define body(config-title)\n''<<lingo Hint>>''\n\n<$vars searchTiddler=\"\"\"$config-title$/search\"\"\" linkTiddler=\"\"\"$config-title$/link\"\"\">\n\n<$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<$button class=\"tc-btn-invisible\" style=\"width: auto; display: inline-block; background-colour: inherit;\">\n<$action-setfield $tiddler=<<searchTiddler>> text=\"\" />\n{{$:/core/images/close-button}}\n</$button>\n</$reveal>\n\n<$reveal tag=\"div\" state=<<searchTiddler>> type=\"nomatch\" text=\"\">\n\n<$linkcatcher actions=<<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/\">>/>\n"
},
"$:/core/ui/EditorToolbar/link": {
"title": "$:/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/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/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<$action-sendmessage\n\t$message=\"tm-edit-text-operation\"\n\t$param=\"replace-selection\"\n\ttext={{$(snippetTitle)$}}\n/>\n\n<$action-deletetiddler\n\t$tiddler=<<dropdown-state>>\n/>\n\n<$view tiddler=<<snippetTitle>> field=\"caption\" mode=\"inline\">\n\n<$view tiddler=<<snippetTitle>> field=\"title\" mode=\"inline\"/>\n\n</$view>\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": "{{$:/language/Buttons/Stamp/Hint}}",
"condition": "[<targetTiddler>!is[image]]",
"shortcuts": "((stamp))",
"dropdown": "$:/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/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": ""
},
"$:/core/Filters/ShadowTiddlers": {
"title": "$:/core/Filters/ShadowTiddlers",
"tags": "$:/tags/Filter",
"filter": "[all[shadows]sort[title]]",
"description": "{{$:/language/Filters/ShadowTiddlers}}",
"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() $:/language/Import/\n\\define messageField()\nmessage-$(payloadTiddler)$\n\\end\n\\define selectionField()\nselection-$(payloadTiddler)$\n\\end\n\\define previewPopupState()\n$(currentTiddler)$!!popup-$(payloadTiddler)$\n\\end\n<table>\n<tbody>\n<tr>\n<th>\n<<lingo Listing/Select/Caption>>\n</th>\n<th>\n<<lingo Listing/Title/Caption>>\n</th>\n<th>\n<<lingo Listing/Status/Caption>>\n</th>\n</tr>\n<$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\" state=<<previewPopupState>> text=\"yes\">\n<$button class=\"tc-btn-invisible tc-btn-dropdown\" set=<<previewPopupState>> setTo=\"yes\">\n{{$:/core/images/right-arrow}} <$text text=<<payloadTiddler>>/>\n</$button>\n</$reveal>\n<$reveal type=\"match\" state=<<previewPopupState>> text=\"yes\">\n<$button class=\"tc-btn-invisible tc-btn-dropdown\" set=<<previewPopupState>> setTo=\"no\">\n{{$:/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<$reveal type=\"match\" text=\"yes\" state=<<previewPopupState>>>\n<$transclude subtiddler=<<payloadTiddler>> mode=\"block\"/>\n</$reveal>\n</td>\n</tr>\n</$list>\n</tbody>\n</table>\n"
},
"$:/core/ui/ListItemTemplate": {
"title": "$:/core/ui/ListItemTemplate",
"text": "<div class=\"tc-menu-list-item\">\n<$link to={{!!title}}>\n<$view field=\"title\"/>\n</$link>\n</div>"
},
"$:/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"
},
"$:/core/ui/MoreSideBar/Missing": {
"title": "$:/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"
},
"$:/core/ui/MoreSideBar/Recent": {
"title": "$:/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"
},
"$:/core/ui/Buttons/advanced-search": {
"title": "$:/core/ui/Buttons/advanced-search",
"tags": "$:/tags/PageControls",
"caption": "{{$:/core/images/advanced-search-button}} {{$:/language/Buttons/AdvancedSearch/Caption}}",
"description": "{{$:/language/Buttons/AdvancedSearch/Hint}}",
"text": "\\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<$list filter=\"[<tv-config-toolbar-icons>prefix[yes]]\">\n{{$:/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</$list>\n</$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>prefix[yes]]\">\n{{$:/core/images/close-all-button}}\n</$list>\n<$list filter=\"[<tv-config-toolbar-text>prefix[yes]]\">\n<span class=\"tc-btn-text\"><$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": "{{$:/language/Buttons/ControlPanel/Hint}}",
"text": "\\define control-panel-button(class)\n<$button to=\"$:/ControlPanel\" tooltip={{$:/language/Buttons/ControlPanel/Hint}} aria-label={{$:/language/Buttons/ControlPanel/Caption}} class=\"\"\"$(tv-config-toolbar-class)$ $class$\"\"\">\n<$list filter=\"[<tv-config-toolbar-icons>prefix[yes]]\">\n{{$:/core/images/options-button}}\n</$list>\n<$list filter=\"[<tv-config-toolbar-text>prefix[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": "<$reveal type=\"match\" state=\"$:/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>prefix[yes]]\">\n{{$:/core/images/locked-padlock}}\n</$list>\n<$list filter=\"[<tv-config-toolbar-text>prefix[yes]]\">\n<span class=\"tc-btn-text\"><$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>prefix[yes]]\">\n{{$:/core/images/unlocked-padlock}}\n</$list>\n<$list filter=\"[<tv-config-toolbar-text>prefix[yes]]\">\n<span class=\"tc-btn-text\"><$text text={{$:/language/Buttons/Encryption/SetPassword/Caption}}/></span>\n</$list>\n</$button>\n</$reveal>"
},
"$:/core/ui/Buttons/export-page": {
"title": "$:/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<$list filter=\"[<tv-config-toolbar-icons>prefix[yes]]\" variable=\"listItem\">\n{{$:/core/images/fold-all-button}}\n</$list>\n<$list filter=\"[<tv-config-toolbar-text>prefix[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>prefix[yes]]\">\n{{$:/core/images/full-screen-button}}\n</$list>\n<$list filter=\"[<tv-config-toolbar-text>prefix[yes]]\">\n<span class=\"tc-btn-text\"><$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<$list filter=\"[<tv-config-toolbar-icons>prefix[yes]]\">\n{{$:/core/images/home-button}}\n</$list>\n<$list filter=\"[<tv-config-toolbar-text>prefix[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>prefix[yes]]\">\n{{$:/core/images/import-button}}\n</$list>\n<$list filter=\"[<tv-config-toolbar-text>prefix[yes]]\">\n<span class=\"tc-btn-text\"><$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": "{{$:/language/Buttons/Language/Hint}}",
"text": "\\define flag-title()\n$(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>prefix[yes]]\">\n<span class=\"tc-image-button\">\n<$set name=\"languagePluginTitle\" value={{$:/language}}>\n<$image source=<<flag-title>>/>\n</$set>\n</span>\n</$list>\n<$list filter=\"[<tv-config-toolbar-text>prefix[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 tc-drop-down-language-chooser\">\n<$linkcatcher to=\"$:/language\">\n<$list filter=\"[[$:/languages/en-GB]] [plugin-type[language]sort[description]]\">\n<$link>\n<span class=\"tc-drop-down-bullet\">\n<$reveal type=\"match\" state=\"$:/language\" text=<<currentTiddler>>>\n•\n</$reveal>\n<$reveal type=\"nomatch\" state=\"$:/language\" text=<<currentTiddler>>>\n \n</$reveal>\n</span>\n<span class=\"tc-image-button\">\n<$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</$list>\n</$linkcatcher>\n</div>\n</$reveal>"
},
"$:/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<$list filter=\"[<tv-config-toolbar-icons>prefix[yes]]\">\n{{$:/core/images/down-arrow}}\n</$list>\n<$list filter=\"[<tv-config-toolbar-text>prefix[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<$reveal type=\"match\" state=<<config-title>> text=\"hide\">\n\n<$transclude tiddler=<<listItem>> mode=\"inline\"/>\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": "<$button tooltip={{$:/language/Buttons/NewImage/Hint}} aria-label={{$:/language/Buttons/NewImage/Caption}} class=<<tv-config-toolbar-class>>>\n<$action-sendmessage $message=\"tm-new-tiddler\" type=\"image/jpeg\"/>\n<$list filter=\"[<tv-config-toolbar-icons>prefix[yes]]\">\n{{$:/core/images/new-image-button}}\n</$list>\n<$list filter=\"[<tv-config-toolbar-text>prefix[yes]]\">\n<span class=\"tc-btn-text\"><$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": "{{$:/language/Buttons/NewJournal/Hint}}",
"text": "\\define journalButton()\n<$button tooltip={{$:/language/Buttons/NewJournal/Hint}} aria-label={{$:/language/Buttons/NewJournal/Caption}} class=<<tv-config-toolbar-class>>>\n<$action-sendmessage $message=\"tm-new-tiddler\" title=<<now \"$(journalTitleTemplate)$\">> tags=\"$(journalTags)$\"/>\n<$list filter=\"[<tv-config-toolbar-icons>prefix[yes]]\">\n{{$:/core/images/new-journal-button}}\n</$list>\n<$list filter=\"[<tv-config-toolbar-text>prefix[yes]]\">\n<span class=\"tc-btn-text\"><$text text={{$:/language/Buttons/NewJournal/Caption}}/></span>\n</$list>\n</$button>\n\\end\n<$set name=\"journalTitleTemplate\" value={{$:/config/NewJournal/Title}}>\n<$set name=\"journalTags\" value={{$:/config/NewJournal/Tags}}>\n<<journalButton>>\n</$set></$set>"
},
"$:/core/ui/Buttons/new-tiddler": {
"title": "$:/core/ui/Buttons/new-tiddler",
"tags": "$:/tags/PageControls",
"caption": "{{$:/core/images/new-button}} {{$:/language/Buttons/NewTiddler/Caption}}",
"description": "{{$:/language/Buttons/NewTiddler/Hint}}",
"text": "<$button message=\"tm-new-tiddler\" tooltip={{$:/language/Buttons/NewTiddler/Hint}} aria-label={{$:/language/Buttons/NewTiddler/Caption}} class=<<tv-config-toolbar-class>>>\n<$list filter=\"[<tv-config-toolbar-icons>prefix[yes]]\">\n{{$:/core/images/new-button}}\n</$list>\n<$list filter=\"[<tv-config-toolbar-text>prefix[yes]]\">\n<span class=\"tc-btn-text\"><$text text={{$:/language/Buttons/NewTiddler/Caption}}/></span>\n</$list>\n</$button>"
},
"$:/core/ui/Buttons/palette": {
"title": "$:/core/ui/Buttons/palette",
"tags": "$:/tags/PageControls",
"caption": "{{$:/core/images/palette}} {{$:/language/Buttons/Palette/Caption}}",
"description": "{{$:/language/Buttons/Palette/Hint}}",
"text": "<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<$list filter=\"[<tv-config-toolbar-icons>prefix[yes]]\">\n{{$:/core/images/palette}}\n</$list>\n<$list filter=\"[<tv-config-toolbar-text>prefix[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>"
},
"$:/core/ui/Buttons/refresh": {
"title": "$:/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>prefix[yes]]\">\n{{$:/core/images/refresh-button}}\n</$list>\n<$list filter=\"[<tv-config-toolbar-text>prefix[yes]]\">\n<span class=\"tc-btn-text\"><$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 message=\"tm-save-wiki\" param={{$:/config/SaveWikiButton/Template}} tooltip={{$:/language/Buttons/SaveWiki/Hint}} aria-label={{$:/language/Buttons/SaveWiki/Caption}} class=<<tv-config-toolbar-class>>>\n<span class=\"tc-dirty-indicator\">\n<$list filter=\"[<tv-config-toolbar-icons>prefix[yes]]\">\n{{$:/core/images/save-button}}\n</$list>\n<$list filter=\"[<tv-config-toolbar-text>prefix[yes]]\">\n<span class=\"tc-btn-text\"><$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": "{{$:/language/Buttons/StoryView/Hint}}",
"text": "\\define icon()\n$:/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<$list filter=\"[<tv-config-toolbar-icons>prefix[yes]]\">\n<$set name=\"storyview\" value={{$:/view}}>\n<$transclude tiddler=<<icon>>/>\n</$set>\n</$list>\n<$list filter=\"[<tv-config-toolbar-text>prefix[yes]]\">\n<span class=\"tc-btn-text\"><$text text={{$:/language/Buttons/StoryView/Caption}}/></span>\n</$list>\n</$button>\n</span>\n<$reveal state=<<qualify \"$:/state/popup/storyview\">> type=\"popup\" position=\"below\" animate=\"yes\">\n<div class=\"tc-drop-down\">\n<$linkcatcher to=\"$:/view\">\n<$list filter=\"[storyviews[]]\" variable=\"storyview\">\n<$link to=<<storyview>>>\n<span class=\"tc-drop-down-bullet\">\n<$reveal type=\"match\" state=\"$:/view\" text=<<storyview>>>\n•\n</$reveal>\n<$reveal type=\"nomatch\" state=\"$:/view\" text=<<storyview>>>\n \n</$reveal>\n</span>\n<$transclude tiddler=<<icon>>/>\n<$text text=<<storyview>>/></$link>\n</$list>\n</$linkcatcher>\n</div>\n</$reveal>"
},
"$:/core/ui/Buttons/tag-manager": {
"title": "$:/core/ui/Buttons/tag-manager",
"tags": "$:/tags/PageControls",
"caption": "{{$:/core/images/tag-button}} {{$:/language/Buttons/TagManager/Caption}}",
"description": "{{$:/language/Buttons/TagManager/Hint}}",
"text": "\\define control-panel-button(class)\n<$button to=\"$:/TagManager\" tooltip={{$:/language/Buttons/TagManager/Hint}} aria-label={{$:/language/Buttons/TagManager/Caption}} class=\"\"\"$(tv-config-toolbar-class)$ $class$\"\"\">\n<$list filter=\"[<tv-config-toolbar-icons>prefix[yes]]\">\n{{$:/core/images/tag-button}}\n</$list>\n<$list filter=\"[<tv-config-toolbar-text>prefix[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": "<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<$list filter=\"[<tv-config-toolbar-icons>prefix[yes]]\">\n{{$:/core/images/theme-button}}\n</$list>\n<$list filter=\"[<tv-config-toolbar-text>prefix[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<$list filter=\"[plugin-type[theme]sort[title]]\" variable=\"themeTitle\">\n<$link to=<<themeTitle>>>\n<span class=\"tc-drop-down-bullet\">\n<$reveal type=\"match\" state=\"$:/theme\" text=<<themeTitle>>>\n•\n</$reveal>\n<$reveal type=\"nomatch\" state=\"$:/theme\" text=<<themeTitle>>>\n \n</$reveal>\n</span>\n<$view tiddler=<<themeTitle>> field=\"name\"/>\n</$link>\n</$list>\n</$linkcatcher>\n</div>\n</$reveal>"
},
"$:/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<$list filter=\"[<tv-config-toolbar-icons>prefix[yes]]\" variable=\"listItem\">\n{{$:/core/images/unfold-all-button}}\n</$list>\n<$list filter=\"[<tv-config-toolbar-text>prefix[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": "\\define config-title()\n$:/config/PageControlButtons/Visibility/$(listItem)$\n\\end\n<div class=\"tc-page-controls\">\n<$list filter=\"[all[shadows+tiddlers]tag[$:/tags/PageControls]!has[draft.of]]\" variable=\"listItem\">\n<$reveal type=\"nomatch\" state=<<config-title>> text=\"hide\">\n<$transclude tiddler=<<listItem>> mode=\"inline\"/>\n</$reveal>\n</$list>\n</div>\n\n"
},
"$:/core/ui/PageStylesheet": {
"title": "$:/core/ui/PageStylesheet",
"text": "<$importvariables filter=\"[[$:/core/ui/PageMacros]] [all[shadows+tiddlers]tag[$:/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</$set>\n\n</$importvariables>\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"
},
"$:/core/ui/PageTemplate/pluginreloadwarning": {
"title": "$:/core/ui/PageTemplate/pluginreloadwarning",
"tags": "$:/tags/PageTemplate",
"text": "\\define lingo-base() $:/language/\n\n<$list filter=\"[has[plugin-type]haschanged[]!plugin-type[import]limit[1]]\">\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": "$:/tags/PageTemplate",
"text": "<$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<h1 class=\"tc-site-title\">\n\n<$transclude tiddler=\"$:/SiteTitle\" mode=\"inline\"/>\n\n</h1>\n\n<div class=\"tc-site-subtitle\">\n\n<$transclude tiddler=\"$:/SiteSubtitle\" mode=\"inline\"/>\n\n</div>\n\n{{||$:/core/ui/PageTemplate/pagecontrols}}\n\n<$transclude tiddler=\"$:/core/ui/SideBarLists\" mode=\"inline\"/>\n\n</$reveal>\n\n</div>\n\n</$scrollable>"
},
"$:/core/ui/PageTemplate/story": {
"title": "$:/core/ui/PageTemplate/story",
"tags": "$:/tags/PageTemplate",
"text": "<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=\"$:/HistoryList\" template=\"$:/core/ui/ViewTemplate\" editTemplate=\"$:/core/ui/EditTemplate\" storyview={{$:/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\">\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[$:/tags/TopRightBar]!has[draft.of]]\" variable=\"listItem\">\n\n<$transclude tiddler=<<listItem>> mode=\"inline\"/>\n\n</$list>\n\n</span>\n"
},
"$:/core/ui/PageTemplate": {
"title": "$:/core/ui/PageTemplate",
"text": "\\define containerClasses()\ntc-page-container tc-page-view-$(themeTitle)$ tc-language-$(languageTitle)$\n\\end\n\n<$importvariables filter=\"[[$:/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=\"themeTitle\" value={{$:/view}}>\n\n<$set name=\"currentTiddler\" value={{$:/language}}>\n\n<$set name=\"languageTitle\" value={{!!name}}>\n\n<$set name=\"currentTiddler\" value=\"\">\n\n<div class=<<containerClasses>>>\n\n<$navigator story=\"$:/StoryList\" history=\"$:/HistoryList\" openLinkFromInsideRiver={{$:/config/Navigation/openLinkFromInsideRiver}} openLinkFromOutsideRiver={{$:/config/Navigation/openLinkFromOutsideRiver}}>\n\n<$dropzone>\n\n<$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\n</$importvariables>\n"
},
"$:/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)$\n\\end\n<$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{{$:/language/ControlPanel/Plugin/NoInfoFound/Hint}}\n</$transclude>\n</$transclude>\n</$transclude>\n"
},
"$:/core/ui/SearchResults": {
"title": "$:/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<<tabs \"[all[shadows+tiddlers]tag[$:/tags/MoreSideBar]!has[draft.of]]\" \"$:/core/ui/MoreSideBar/Tags\" \"$:/state/tab/moresidebar\" \"tc-vertical\">>\n</div>\n"
},
"$:/core/ui/SideBar/Open": {
"title": "$:/core/ui/SideBar/Open",
"tags": "$:/tags/SideBar",
"caption": "{{$:/language/SideBar/Open/Caption}}",
"text": "\\define lingo-base() $:/language/CloseAll/\n<$list filter=\"[list[$:/StoryList]]\" history=\"$:/HistoryList\" storyview=\"pop\">\n\n<$button message=\"tm-close-tiddler\" tooltip={{$:/language/Buttons/Close/Hint}} aria-label={{$:/language/Buttons/Close/Caption}} class=\"tc-btn-invisible tc-btn-mini\">×</$button> <$link to={{!!title}}><$view field=\"title\"/></$link>\n\n</$list>\n\n<$button message=\"tm-close-all-tiddlers\" class=\"tc-btn-invisible tc-btn-mini\"><<lingo Button>></$button>\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[$:/tags/PageControls]!has[draft.of]]\" variable=\"listItem\">\n\n<div style=\"position:relative;\">\n\n<$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": "<div class=\"tc-sidebar-lists\">\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<$set name=\"resultCount\" value=\"\"\"<$count filter=\"[!is[system]search{$(searchTiddler)$}]\"/>\"\"\">\n{{$:/core/images/down-arrow}} {{$:/language/Search/Matches}}\n</$set>\n</$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{{$:/core/ui/SearchResults}}\n\n</$reveal>\n\n</$reveal>\n\n</$set>\n\n<$macrocall $name=\"tabs\" tabsList=\"[all[shadows+tiddlers]tag[$:/tags/SideBar]!has[draft.of]]\" default={{$:/config/DefaultSidebarTab}} state=\"$:/state/tab/sidebar\" />\n\n</div>\n"
},
"$:/TagManager": {
"title": "$:/TagManager",
"icon": "$:/core/images/tag-button",
"color": "#bbb",
"text": "\\define lingo-base() $:/language/TagManager/\n\\define iconEditorTab(type)\n<$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<div class=\"tc-drop-down-wrapper\">\n<$button popup=<<qualify \"$:/state/popup/icon/$title$\">> class=\"tc-btn-invisible tc-btn-dropdown\">{{$:/core/images/down-arrow}}</$button>\n<$reveal state=<<qualify \"$:/state/popup/icon/$title$\">> type=\"popup\" position=\"belowleft\" text=\"\" default=\"\">\n<div class=\"tc-drop-down\">\n<$linkcatcher to=\"$title$!!icon\">\n<<iconEditorTab type:\"!\">>\n<hr/>\n<<iconEditorTab type:\"\">>\n</$linkcatcher>\n</div>\n</$reveal>\n</div>\n\\end\n\\define qualifyTitle(title)\n$title$$(currentTiddler)$\n\\end\n\\define toggleButton(state)\n<$reveal state=\"$state$\" type=\"match\" text=\"closed\" default=\"closed\">\n<$button set=\"$state$\" setTo=\"open\" class=\"tc-btn-invisible tc-btn-dropdown\" selectedClass=\"tc-selected\">\n{{$:/core/images/info-button}}\n</$button>\n</$reveal>\n<$reveal state=\"$state$\" type=\"match\" text=\"open\" default=\"closed\">\n<$button set=\"$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<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><$transclude tiddler=\"$:/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=<<qualifyTitle \"$:/state/tag-manager/\">> /> \n</td>\n</tr>\n<tr>\n<td></td>\n<td colspan=\"4\">\n<$reveal state=<<qualifyTitle \"$:/state/tag-manager/\">> 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>\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": "\\define tag-styles()\nbackground-color:$(backgroundColor)$;\nfill:$(foregroundColor)$;\ncolor:$(foregroundColor)$;\n\\end\n\n\\define tag-body-inner(colour,fallbackTarget,colourA,colourB)\n<$vars foregroundColor=<<contrastcolour target:\"\"\"$colour$\"\"\" fallbackTarget:\"\"\"$fallbackTarget$\"\"\" colourA:\"\"\"$colourA$\"\"\" colourB:\"\"\"$colourB$\"\"\">> backgroundColor=\"\"\"$colour$\"\"\">\n<$button popup=<<qualify \"$:/state/popup/tag\">> class=\"tc-btn-invisible tc-tag-label\" style=<<tag-styles>>>\n<$transclude tiddler={{!!icon}}/> <$view field=\"title\" format=\"text\" />\n</$button>\n<$reveal state=<<qualify \"$:/state/popup/tag\">> type=\"popup\" position=\"below\" animate=\"yes\" class=\"tc-drop-down\"><$transclude tiddler=\"$:/core/ui/ListItemTemplate\"/>\n<$list filter=\"[all[shadows+tiddlers]tag[$:/tags/TagDropdown]!has[draft.of]]\" variable=\"listItem\"> \n<$transclude tiddler=<<listItem>>/> \n</$list> \n<hr>\n<$list filter=\"[all[current]tagging[]]\" template=\"$:/core/ui/ListItemTemplate\"/>\n</$reveal>\n</$vars>\n\\end\n\n\\define tag-body(colour,palette)\n<span class=\"tc-tag-list-item\">\n<$macrocall $name=\"tag-body-inner\" colour=\"\"\"$colour$\"\"\" fallbackTarget={{$palette$##tag-background}} colourA={{$palette$##foreground}} colourB={{$palette$##background}}/>\n</span>\n\\end\n\n<$macrocall $name=\"tag-body\" colour={{!!color}} palette={{$:/palette}}/>\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>\n"
},
"$:/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": "<$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": "<$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-right}}</$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-left}}</$button>\n</$reveal>\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\" state=<<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<$list filter=\"[all[current]field:plugin-type[import]]\">\n\n<div class=\"tc-import\">\n\n<<lingo Listing/Hint>>\n\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\n{{||$:/core/ui/ImportListing}}\n\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\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\n{{||$:/core/ui/TiddlerInfo/Advanced/PluginInfo}}\n\n</$list>\n"
},
"$:/core/ui/ViewTemplate/subtitle": {
"title": "$:/core/ui/ViewTemplate/subtitle",
"tags": "$:/tags/ViewTemplate",
"text": "<$reveal type=\"nomatch\" state=<<folded-state>> text=\"hide\" tag=\"div\" retain=\"yes\" animate=\"yes\">\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</$reveal>\n"
},
"$:/core/ui/ViewTemplate/tags": {
"title": "$:/core/ui/ViewTemplate/tags",
"tags": "$:/tags/ViewTemplate",
"text": "<$reveal type=\"nomatch\" state=<<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>"
},
"$:/core/ui/ViewTemplate/title": {
"title": "$:/core/ui/ViewTemplate/title",
"tags": "$:/tags/ViewTemplate",
"text": "\\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\"><$transclude tiddler=<<listItem>>/></$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</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<$transclude tiddler=\"$:/core/ui/TiddlerInfo\"/>\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\" state=<<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\" state=<<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 frame-classes()\ntc-tiddler-frame tc-tiddler-view-frame $(missingTiddlerClass)$ $(shadowTiddlerClass)$ $(systemTiddlerClass)$ $(tiddlerTagClasses)$\n\\end\n\\define folded-state()\n$:/state/folded/$(currentTiddler)$\n\\end\n<$set name=\"storyTiddler\" value=<<currentTiddler>>><$set name=\"tiddlerInfoState\" value=<<qualify \"$:/state/popup/tiddler-info\">>><$tiddler tiddler=<<currentTiddler>>><div class=<<frame-classes>>><$list filter=\"[all[shadows+tiddlers]tag[$:/tags/ViewTemplate]!has[draft.of]]\" variable=\"listItem\"><$transclude tiddler=<<listItem>>/></$list>\n</div>\n</$tiddler></$set></$set>\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": "<$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>prefix[yes]]\">\n{{$:/core/images/clone-button}}\n</$list>\n<$list filter=\"[<tv-config-toolbar-text>prefix[yes]]\">\n<span class=\"tc-btn-text\"><$text text={{$:/language/Buttons/Clone/Caption}}/></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": "<$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>prefix[yes]]\">\n{{$:/core/images/close-others-button}}\n</$list>\n<$list filter=\"[<tv-config-toolbar-text>prefix[yes]]\">\n<span class=\"tc-btn-text\"><$text text={{$:/language/Buttons/CloseOthers/Caption}}/></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": "<$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>prefix[yes]]\">\n{{$:/core/images/close-button}}\n</$list>\n<$list filter=\"[<tv-config-toolbar-text>prefix[yes]]\">\n<span class=\"tc-btn-text\"><$text text={{$:/language/Buttons/Close/Caption}}/></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": "<$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>prefix[yes]]\">\n{{$:/core/images/edit-button}}\n</$list>\n<$list filter=\"[<tv-config-toolbar-text>prefix[yes]]\">\n<span class=\"tc-btn-text\"><$text text={{$:/language/Buttons/Edit/Caption}}/></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": "{{$:/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": "<$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>prefix[yes]]\" variable=\"listItem\">\n{{$:/core/images/fold-others-button}}\n</$list>\n<$list filter=\"[<tv-config-toolbar-text>prefix[yes]]\">\n<span class=\"tc-btn-text\"><$text text={{$:/language/Buttons/FoldOthers/Caption}}/></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": "<$reveal type=\"nomatch\" state=<<folded-state>> text=\"hide\" default=\"show\"><$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>prefix[yes]]\" variable=\"listItem\">\n{{$:/core/images/fold-button}}\n</$list>\n<$list filter=\"[<tv-config-toolbar-text>prefix[yes]]\">\n<span class=\"tc-btn-text\">\n<$text text={{$:/language/Buttons/Fold/Caption}}/>\n</span>\n</$list>\n</$button></$reveal><$reveal type=\"match\" state=<<folded-state>> text=\"hide\" default=\"show\"><$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>prefix[yes]]\" variable=\"listItem\">\n{{$:/core/images/unfold-button}}\n</$list>\n<$list filter=\"[<tv-config-toolbar-text>prefix[yes]]\">\n<span class=\"tc-btn-text\">\n<$text text={{$:/language/Buttons/Unfold/Caption}}/>\n</span>\n</$list>\n</$button></$reveal>"
},
"$:/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": "<$button popup=<<tiddlerInfoState>> tooltip={{$:/language/Buttons/Info/Hint}} aria-label={{$:/language/Buttons/Info/Caption}} class=<<tv-config-toolbar-class>> selectedClass=\"tc-selected\">\n<$list filter=\"[<tv-config-toolbar-icons>prefix[yes]]\">\n{{$:/core/images/info-button}}\n</$list>\n<$list filter=\"[<tv-config-toolbar-text>prefix[yes]]\">\n<span class=\"tc-btn-text\"><$text text={{$:/language/Buttons/Info/Caption}}/></span>\n</$list>\n</$button>"
},
"$:/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": "\\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>prefix[yes]]\">\n{{$:/core/images/down-arrow}}\n</$list>\n<$list filter=\"[<tv-config-toolbar-text>prefix[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/ViewToolbar]!has[draft.of]] -[[$:/core/ui/Buttons/more-tiddler-actions]]\" variable=\"listItem\">\n\n<$reveal type=\"match\" state=<<config-title>> text=\"hide\">\n\n<$transclude tiddler=<<listItem>> mode=\"inline\"/>\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": "\\define newHereButtonTags()\n[[$(currentTiddler)$]]\n\\end\n\\define newHereButton()\n<$button tooltip={{$:/language/Buttons/NewHere/Hint}} aria-label={{$:/language/Buttons/NewHere/Caption}} class=<<tv-config-toolbar-class>>>\n<$action-sendmessage $message=\"tm-new-tiddler\" tags=<<newHereButtonTags>>/>\n<$list filter=\"[<tv-config-toolbar-icons>prefix[yes]]\">\n{{$:/core/images/new-here-button}}\n</$list>\n<$list filter=\"[<tv-config-toolbar-text>prefix[yes]]\">\n<span class=\"tc-btn-text\"><$text text={{$:/language/Buttons/NewHere/Caption}}/></span>\n</$list>\n</$button>\n\\end\n<<newHereButton>>"
},
"$:/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": "\\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<$action-sendmessage $message=\"tm-new-tiddler\" title=<<now \"$(journalTitleTemplate)$\">> tags=<<journalButtonTags>>/>\n<$list filter=\"[<tv-config-toolbar-icons>prefix[yes]]\">\n{{$:/core/images/new-journal-button}}\n</$list>\n<$list filter=\"[<tv-config-toolbar-text>prefix[yes]]\">\n<span class=\"tc-btn-text\"><$text text={{$:/language/Buttons/NewJournalHere/Caption}}/></span>\n</$list>\n</$button>\n\\end\n<$set name=\"journalTitleTemplate\" value={{$:/config/NewJournal/Title}}>\n<$set name=\"journalTags\" value={{$:/config/NewJournal/Tags}}>\n<$set name=\"currentTiddlerTag\" value=<<currentTiddler>>>\n<<journalButton>>\n</$set></$set></$set>"
},
"$:/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": "<$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>prefix[yes]]\">\n{{$:/core/images/open-window}}\n</$list>\n<$list filter=\"[<tv-config-toolbar-text>prefix[yes]]\">\n<span class=\"tc-btn-text\"><$text text={{$:/language/Buttons/OpenWindow/Caption}}/></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": "<$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>prefix[yes]]\">\n{{$:/core/images/permalink-button}}\n</$list>\n<$list filter=\"[<tv-config-toolbar-text>prefix[yes]]\">\n<span class=\"tc-btn-text\"><$text text={{$:/language/Buttons/Permalink/Caption}}/></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": "<$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>prefix[yes]]\">\n{{$:/core/images/permaview-button}}\n</$list>\n<$list filter=\"[<tv-config-toolbar-text>prefix[yes]]\">\n<span class=\"tc-btn-text\"><$text text={{$:/language/Buttons/Permaview/Caption}}/></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/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/DefaultSidebarTab": {
"title": "$:/config/DefaultSidebarTab",
"text": "$:/core/ui/SideBar/Open"
},
"$:/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/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/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/OfficialPluginLibrary": {
"title": "$:/config/OfficialPluginLibrary",
"tags": "$:/tags/PluginLibrary",
"url": "http://tiddlywiki.com/library/v5.1.13/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/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/storyview": {
"title": "$:/config/PageControlButtons/Visibility/$:/core/ui/Buttons/storyview",
"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/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/SearchResults/Default": {
"title": "$:/config/SearchResults/Default",
"text": "$:/core/ui/DefaultSearchResultList"
},
"$:/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/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/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/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/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/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-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/cancel-edit-tiddler": {
"title": "$:/config/shortcuts/cancel-edit-tiddler",
"text": "escape"
},
"$:/config/shortcuts/excise": {
"title": "$:/config/shortcuts/excise",
"text": "ctrl-E"
},
"$:/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/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/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(colour)\n<$set name=\"swatchColour\" value={{##$colour$}}>\n<div class=\"tc-swatch\" style=<<swatchStyle>>/>\n</$set>\n\\end\n<div class=\"tc-swatches-horiz\">\n<<swatch foreground>>\n<<swatch background>>\n<<swatch muted-foreground>>\n<<swatch primary>>\n<<swatch page-background>>\n<<swatch tab-background>>\n<<swatch tiddler-info-background>>\n</div>\n"
},
"$:/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": "{{$:/language/ControlPanel/Basics/Language/Prompt}} <$select tiddler=\"$:/language\">\n<$list filter=\"[[$:/languages/en-GB]] [plugin-type[language]sort[description]]\">\n<option value=<<currentTiddler>>><$view field=\"description\"><$view field=\"name\"><$view field=\"title\"/></$view></$view></option>\n</$list>\n</$select>"
},
"$:/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>\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 datauri(title)\n<$macrocall $name=\"makedatauri\" type={{$title$!!type}} text={{$title$}}/>\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"
},
"$:/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<div style=\"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/export": {
"title": "$:/core/macros/export",
"tags": "$:/tags/Macro",
"text": "\\define exportButtonFilename(baseFilename)\n$baseFilename$$(extension)$\n\\end\n\n\\define exportButton(exportFilter:\"[!is[system]sort[title]]\",lingoBase,baseFilename:\"tiddlers\")\n<span class=\"tc-popup-keep\">\n<$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>prefix[yes]]\">\n{{$:/core/images/export-button}}\n</$list>\n<$list filter=\"[<tv-config-toolbar-text>prefix[yes]]\">\n<span class=\"tc-btn-text\"><$text text={{$lingoBase$Caption}}/></span>\n</$list>\n</$button>\n</span>\n<$reveal state=<<qualify \"$:/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": "$:/core/macros/image-picker",
"tags": "$:/tags/Macro",
"text": "\\define image-picker-inner(actions)\n<$button tag=\"a\" tooltip=\"\"\"$(imageTitle)$\"\"\">\n\n$actions$\n\n<$transclude tiddler=<<imageTitle>>/>\n\n</$button>\n\\end\n\n\\define image-picker(actions,subfilter:\"\")\n<div class=\"tc-image-chooser\">\n\n<$list filter=\"[all[shadows+tiddlers]is[image]$subfilter$!has[draft.of]] -[type[application/pdf]] +[sort[title]]\" variable=\"imageTitle\">\n\n<$macrocall $name=\"image-picker-inner\" actions=\"\"\"$actions$\"\"\"/>\n\n</$list>\n\n</div>\n\n\\end\n\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:\"\")\n<$type$ class=\"$class$\">\n<$list filter=\"$filter$\">\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"
},
"$:/core/macros/tabs": {
"title": "$:/core/macros/tabs",
"tags": "$:/tags/Macro",
"text": "\\define tabs(tabsList,default,state:\"$:/state/tab\",class,template)\n<div class=\"tc-tab-set $class$\">\n<div class=\"tc-tab-buttons $class$\">\n<$list filter=\"$tabsList$\" variable=\"currentTab\"><$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=<<currentTab>> field=\"caption\">\n<$macrocall $name=\"currentTab\" $type=\"text/plain\" $output=\"text/plain\"/>\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$\">\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": {
"title": "$:/core/macros/tag",
"tags": "$:/tags/Macro",
"text": "\\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": {
"created": "20141212105914482",
"modified": "20141212110330815",
"tags": "$:/tags/Macro",
"title": "$:/core/macros/timeline",
"type": "text/vnd.tiddlywiki",
"text": "\\define timeline-title()\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}}>\n<<timeline-title>>\n</$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(rootTag,tag,sort:\"\",itemClassFilter)\n<ol class=\"tc-toc\">\n<$list filter=\"\"\"[all[shadows+tiddlers]tag[$tag$]!has[draft.of]$sort$]\"\"\">\n<$set name=\"toc-item-class\" filter=\"\"\"$itemClassFilter$\"\"\" value=\"toc-item-selected\" emptyValue=\"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<$list filter=\"\"\"[all[current]] -[[$rootTag$]]\"\"\">\n<$macrocall $name=\"toc-body\" rootTag=\"\"\"$rootTag$\"\"\" tag=<<currentTiddler>> sort=\"\"\"$sort$\"\"\" itemClassFilter=\"\"\"$itemClassFilter$\"\"\"/>\n</$list>\n</li>\n</$set>\n</$list>\n</ol>\n\\end\n\n\\define toc(tag,sort:\"\",itemClassFilter)\n<<toc-body rootTag:\"\"\"$tag$\"\"\" tag:\"\"\"$tag$\"\"\" sort:\"\"\"$sort$\"\"\" itemClassFilter:\"\"\"itemClassFilter\"\"\">>\n\\end\n\n\\define toc-linked-expandable-body(tag,sort:\"\",itemClassFilter)\n<$set name=\"toc-state\" value=<<qualify \"\"\"$:/state/toc/$tag$-$(currentTiddler)$\"\"\">>>\n<$set name=\"toc-item-class\" filter=\"\"\"$itemClassFilter$\"\"\" value=\"toc-item-selected\" emptyValue=\"toc-item\">\n<li class=<<toc-item-class>>>\n<$link>\n<$reveal type=\"nomatch\" state=<<toc-state>> text=\"open\">\n<$button set=<<toc-state>> setTo=\"open\" class=\"tc-btn-invisible\">\n{{$:/core/images/right-arrow}}\n</$button>\n</$reveal>\n<$reveal type=\"match\" state=<<toc-state>> text=\"open\">\n<$button set=<<toc-state>> setTo=\"close\" class=\"tc-btn-invisible\">\n{{$:/core/images/down-arrow}}\n</$button>\n</$reveal>\n<<toc-caption>>\n</$link>\n<$reveal type=\"match\" state=<<toc-state>> text=\"open\">\n<$macrocall $name=\"toc-expandable\" tag=<<currentTiddler>> sort=\"\"\"$sort$\"\"\" itemClassFilter=\"\"\"$itemClassFilter$\"\"\"/>\n</$reveal>\n</li>\n</$set>\n</$set>\n\\end\n\n\\define toc-unlinked-expandable-body(tag,sort:\"\",itemClassFilter)\n<$set name=\"toc-state\" value=<<qualify \"\"\"$:/state/toc/$tag$-$(currentTiddler)$\"\"\">>>\n<$set name=\"toc-item-class\" filter=\"\"\"$itemClassFilter$\"\"\" value=\"toc-item-selected\" emptyValue=\"toc-item\">\n<li class=<<toc-item-class>>>\n<$reveal type=\"nomatch\" state=<<toc-state>> text=\"open\">\n<$button set=<<toc-state>> setTo=\"open\" class=\"tc-btn-invisible\">\n{{$:/core/images/right-arrow}}\n<<toc-caption>>\n</$button>\n</$reveal>\n<$reveal type=\"match\" state=<<toc-state>> text=\"open\">\n<$button set=<<toc-state>> setTo=\"close\" class=\"tc-btn-invisible\">\n{{$:/core/images/down-arrow}}\n<<toc-caption>>\n</$button>\n</$reveal>\n<$reveal type=\"match\" state=<<toc-state>> text=\"open\">\n<$macrocall $name=\"toc-expandable\" tag=<<currentTiddler>> sort=\"\"\"$sort$\"\"\" itemClassFilter=\"\"\"$itemClassFilter$\"\"\"/>\n</$reveal>\n</li>\n</$set>\n</$set>\n\\end\n\n\\define toc-expandable-empty-message()\n<<toc-linked-expandable-body tag:\"\"\"$(tag)$\"\"\" sort:\"\"\"$(sort)$\"\"\" itemClassFilter:\"\"\"$(itemClassFilter)$\"\"\">>\n\\end\n\n\\define toc-expandable(tag,sort:\"\",itemClassFilter)\n<$vars tag=\"\"\"$tag$\"\"\" sort=\"\"\"$sort$\"\"\" itemClassFilter=\"\"\"$itemClassFilter$\"\"\">\n<ol class=\"tc-toc toc-expandable\">\n<$list filter=\"[all[shadows+tiddlers]tag[$tag$]!has[draft.of]$sort$]\">\n<$list filter=\"[all[current]toc-link[no]]\" emptyMessage=<<toc-expandable-empty-message>>>\n<<toc-unlinked-expandable-body tag:\"\"\"$tag$\"\"\" sort:\"\"\"$sort$\"\"\" itemClassFilter:\"\"\"itemClassFilter\"\"\">>\n</$list>\n</$list>\n</ol>\n</$vars>\n\\end\n\n\\define toc-linked-selective-expandable-body(tag,sort:\"\",itemClassFilter)\n<$set name=\"toc-state\" value=<<qualify \"\"\"$:/state/toc/$tag$-$(currentTiddler)$\"\"\">>>\n<$set name=\"toc-item-class\" filter=\"\"\"$itemClassFilter$\"\"\" value=\"toc-item-selected\" emptyValue=\"toc-item\">\n<li class=<<toc-item-class>>>\n<$link>\n<$list filter=\"[all[current]tagging[]limit[1]]\" variable=\"ignore\" emptyMessage=\"<$button class='tc-btn-invisible'>{{$:/core/images/blank}}</$button>\">\n<$reveal type=\"nomatch\" state=<<toc-state>> text=\"open\">\n<$button set=<<toc-state>> setTo=\"open\" class=\"tc-btn-invisible\">\n{{$:/core/images/right-arrow}}\n</$button>\n</$reveal>\n<$reveal type=\"match\" state=<<toc-state>> text=\"open\">\n<$button set=<<toc-state>> setTo=\"close\" class=\"tc-btn-invisible\">\n{{$:/core/images/down-arrow}}\n</$button>\n</$reveal>\n</$list>\n<<toc-caption>>\n</$link>\n<$reveal type=\"match\" state=<<toc-state>> text=\"open\">\n<$macrocall $name=\"toc-selective-expandable\" tag=<<currentTiddler>> sort=\"\"\"$sort$\"\"\" itemClassFilter=\"\"\"$itemClassFilter$\"\"\"/>\n</$reveal>\n</li>\n</$set>\n</$set>\n\\end\n\n\\define toc-unlinked-selective-expandable-body(tag,sort:\"\",itemClassFilter)\n<$set name=\"toc-state\" value=<<qualify \"\"\"$:/state/toc/$tag$-$(currentTiddler)$\"\"\">>>\n<$set name=\"toc-item-class\" filter=\"\"\"$itemClassFilter$\"\"\" value=\"toc-item-selected\" emptyValue=\"toc-item\">\n<li class=<<toc-item-class>>>\n<$list filter=\"[all[current]tagging[]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\" state=<<toc-state>> text=\"open\">\n<$button set=<<toc-state>> setTo=\"open\" class=\"tc-btn-invisible\">\n{{$:/core/images/right-arrow}}\n<<toc-caption>>\n</$button>\n</$reveal>\n<$reveal type=\"match\" state=<<toc-state>> text=\"open\">\n<$button set=<<toc-state>> setTo=\"close\" class=\"tc-btn-invisible\">\n{{$:/core/images/down-arrow}}\n<<toc-caption>>\n</$button>\n</$reveal>\n</$list>\n<$reveal type=\"match\" state=<<toc-state>> text=\"open\">\n<$macrocall $name=\"\"\"toc-selective-expandable\"\"\" tag=<<currentTiddler>> sort=\"\"\"$sort$\"\"\" itemClassFilter=\"\"\"$itemClassFilter$\"\"\"/>\n</$reveal>\n</li>\n</$set>\n</$set>\n\\end\n\n\\define toc-selective-expandable-empty-message()\n<<toc-linked-selective-expandable-body tag:\"\"\"$(tag)$\"\"\" sort:\"\"\"$(sort)$\"\"\" itemClassFilter:\"\"\"$(itemClassFilter)$\"\"\">>\n\\end\n\n\\define toc-selective-expandable(tag,sort:\"\",itemClassFilter)\n<$vars tag=\"\"\"$tag$\"\"\" sort=\"\"\"$sort$\"\"\" itemClassFilter=\"\"\"$itemClassFilter$\"\"\">\n<ol class=\"tc-toc toc-selective-expandable\">\n<$list filter=\"[all[shadows+tiddlers]tag[$tag$]!has[draft.of]$sort$]\">\n<$list filter=\"[all[current]toc-link[no]]\" variable=\"ignore\" emptyMessage=<<toc-selective-expandable-empty-message>>>\n<<toc-unlinked-selective-expandable-body tag:\"\"\"$tag$\"\"\" sort:\"\"\"$sort$\"\"\" itemClassFilter:\"\"\"$itemClassFilter$\"\"\">>\n</$list>\n</$list>\n</ol>\n</$vars>\n\\end\n\n\\define toc-tabbed-selected-item-filter(selectedTiddler)\n[all[current]field:title{$selectedTiddler$}]\n\\end\n\n\\define toc-tabbed-external-nav(tag,sort:\"\",selectedTiddler:\"$:/temp/toc/selectedTiddler\",unselectedText,missingText,template:\"\")\n<$tiddler tiddler={{$selectedTiddler$}}>\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=<<toc-tabbed-selected-item-filter selectedTiddler:\"\"\"$selectedTiddler$\"\"\">>/>\n</div>\n</$linkcatcher>\n<div class=\"tc-tabbed-table-of-contents-content\">\n<$reveal state=\"\"\"$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 state=\"\"\"$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"
},
"$:/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": "\\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<$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<table>\n<tbody>\n<$list filter=\"[all[current]indexes[]]\" variable=\"colourName\">\n<tr>\n<td>\n''<$macrocall $name=\"describePaletteColour\" colour=<<colourName>>/>''<br/>\n<$macrocall $name=\"colourName\" $output=\"text/plain\"/>\n</td>\n<td>\n<$edit-text index=<<colourName>> tag=\"input\"/>\n<br>\n<$edit-text index=<<colourName>> type=\"color\" tag=\"input\"/>\n</td>\n</tr>\n</$list>\n</tbody>\n</table>\n</$set>\n"
},
"$:/snippets/palettepreview": {
"title": "$:/snippets/palettepreview",
"text": "<$set name=\"currentTiddler\" value={{$:/palette}}>\n<$transclude tiddler=\"$:/snippets/currpalettepreview\"/>\n</$set>\n"
},
"$:/snippets/paletteswitcher": {
"title": "$:/snippets/paletteswitcher",
"text": "\\define lingo-base() $:/language/ControlPanel/Palette/\n<div class=\"tc-prompt\">\n<<lingo Prompt>> <$view tiddler={{$:/palette}} field=\"name\"/>\n</div>\n\n<$linkcatcher to=\"$:/palette\">\n<div class=\"tc-chooser\"><$list filter=\"[all[shadows+tiddlers]tag[$:/tags/Palette]sort[description]]\"><div class=\"tc-chooser-item\"><$link to={{!!title}}><div><$reveal state=\"$:/palette\" type=\"match\" text={{!!title}}>•</$reveal><$reveal state=\"$:/palette\" type=\"nomatch\" text={{!!title}}> </$reveal> ''<$view field=\"name\" format=\"text\"/>'' - <$view field=\"description\" format=\"text\"/></div><$transclude tiddler=\"$:/snippets/currpalettepreview\"/></$link></div>\n</$list>\n</div>\n</$linkcatcher>"
},
"$:/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/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/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]]",
"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/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/full-screen]] [[$:/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/SideBar": {
"title": "$:/tags/SideBar",
"list": "[[$:/core/ui/SideBar/Open]] [[$:/core/ui/SideBar/Recent]] [[$:/core/ui/SideBar/Tools]] [[$:/core/ui/SideBar/More]]",
"text": ""
},
"$:/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": "\\define lingo-base() $:/language/ControlPanel/Theme/\n<<lingo Prompt>> <$view tiddler={{$:/theme}} field=\"name\"/>\n\n<$linkcatcher to=\"$:/theme\">\n<$list filter=\"[plugin-type[theme]sort[title]]\"><div><$reveal state=\"$:/theme\" type=\"match\" text={{!!title}}>•</$reveal><$reveal state=\"$:/theme\" type=\"nomatch\" text={{!!title}}> </$reveal> <$link to={{!!title}}>''<$view field=\"name\" format=\"text\"/>'' <$view field=\"description\" format=\"text\"/></$link></div>\n</$list>\n</$linkcatcher>"
},
"$:/core/wiki/title": {
"title": "$:/core/wiki/title",
"type": "text/vnd.tiddlywiki",
"text": "{{$:/SiteTitle}} --- {{$:/SiteSubtitle}}"
},
"$:/view": {
"title": "$:/view",
"text": "classic"
},
"$:/snippets/viewswitcher": {
"title": "$:/snippets/viewswitcher",
"text": "\\define lingo-base() $:/language/ControlPanel/StoryView/\n<<lingo Prompt>> <$select tiddler=\"$:/view\">\n<$list filter=\"[storyviews[]]\">\n<option><$view field=\"title\"/></option>\n</$list>\n</$select>"
}
}
}
\define tabs(tabsList,default,state:"$:/state/tab")
<div class="tw-tab-buttons"><$list filter="$tabsList$" variable="currentTab"><$button set=<<qualify "$state$">> setTo=<<currentTab>> default="$default$" selectedClass="tw-tab-selected"><$view tiddler=<<currentTab>> field="caption"><$macrocall $name="currentTab" $type="text/plain" $output="text/plain"/></$view> </$button>
</$list>
</div>
<div class="tw-tab-divider">
</div>
<div class="tw-tab-content">
<$list filter="$tabsList$" variable="currentTab">
<$reveal type="match" state=<<qualify "$state$">> text=<<currentTab>> default="$default$">
<$transclude tiddler=<<currentTab>>/>
</$reveal>
</$list>
</div>
\end
\define wikitext-example(src)
```
$src$
```
Renders as:
$src$
In HTML:
$$$text/vnd.tiddlywiki>text/html
$src$
$$$
\end
\define ref(label)
<$button popup="$:/state/$label$" class="btn-invisible tw-slider"><a style="color:green">$label$</a></$button>
\end
\define ref2(label)
<$button popup="$:/state/$label$" class="btn-invisible tw-slider"><a style="color:green">$label$</a></$button>
\end
\define definition(label,text)
<$reveal type="popup" state="$:/state/$label$" animate="yes">
<div class="tw-drop-down">
<dl>
<dt>$label$</dt>
<dd>$text$</dd>
</dl>
</div>
</$reveal>
\end
\define footnote(label,text)
<<ref "$label$">>
<<definition "$label$" "$text$">>
\end
\define note(label,text)
<<ref2 "$label$">>
<<definition "$label$" "$text$">>
\end
\define footnotes(label,text)
<<definition "$label$" "$text$">>
<sub><span style="color:green">$label$ : </span> $text$</sub>
\end
{{$:/core/ui/PageTemplate}}
HomePage
{
"tiddlers": {
"Untitled": {
"text": "New Tiddler 2",
"title": "Untitled"
}
}
}
no
{
"tiddlers": {
"$:/plugins/tiddlywiki/katex/fonts/KaTeX_AMS-Regular.woff": {
"type": "application/font-woff",
"title": "$:/plugins/tiddlywiki/katex/fonts/KaTeX_AMS-Regular.woff",
"text": "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"
},
"$:/plugins/tiddlywiki/katex/fonts/KaTeX_Main-Bold.woff": {
"type": "application/font-woff",
"title": "$:/plugins/tiddlywiki/katex/fonts/KaTeX_Main-Bold.woff",
"text": "d09GRgABAAAAAHEIAA8AAAAAvzQAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAABGRlRNAABw7AAAABwAAAAcY4uy7E9TLzIAAAHQAAAAVgAAAGBG6WJsY21hcAAABIAAAALRAAAEOoqm1mJjdnQgAAAJSAAAAA4AAAAOA9oC1mZwZ20AAAdUAAABsQAAAmUPtC+nZ2FzcAAAcNwAAAAQAAAAEAAXAAlnbHlmAAALnAAAXfAAAKDAMxNHfGhlYWQAAAFYAAAAMwAAADYE+P8/aGhlYQAAAYwAAAAhAAAAJAlDCABobXR4AAACKAAAAlcAAASEItooqWxvY2EAAAlYAAACRAAAAkQWKj+EbWF4cAAAAbAAAAAeAAAAIAI+AKduYW1lAABpjAAAAvEAAAcUU3IjEHBvc3QAAGyAAAAEWgAAB54v8EjRcHJlcAAACQgAAABAAAAAQF7Lu3l42mNgZGBgAOK8nm3X4vltvjJwM78AijBcCLl7HUb/Vfr3lYOXeTtQHQcDE0gUAJkWDroAeNpjYGRgYN7+7ytDFIffX6X/szl4GYAiyIBREQChcwZQAAAAeNpjYGRgYFRkWMzAygACTAyMQCwGFGOAAAAVeQDoAAB42mNgYnzBtIeBlYGBqQtIMzD0QGjGBwyGjExAPgMHAwQ0MDC8F2B48xbKZQhIc01hUGBQeP+fWeG/BUMU83ZGbgUGhv44ZqDuQ0zrgEoUGBgBUlkR7wAAeNptlD9oU1EUxr97b4JdaqgiJoI1UZo/am1oB40I7z2JQUWL6KIU+lKwujkUXROLCqKTu4OL6ORUEBcDDg4ODuLUUQRdumUqmOd3zruvBrXw63fPufede8+fFtuYB3/MZf7api7jhl1C1b1HaAOE1Mj10DQBLpoBbhPxX6AvVF8fk6JylsySK6RFmqQ8tg69prEIY3Qljqg9pPeEbhV1N4+ak7vXULND8pX2Y9oPUTMbKNmrmHCP6N9ALdfmHv2uy/09Xpe516eW0XD36FtFKfcSRWqF7LUDfft9eRO1RO0RkDU7xzf3cdAkGqNqCyibGHXuTdOe4fm6iZN3NuYZrlmfGfFrrvyO/qrZ5N5H6gD7dC/GASf3xLRj7GdsqUuH36+Lkq7UXtQmWiep4QupB3WL+lrr/QRF8zYZ+vc+8Oe29N0BbpFP8p3Gw2iBvCHMbFQhU6RGnnp7hXRIG/h1WGrJXE5pD6rMN0FT6xpof8IxXTBDwP34MzN45bmmOSDX416A0zoXS7gj88ScQyFfYO+v4wjv/GafY1bims0ksd9xnuuj0ptcmvduauQ1s0NPlGneMqbdscf30jgDTI/pnCh7YuxdnJEZYdwTkjfzXfF0s7n0M6vznq15dtGld0T2C076Hj7Tvo3TSutlsrr99Povel/23sz+G4np12e57gj/i8f8IqmhtyP3Wd9X8H+jRb6jImvpQ/4Y1tmTD2Qq06x+boRzPF+htkXFvxMz1bL8LyAtEpC+2LsmSQPdiUXqJULVdYPfyTz5fGSGzHHOzE3gNwvT3fQAeNrV03lIVEEYAPDZN7a6WppuluWqM9+2u6Vdllt2aprdh2V3Vlp2oFjQIWEhHVB0W5ZpRkSRWRZ2EZkaZaFFEf2TpZvfe11oES1BF/Fer8nCJIL+bmBmvm/4ZpgfzBBCKPnZLcRAfoRRIjO05B40SMzVZCMxkjiSQ46REnKWXCCXyWPy2RApDZJqpXtSg/SUelAv2p5G0wO0gBbRo/QYPUGL6WlmZN6sE+vKQhhndtafPeZ+3J+beRC3cCcv5MX8DK/iN/l9/ggIUGgHJvABM3SDUGBgBRtEwDCIhXhIgLEwCRIhFZZABqyHLbAN9kAhnIQSqIE74Ib3Vh+r1XbJVm6rst2yue2L7Ssdrx1fHWp4TPh5t67rwsJ+GcraGGqku9ITYSDUSL2FIa+N4SQtYRIzMTMLYhbG/mLIFYbTvJLfEIaHwiAJg6cwBEAghPwyOP4wpEAapEM2bIatwrAPjgvDbWF4JwxeYsNvQ4o909Hs+NhiKHNrAvFCr9Yr9Kv6Ff2yvl9frQ/55tROacXaYa1Qy9LWamu0capbfau+UZvVJvWV+lJ9oexUtiublBxlg5KtZCkZcq2cK++V98g75G3ySjlQNsme+Ak/4BtswiqsxAq8huV4CS/ieSzDc3gWS7EICzAfD2Ie7sXdmIMbcB2mYxouwmSci9MwEZ0YhX7o2/il8bkryTXZNcE12hXcUNpwvD68Pqw+tO5pXaY///nG/vdmMJJWiEESg/RngfhHHu2Mnl4mb5/2HXz9OvoHmDsFdu4S1LVbsCUkNIxxsHa32R09eoZH9Ordp2+/yP4DopwDB0UPHjJ02PARMbEj4+JHJYweM3bc+AkTJ02ekjh1WtL0GTNnzZ4zd17y/AULU1L/ecfDS1vD5YuRkAfLlGeEXBdpHSG7fiyn3ScuMR1Z1FJ04GBBYf6h9NZNRX87NCNz7ZJVq9eIaMV3/8YfmgAAAHjaXVG7TltBEN0NDwOBxNggOdoUs5mQAu+FNkggri7CyHZjOULajVzkYlzAB1AgUYP2awZoKFOkTYOQCyQ+gU+IlJk1iaI0Ozuzc86ZM0vKkap3ab3nqXMWSOFug2abfiek2kWAB9L1jUZG2sEjLTYzeuW6fb+PwWY05U4aQHnPW8pDRtNOoBbtuX8yP4PhPv/LPAeDlmaanlpnIT2EwHwzbmnwNaNZd/1BX7E6XA0GhhTTVNz1x1TK/5bmXG0ZtjYzmndwISI/mAZoaq2NQNOfOqR6Po5iCXL5bKwNJqasP8lEcGEyXdVULTO+dnCf7Cw62KRKc+ABDrBVnoKH46MJhfQtiTJLQ4SD2CoxQsQkh0JOOXeyPylQPpKEMW+S0s64Ya2BceQ1MKjN0xy+zGZT21uHMH4RR/DdL8aSDj6yoTZGhNiOWApgApGQUVW+ocZzL4sBudT+MxAlYHn67V8nAq07NhEvZW2dY4wVgp7fNt/5ZcXdqlznRaG7d1U1VOmU5kMvZ9/jEU+PheGgseDN531/o0DtDYsbDZoDwZDejd7/0Vp1xFXeCx/ZbzWzsRYAAAC4Af+FsAGNAEuwCFBYsQEBjlmxRgYrWCGwEFlLsBRSWCGwgFkdsAYrXFgAsAUgRbADK0QBsAYgRbADK0RZsBQr/z4AAAG8AqQCrgAyADIAAAAAABIAEgASABIARgCeAUoB1AJkAv4DLANcA5AD8gQmBFgEZASEBKYE7AUUBXAF1gYMBn4G4AcoB4wH7AgeCGQImgjGCPYJVAncCigKfgraCxYLZAugDBQMVAx0DLINDA02DYYNxg4MDlAO2g9MD8YP/hA8EHYQ6BFAEX4RzhHgEgQSFhIyEj4SXBK6EwATQBOYE+IUIBTCFRAVQhWGFdgV/BZoFrIW8Bc4F3wXuBgeGFgYrBjuGVwZtBoCGkwayBrgG1wblBuUG7ob4BvuHCAcXBx+HMwdBh1YHawdyB3uHfweHh48HmIefB6uHuYfBB8mH0Ifeh+IH64fyB/uICIgYiCIIKwg3iEWIWohqCH+IioijCLeIz4jsiQ2JDYkNiQ2JDYkNiQ2JDYkQiROJIAkriUGJV4l0CaIJtonACc2J7ooiij+KYYqaCseK14rqiv2LDwsrC0aLXIt0C4qLogu4C80L5gv0DAGMDwwdDDaMUIxrDIUMo4zIjOuM+w0WjSSNSQ1VjWqNjA2iDaiNuI3BDcoN5w3yDfqOCg4ljkUOVQ5bDmkOdo6EjpWOpg69DswO3I72Dw6PLw9LD1yPcg+Dj5gPqY/Bj9oP7A/7kA0QHxA2kE0QZ5B4kIeQkhCbELKQxRDhEPeRChEUERwRKBExkT2RTRFTkWkRfhGSEaMRt5HBEckR0BHXkeaR8pIBEg+SH5Iskj8SVhJ0ko6SqJK4ks0S9ZMAEwsTHZMxk08TbJOIk7STzJPkE/iUDRQRFBUUGB42tS9B5wkR5Ev3JFZ3nVXV1VXe2/G9sy0HdtjdndmZ3a13mm10nqt0a7M7sojg9wKhDCS4CQQkpA5QIAOcwcccCAEHOY4OAN3mCfMOfg44DhAIDi252VWdffMSEjo3bvv+/0+jXamXFdGRkRG/CMyMtuDPCWPx/MFZHmwh/d4ynpZL5T1TOkth0olZJ379xJ8wIM853sAGPRpj+GJezxGpVYuBeyAZSKe47lMupBH9FocLJNL588fSqWLAtQQsIwRYlAdhvKZgYGFQXRlsi8VwYK3eTeDEeIZOHXux7lBNJDNDQ4QIkg7eZiHH6MPe2KeMY/H77RjmbQR0ka1Uq+RnwZkKrTR2svezRdzpZoYWi9Lsip7w0kVMSD67ey3X+I6Gl9b2jicyO4dF2SV50Q52lMSTWDEoZe47tI7tTiJbyD0HvFcT/lST9UbqO7QxfHmGDgkLZ1Slnkhw5saLD/lXC6SLhiVXlhxmnE6VqZvbcAk0HOWPtN6g3u9PmWDicXeFJI11c9s2Lcf87kuhtfpyYUXMf7A0SNMIIBufjU5vOu1DO7OY95U9S379rvHhurfcuGFtv0VBniZZWWMb77ZRkFym3yK/G5dheM+rxy96xKs+jXjeSQHrrmVUQ2VHJLXGTKosG4WISyYfnIs3/Jq7NUVATjUPpaICoFk6qqK7bzPmxFFBLKG3I+1r1G+YsLXL0AT/dRznmenZ7/HkzM53spUM/lMEaotuXN8mk/HCRPtQLk0AYU8ZRXh9hhUy1Y5YDsKymVa1yehRo4yFv0A5izTDiTIm/yVfMEql4iQoHnx7gZCysb9uVSiELV5or0ia2ViAuh7htJrR7JB3GC7/UdNJp/0e8VoOCCicHKA23REgMW9vD2JHx7uRnwg7P/m/ivkShkphzelCoV4KMchQWYtRTh9ijHnS+OrD1tapczxqf26kepBjGDkglkeoYDFf0k9uZ6FN5vzpjagwkUXNfGmUfEfBdkiPGE804tfILr2U8+gZ8az1XPY4wGiJQNgmwHLGQZkHFLuUH1zmVJvDxAPvUnuGPlMmnc6T29WK4U8OA8v//SLHkG3lEpb1ssAwu5IQuXXbqgNrukubN9v2tfNe32qjtC5T7GCEkcXKmJA1zQ9lAhGChJcPDi7pjvb+synVtxD+7Uki4hmpAtv6lVBPrb9YG0wOuFFOwxdZTj2nMXycYFFn0XB4OGLg8Fk14Y9Bal57eBEbcc9rQ8MrrhHdWZw8Tm8mtiojZ4LPZcQ7tAelK0MryEvOP0hyjEBZdJZDSjjnEHWNhxV94gMplKNKA81ZTznBaomdaI8mWqh4nDG4U29hk36dqJRRSjwHDqgH9uhcHuT3amhlC9BLOGQyDUQv7txYJ8t7Ty46aQPhZWZCsZJpO1qID8X1lM9Vnonw/Ydl6XRdcnZjyUjqpiXUdi3+7u9faur8q4JRgA2Dp/AuDEw0d/I+BirK+RXRMww0sDUoMLVZhuK2pXVq93ACxu3RtTGFhFA9K0u5pLVtVjefJksjp4aaFyTqTPeASF83ri2ufnhsbVJYfYYJ2M+6wHPArG3LLFf0ZXWlpr0imNN61XHnC44ZtOe93KspEnTAcArrOaeMUXUNGFgG6exrGscwXNkkYcbib7GiGUkL2orGuGgzz3qBcI9wvUT+nUXeX2Y9w5EN7wTeOzzXnSdzsL2W/9xkgwPzlspv/FbzS+8E2EJo8Y3bi1Uys77p8j7d5L3pzweO+1KUfe5w500ViuNQRzaTfK7w1rcOHpVUNZEhBgOO02w4Rt6C7/xMt5k9M0AoN8fVbyMyAJtpFwp/PUdfWHSzjyU4DnSzmzb85FXWrXO4Mqk3WYcphXoUOSo7a5X21acPul21B2Z1fy/J00rYV3GCEIgbl8PaHwK2QlL5JnLrGRX8vffQM/4wyHDOgbbECZmTOozA0iJWWmMtsExyx8O+1/iXotXN+AJdK0nTU5qhIgYpFrepzX28xPg+JpJSFUr8KjQRWzzAnEXTzyBRNMQ0ROP234W5tEhy2Qff8y19489zhoGOQPRtHj82ONUnxYbgDzv8SQ9nnqltiTytkIRlUJ0GBHGLAzke0LJQGREYTlRExmtx0QcBsz4rfzA9vxgKjMzVpoZEKliIa0wxts+LJRIG6rnj6EBATLiPfVqylJh6I8vv5y2Tf49R9rWnbbrrdZbjS8U4oxYtdVUVPQm7cT2BEEo3WYo2i8iI+hp8YhzfI6P8ogIl+ck10bUax74jGBqfoB3f8Ev+lUDENyMvmWaitg83IwW/X5NxU9QPNC/+Cuko9d7LE8/eYtriNscrlYoNrCpGSHem5iRODiup+JaYknLCx+w2MzIWz5Y9BvFrePsmdBkIWaKIHBD2VrYhwBh9HqI/E1v/fWzVz0+enT+8j01Do4Px6zVN5Tu7032FsMnhYXQZelhpz+byK+fojd4Qh5PKp/kM9VytZIhg65aLk06pIWIMYTvB5ofNtVb0fBaXT+7XtYCDLqdmJyf/1xvDAsy0/xu87sNlz8jpIMs6dskGQdmq0fEQix1khpMt0cN6oPpsLNS9BnkWFjXgFrk4X/szQzagjdwaGq2Np7oHYlMR9fVp16vihKDG+BVcHMroAOnfIN+aX7c4BKYTUIz19vlDefMwoAezJVnVo1EisZYH4t7kU3gGL7sUpYJhTE+eMaoV2PxsXXAMxhblG7iF5BG+LB2OXLlW0RTV1DIO91wxkPH8RE7Uki7kKJE7pIeOfS7Az2/6fTGbVf60G3eTbkUZ9xx8RXT3Qj15/LFLiEa75o2BCOulwocJyV4n4yyuWRvX6Hcl0r3wq9XbxsfkfyXlxhrsG8gYK/dMN09ki4O5gZtlhHkEXtkuK4LgFjDT0ABKAvVvkLQrGa7e6l+kXGF4uiNnoQnS6VKCKJiTVWJj0KjLVHEiFgzVtkq6BxvI0O//c1+9fLmD973PswxjMqFGBaj888//1v3zV9KBH1h45vfJNYckZtf+xo9A+uje8CRN+EbS/i2hYwn19Q5vGkgoq7Unjl67JoOauOc8bYMdDhDJ5OOAfUiLcjmgAyHqbemesqYLYxU4opMFFtQAqlNPbyo2SxiaaiBvXPbNm6QWZERz7vaiElpDihgGGgcvvnNpxPZnmlV7P3XnlRNByYRV3tyXTm5EFfMusjI+MkLtpEOsZEoI3t9ykU6xiMjQPoYuWLvwStEdSQbsZO9Ln5v68aAZxXpcsvDEyVt4XbXgLi9dDShfc0x7Dx53n28BbeqRYB744FCvMvUOIyxGQllXjWajKaymyevHR++5w7wsScSQi4Z6wErG4poPlEAIVif8vHEC69XdaOQnOgJYiasqhcNnFdbk0zHL9j+wH3vV2Bb0E515ZO9f29p/kAqPrHerPYGrp7POnbrOVREj5M+eNh0C84QxELpJpi55q+MAcVzdonQaLvwx+0lz4EnWQD5pLoBH3wTx+sNSCcSojQkpAkKvQ2hd4hFEQMgn9yd8YoP3+PfTWTAzfgZTCUksjyDCArD7IfVtTfE11S5IU8LhxGevt6TI5HltOP7Xb20XUTlQCvK0hb2mnQUgnWMIOU/edAo1Rwdc6FoYL990VSv3J3fyLDquCgXG6z3xr07rzEl0V4QpLUgj+wUUgcEiAhzWmMhB48iLlA8D/X214D1FbaF9FqO5cN7akZoYftEPZhJhicLLF/b1n+6d3i9CY2oyRWap/qKuTDsCfSNjzaW68brPX20F3WTd0RMfqrptkebgFobbbtG3vXxAUyItkuu0aMK73zgm4VIqi9tSCEWWCscKkz3XsxeWD+vV3hDwfuGqY1ze/LJeJc/MujnRnyY4wuxQsDHydflwnLQ681ea/BhVYmM3i6cGs1C8OHxTd/anl89megpgD0wXsGgHfT3bvCHksgrabZDv+MP4RPEXyZa6K7jD/kX+8ehTCnoeMeu4kpXCWtWl1ue8i9e4DUR9fee5502ii9sg3POnJxAK0CvUsfghsQZiimXNTmQ08REttynSpIGLI/zusICspXssta/t3YIS2vKk2d6ZFHjAZMITcD5/nAGc45/2rf4HhxD62iGgjWJn8tlXQXrg3LbJqkQUGgAGNNVofnx5sewKDKwBmaAw5ouMs1vNb/thyyYrDis6G97EIuKKjIPPoD8qiIyr3uddNetrOjG/Z6TeAJe41E8hA2G00y3CzbZzonJ77RNFo7AEYKjzg2SZlvHcJ5kWIIbNH9PtIiHx0JeXtGHMMW0zpsgX8i62DHgsVuduEn1mxhNX3tf81OY9xNEe5YRRdz8WPMT23XVpyAwRufeygiKqkPzS4xIiMcPvs2he9oD8B30CU+ZenF/esmDt2Ay5xgHNxasuQrcMvWOkbNM3M7zEGV/fLyA1OPzry0lZoYTERJ7EKPLGCZDQjvW3wgiVfWm0lYaUCLlZIBy+QH4RSGpc6Rbyf6prlQhlcf5GEH1CCupYmDz6lAxaBosyxLLBHp3ojm2lB2iuZbfEgz7cc92JyNQauMJMzAGtUlYgTVdJ+MEMI4OLik6uZPhlkV+zugdA+fDRELOK10MgD7deO+b375t44feIrzpilA2yxB3HH3vUxsbR25WEVJq/Q8drKpn/jimj40x3oU+YAC4QF/pois16Ju4ISDu6I9qOo1y7+xuREP9/eHESM/7H3/DH1+w8fa7H+G6BMTyiGGV1Ub0gSu0cMh3dHZyAdRrD5Vmd10tQ5r4K06xDm8XoltHNyPfWgHffCuOQ3bIHvos+Uf40UWM7Tj6GBl51SUsQNjib/suv2US05/p3CHsp8kmepEa3QxnQZd69WFNrFSeZzHH2jGBfb5Skf13v82v9vdJSmAxEIC+/m0XV0roMMEKxFGfINJFInPuPkANcgXC8eF6nRz/BG668XfIsf8FIqyfoadIXNbvqZPRUe2IwFEwJzPTOSOE6SwFW71glQnddoUQqdOjwvf/Tdx+RkMg57OzoE0OBtSI3PtHzOJvTsAj3Vn+oj1btor7IjuPHTtwULwAXd4Adv2UENC5oXhSBySnTF93MZY5rgM0UOmygREW/RyQ+fUzAWj+ApDVwvzPoSb6c09jmZ8q12stHEXwILVc7g/VDJ/dcgJUdTqJE0eVZoyvP7lxRg0SP44CFMNwwBQZHvhU32Yp/LrZWm327qhw4WCcxz2YX737rnf/o4Hg1nsfywo+dpKMAF4afO004TBipcbAnA9tnm5+Z3oz+NYODMnEzzLaztW7n7jHtB27S3iMhwiPTYoDCYeXs7TFVMJRh49tJ/SDHzM/qytrtdjCFfKPfnACBoV1sxt3x2a7hrCyj7IP4t8oD92y2wiOeh2WAZz7CnDe/tG3TEb37HNjACrbv0fv8lTICU0OlPVMlQ62ApFZyW2MAH9EcT+9laL5NgJCnDwJFTFsmuhDjQayonohOXdwbzqhSw3UC+duOXECnURholFImlgd3T5LAqz8qNH8htHdQyLy5u+MfPa8OgmAmv8PIorY12C4HxM4i7RNm0XmRx3aHiO09SyNhiUSKm0KysvIpigZ3m1+4EFLIc1fiEO4IUjlgeT+qdhYD240cM9Y7Cxeak7sG5uUhV+jwrDZ/IY5XEC/bjg69Ct8HtEhgpNzbhKgBcLKDuJyMkgvUKgOfDYDncQUIZcekmCDDlrXXpHn0J3DNz185JSNKo1rFs7DGrN1Kiwyy3WMw+JkX6H/ltl0LJaevb1rkoM3eqPvU4ai3RaWNyEWs/KMtzi8sOWtpn1026FCBPJeEa3QOWyO7LGNtZkjjx/JrI1HcLXUIMAPGoe3BYl1jokt/uI9ROcGVvC33EqzEYkvnejljtnRU+QE3mi+9UGDMFkxHnyrqZyAzAmlfcX923z2BGV0iRqVH/+Y/j73FcfACM3nW/EniWPhrY7Ot+NZfUWLcLfRfNpUT51SzUcepn87LySvIp8XyFj3ks/3OWjOjWWgw/fycsa34V2lRnDDU3E5aq42GLjbG3m3MqhqhK3SZmBi+4dGbx20SjOlU7k4Yqe06c/90uXac58d966PqxOhgpDq7U21eLeNtL3q9/JOdzKMy8VPSEjHUQKVl5tvlCH42XoxN5nHH10j++8Qk/6whvjjZy6RgI2UB28rDkj+698cVrMZeIZoWs8Sh5v/hN5wt0vroT2SkF8z80FwuI2A143sM432eLqV0EywCODWgF5id8kNM8ro1sS5zxBSrAffb2lnB6vczu64TGxDrPkDpsN+EGf6D3HuO5koeafjsTpDlLoHo+bMcKRayuPKF1M4ghxpoEzayVeMaj/VxBMnQGKFyPmXlyfOjwgcCIQAvfkPOtEs3Tcbu5URrIDwGxm1e8yOfqW5eObur4yyHb2ywcrnHp1p/h0jCGhL8xfNnzWW6XjPcvqclIHHdrrv9t7XigkLeRn0JaJuu10gqPRSOCE65whLBA1hHf/oOy1CGIybswBnHRl8tfk3DImgwGQgCsq5/2o4GOdXOI4+SnS9n9j12grPuQzXsJ0s/ZJD+vmWfUPK2ceJu/Oed+TJgnz2CR+K9MNnahcfrvUx+tWpSDh1tc6g1/eA9x13SNmMdMPGQ+B78FYztHnV6cLGjWvuriXfW5CkwnuTtbtdH4P+lvAiSkfMcq0trXDgRCENx/4v+RqqoG8jinniHz48F78rKyWGLosf3ntiQNiwbmG7XdRUnut1GYK46IlkpNq/lgDl7zfQpQDNHwAnx0LjE6FouD0XNIlzhCd1zw7PXor8ApYbwWZcUzoAg8uZ46aa22zzgsMigp9xJ39PLHKpBXwTEHCJzmMablpmuYQNmUe5mG5LxpqMahAcBt50Me/yM/v2UwGXy/HBk3Ig4M3Nyz8cXDfUOxhOdZeJt5cr6UZJBk0aY5TTajJar/b7Nb28PaAIaE14jlFJ7My1uX7BCcmVxZb5S8psVBbCgoQWcqFYZebWgzdkWE71BeOTGqjS2rcM9d3cNCKRTMrB8YXF5/BuIptpmuVbIZtlonEnx+y2i3ERSwvfO06q4OAunQqwFznwi5i8Qh5eazxwP7Uvn/lG6pbVGZB7M6PAoVVehhU4/6AZojO7fQQIVguM9fiAxLOcr6itHj1xSXprfnz1BmsrJ7b0XVvXWzW4oVzUJPFaZkodnNQrcYvIn+PUwjAPU15Dn2r4h3zsoqeBdgUXgdV2Bgb1YAubNYhf3UZl3gIxzhQVlXCNys7tUxzMJWUgcScNvuOwcuDkMzQGbX+a8iEOcH59fC3zCJ65QDYPzgoCe2CKD0cQ9awEhJEYnqA36dCW0nghwT6Ip3bIyNt7k5g+PcejmvsQEvwWGcLXlGuVhTDKgP+S+VR2bJaFATYYol41/MEQptBt3Y6hYqJfRmnw753RzK6BExb0s0PkidD5JzEJEhCjr99A+txNhPsr9JgnR0Y/TW4TzEDRU95FWEtONeMCPSvTbaHHrIZkmSV9uO8BX/DpTwV9D/QN6yXTkhrw7l9y3C+A4y5Op1QWzn2T2h1UAFZNpS/mHBtP9Og8196Ba9s6OVFnSmDJvQfa6Wri5pFr70C879SnNhc46Lh1ENeve38I4AR6irT05b8RDp0+Xp7gv/pXtOFvPytNj7xB/Pu/bfvzxd/gdaTt3NJcHdbACxkqaLzUdAIcz0Ca3WRddlARDt5+Ii6wZU6In7j9oGycfdCv7tq7T1FK1t5dTrvNv/rNDBXhzG+gSht+9luR6Jmhb1P7Hlz8DfM60uYmt822u8UaslpRITUFtKxBQ2mHC5WVxKQtY5KE5CsulPyEJ/he4yoh7Y96EX/Bmch4ghXYgC0KKHbH5f0cURZJ1AKMyCbGI6f3yP5b7g2p/f0PNxoBdekMHjpM6KdOufk3cw9tRBKLGBWY9bC3+ey1OhbIiGMltPGhORh0XFhz36OP1gqtQ3gEWnwlFgKvcmxDxzJMIhr7Ledohc4DtGdIOYsINwFL+lXPF7xA40SYs28545Wmpw4eLA4fPin7X/eIX50fHbu2v1/2vuaMT3z11i1erRE5c0L230Vu5bKzG847r79IabrjzplNb6LUbdvyhIMurrgCLPP8/Dsdig9efuw4ODjDIPRudnFZJ6O9nMMObZOwnGKi+WULXWjc/wAxUyevv0Q2XvcOU10ny0Vz165dubzkP31IFS45ccNJ0tTXH/04bdGnz8Zvu+02h5LHP/a1hhv/kfF2u4tHIpBKOhbDdLTQHkVj0AppnAwqDWqSjofxlCvu+IvBJgUkkBgJnu47FCRQ2auovk3r00FfIZHQofnT5k8ZGcENzKoN4VepAE+BB7G2j3i5f55+czYLsu0Njh0CgUY1AmKDxD2PEVQfuocTkEPfzYsc5NBPaWWOrbsw9+Ynjh79Lf7hxO/umVg5b+WnmahWOjJMjB+1exXPFOiawrOM/wvvBvCrpti8CX1FNXgkFpvR5mFRNYhpfqc7HjnPJ922DNeZ6KEnnjiKPjDxu+AEvtRp60YkwNPowx6N2idqeDsT6Te+Az2cBjw+OTmOIY1GXwXXoaFCPl8Yop/zLH4GNRZ/RefsLGLWUGOiXKbXT8GvYTN6xnlfxbHpccJ7anxO9UQsY2QYmcb6eSmMrov2+VavRqFgV47X3fxscvG3qAif85QdTU8XUaGdgiVCK7vpoUwrWV9ozb3GIQY0E04dQ84MlGpuCEBT4f+ZzHSZWK7tWTg61Lvx1f7BWsZgvblUIocO7nn1uCWwoGVNUcbN23obIxoS8EVDXVgKGlJlzWhmzJ/izJEqJuFeIRsbGWjYES2z72oNxECQRdcm+iMWY8BJPhF3aI8R2ncRPkYcnFeqjYFOw8UYOLaXoJYMncomGk/nJAjo7zjxaiUJfwbc7M7D17KvPrFztRVIJBA7pMLD9oaxIYGL5P123wTPoaeE5j9333CUP3LlWDQI0E/8jd5ovrvey/+CTyt8sSuydlMrpl/8LXyH8LGXnLjeM0A0f0VesDXZR0hsz25n8lCYGciXjKg4FmMF08I8E1o70Ld7Yl9j1VUfzE3lVdYHr9+6bf1WLz+t0OkCJK2OervHbzoytuZQKptLhvzIrfkivNhPeNHjIQoNdG5S91ESLJM480x6AvilyUYnsUWBC2GNW81CZzlM6uvprCbshQsu4Bx+mA+aIE2tvW/Y5n0H14uR7eP08uTQHM9nbVtFmhYbmC3y6CmGIUj8q6yeSHCBAJ+7eqgRyMzukCG3dy/l2PuHEGuZM1P9XUVftCa6egc/hc8SfDzkolHzhfnEVnWDZbbhecOJ9x2PXYav+lWrfuOJs160c3J3jzDXOyoxD9zfWMPJ1TStr5iU90QGZB/+6lle9sY2HrvAZ1w5VQSpa/SQziFxwzoOsn6fzN59Y8gMV1RHhl3k12fRJ16I1KuT0K5o6dQlOHQ4c4Q0cqmo15/UxDWrVgHyXboBBbnRYKBrtEvD3RUWTp3YQU31VGNsTBqd5AAnQ+lEPpeI6KUCO1JrNJ9ueBhPfLFOxuHnPeuIV93nOU2ia6eOoM2PBCybNCvk6zWeSi3Ot6bFXYVbSmAl25KGcj7jBRKEEWI7s7JGId0LnRStA9wPZ4K8UOipn5gfVIp1Q8tGA0aYIFWEERuiuUqeACzUM3x6psgHDG7nfmE8vyG/uvl3q/NAVAFu4wHjP5JeK4Lf6lojIZxI2gMklE4NrdvbY9ghb99AMSPxhZHRQjXIZTij24qZup8jfppHWGNVXlW8wkSuaiuKGSdYDnh/3/l9yeHhRJ/GWlke7gAYrdX4vFzzGTUtmWg+ApxCDETetGzZlR/BQOgyMgaGW9bAslsJJMIWa8kvt2bFXEVaQoOuqeiihgGErm1KcHYt8TprRPXyS4lsAduR8lqJXtAuvYxcoAOB2Id3vEMs6WhwWH7NndQn3nYnn4w3BsRLTzr+WQONqL/HzTNDHn3EI1FksazOk6cj9QW0ETLWtqo9w7t3cw1BOXJSpSSEQgo60M7m30LG3KtoK/e+mVE4Evcu/vniMPidNoor2yDe3lwqiGzN4zgwgMQqRUTaO9pu75McMKxv/MrRbYVErNuHJXmEgDHWDASWtSw0vzilmYF1lWK8O58womi9/8tfFxm2hZ1ipMPriBzGOla5/qLETMBeBpQGwEnJvEAUjo0+WkmI3uN8WLNk4HaMKaPDl68VlAuO+0Wvd3jEttYI6iXHNaEtjub8tl43JTMoDs690RHC3Fpdv3SFOFpjvZ/QGKA0rpRBq/leagWJ+E+eUNvSZphzd654kaNz+Cl4huYtDapy7RnBV6x3L3nV0cYPkJBx8rIjCVmqH59dWKZ+y/TxZRQUPiZsR1tHiMWT515CR1ee3XffUr/QZaRftVa/7Nr/SY/atEP+4CsZR4TM3p5J86WGkUsU9Rn/heLEZ5g0q9IpmVleudyqC3KsIXW+BL+AqHXxD/Wr9f6Rz44cqoye4K6OzHTHAl5Zi14V1WQJPgv+23tyjYORfH7spvMn18iwPW3pYwurGno6rTdWTY04WINE1oQfWYKUWtbFrdJwDPAAvLj/bBt0uDbW0WYkrNp26KqpVSdWj4grGHBTJDPbL3Ddk4VMkXCjm83e+KWpqTT3x7T/zz1H+r8Q6eX/k68kSgcOuv6+gfYTeuIU++SWiivcXDn5u0yhC6V6dSmqD8DbuseLB6amTu33JnxzAwRbDbel86rNQ6x3JN8Y7e9mekJ2Y+zYxVdKSBkSU13nPkZJ+eDmp+TM4IH1ay5UoD3W4WOEDhL7ety5VndmPwYvYkiZmCHbnfCB+xo5HgvStAQ7JfVVJ1tswO9jIXtfwge5Qkz3YcSYNwp7dnZUQMhm53rMSJS2S/AOPETw1hytq3GTMO5PCz9MunOW7aRG1U1M2W42h4KiAsc76a5Ka8YqDv92SPP51Nqq6JwCga7ry0W/IUq4k8bAlf7DZfYweziMPro+FwlI9B5IhsUwnDZebBhejeNERc00WLkn3dBJ2Ip9u31O6iKRroZNYpuDuyXzvqhXRdh/uZ8j9/u7SV+sxf+CG9H11CYZtOzaSRSYndy6W23ibVUJ0fQUufxo4667ACMtKvKm0kBcOa+Grg+yC0wqmcijk9qnGm94swhMhBF7upPpHJ+ryni7/97XlG17lzO+CV6k43uCxiA1p7iF8oZGa5NEfSrVSktqdZogXYEjHTcygFqj/KKLyDAHXtKy3mxNAgaoIP/SUWrjfgPkvj4juX6rigDxA2SgM8wH/ozXFYbrTSJlCnFh30kq2Y98xMGOiYRc4NnuinzbzYLm2KHw4jm0GhxMtlSLDM4Ee9rNZS2PyQnPyBigQS68Sd08J3CzfmbMLBsCW2REo2yOMf5ZQTl4uSoOVsv4CASDTmlwl3B7/+kclXTudP/tQhfVuKtOw78iN7YOLf4O5wgNL8h3UDLYNNfjVuEUNESoSjvTUsuTBISdK66krTiUnakKdLm2jQtRx8ZOBQ+GaDUQYjDL8oypcmi/XQ4Cp3bJArk3zSv7iBsa7OvTjSyS8SQv7jrgF0IhuAgCkcER0gvq8xq/btC30OlPGf1i5KZxkFlWIldph06e7Bo6nw/zTvqK+VF15lqay7GIMVkgfSMxfLntjmsrkzNuVJBZlungA8vzHJU8jbWIP/9n9cJtIr8vGstkZ2a3Csr+o34xmkkDymZygraH3NtbmcBT27u7W/c2gRnsNfyEoHSqp2fzLkpab09fN/07sRZvvtidTzkIgWgJXL9tLw47+lAnsbwZKNdeSGyamJgXENsJvRwHZmW2RQL1rGDqI2eILhy6TBWD9rFgrDLIuxpz9ARkx9PZ9WEuEwvl8OqLrTCuKP25m5sO5/61MnmGHvzbj/GqmD6tWfFMMiQ4tCXJr6/AJxwPUaFV8q3Qz0OzwjTscnIgGomeW6EY9VluEsQye2FQefppRgbU/G3vcCCX5dlEAvTPfx7L6Jbr5Z6qb1yhVzj0JBKIZVQQbr4TgJOHBiMGGYJfQiRks1QM733EB6x3jR1ElKbZRQ6eRz/17KRR4VJlkeMkXc5Ytpvo97n53nah7QAax/nKBLQNK7GUtXr7pzoOtXFUrdfgSRQXIgzP6wdJhA7ydFoBUNLpLAeIW13TeZ4J3tLIK4jWtQh6MG5GdY7To2Y8qAv0oo1+Aogx/DywQ3L6yM3cRFoH0P09GW7Rw8ZziAQCBoO6gt3SWW8iHPJrDANCQLdEAUBI01+ipQcEYBjNHwonvWePOLJ49SLv5GFkWgNU0H2OU9C5RwIiInG2JP4mCN+GbzNW6HcLweV82tGaMSIaHsUBkyY63B/Xl7R+rChwUWR5YUm3nAC1E15XC07y19dKt9c24NCrJ7ull+ICUnKTr44xmPcfoGzksmmXj9MyZWOVcAf9GHVFBs56k3+QBQnvWak72MWREwG4QYepmR4/5Wp6ggMPFyNMFfyGi9X3eb4E34FdTlRScxMkk+AkC9s5fwJiHCtLevgtRTOS3XY6oxgMXUbAp5Ph/PLzGOwk7s4fzCg6FjGa5RP20nGY4pZ9yIbvkBhFpsjbY3aK+wO2M01s0ul6z+JAMl0cF7TkyYGZ4kA20Y9es7rYnxk1EdqQLhbT2T7U7+QdJ9An4TSdyzZq3VRSvvaccypHXruNhS4o6HSVXMDiUfPfm/9uwxVI5dnm71jTZC+/HCTTcvmwCUXhp2gvza0Z1ZS1CR5C0VWr3BzZIyhITj/p8dERbqws+atWbJojyzvgioLO2jtDOw9H+HJOjo6ks08Hs5wPBQOqvEVW0dl6XfUlejlk2XmfL6qC3w6LBDQ4+cdn8QT6BkW2truCQO8sJXBjiqXVBrpzwO90FhO01hSA7A0K7dUGzp+Ms6AAMu7CgieesIzOmoPms85f2u+fwK/hy+gZWu8PpdZkH80vOHoMZ6PdYWl+vWECWyoGNAk9UwzH/HyuKxgCtjESYB0b867Ff0H/gPwtu9eu1ujUMHuhvYyMmhUHQPRCul21Wsi/yyczCnPmzJkrMRY1HSFyeAYhXRMxvvLMmVMiwlwMMafIA4Dgl4ofozOnT5Njv4IFln6OFbDiR3Dl6TNXsBAXWO7U6TNXI+zOez6Cx9F2om9BWuUDlU4RdZ5dUXG47AbsGu/tG5ks9I02F93iw4sJP5ulkf7uibHewiT8R884vdv4EVEf3i1B/Meuxkh/V2PU48yPPA+XkThlpF1/6Np+N1DSSHjvrONoVctTS8zRKVPXgjhVdPTiF0urEewHVhGjXEJjeR9nYV42N1ZLcwgOvOCytUUY7BMkdA78iubjooM+DjG+cHnOufo7MCXv8qseWPzlYh0eh89QPwpEgZdR5pQsugrXtndL7pPmDZypcj/Rjm5BLeSCfp73cgQfs5naZuUqC5WGGHuTFY+nN4b4YjqYsBlV6rXRAcBwpU/BmXDGyyJGChVXeddxPu8X/1JcVZBEvqjqiXLMjsRYYxUHd4hez/9VrvxWAoM+ju51bEMDJRABtdTJuRAt/waWwzA9NTUNmGNVwPej+wlqukZSWQIJCShkVSmM0Y4dVIdezjb8z4yf/37+HjwXwy/hG24eg060VNsr84jJppEDseSQGJ5ny7Kxb8zSx3eWsTyLZiaKIhuLj80x2sVrWNGfd9eCfQmpcIbYZrUVy3XKm2H1wmAhjsXBgIHUwVyqj4ekkc79f2Ub96Eu4jM+/D/lo9CfvayPgmYZfr3oJ/LwtuwFneoIuAJplqlE4ApYJpE7AdoSgeZT5LN3u/qAX6QPH30F6kDeMYmExVe7Og8rdb45+dJKD80U6lp82OUT/EE+Nd+2nFEIr2QUPf8DjIKmjqKLf+KOCyDjoql3BgY0C/DLxQdeVi+b33uFetm8C6mLVVcv0Qq9/K+XUEsPIrywCS9eHmc0n34lOAM196Pg4t62jsMf0vHm0f+Gkjs0z8Li4lPoSyQmo/ktghwdVOmidrpAmfh+e/lV50rzeinPZpEWAwGL0qAAeuWNS1fiRb0Ci5yN4QY2IQAi0SMPYb3U27nUFSGnji1prkZ48VWuzYQX28zmplduNOFcerFIePZ5Oi/dWk/jWb6S+tykQhw9TQr4iUbxTeL5/85QBBbj3VjVVZFVf/deLHbq595FOf/ielS3rr5TgLNUhTpBi2AJsJbTiWpoprq8/JQBXmHOzyR45tzXWmtUhslYvR19jPA9QVfJ8+4MtafurIN3qtYCOTpqON4u1/HtYvNg8wDm4EqGVZhwmCEx1ymMms8Etoi9Vx+/4vtXKE5ROkZvZUW6kp85d5Jnns/f61v/jT8HcDDJrwjW+6jH9vQ5cxXL6us7FVmEgFw7mbm8QI2lCSLyL1PNWJf3v+uKknzzO0PSgi955KG3HxlLJFGj/saQb+8WMXZTOJMO3xQTmzc2PtdofA7p5+0G7a7T3YO3XGBFNm4cmpndcWz7aSbwlptX99+T5PnkPf2rr/zGl9Np8r+nnSNH5whfupZ4X+vUxdsB/8oUvpsDgJj/ir0KfwF8D7MahAKcyOLvwQWy/7a3+9X+4vr1aGF9sZ/IA6O9nMYCZhXh3GPYifO//Ffor77kxPnYM0ja/gp6zEFto9T3V5JWheBKEie72b4kzTFm0jbhRcrhR8rChbLLLDuQdANVYmr4mohuZjAioTOrmM2a6U8kjjdgptFofvIJsQFYxlEJPihHyAE0RPjbvwXAx2pVwKI4glmWWcB/86lUivy/6PkOlsRRkSGKhRhyIOHveJZqet9Fc6ErdPSlK3hx9YU1u32NBtFH56ill25dRRM9Rf/S2tHkALibMJQ6ic5ucAdCulMcTjvvYDkijVK55iZIKmOAmonmR5sfwiS2vOIe2Dx9LyDS33lYi8OUNaBu2pa7cvfpS3mGFW9Lzfn9ivf4G/HeQp9Kb3ubz5GBw4hc+tAt+9a/D2GdhKkM9xOWIYNix1aeOXsrLwrilbEpnw8hId+3U4NOH4iu/znFwo6e0x0j2vt52CafyVNczHNLKeNkO2PsLhew6DNT7O7p9VeFCdAd2hdJrdrFyEV5k8lO5UIMnNUCzYds7SwwodwUa24it1Df5IZTB3kUDd0Ql7aO+gRetIGfr00LD9znJJMfEKZr8zzYIi84MUKLz92emmdmWf0MpcCJUpYVZTtFBI5Xt8pWtrI03VDOVUhwkzad7Czabz71Pks7q51dX62uJ3+0F5w3f4CUYF861ROXgB+sagBSvCdFaDsO8kT/qf4JGY43XnD67ecFrVQplzTxVaN1AT8vaqXlPH6KzkGtoL2Vt2kts7CdnLK7z8eyGuR6qd5eT9ZJDnVgPxUJerVLu7QwcBUPOi/Jgoyv4/tFQIN+PUAl4D6AsDTYR2y62M9fx0iCLPE6sNf0dPWwcNbpihgava9GcxmS5mcRUma57NFBPy9//vNOKe8pYI1dC1l+VkGI9RN0BLy//qYJk+erVScPS9AAlond3OMizRXLNUgE1UlOtVZNZ5Y2tKHzL23T4JYVOPWA5Ml2eqfUWo9LP3BuZtuOK+sXysQ21Lr6QoUhlUMcIacBfh8ig1cGNhflheY9Ah/NsSBj4nF8fqCrLsiD6lAhxK5SVh/rQo9ZkcT4YVYLeGc2lGYyPACHWbnsA4zhyBGa7jU1cfrmC7uKuY9/PFfsuvDmaVEzaR74yBH6jK8ss5hm1zPihdrhjZevCTvy9nh+gxrQR3HXBNA6oN+4dUDkOnPD0nXmhtb1UZj3PEewGF3BaC7tcFJf2lqA6DDvTFk+N5i1jFh6a1Bh8IpNKuCZtUOitqrnqq1BDkkqL/Ar96n4f28PDOS5FOZRxXk3sSLwgh44wTL536bH7MvdhO5SxvLH0tssL8JcSI/10XW54QAZtvJL3nkoN+h0e5slQlDRrLVdsgJqOfP7L///cf8lmnvqh08SfLuJjKtl+LpcKyzbcaO15NluzXq68QS3hFp6UQu21CoNpl6jy3VvjqeDft4b7omzwIOIzFSs34tMJJIzNt4TiaXTsUhPjAPdBCR6JVb0ekVW8hLLQnSJRxbiYr1wYzpqpThk+iCGo8JUKpHp4fXUlBDFMfCZmVrG9KGxGd6XPnHqGUsQrGdOnVD8qiZ4+QA3xfrM9h5TNaePs547W1F2HNOBTz3NUg85OnHfXmfvZEMKeWo3Ojs11KgWO/mrPBGsY1Ur1JQs26Yj2s59tTYzyZvWUvrLEfB4axJtKhsRNK9gsEGO0VvM0Rku2G9Hs+kY5+9/4XU/F0tDptYTZRBSA86NgEpitGhvOJLJRMMvvtETjsKzkQxisYiIWUVcXzmZSPfwvmS5jyPnikVEkDFbtxqUtYnWHTPTHB2lO4PQ9HRipEE/lRhJOKl81UqNpju34o5I4p171KcueID5nLOPSIbWhb54L5HcK7jygv1G4Icvf75yP5Lulzlz9T7jScE6VKZzYIY7CFGnCM3BuT8rVDD/WSQJzBiDb2O8PQwql1KS4m/ezOlBjJECH+DTMpB4558QLH4X/b1TN1xZck5LVTfOdgKOAqTy7/YqXpXzFUzFV8yZiqorDFLf+17bhlMm+rBkiGpWl/2awus5w69oMoM0EE2/GnHp7l98Ht1C7Mtejyfg7HBGy2vqmXQReiCfcQZwq8jP5Mt0ntIL5jJjv+QtW+nG1tBeUvF2TSDPXduXnCvvPEonHFRJEUAREBOYntf8WP/IFwSdZcTh9TnjIJKLPgxqwIx7WylJv7Emp4i5eNU7boZqvRmTIFtRCFsKxL68ykvUBGtsDJN4j/FyM6tSa/w6FnoZ63y/b/SqXj/Ly2DEB2i+UtDThVEOecMlI/v2ejiYS6TZX3MBd0w/j+NkTK/y3OPUZNClgg7fE6i0DNHQZWCtodgqIHQnu9tzXZ2lhsZS4WFra4XCsiVCK8MzF1lRhU1AHNmtcs9avdIpQ/gtqCzjxfMb+qbSgmRMBiyMWLqa1R/ezGal66bsyKAcT5VmJYSkQ6u9HIeVPXdpKDVwEfOZ2vEB6VCcDGHJtEUESmStn037/KWit7scKxUO7LSG9lZjiZiXBx6vX6fEysl0LpCRQc8WGdWn9g0bYfQXAEIxMhgiKJ1nZbpCnJFC3igDPb7ooGDPl4gWKrU5hi5XY/CBeSEyVpr3QfMLNeIQrQBHS+UVrxJB+mjQ5zUNKdzfKAQ1kVWms4qC6SQSpiF8OBSNe207XjYtRdQDhp2lG4OgxcXFnzg2d8azgVgALsO5ntmF1JX2ZOKSXnoRR6tQLWeNRAMHWrGMy3Fw4gSvY1wPT9HtDQIonPAGvD69viOdYaQJH+L1St/2MBYBWCswuoWwhjCVEVUkNKamBjJ9XohYAdOKZORDEeFMjWDVGLmP7LBmCP2r1g09sSbCw4QcTIZmN83sDOvVLKuKKBxZQ4sUScyn+HlfLhtJzsC5bE/vvrvkKy5OED1cu1hE/wB/7dnm2UdrWTubvNTcrL+7uUkClo+zQoW4jCqdu265W6uFVJyN0eqdDXYcPaxWsLN0J+/oIrwuZ5MYK7c25/Npa686mc9GYGDA4LXxblk3hIZCUKbNBQ/NKtiHSTSXrSFh02Xbz5/a7eO54N1HB0bfZSfwPKdwD2dMA7jM2vT0WHRqb3IwzUG1Gs8aieocURZ9C2MpQTw04SsMHP6QghRepjj4jjKrKMfqvdWBUDITvOCqWnFV89MjUZnfPpYKzTm+tmfxZ3gYfd7zes+j7R2s6E5vNu2Ts2WQM1PqLA0t5NtVSaS7bo25O2rJOWVfPd92z8tSYS1GasgpWSb8cty1180uOgnGTAvVOqzmW3aNNFeFgiMPp4ytNWWbH0sILCcCQ2Js4ALYKOu8QPovemOhhGTENJ3dGcsijulhOES0iWAtJVZcN7pjOFiYP8vGuQDD1nbx3GkJ/AQXA5eMRLSsVhiKJ8ShGQnUo8A3ggPZhW6bYQRJU1kUb7D++PYEa8L+owowcj76Ki7JIxMCWOXZgkDENhzvDoW2XfOuQKEnpnmNRCQx9Ef9CY3WqPhMhDTZ6k1EM+X+2vrVQW+CA4QPPszwLDNJoBaPTp5ic0k7aEmsEkkjefUQ80WeGRoWbpy0rawVAVHjZbr1BwFab72cV3vk8fW9dI0e9qHyUu7hRuJjbnRjLbduiinTfbYcVSy01v611oi58nM4TjNlFpUPnQZcthCqkM8uN6ZLttQp2HLLkDub2VDgOeBOpx9jEEdiIJxloEjwRpQtSCJniRxHnEOGxcGCQLAlFxB5niEBFRdE4kYNu08g8imu+U1AxFqIyS6B8G0Ne94CpkbTW5VQ2GCIMRsiBljA61UsMgb6U8SJ0nSC+RFRAOZ6Amj0fGQgqsd4BXEpBklen5TuielRr0Va81u3ifxEXY6XyBMc9k0n2H9NdA0EFX80E+XCzIBA5GKYLCLvtroSshHQ7Np5PoK18GhNiZWi1KNT/P0fzDji3DVcdC4yRfjD8e017q0JxDqt53XcN8sULKt5oHngkgAnBfwMx5pX79K0XVebLIeNgMQZo1kfPAQhxW/zsPsKQyNk+LddYzOaytjXbNMZBJqxdbYguTV82uIkGiKyHmzhfzdeoyi+3BFvZ/oW6/QA65SSlCywjH/TDRbRI8yQH4llQtdt1hlWkLXCgYYEij8ggDS1vwCvU7wWR54+s5Ewm6HL5Xl10ymDYTnLq6iZeaX5aPPRQAAugouU+YxK6ZomfJkgfBmgVqSeynXSXm69nqNFGuvazUzRTWKQp0hQ+XZ4yEjVA4yMsphjjSu3+ylUpYv40fYrDZa3HCZFQoSJBwP/5SehW3aGPCOzlFFbrrM4AXEspjYfrOu2+FmHXTELhBa/Gg6/+jr78yXAqTChf41lM98tc++KsZDXKFf2T0lICBg8BqlxoKBRDuqbrwthn8Qz1g2b/Ax7nssPwok9nIF8TPMdzUcpS1wGGqc2BSRl4xnyINfSHcqjOWdmoqUgdqru8KpWfzlO/T4lg/GOAr0btj1ppCZ8LRV7aSaeO//FeoiWVIzwdn6Tq4Ivzdnfo6SuHdKazxFeL3rmV+omlAIvVExet1/A+nY5XseHUPks09vrgwSMcS/Q2JViYTg/z4Su3+h3HyDCc5T56x1ZqKKgrVDj9zcfef8KaWmCuFLR0dOOglPZNci4/xrNErCtYNGTsVob0fKcQ3rFNYzVSntjuJJrOjM2QZ10ai/AjOsqxzH/dO5OBExG4USOsQkoS5UlnePnVh3cQCIJTdtzVfDS8B2fm1v/aE83/5imY/gMSpIRa+R2zIfIXzAxI2mT6/fNe1k/To1ImuyX1uC9gTNPTszcnc0IDr2TRNe+RmtG2/sq1TyTsLQfXX3Z9nVuNO3WMpC+tMdums5FXqTqxGgP7IFK7PrQ6qnoOIMI2uQ5efOhNTM8p0vlFI/AZkhfFEtkOTg3+TaG+bRPlSUemI0gho5HlKzAuWtTRlPYz3rXXbR+UpMYbFJLFOor2z1F+9zDdwBy9Wh6MUlo/7BnvFOjYnvKBRK7twrH485eUw7FTnVw3t1g081elQtF5Myb5qe9qsDhf0FX/z5eTx/apPCCdzmzu3t49EcOt899j3I7v2Pt7+H2qPgibrt+oUNzq7YAOA/N63cmi5YIrbYUxR3G7XiFBFqkc0xcI/xu/u2e5pc7/Na8Ai9v+b3sZhD6y3skDn1Yp/xu/m5j89ehY+AyXJS1l+J3N4nC0aEbeeRZbrtHW1UB1is132m65ot2bFq0fBpc/cot+b0EwbDExwrwZCDwpldq0uGNgUDLjj5D6K0S4lub6/XCH3TEqQa0YQvTN7mTUzdV8StwzA911xSrkYbfMOsbQX/32Mv7aNyVC3nzLI7GW3z9NKGT7glIYPMr5Wo7yiWQrWVdbqh3wYP/B24Siht9CqduqafS47YCxzN96JWyeCgbStr+3lEcjWA2723hy//lYJ5UG/M4c64NdikmdLdCdbGO1TSQSrOCmMNvWKDG2yKQjk/3TUrwnhbOAcYgABiR9tHCfTqLOEEI1+crAng6GAtCS+2l7FZ82evMbheKHGViymlue3O7NNWbJi2wFqsJwsIbSLsULMsYftJqTqitrYcFgeP89y04jbI8o7v1PNOkb1T3ky3c4ho/OpnspIXi2HRk4EKVJ+E90mQfaUsho4q0tfZeTEMMFTXNpuVgE6EyXw9rPHD+e84jfhVTtWIAhE6/Jtx+GTV37TVnamipnMvdYaZdD/nv8CNGBgaJ+N61gqCxLht7pyTS5x02kMCSMViOAml03j1+zuHh2poAghVo51HpuP4K6duMu1f/y/SOfTlG/8Gu43/7g5L4zMtw576Xl5LLu78jfcnQseTppCGIyrnllWzK3WkTUdhAr7X70ulJvr1dPl1o+VFBD7CMlOiWYN6pv2y+ufkWrbsacnbKHunzwnG4hF7+cPMjQm9KYrkAqwri+rtGxuIk1tAv+dMqSjACiR/1+oAMmLf8MsiJsEZGJIZoWnL2NwRxaFwn8Y/vzvmYlxMYLPM4+JoL3f7ECY5/hPiL1bTmoqBTUOSMId3kndSJ4y50X2vbC669mXRnQt/xgLRPA5DWfcTbfNWQpWycwzielVhiGhiGFS2BYv18o0tSadSZsNR3znCKyq57OkEiSk6Vuhp5HpDwaRtdr3RXRIatdCvN0IMMeRgjQ4AoJDFOpkzEaCjLMF5ROPBnmvblPV6GySKNQWYqyTW/1/wXwWjLaNyVUUfb3MKMUmApicdzyxW+pe7kaWer7EknliSXpmwimnmpOyHT783QKfurf3qJTwQcf92xUlYUVDbAsVKqV2h+pPkR26YS0/pHSOiPUKjarTXf0nyLTb+/AeSBup8XSWDqu/A1QczLLBK4zLHSpI8Ej/r4kOh8QQNImQjdYBO0cIKIsi2jhiOjzbTGhqd8133tmctWUEy7wqSLuK1hFdefJ6DkBhmOa9fdZV6kr/AB0gjGBF9iKhuG7Sv1KK5s7t1iScRmspxE7DILkrXlXldISk+pTyRCslWByKUjY/Qw0F02yCOG0PyXJkEsmUjAkRNmvXOvz0ewyvEY85yKI/nXz3lZ7EgsEMnwkISoYJKYmfXd2Qx1BO/YjAEiww1EhltofszZOZ1qY6ptOKggkb1y8z1tmelq24/WmCuyVWeGie7qScTqZnNStTqcwGlGZXwVGb4rB3RLICdpUQCWhMB/YtLvxoCjG1fleJE+xYYNS2imBMsIs85zfG7VxqPAuZEpR+zQn+wOoNNjffK5P2F7Vim5abR5tA+laNRaWuX1RhOpkMoT+WNJwY9OkpCcJdAUcgvTm70cecY3kIxIUiQ54KNPeTdPL+QIOsGYJXIi8A/D5KP9zWfTeZHJF3irVgpRPsVJrPOIE+tc4NaZLWdLhuLPVoxTX5bKTy9b9kbjASfA4ZdNfdv5gmsFyJschuqwi8TqhCzY+zTDcIiTrQNhlcRp8ey4IZNzhnlmP+/n9z/TuatpS/ee3sttV0cZJpqR5Wgvx2WCMjpHLK8EH5gj5jegswIqG+KdzZ/dKVr+BBJYPUAcytqPSNJH1i57ACWX3579oPohZY7hulLyuevkSJ0T+2wZ3eHoDyz+DN3kzP9m2+id9jTVCvdaX81BtxFjM2maaa2DVxaIe8sVYVd3VlL8qh9Q81lWUDWBufce+Oqb3pgqrJ1H9ys6YkLbjuzdELJMRTx3OSuQ8bAACz+HhfMffYy2Pb74H+hN6C8JLlznoHDbqeV2d1Vevo11Z8estlyWqg+w2drzmAL0dKFV7QKXVsdtUEDEc1OT3QorKN5Swk4y/kPnebuFI2f0rs1bb+bMy0arcmjXptUXTA0EvUGenYLQqrwu+EwLvtLVAxWp2NOY6lYUzU4NxAKismYnD94bT5ZWP3bBHpno0FyqcGxmvPnImgG7ayJnxnbZiLiAxNatDgYD1CB8zVCukiHVWnLgVr2RgCbVXohAurKZjAoiYnjg61+3TfaHPyABsd4coEsPnvzrv2b8cAErEGVhwbMITlG86Dv3Kj/nLkHwIMGp6SoufgT5iH6PezZ6DrZiSGcJgPN9NK2txKiG1tqV8c5W8ksTgsQC0B25GWPZNA61gkYhj9vbc1Xc5HqVKP3DsilJiDd6E1YivH+qkCLjnmV5QzEkQinis2ZhbN3QaFcCc4goJqIrUu8Ncl0jrMTQ3dwLxW1IPh3NZasSuQAEmkChOK8rXCJBYNLgay49eFWlvyphlfyn08u8lwRPTKJ/4xN3vjNjSwSlqIzJyQz6Fq4Vaq/du0+KiOLpu8AD4rn3273JyA7/D319NgHcgE7d7dYiLv4Q0710DFpJQT0e6byHxvtkjKMBqBQIwCqU/PVhEY+JzdcSd1Ujxv0v9lwI/+kdvHgVwD9h9A6O5zn23IUEJzPE+m1/17sAXR3Z9efXYHgrT+S+f/FJ9BBaR2sP6bzsKNTaX6PU3rvY6nyx0tKiWbvcuuLEQvs/fjtkRyKXEkRz6io+KK+/zBR++Rw5e+6Xgn/PVNwKXXmKnF1ynX30waj8X3d+gkIauvaEoAhsHJmLKa3vO0JKrLE/KGOmBXkY7237u9096/YvFgmdn/fMEn3Z0845VFpTAi7ZdE+rtrYg3qUQtQjNuNvkdsh27CD9EhXapwDRlaXe3kgMwbG5kOx2SvZlBMEpTAXZVqKkG1P3/j3tGtqSrQ53OrZp6mIk7tPXiO8RzA8d7T3AuVxw6ljhfVO7uwdpryOjVDtUkQWjy3S7/Jz7586JjNDptdL9JBLBFz3tJQxZ9Z6n5pb41NrT2pVZO55e4S5bK4VaMxrOrFPrSrusiSIgcuUMe+Iq+4rtOzSEtO0X3ipedpyM4FNX8kFlHZXfL8nZL9vyO3PKRvOI8W7afsZnBrQrt+2mX4xDmsQOaUdnCWnu+ZIIl9ZT7fM8i2MkLlHcnUw662yupgtq5mCOsPDZpdUzbTwewxMoRPdvM1rPd1Y7tb5kJT0A1fa6KNdabWtvDt5a9kS/a6VLhNayKPIH2WjFqifnG1cCjz/R6ktmieb/++8u+Z/bR2reE4Xn4Bt05hT4UufLH9z0rludQgEBdThOmpPWhaZb6eaW52+HJ/QrfBLOMkSnABO2WNA/poq8FQtgb//kjYGoxYn+/hGWlVE8H0cyy654YLLfi5c9AzHLSMKf3JruE3HGjMnAee1+OWpmQEn3RKPTkh4M6uJMNLr8AdvLwfJnfCG7FU+SfjbhW8TeRVpVfS8or2cq+TRnBkofKhWRgveNTh3c6bMOTEzBzTvu37b9fngmCKNjxy663IvGxo696dn7d+y4f4fj29rv/b1vfdHbVr7G1YcNi+vx/8IVOi9Tb3OVvMbwLOWZHdtMLCKiQdUlfIDjH/BJLPoY1F5jMaLk88O5H2BB11k4fgx8ZtcHAyRs4C+WGNR8GCWey/KirhHr/7v1mABV+NIXZbfGA3mmF5/HDfiMp+bgjqVvzXJLwUt0bZYT7Qy0F+S3U38kMEq0vlGB7l6tLdtAyd2isyHYYfGiNXqtMa8ZOgeS4fVeucv2ydzoluLg+sv8HK9fuJrhlXdtl9ddmOrK6M380JRUWjVWEgO2RD8Zgdsw8l1ks9ya7RrGhQJi1gdsTdiQ9B+YD8/EZs6X4VrtYFjiTheEzWOTu7yo9TjdLoX2jRmHz3q6PA26L6XR2YZyRfnFUt/a+NbZ4tzlxLIdOXMdMNDpJXns2ULPO4/6+J0nM/G1U/M6IO/NF1y8pdjjXlpokEvFHnz5hppP6ilsnuahqs7Nen3l83ziubhoDG+V0IZMUTePbufq8gJ8RL3WEA4H+WJ9r2DHxe0ni5HB1oV9vL1pYvjpxh4ReeNbBdTQztNwtSvwOJoZ4K39xQDWLyFxRUOm2wfQ9XbocfQlauPKzhdcdX7VwOPuXtZyZthOtU7mfEDzchLYEFewIEsYZl8zfe4/CLyQvCJxochZ80/iNgLzGzDPyCJiVY6FTQ8tNL8LoowESeU9/4110cjzpkUBniLPa843hLWE0YpDyx2R0WyBI6m/lkyRpbkCIeCXH5d5lhN4iU5aS6xgSd+3STjBkga+xZoQ8GO6d7bU7G32SCS0sNv5LPRJtIfWqtpL60bcRRitqR7QGJ7bq+mEHV4kekmABV6bWFOC9Zq/qh+qdvuQ4NNVDvUjDYmIR+d+UUSs5hcQguPPXLw55sBRp62ftdsynGI+qPlry1aptIs1oJKf0sPE+0nVu2cZSSLRhN38TxJHAytqgtj8PqBxzS/CucWLwX+WEfwai/rP/RzRzTAEEVWAWd7eBXQ+k/C+WqHlQ9V2LoMObdMyY9CyUNSmtAY9z11k0fqE8NWr5/yven+QHNIvvCAEbDwxdd3aYR4I3A5+MT54q4Zgb390+1ai7ic432D8i0GD/fRnuYHpyECuzn3206yxvN90T42SbZm0XLrlRSh4plt/tMty2vuVOnv1o0ccMgLv+/F7bfpNDZJBiRDvO3TNgkMDuqBNxMbzd22iNPBeQgNjmZSINXODK2joR9cQbDfp8TiFklZ7j7d6G8S0SmCobaMhX3WpKM39lW5P6305HyNyiFqGJgiiWVGQNjeYCvV0CbiQiHetvKmFksPz/T3OrZ7RbvBbvoxR3vOp79W46hafXBv0Wsmu7uU3Vk0lh3G1pJHrbt76JB6Hs3RNTH1Zrez/ruzaw9uorrzOnTsvzYykGUkjWbJkyXIsv9+S/JKfiZ03cUgcnsUQQ2ySfGUDYYGShGRDSyFQSJYApctCobTAwm5ToIEtCx+7tB9005Z8bEu3L3ZLS2g/ut0utBDwZO+dhx4hNsb+w/O4njn33DvnnnPu75xjS6OM9QUHSuFmQW5SVC4Z84mtmerBfLy1eWSjIIvS7GRnBz1vaRnZyG+P+i+4UUSVgUynFp1eEa5QpAsPWGeXrghZ/HrCZaBxml/QX4IZ5ouZ36xtKysTgVP5p3Yoqo6tBratyu1O6JwQlHHT+fUePdHMQlCsEL0R1E6IW+tjO8/rT8Sr6lfJDMgY6xekm2pG+89pZeVMWg1Jju93jsnDn109rtUlK6KDuosLVm5FmwV8GeQu4MFduc5eJtuLOqlJwycJU3hPY9ca1gM9y9lGHHdHlQo1pMuZdQoxhgU53js9tp5vqEkOdJFLDGKFyhDHharqW3LdwwnYoutzbSejWjier+sCroWJM0FO4xSWR30NdSgcVtwDnRdkmHhFMNXbwIS8qvhugwA+jyZbceG/IbrmbjKOGdO3uNix5OcrU/PJgyzNU8hmesHB//t5ytyYulOC9EEmc+I8+iUHy0gtgXQ6WTudVFRZf0cZLmf+1uZMyjJpfeuGSEXu/DVLllR3ThDjAXgFY2XrWfFI9sL8aIpXxlqTkhR0qxeNVlZ0XbCqrvb0dp1TZrvmdaqgILn5rGlOzjQqcks1juIwluLmhVSUhXQ86q003m2LRTOjnJRp8Cilbdw52qa2yidpFfacfIPwIEh0NMs/U+J9Kez7x3Exgo5IOdsv1pnrRXrB8W3/hyVymbhHFaW6HVc3N7c0X72jThJVBbPkV2T27YtXxuL79oXmVpltDtxKjATEcgpuqt95JW3pcYf27QunqsOkEQr6w6IU31ghCBUb45KoyBqtyyagbQGWDWzT5r5v3t/iIeu7GJokLcJ+bVsAY3LPzttOayShV80aSQ0LVEmCj4Gn56mbZIyeBqI+Yx0l5DljbccWQsv3inkNsv6U+SeZzSWtg06ncnPRHueTHG/uniQRzz1HDG3mq3+k5GjjUeNmk8a2JZc2gWVv151T/UdK5DvpfriaHmx5irMjQ8FnUndNk0nvwCMrwDSrmdG/7TaJH7mEEm78iEbTMras+sDldVXS9dbhWxyX8Y2cnC6XHLaBm+EQ5VyRixUfkz/wnDugc2SaM7zAatIbJfkgCrIGEdu9h4mhZ4gGlTWrMBerahViYj0s3eokGoiVxK2EoJIyW5qMrsRmkS00Onv9ri2JJCgwyPJz54UUN8sFYksaOrr6YjCu6zlZMytvaW4OmsAsvYWSnX39bT7v3rs5wfiLGBQJu2XNb8sSh8YwzSdny/ZmcJmRDcWaWfzHyNtDS37BSoC5o7xYVkXL9zGiKnyEDPa+z0GQFyOlVbXeKKWGftMHcB7NWvEz2Ap/r7U5tqSmz8ZCKAiHFryJfknmB3fX3cYxThQ9sAR6Efb6Vdn4k/E7iECEjCttcPdd8zZYGdaYszc8hmkFM/cDT/iUgMAd/vJX7mWF+W64ivRfbtFvo01sFroKBnozqjFDHua/OUR0WKI7b5JEUZp7hOUFRRNYSpfxO+NPsgoXLXwfrZY1zBhPi5TJovE0w6gK+Y7u/cqXD3Oif4F7jr+JzIcVVEd0sEm1RayBXY20oIZ4nTRJTExTIqzYvNn4r+xsSBBFIXTLK0ca4zyne/2cvmnN9X5PfkN+k871yGpiefYqmu5IoFQIgKJrhpp7Ez7FXTmzrL+KBX+sZdlMpauEnpWu2kKFPAsAZb4fl7g9Bu2MVVOqEmX5eOORVw4E/OmXdhh/CbNRRbVo8PVuJDSgRFhL9jYPrYkiUHxxYCK9zyZU2X490ujrS+vJtdj+UkTLIp/uMLXjCG2RZzlJp75zIwRTTd3RJ4j4OPKkENTGtuoKpw6PXiQ+eYSKt99OVq3fX50o949i7ZKR2uaqyvU9A2RhMB2EnLp5xTKHD5WEFquyiV5aE+wMbkBrEbRdf9864t16X1QCz+TZV4aPPhrS2G+eRtI3qccPkHLTxfUtcW7nxrUqdjx+DEuJaonbRNlOs6LcaLHwAJ+GO/7aoug1ry+aXRldZzl/tKaurb0nCt1UiZpdFAeNsNDEW81s2isJ7c1mdPKn4qazntDWi+NsiC4k3dAdDKJvL57HH33RXFJksuQ5Orhju636lNYbdNF87pYxHTNhQNSnaspP6lL9JOPOaNVvR3woyKHbg8HlyxWacGz5cn2xNp/xM00ZH2MDSGPHxyQ/edftur58OQj2OPSTcYhRBHKuNq36y9cYNqkmz7RU7/HxIHhYTo+lG7uy+Tis13XjeeMFdIMenOsli3Uwnm7MZAfiMEkuTFTgAPRAD+G3ogUFmPupx6cLdJ2mfylvR+y5HKUR/RS5oyaXlMxRe08sVDL0IyG0x3jBeEHXObZIBd0bmztX1/Ughknybj1HVu400Kkn+ubu0DjhhKAHHf0AXGMuQEfJmOpmlEx1mvHRMas3N+FMrHXyb0SdqD6IVViohqSGzVNDqAjrQH6xF9P9th+TM+z4Gpxn+mk9NUK1+VDq6knSHPkhdJSQ+M8+DkyvD7wv6sQc1DjOZz4vWDF3EnHhsIsl8+16MjbXEL2gylXvaqf+q5ydZrYYieGsD6oZa0bzMarm7j6jWpv3QFjZWTP03P3BTmn14NcrANTHD/pil238RgWCKbTrMPlod3oRCwlQZvKPGb8CaXLsStgMxhssoJPfeFkBd+zs41LtEulLj/tQ/dnH9V5ISIeu5yCGSCPu4JrWuVshyd+4ckCBCG/8KmnpgA7t1TZWex66re1cLyTN7KcmzWcmFj0nf+OWxya7yFiQcb/5UQnm9hJaN5yRxKH9d+1YNs0Z99+zjyeUEZu5jJ8pInf6zfy189EFdsnQKsixacvFmc0tqaUFzKrAjphgbcfnIKTnIXn8rGu3rq1o7Z09btxzuepJjYwfgDYW2npmZ2f5cColGX94NXLWzDXr3LNn7AYk+tp8qK135vids6Ho2HnXnTt24Ps8ed7MbPvohZ8Z1X/9Iwb5Wvv42XKep6lUXbBvtv8iRJbskJmCzOqKtYk7T28yZ830fDaZi6VG3j4RHGdhds9bhPhL70yRjpyZ/KbWZLSun9J94m3vKD9zw28wIXfTyrEjy3WnNpZDc40pgeadJ112tBKh0dQzOctrMA+pzz9x6M7HHj90+DHj2a6hgUsGcvVnJLDyjicev/P2f/wHYPo72/PDLfUDvIkhBLQLPWVWxnXS/8UZpyQChX0MWxn/fgcexGr4vffothcR4n724B0gMhIfENDBg6xfd+J5AO0mz1Op/pSzcwqqlvRPDlXACXD7wm5LroRgvE46dCgYnrs+rB865Pw/k7dyCPhNEwBle5nOQkZCS06RZWTII5YaSeaGnPlUuhN3t+RD9iI9dz+RVu3k123js83nP0VzD5kFjpOq3xJXlsZQOyywopXl0G1u88216VWCwnDkCR2E0PvNp4oFHzdzGP2B7qCX+Lgdgy8ZtKzRotM7BgOWgTeAXjT/FL3gxrcseh8ybcsjYXMN9p76PWpDElknaiw8k602FKr+OlDhUNrUjLM5CIMgsx/QGr3vc9gtMuSYYdBJvGO6Obd5/+jofuQGhvmLgAUeC3/GCKEPOCzyLPsBemRzc3Z6/8jIfivPguth13uwjuYGy5VViq5d2VZtW/Xp1g+TXbbt3kHzERKia+HP1BqBgB4sZB6stsoROzXlEU1hbCvSdumJrJmwhcZ8dUBbbWPjlJsX3fBVLVgHMo84LrCsLTzawnGIl6Eu/aBb5N1TjY21nA6/Z59kWFaSOIm9ENKtG+lGt4Q4bbBJzzdwSCL6Dt44+RmWNJBYlnmSlaxvMXnqp8z3UKWLJ5o+tZa7UpgP4A5r56EmTdcXemgWeqHBZ9ka+q1CTTstO5cb4HLMzWD8HcBmlBcplt14dE3La5MbEacLkh+x6JFXO9bCOTwOu+dO0nayUp/p68vUyx8e+3eAY31hBl5qiV7X3g4hpOtw8bWx1u+isPH+sWM/4PlwVXV1VZg349tP/dr1HvPt+ePb1UVcOS2+faGzXJk/Bv61/PSZ07w1NP7+YfySOU9iJXFKzlxZsuBp6UyCE/OdlMyx1BkPzfHc67oUP8pscfjk/xgPYBFX9p7msnp+4XNGLWOHMbfQKfk+XjwlwDtEXoSorCWiDbK0bFWpaHtR8GBG0ULhuGc3kRDbt1GRhl73cjZ846PPhm05q5Jn5cmziJxlC0LRwVRB3hSF27YRW2DPbg2/QWTgy/CKg5hyFWh5x8wFaYoty2RK1aZfpAL6p+Ttp1QWvR4Mf/RZ892sWvLed2jOQit/bKctQDm+jtgjr5uSk1XftxBZr8Ar5AGrNM6WvdtwP9xZts9ddIUX9t0c7yjPXaSocrBqSeThn/S3Pb4vnq5gQVW83qveTI+Mph++vC7h3ebzyr7KRI12vRDbFm6uErDo9fnviRGdfFNVo99Zk3bjPNxE5TQUNzRKXLeEgmSCxq/IfoaLjK4/+OT64Zf3RHhGrfQeJJK/7aAHblIVN5aio40rlfT+iIzdiqo+8IBK5fQysqY8Y+agSzgolIiVF8H2uDBmTA/PSRBK5s7XGXj5h1j0KSKG+wDp/5u+iEgALD585FswfYQYaQKHIA/jnEdk567CHCbL2Nn5w6kUcLJx0jgBQN5J5BeKE/nlN1F11uZIqXsnXSKqklQiEZX9JVYUWWNIpEIK7i+TSuQSgPEhSz0krGFgCIFULorIO5eeamGegXfJ/K2xV+esbVE7yEgXURSz1SlyUauCgJZb6hHR91+HB7FG1OdLMMVFMsZlLMPEYddbxr0o8uz4+JFz4cfmei0ESF/nrmIFgUGfF7kw4Hrj51dcwUD4VssmTZ76T9LnKFm7K+1ZT19oR8u4qHxmbDGO4pZQHsIijT7m4HmRSOK8LbE9YWoEY1ER6C2KYKaCl4plBxPRjPvJeEYs70fCDtoqKmg2op219Hla4IgawFSf/MnN8OyB7jUyxvLqntt+9oub44G1Gsba2gDTXv/zB++49KZ2XW/4xYMP/bJRR+t37my9Y13lOZUTt7fu3BmKTu0mx7unok9fd0vX6G3LDiy77pabP7fsgO0T30P0lh/SmDi2Np1JBfViZJb5JWVSNh63iMjNWVhHJ1yH1ivjOXTXHrGD0XkN19VjjdeZDsaX2FghnlclgdjbvKE90lrFyh5F4WPLerbUdzFL86KKVwnekcEAT/e2BY0PDI54q9UkA56/bmlR+VVjmaF0VW7M65G8I+c0TfQsP5vdcI0IFi9PMJSXDWbWH9tj4ABHSnHYBZXGhmubeS5p7pwqcECttXYdbrskQ+1wf2ZpNDDVyUcS+eU9XRNIzvsT9esamv00D7e/mRwm/HkZHe0fArZuRX9bd0x0V+XWprc31vrjMV/LAM92seJ4pwC/3zbQjnxLxZSeTvTtTbonVocT9cPJ7qZAoLG7eqghEV494X7+vDEv3zCxJlPb3OTxNDcNprdf1jPh5Vmpry4WaxwQwfGdXEb6/ENix446eTytxO6leY4pHBV3DTDmIIWogMhUFxycnRnHwwhPclhTEtmZz4cwYvTPz2QTsuaXE9nZLyCF4kk5RkEv7pKFGsaNiK5z3dfcmPv6NRikxNZbJZZ7AB1Des+K2y7X3BrmtMtvW9ETDPasuHU7rbUluIkaKKJ7fxwQd7Bk5QH+uQNulr31Ozx4Ou65mhx+waw3QObehaQ/NDa2I5Sz47scDI1VHcFJFGp2b54JSsvZVtsg3Ox3s02R9Ui6YmJpdlyGiQqillakGT+7dHO6YTRUfa1QPknZ4b6UPjC5KueDK9JNvVNeedlUTcdZrD7VC43kAxbQ9vVDmZzKnmGqCvU1iPXNjC3b4sF2bBHsImunjQB0cmBwXppayufU0vObSSO8yEZV7+5v6l8jo97BL4pqlCjODFkmWXRVkJH6VRqJpkzKCL4bGcqKoXPXnbOBBTdG/40FRsIHjJPdHpTi7rhN3TrtIe/vOZWEG9FvyDeRcbJy6j5zR8tEuHhYOyI0ZUXPUMMCuog1joLE/B5E1UimqSGv3sXKHE1tijDDM16WXvzcXynmNZCgtXsLwJYZ9BryurHxEeT6EPk/Y69xA43iIOIWBIl5tq+LI1fha/AQRsbAYT3afvhwezuhcfBUAnaj11xbaI24UHUL05W1UiaohREdtPLSmDajWfTVAVfTCyVxTmrJcUHVyoMJuy7sD+eB89M+gmo+aj3Lm+kvEY2DJT1jkaxgzcfRCBix2jMMmElgcp0XJOtm4YBVi61YqxH7EsRqhswrtzA875ECfDfDCRw0YTfT3ccSa+ROQSRr4/AwxiqfWNkXwIzPjUeGsYit+8ZrhcPRiEga49olZtuWDpbxSQw5gy8e9qoJ0pBeNmX2nlM84SGdZ65cxtzK6LCUvUBR19kzFeqIgEBM6inyo8kBkbn4/3wnctfmUSDAgfutt5g33+YUNSD+1l4HeDIF/kDrvDvxxTT9RUn6J5ombEhVKPxTPndq6lxZ1GT/1FRjZgr9SNaI/ld1/ITv7eNVmqawb7/JzOz5rY2H4o4hzqzy9MnhqB2BzsK+ZnoxgahA1p4eC427cBAqgAPUpXsQ/8O9Q2jqKGJ7FxmGaqF/0ZufIu7UQgkvNtTUwZAJCqFv9aJ4tjjSF8NOpm/R/fokbi+uu1Z8HC+jFN0NOC2GseDvOD2Q0UYMJBcfzYh8MGl5SNrPFNUIPtjk3F5cdKM9m8rjG2HhCMdiX8dL5l1ZhF/SubrYKMFNJi4CvfrxOD974x/90+IDBreb+ITyqD8Tq/DJ4YKOfnJcoP2bcO04fTQX3aOFBrUQD9nZZfGrbGaUjTk6tPh+LzDm4EH/UeQtRGzmnj6JyqbGJzJrnhlifKXAelAo78tml52TwJRbg05Ogs5Q5+JlV7IsMQGLUAxin0qSzd2AmJL8BPCpMhQU80w/QeN76RpD3dC2btcIqhWmZbnsSq8XyuDRrOZ5ZHoirKZpMVh/ZfzysMq7cWsr1Le2Ek6qgcvWXhawLrW2YhrtiY2rjCsZSWLoFUZCXwq6aZZJP4fmfoA6EA7SVJPOOXbHiYKFiHJIlEREb2sl+8RHSR+6Sqx9W622oIvUA2lnKUBWeGcJTAd9WMQPnIhAzN7bvyUkiHU2wmDuYDG2BB0tgRFM/AsWks5GvyDKcQdq8NHekhCU4l52Lc00XIIysBxR2LEQSlEGZXisEshB2h943XhzME4MdSIAkO/iAuhALSHyS0X8QdynALPywubeJFGRr11VwB989G+lUTJW4Pq7rmkXQyuMt9vJz6ehaZr+2PebSu/TZPHT1o+VI9hF7tL75l3zquv/ARkg7rF42qVUwU7bQBAdQ4KoK2ipUCv10M4RpMSJIy5ECCmAIkUJIAhqUS9ocZbY4DiRbWL4gH5Dq/5AP6KHfkDv/YUe2nsPVaU+rxeFFFqUNlZ2345n3ryd2TURPTbmyaDs16J3Ghtk0k+NpyhnPNJ4mp4bLzXO0QPjjcZ5um981HgG9q8azxnF3JX/PD3Nf9D4IZn5bxovUG7GALORu4fVW5UlxQYt0heNp2jWmNV4mtaNJxrn6JmRaJzHXt5rPAP7J43npl4ZPzSep5X8a40f0mL+s8YLNJv/TpvUpwFdUkgedcmlmJiWyKFlzBUq41mlokI2/kxbJClSvgFWbXh6sASYJRVgaShsoZZ3Mdu0AtTEG6G4angnqAOeHqJosz+4DL2uG/OSs8yVcnm1WCnbZd6SkdcNuO14MnBkgRuBY5m/O9sr3HRFwDVHdGQPbE1QH4D6kI5oG9hDSmqKA3l4tC084A2o9ZGdNvo+xjqWASSncwj5Uom2VAmqSvZNvuKIpN4P4no/7EquWGWu8ihTMeO/I/6G/wv4hqrwfVUsG1psmGUYef2AbcuenHOy1hcmaH7Ks0aJeiy0U4DbpVPMF1hnFV1Hnv89JON5zrSXGPO5nq+AjAkypWqY9tVu0roOMXZgueo60w4Yeqrrt1U1Pd4mrC5W0VhcG+gEKIFnqOIzDx+zo2oV6VznwB2VnZUeqaIb+CAx7aImUu13xNwaY0irffuZsMaUjedlqBqqPfgYjzGmtlFFhMpYoz2FY5x0U/Ukhp4qlfBEYEt7NYAtQq5IcV3VuATldSj90+Ut3Hp7eWktSRKrJ2L3VFxYuDbry3fdaB1zBpPILFlcwUy82OV9GclwKDucXkTeET157QpapnngelH2rt0/iRMRSobB9xwZRIg6Dzoy5NiV3G60eHcgg8y5lTkU+Nq9szIyHctiKDxfHPuSlRDB9doei7hqunE8qJZKkRN6gziyIs9PFZd26yjXP9X4b4QTfu5+AbMFXxUAAAB42m3TV5fbRBQH8P9/N16vt6X33ntiyz1dbunJpveitbW7IrLkyNJuQgskdEgCKRAgHF7gwDm80Z/5EvQHPgF8A5A9dwMP6EG/uTOaO1ejETrQvv6+BQ3/c3Fp64YOdGISIuhCFN2IoQe96EM/BjAZUzAV0zAdMzATszAbczAX8zAfC7AQi7AYS7AUy7AcK7ASq7Aaa7AW67AeG7ARm7AZcSTCtZNIIY0Mssghjy3Yim3Yjh3YiV3QUUARJZRRwW7swV7sw34cwEEcwmEM4giO4hiO4wRO4hRO4wzO4hzO4wIu4hIuw2AH7uAT/IJbuI/b+Avf40d24if8wUmMsAu/4jf8jp8ZZTdj7GEv+9jPAU7mFE7lNE7H55zBmZzF2ZzDuZzH+fiYC7iQi7iYS7iUy/AlvsK3+A5f4xvcxA/4gsu5giu5iqu5hmu5juu5gRu5iZsZZ4Iak0wxzQyzzDHPLdzKbdzOHdzJXdRZYBGPWGKZFe7mHu7Fn9zH/TzAgzzEw/iUg7jHIzzKYzzOEzzJU3jM0zzDszyHz3ieF3CXF/EAD3mJl2lwiFXWaHKYIxylxad4hTbrdOiywav02KTPgGMc5zVe59N8hs/yOT7PG3yBL/Imb/ElvsxX+Cpf4+t8g2/yLd7mHd7l23yH93ifD/iQ7/I9PuL7/IAf8jE/igaOFY/r8bZaMqss5kVdLMRGPGPMrLr1oZhRDfx2qz2WjGsx37Jr/+1JiRkxK+ZEXSyIRWUyF9lt1OtG5Pio6RtdB4z6UM3oOG11DFqRY9ZI3YieaDQt23U6B0etzsGm1ZqmxeOamBRTYlrMiHlR76pbTvgOKiy1q9MS8Ur33mHPuOIHXswYtqxMQsvle8dNy/Savmc0m91HZThi2GZjNGZ4njtum8N+tN0KGj1tPWtk1FeDNXfcUa0h15cJQaPmqAXzGVEKyOdEVWdCl3F9ItaVhaJYUhbjYkIs9qnVh+xWdT0TQdDon2i2a3zyVKvMJ0GrUpWnlI6FjoWvb9i95jWr6ZuObxl2t1lv+Nebpt8dnomaFXZGTdush/Y4ri/N7mZQHfVHDb+dS0skxbSY6TPCfJ7VvFI3ZEEtkRPzfQ3Pbbieb7mOYUcMZ8RWH0vTJI+W7rHdEatq2IZTi0nT9fosJ0zaNKutmZHwSdeJNq26ZRuempeKi8lY1XVGvKBVvepRu6ml473m1cAaC7+xU5VVM7pYUGYlzhbahYYrBkPhfgxMBK2b6fd55rBtXpOxiUCNqfm5sjKfEDVR3jKf6qlaXjU8bXbQlK7MgOqqB7ZvNezr0i1bJ2dH0yWTLpn0VH+4cMN0alY1eLIbuswqpqI11//3QxQzooyXpc5yRVlR9coPHZoXdVHtU1LTRFVFujBhXlR7ni5Kf7kSaTaMmtr1TCYhapOqdjAkQUksi6qkbDknqtTZSlrMiFlRnqtMPKeL6qfSkyqfrouF9oEpVyolsSxW/gHZYwLHAAAAAAADAAgAAgAQAAH//wADAAAAAQAAAADMPaLPAAAAAMb5Mk8AAAAA0FTdzQ=="
},
"$:/plugins/tiddlywiki/katex/fonts/KaTeX_Main-Italic.woff": {
"type": "application/font-woff",
"title": "$:/plugins/tiddlywiki/katex/fonts/KaTeX_Main-Italic.woff",
"text": "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"
},
"$:/plugins/tiddlywiki/katex/fonts/KaTeX_Main-Regular.woff": {
"type": "application/font-woff",
"title": "$:/plugins/tiddlywiki/katex/fonts/KaTeX_Main-Regular.woff",
"text": "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"
},
"$:/plugins/tiddlywiki/katex/fonts/KaTeX_Math-BoldItalic.woff": {
"type": "application/font-woff",
"title": "$:/plugins/tiddlywiki/katex/fonts/KaTeX_Math-BoldItalic.woff",
"text": "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"
},
"$:/plugins/tiddlywiki/katex/fonts/KaTeX_Math-Italic.woff": {
"type": "application/font-woff",
"title": "$:/plugins/tiddlywiki/katex/fonts/KaTeX_Math-Italic.woff",
"text": "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"
},
"$:/plugins/tiddlywiki/katex/fonts/KaTeX_Math-Regular.woff": {
"type": "application/font-woff",
"title": "$:/plugins/tiddlywiki/katex/fonts/KaTeX_Math-Regular.woff",
"text": "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"
},
"$:/plugins/tiddlywiki/katex/fonts/KaTeX_Size1-Regular.woff": {
"type": "application/font-woff",
"title": "$:/plugins/tiddlywiki/katex/fonts/KaTeX_Size1-Regular.woff",
"text": "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"
},
"$:/plugins/tiddlywiki/katex/fonts/KaTeX_Size2-Regular.woff": {
"type": "application/font-woff",
"title": "$:/plugins/tiddlywiki/katex/fonts/KaTeX_Size2-Regular.woff",
"text": "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"
},
"$:/plugins/tiddlywiki/katex/fonts/KaTeX_Size3-Regular.woff": {
"type": "application/font-woff",
"title": "$:/plugins/tiddlywiki/katex/fonts/KaTeX_Size3-Regular.woff",
"text": "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"
},
"$:/plugins/tiddlywiki/katex/fonts/KaTeX_Size4-Regular.woff": {
"type": "application/font-woff",
"title": "$:/plugins/tiddlywiki/katex/fonts/KaTeX_Size4-Regular.woff",
"text": "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"
},
"$:/plugins/tiddlywiki/katex/katex.min.css": {
"type": "text/plain",
"title": "$:/plugins/tiddlywiki/katex/katex.min.css",
"text": ".katex{font:400 1.21em KaTeX_Main;line-height:1.2;white-space:nowrap}.katex .base,.katex .katex-inner,.katex .strut{display:inline-block}.katex .mathit{font-family:KaTeX_Math;font-style:italic}.katex .amsrm{font-family:KaTeX_AMS}.katex .textstyle>.mord+.mop{margin-left:.16667em}.katex .textstyle>.mord+.mbin{margin-left:.22222em}.katex .textstyle>.mord+.mrel{margin-left:.27778em}.katex .textstyle>.mop+.mop,.katex .textstyle>.mop+.mord,.katex .textstyle>.mord+.minner{margin-left:.16667em}.katex .textstyle>.mop+.mrel{margin-left:.27778em}.katex .textstyle>.mop+.minner{margin-left:.16667em}.katex .textstyle>.mbin+.minner,.katex .textstyle>.mbin+.mop,.katex .textstyle>.mbin+.mopen,.katex .textstyle>.mbin+.mord{margin-left:.22222em}.katex .textstyle>.mrel+.minner,.katex .textstyle>.mrel+.mop,.katex .textstyle>.mrel+.mopen,.katex .textstyle>.mrel+.mord{margin-left:.27778em}.katex .textstyle>.mclose+.mop{margin-left:.16667em}.katex .textstyle>.mclose+.mbin{margin-left:.22222em}.katex .textstyle>.mclose+.mrel{margin-left:.27778em}.katex .textstyle>.mclose+.minner,.katex .textstyle>.minner+.mop,.katex .textstyle>.minner+.mord,.katex .textstyle>.mpunct+.mclose,.katex .textstyle>.mpunct+.minner,.katex .textstyle>.mpunct+.mop,.katex .textstyle>.mpunct+.mopen,.katex .textstyle>.mpunct+.mord,.katex .textstyle>.mpunct+.mpunct,.katex .textstyle>.mpunct+.mrel{margin-left:.16667em}.katex .textstyle>.minner+.mbin{margin-left:.22222em}.katex .textstyle>.minner+.mrel{margin-left:.27778em}.katex .mclose+.mop,.katex .minner+.mop,.katex .mop+.mop,.katex .mop+.mord,.katex .mord+.mop,.katex .textstyle>.minner+.minner,.katex .textstyle>.minner+.mopen,.katex .textstyle>.minner+.mpunct{margin-left:.16667em}.katex .reset-textstyle.textstyle{font-size:1em}.katex .reset-textstyle.scriptstyle{font-size:.7em}.katex .reset-textstyle.scriptscriptstyle{font-size:.5em}.katex .reset-scriptstyle.textstyle{font-size:1.42857em}.katex .reset-scriptstyle.scriptstyle{font-size:1em}.katex .reset-scriptstyle.scriptscriptstyle{font-size:.71429em}.katex .reset-scriptscriptstyle.textstyle{font-size:2em}.katex .reset-scriptscriptstyle.scriptstyle{font-size:1.4em}.katex .reset-scriptscriptstyle.scriptscriptstyle{font-size:1em}.katex .style-wrap{position:relative}.katex .vlist{display:inline-block}.katex .vlist>span{display:block;height:0;position:relative}.katex .vlist>span>span{display:inline-block}.katex .vlist .baseline-fix{display:inline-table;table-layout:fixed}.katex .msupsub{text-align:left}.katex .mfrac>span>span{text-align:center}.katex .mfrac .frac-line{width:100%}.katex .mfrac .frac-line:before{border-bottom-style:solid;border-bottom-width:1px;content:\"\";display:block}.katex .mfrac .frac-line:after{border-bottom-style:solid;border-bottom-width:.04em;content:\"\";display:block;margin-top:-1px}.katex .mspace{display:inline-block}.katex .mspace.negativethinspace{margin-left:-.16667em}.katex .mspace.thinspace{width:.16667em}.katex .mspace.mediumspace{width:.22222em}.katex .mspace.thickspace{width:.27778em}.katex .mspace.enspace{width:.5em}.katex .mspace.quad{width:1em}.katex .mspace.qquad{width:2em}.katex .llap,.katex .rlap{width:0;position:relative}.katex .llap>.inner,.katex .rlap>.inner{position:absolute}.katex .llap>.fix,.katex .rlap>.fix{display:inline-block}.katex .llap>.inner{right:0}.katex .rlap>.inner{left:0}.katex .katex-logo .a{font-size:.75em;margin-left:-.32em;position:relative;top:-.2em}.katex .katex-logo .t{margin-left:-.23em}.katex .katex-logo .e{margin-left:-.1667em;position:relative;top:.2155em}.katex .katex-logo .x{margin-left:-.125em}.katex .rule{display:inline-block;border-style:solid;position:relative}.katex .overline .overline-line{width:100%}.katex .overline .overline-line:before{border-bottom-style:solid;border-bottom-width:1px;content:\"\";display:block}.katex .overline .overline-line:after{border-bottom-style:solid;border-bottom-width:.04em;content:\"\";display:block;margin-top:-1px}.katex .sqrt>.sqrt-sign{position:relative}.katex .sqrt .sqrt-line{width:100%}.katex .sqrt .sqrt-line:before{border-bottom-style:solid;border-bottom-width:1px;content:\"\";display:block}.katex .sqrt .sqrt-line:after{border-bottom-style:solid;border-bottom-width:.04em;content:\"\";display:block;margin-top:-1px}.katex .fontsize-ensurer,.katex .sizing{display:inline-block}.katex .fontsize-ensurer.reset-size1.size1,.katex .sizing.reset-size1.size1{font-size:1em}.katex .fontsize-ensurer.reset-size1.size2,.katex .sizing.reset-size1.size2{font-size:1.4em}.katex .fontsize-ensurer.reset-size1.size3,.katex .sizing.reset-size1.size3{font-size:1.6em}.katex .fontsize-ensurer.reset-size1.size4,.katex .sizing.reset-size1.size4{font-size:1.8em}.katex .fontsize-ensurer.reset-size1.size5,.katex .sizing.reset-size1.size5{font-size:2em}.katex .fontsize-ensurer.reset-size1.size6,.katex .sizing.reset-size1.size6{font-size:2.4em}.katex .fontsize-ensurer.reset-size1.size7,.katex .sizing.reset-size1.size7{font-size:2.88em}.katex .fontsize-ensurer.reset-size1.size8,.katex .sizing.reset-size1.size8{font-size:3.46em}.katex .fontsize-ensurer.reset-size1.size9,.katex .sizing.reset-size1.size9{font-size:4.14em}.katex .fontsize-ensurer.reset-size1.size10,.katex .sizing.reset-size1.size10{font-size:4.98em}.katex .fontsize-ensurer.reset-size2.size1,.katex .sizing.reset-size2.size1{font-size:.71428571em}.katex .fontsize-ensurer.reset-size2.size2,.katex .sizing.reset-size2.size2{font-size:1em}.katex .fontsize-ensurer.reset-size2.size3,.katex .sizing.reset-size2.size3{font-size:1.14285714em}.katex .fontsize-ensurer.reset-size2.size4,.katex .sizing.reset-size2.size4{font-size:1.28571429em}.katex .fontsize-ensurer.reset-size2.size5,.katex .sizing.reset-size2.size5{font-size:1.42857143em}.katex .fontsize-ensurer.reset-size2.size6,.katex .sizing.reset-size2.size6{font-size:1.71428571em}.katex .fontsize-ensurer.reset-size2.size7,.katex .sizing.reset-size2.size7{font-size:2.05714286em}.katex .fontsize-ensurer.reset-size2.size8,.katex .sizing.reset-size2.size8{font-size:2.47142857em}.katex .fontsize-ensurer.reset-size2.size9,.katex .sizing.reset-size2.size9{font-size:2.95714286em}.katex .fontsize-ensurer.reset-size2.size10,.katex .sizing.reset-size2.size10{font-size:3.55714286em}.katex .fontsize-ensurer.reset-size3.size1,.katex .sizing.reset-size3.size1{font-size:.625em}.katex .fontsize-ensurer.reset-size3.size2,.katex .sizing.reset-size3.size2{font-size:.875em}.katex .fontsize-ensurer.reset-size3.size3,.katex .sizing.reset-size3.size3{font-size:1em}.katex .fontsize-ensurer.reset-size3.size4,.katex .sizing.reset-size3.size4{font-size:1.125em}.katex .fontsize-ensurer.reset-size3.size5,.katex .sizing.reset-size3.size5{font-size:1.25em}.katex .fontsize-ensurer.reset-size3.size6,.katex .sizing.reset-size3.size6{font-size:1.5em}.katex .fontsize-ensurer.reset-size3.size7,.katex .sizing.reset-size3.size7{font-size:1.8em}.katex .fontsize-ensurer.reset-size3.size8,.katex .sizing.reset-size3.size8{font-size:2.1625em}.katex .fontsize-ensurer.reset-size3.size9,.katex .sizing.reset-size3.size9{font-size:2.5875em}.katex .fontsize-ensurer.reset-size3.size10,.katex .sizing.reset-size3.size10{font-size:3.1125em}.katex .fontsize-ensurer.reset-size4.size1,.katex .sizing.reset-size4.size1{font-size:.55555556em}.katex .fontsize-ensurer.reset-size4.size2,.katex .sizing.reset-size4.size2{font-size:.77777778em}.katex .fontsize-ensurer.reset-size4.size3,.katex .sizing.reset-size4.size3{font-size:.88888889em}.katex .fontsize-ensurer.reset-size4.size4,.katex .sizing.reset-size4.size4{font-size:1em}.katex .fontsize-ensurer.reset-size4.size5,.katex .sizing.reset-size4.size5{font-size:1.11111111em}.katex .fontsize-ensurer.reset-size4.size6,.katex .sizing.reset-size4.size6{font-size:1.33333333em}.katex .fontsize-ensurer.reset-size4.size7,.katex .sizing.reset-size4.size7{font-size:1.6em}.katex .fontsize-ensurer.reset-size4.size8,.katex .sizing.reset-size4.size8{font-size:1.92222222em}.katex .fontsize-ensurer.reset-size4.size9,.katex .sizing.reset-size4.size9{font-size:2.3em}.katex .fontsize-ensurer.reset-size4.size10,.katex .sizing.reset-size4.size10{font-size:2.76666667em}.katex .fontsize-ensurer.reset-size5.size1,.katex .sizing.reset-size5.size1{font-size:.5em}.katex .fontsize-ensurer.reset-size5.size2,.katex .sizing.reset-size5.size2{font-size:.7em}.katex .fontsize-ensurer.reset-size5.size3,.katex .sizing.reset-size5.size3{font-size:.8em}.katex .fontsize-ensurer.reset-size5.size4,.katex .sizing.reset-size5.size4{font-size:.9em}.katex .fontsize-ensurer.reset-size5.size5,.katex .sizing.reset-size5.size5{font-size:1em}.katex .fontsize-ensurer.reset-size5.size6,.katex .sizing.reset-size5.size6{font-size:1.2em}.katex .fontsize-ensurer.reset-size5.size7,.katex .sizing.reset-size5.size7{font-size:1.44em}.katex .fontsize-ensurer.reset-size5.size8,.katex .sizing.reset-size5.size8{font-size:1.73em}.katex .fontsize-ensurer.reset-size5.size9,.katex .sizing.reset-size5.size9{font-size:2.07em}.katex .fontsize-ensurer.reset-size5.size10,.katex .sizing.reset-size5.size10{font-size:2.49em}.katex .fontsize-ensurer.reset-size6.size1,.katex .sizing.reset-size6.size1{font-size:.41666667em}.katex .fontsize-ensurer.reset-size6.size2,.katex .sizing.reset-size6.size2{font-size:.58333333em}.katex .fontsize-ensurer.reset-size6.size3,.katex .sizing.reset-size6.size3{font-size:.66666667em}.katex .fontsize-ensurer.reset-size6.size4,.katex .sizing.reset-size6.size4{font-size:.75em}.katex .fontsize-ensurer.reset-size6.size5,.katex .sizing.reset-size6.size5{font-size:.83333333em}.katex .fontsize-ensurer.reset-size6.size6,.katex .sizing.reset-size6.size6{font-size:1em}.katex .fontsize-ensurer.reset-size6.size7,.katex .sizing.reset-size6.size7{font-size:1.2em}.katex .fontsize-ensurer.reset-size6.size8,.katex .sizing.reset-size6.size8{font-size:1.44166667em}.katex .fontsize-ensurer.reset-size6.size9,.katex .sizing.reset-size6.size9{font-size:1.725em}.katex .fontsize-ensurer.reset-size6.size10,.katex .sizing.reset-size6.size10{font-size:2.075em}.katex .fontsize-ensurer.reset-size7.size1,.katex .sizing.reset-size7.size1{font-size:.34722222em}.katex .fontsize-ensurer.reset-size7.size2,.katex .sizing.reset-size7.size2{font-size:.48611111em}.katex .fontsize-ensurer.reset-size7.size3,.katex .sizing.reset-size7.size3{font-size:.55555556em}.katex .fontsize-ensurer.reset-size7.size4,.katex .sizing.reset-size7.size4{font-size:.625em}.katex .fontsize-ensurer.reset-size7.size5,.katex .sizing.reset-size7.size5{font-size:.69444444em}.katex .fontsize-ensurer.reset-size7.size6,.katex .sizing.reset-size7.size6{font-size:.83333333em}.katex .fontsize-ensurer.reset-size7.size7,.katex .sizing.reset-size7.size7{font-size:1em}.katex .fontsize-ensurer.reset-size7.size8,.katex .sizing.reset-size7.size8{font-size:1.20138889em}.katex .fontsize-ensurer.reset-size7.size9,.katex .sizing.reset-size7.size9{font-size:1.4375em}.katex .fontsize-ensurer.reset-size7.size10,.katex .sizing.reset-size7.size10{font-size:1.72916667em}.katex .fontsize-ensurer.reset-size8.size1,.katex .sizing.reset-size8.size1{font-size:.28901734em}.katex .fontsize-ensurer.reset-size8.size2,.katex .sizing.reset-size8.size2{font-size:.40462428em}.katex .fontsize-ensurer.reset-size8.size3,.katex .sizing.reset-size8.size3{font-size:.46242775em}.katex .fontsize-ensurer.reset-size8.size4,.katex .sizing.reset-size8.size4{font-size:.52023121em}.katex .fontsize-ensurer.reset-size8.size5,.katex .sizing.reset-size8.size5{font-size:.57803468em}.katex .fontsize-ensurer.reset-size8.size6,.katex .sizing.reset-size8.size6{font-size:.69364162em}.katex .fontsize-ensurer.reset-size8.size7,.katex .sizing.reset-size8.size7{font-size:.83236994em}.katex .fontsize-ensurer.reset-size8.size8,.katex .sizing.reset-size8.size8{font-size:1em}.katex .fontsize-ensurer.reset-size8.size9,.katex .sizing.reset-size8.size9{font-size:1.19653179em}.katex .fontsize-ensurer.reset-size8.size10,.katex .sizing.reset-size8.size10{font-size:1.43930636em}.katex .fontsize-ensurer.reset-size9.size1,.katex .sizing.reset-size9.size1{font-size:.24154589em}.katex .fontsize-ensurer.reset-size9.size2,.katex .sizing.reset-size9.size2{font-size:.33816425em}.katex .fontsize-ensurer.reset-size9.size3,.katex .sizing.reset-size9.size3{font-size:.38647343em}.katex .fontsize-ensurer.reset-size9.size4,.katex .sizing.reset-size9.size4{font-size:.43478261em}.katex .fontsize-ensurer.reset-size9.size5,.katex .sizing.reset-size9.size5{font-size:.48309179em}.katex .fontsize-ensurer.reset-size9.size6,.katex .sizing.reset-size9.size6{font-size:.57971014em}.katex .fontsize-ensurer.reset-size9.size7,.katex .sizing.reset-size9.size7{font-size:.69565217em}.katex .fontsize-ensurer.reset-size9.size8,.katex .sizing.reset-size9.size8{font-size:.83574879em}.katex .fontsize-ensurer.reset-size9.size9,.katex .sizing.reset-size9.size9{font-size:1em}.katex .fontsize-ensurer.reset-size9.size10,.katex .sizing.reset-size9.size10{font-size:1.20289855em}.katex .fontsize-ensurer.reset-size10.size1,.katex .sizing.reset-size10.size1{font-size:.20080321em}.katex .fontsize-ensurer.reset-size10.size2,.katex .sizing.reset-size10.size2{font-size:.2811245em}.katex .fontsize-ensurer.reset-size10.size3,.katex .sizing.reset-size10.size3{font-size:.32128514em}.katex .fontsize-ensurer.reset-size10.size4,.katex .sizing.reset-size10.size4{font-size:.36144578em}.katex .fontsize-ensurer.reset-size10.size5,.katex .sizing.reset-size10.size5{font-size:.40160643em}.katex .fontsize-ensurer.reset-size10.size6,.katex .sizing.reset-size10.size6{font-size:.48192771em}.katex .fontsize-ensurer.reset-size10.size7,.katex .sizing.reset-size10.size7{font-size:.57831325em}.katex .fontsize-ensurer.reset-size10.size8,.katex .sizing.reset-size10.size8{font-size:.69477912em}.katex .fontsize-ensurer.reset-size10.size9,.katex .sizing.reset-size10.size9{font-size:.8313253em}.katex .fontsize-ensurer.reset-size10.size10,.katex .sizing.reset-size10.size10{font-size:1em}.katex .delimsizing.size1{font-family:KaTeX_Size1}.katex .delimsizing.size2{font-family:KaTeX_Size2}.katex .delimsizing.size3{font-family:KaTeX_Size3}.katex .delimsizing.size4{font-family:KaTeX_Size4}.katex .delimsizing.mult .delim-size1>span{font-family:KaTeX_Size1}.katex .delimsizing.mult .delim-size4>span{font-family:KaTeX_Size4}.katex .nulldelimiter{display:inline-block;width:.12em}.katex .op-symbol{position:relative}.katex .op-symbol.small-op{font-family:KaTeX_Size1}.katex .op-symbol.large-op{font-family:KaTeX_Size2}.katex .accent>.vlist>span,.katex .op-limits>.vlist>span{text-align:center}.katex .accent .accent-body>span{width:0}.katex .accent .accent-body.accent-vec>span{position:relative;left:.326em}"
},
"$:/plugins/tiddlywiki/katex/katex.min.js": {
"type": "application/javascript",
"title": "$:/plugins/tiddlywiki/katex/katex.min.js",
"module-type": "library",
"text": "(function(document) {\n(function(e){if(\"function\"==typeof bootstrap)bootstrap(\"katex\",e);else if(\"object\"==typeof exports)module.exports=e();else if(\"function\"==typeof define&&define.amd)define(e);else if(\"undefined\"!=typeof ses){if(!ses.ok())return;ses.makeKatex=e}else\"undefined\"!=typeof window?window.katex=e():global.katex=e()})(function(){var e,t,i,h,a;return function l(e,t,i){function h(s,r){if(!t[s]){if(!e[s]){var p=typeof require==\"function\"&&require;if(!r&&p)return p(s,!0);if(a)return a(s,!0);throw new Error(\"Cannot find module '\"+s+\"'\")}var c=t[s]={exports:{}};e[s][0].call(c.exports,function(t){var i=e[s][1][t];return h(i?i:t)},c,c.exports,l,e,t,i)}return t[s].exports}var a=typeof require==\"function\"&&require;for(var s=0;s<i.length;s++)h(i[s]);return h}({1:[function(e,t,i){var h=e(\"./src/ParseError\");var a=e(\"./src/buildTree\");var l=e(\"./src/parseTree\");var s=e(\"./src/utils\");var r=function(e,t){s.clearNode(t);var i=l(e);var h=a(i).toNode();t.appendChild(h)};if(typeof document!==\"undefined\"){if(document.compatMode!==\"CSS1Compat\"){typeof console!==\"undefined\"&&console.warn(\"Warning: KaTeX doesn't work in quirks mode. Make sure your \"+\"website has a suitable doctype.\");r=function(){throw new h(\"KaTeX doesn't work in quirks mode.\")}}}var p=function(e){var t=l(e);return a(t).toMarkup()};t.exports={render:r,renderToString:p,ParseError:h}},{\"./src/ParseError\":4,\"./src/buildTree\":8,\"./src/parseTree\":13,\"./src/utils\":15}],2:[function(e,t,i){var h=e(\"./ParseError\");function a(e){this._input=e}function l(e,t,i){this.text=e;this.data=t;this.position=i}var s=[/^[/|@.\"\"`0-9a-zA-Z]/,/^[*+-]/,/^[=<>:]/,/^[,;]/,/^['\\^_{}]/,/^[(\\[]/,/^[)\\]?!]/,/^~/];var r=[/^[a-zA-Z0-9`!@*()-=+\\[\\]'\";:?\\/.,]/,/^[{}]/,/^~/];var p=/^\\s*/;var c=/^( +|\\\\ +)/;var g=/^\\\\(?:[a-zA-Z]+|.)/;a.prototype._innerLex=function(e,t,i){var a=this._input.slice(e);var s;if(i){s=a.match(p)[0];e+=s.length;a=a.slice(s.length)}else{s=a.match(c);if(s!==null){return new l(\" \",null,e+s[0].length)}}if(a.length===0){return new l(\"EOF\",null,e)}var r;if(r=a.match(g)){return new l(r[0],null,e+r[0].length)}else{for(var d=0;d<t.length;d++){var n=t[d];if(r=a.match(n)){return new l(r[0],null,e+r[0].length)}}}throw new h(\"Unexpected character: '\"+a[0]+\"'\",this,e)};var d=/^(#[a-z0-9]+|[a-z]+)/i;a.prototype._innerLexColor=function(e){var t=this._input.slice(e);var i=t.match(p)[0];e+=i.length;t=t.slice(i.length);var a;if(a=t.match(d)){return new l(a[0],null,e+a[0].length)}else{throw new h(\"Invalid color\",this,e)}};var n=/^(-?)\\s*(\\d+(?:\\.\\d*)?|\\.\\d+)\\s*([a-z]{2})/;a.prototype._innerLexSize=function(e){var t=this._input.slice(e);var i=t.match(p)[0];e+=i.length;t=t.slice(i.length);var a;if(a=t.match(n)){var s=a[3];if(s!==\"em\"&&s!==\"ex\"){throw new h(\"Invalid unit: '\"+s+\"'\",this,e)}return new l(a[0],{number:+(a[1]+a[2]),unit:s},e+a[0].length)}throw new h(\"Invalid size\",this,e)};a.prototype._innerLexWhitespace=function(e){var t=this._input.slice(e);var i=t.match(p)[0];e+=i.length;return new l(i,null,e)};a.prototype.lex=function(e,t){if(t===\"math\"){return this._innerLex(e,s,true)}else if(t===\"text\"){return this._innerLex(e,r,false)}else if(t===\"color\"){return this._innerLexColor(e)}else if(t===\"size\"){return this._innerLexSize(e)}else if(t===\"whitespace\"){return this._innerLexWhitespace(e)}};t.exports=a},{\"./ParseError\":4}],3:[function(e,t,i){function h(e,t,i,h,a){this.style=e;this.color=i;this.size=t;if(h===undefined){h=e}this.parentStyle=h;if(a===undefined){a=t}this.parentSize=a}h.prototype.withStyle=function(e){return new h(e,this.size,this.color,this.style,this.size)};h.prototype.withSize=function(e){return new h(this.style,e,this.color,this.style,this.size)};h.prototype.withColor=function(e){return new h(this.style,this.size,e,this.style,this.size)};h.prototype.reset=function(){return new h(this.style,this.size,this.color,this.style,this.size)};var a={\"katex-blue\":\"#6495ed\",\"katex-orange\":\"#ffa500\",\"katex-pink\":\"#ff00af\",\"katex-red\":\"#df0030\",\"katex-green\":\"#28ae7b\",\"katex-gray\":\"gray\",\"katex-purple\":\"#9d38bd\"};h.prototype.getColor=function(){return a[this.color]||this.color};t.exports=h},{}],4:[function(e,t,i){function h(e,t,i){var a=\"KaTeX parse error: \"+e;if(t!==undefined&&i!==undefined){a+=\" at position \"+i+\": \";var l=t._input;l=l.slice(0,i)+\"\\u0332\"+l.slice(i);var s=Math.max(0,i-15);var r=i+15;a+=l.slice(s,r)}var p=new Error(a);p.name=\"ParseError\";p.__proto__=h.prototype;p.position=i;return p}h.prototype.__proto__=Error.prototype;t.exports=h},{}],5:[function(e,t,i){var h=e(\"./functions\");var a=e(\"./Lexer\");var l=e(\"./symbols\");var s=e(\"./utils\");var r=e(\"./ParseError\");function p(e){this.lexer=new a(e)}function c(e,t,i){this.type=e;this.value=t;this.mode=i}function g(e,t){this.result=e;this.position=t}function d(e,t,i,h,a,l){this.result=e;this.isFunction=t;this.allowedInText=i;this.numArgs=h;this.numOptionalArgs=a;this.argTypes=l}p.prototype.expect=function(e,t){if(e.text!==t){throw new r(\"Expected '\"+t+\"', got '\"+e.text+\"'\",this.lexer,e.position)}};p.prototype.parse=function(e){var t=this.parseInput(0,\"math\");return t.result};p.prototype.parseInput=function(e,t){var i=this.parseExpression(e,t,false,null);var h=this.lexer.lex(i.position,t);this.expect(h,\"EOF\");return i};p.prototype.parseExpression=function(e,t,i,h){var a=[];while(true){var l=this.lexer.lex(e,t);if(h!=null&&l.text===h){break}var s=this.parseAtom(e,t);if(!s){break}if(i&&s.result.type===\"infix\"){break}a.push(s.result);e=s.position}return new g(this.handleInfixNodes(a,t),e)};p.prototype.handleInfixNodes=function(e,t){var i=-1;var a;var l;for(var s=0;s<e.length;s++){var p=e[s];if(p.type===\"infix\"){if(i!==-1){throw new r(\"only one infix operator per group\",this.lexer,-1)}i=s;l=p.value.replaceWith;a=h.funcs[l]}}if(i!==-1){var g,d;var n=e.slice(0,i);var o=e.slice(i+1);if(n.length===1&&n[0].type===\"ordgroup\"){g=n[0]}else{g=new c(\"ordgroup\",n,t)}if(o.length===1&&o[0].type===\"ordgroup\"){d=o[0]}else{d=new c(\"ordgroup\",o,t)}var w=a.handler(l,g,d);return[new c(w.type,w,t)]}else{return e}};var n=1;p.prototype.handleSupSubscript=function(e,t,i,a){var l=this.parseGroup(e,t);if(!l){throw new r(\"Expected group after '\"+i+\"'\",this.lexer,e)}else if(l.numArgs>0){var s=h.getGreediness(l.result.result);if(s>n){return this.parseFunction(e,t)}else{throw new r(\"Got function '\"+l.result.result+\"' with no arguments \"+\"as \"+a,this.lexer,e)}}else{return l.result}};p.prototype.parseAtom=function(e,t){var i=this.parseImplicitGroup(e,t);if(t===\"text\"){return i}var h;if(!i){h=e;i=undefined}else{h=i.position}var a;var l;var s;while(true){var p=this.lexer.lex(h,t);if(p.text===\"^\"){if(a){throw new r(\"Double superscript\",this.lexer,h)}s=this.handleSupSubscript(p.position,t,p.text,\"superscript\");h=s.position;a=s.result}else if(p.text===\"_\"){if(l){throw new r(\"Double subscript\",this.lexer,h)}s=this.handleSupSubscript(p.position,t,p.text,\"subscript\");h=s.position;l=s.result}else if(p.text===\"'\"){var d=new c(\"textord\",\"\\\\prime\",t);var n=[d];h=p.position;while((p=this.lexer.lex(h,t)).text===\"'\"){n.push(d);h=p.position}a=new c(\"ordgroup\",n,t)}else{break}}if(a||l){return new g(new c(\"supsub\",{base:i&&i.result,sup:a,sub:l},t),h)}else{return i}};var o=[\"\\\\tiny\",\"\\\\scriptsize\",\"\\\\footnotesize\",\"\\\\small\",\"\\\\normalsize\",\"\\\\large\",\"\\\\Large\",\"\\\\LARGE\",\"\\\\huge\",\"\\\\Huge\"];var w=[\"\\\\displaystyle\",\"\\\\textstyle\",\"\\\\scriptstyle\",\"\\\\scriptscriptstyle\"];p.prototype.parseImplicitGroup=function(e,t){var i=this.parseSymbol(e,t);if(!i||!i.result){return this.parseFunction(e,t)}var h=i.result.result;var a;if(h===\"\\\\left\"){var l=this.parseFunction(e,t);a=this.parseExpression(l.position,t,false,\"}\");var p=this.parseSymbol(a.position,t);if(p&&p.result.result===\"\\\\right\"){var d=this.parseFunction(a.position,t);return new g(new c(\"leftright\",{body:a.result,left:l.result.value.value,right:d.result.value.value},t),d.position)}else{throw new r(\"Missing \\\\right\",this.lexer,a.position)}}else if(h===\"\\\\right\"){return null}else if(s.contains(o,h)){a=this.parseExpression(i.result.position,t,false,\"}\");return new g(new c(\"sizing\",{size:\"size\"+(s.indexOf(o,h)+1),value:a.result},t),a.position)}else if(s.contains(w,h)){a=this.parseExpression(i.result.position,t,true,\"}\");return new g(new c(\"styling\",{style:h.slice(1,h.length-5),value:a.result},t),a.position)}else{return this.parseFunction(e,t)}};p.prototype.parseFunction=function(e,t){var i=this.parseGroup(e,t);if(i){if(i.isFunction){var a=i.result.result;if(t===\"text\"&&!i.allowedInText){throw new r(\"Can't use function '\"+a+\"' in text mode\",this.lexer,i.position)}var l=i.result.position;var s;var p=i.numArgs+i.numOptionalArgs;if(p>0){var d=h.getGreediness(a);var n=[a];var o=[l];for(var w=0;w<p;w++){var k=i.argTypes&&i.argTypes[w];var u;if(w<i.numOptionalArgs){if(k){u=this.parseSpecialGroup(l,k,t,true)}else{u=this.parseOptionalGroup(l,t)}if(!u){n.push(null);o.push(l);continue}}else{if(k){u=this.parseSpecialGroup(l,k,t)}else{u=this.parseGroup(l,t)}if(!u){throw new r(\"Expected group after '\"+i.result.result+\"'\",this.lexer,l)}}var m;if(u.numArgs>0){var f=h.getGreediness(u.result.result);if(f>d){m=this.parseFunction(l,t)}else{throw new r(\"Got function '\"+u.result.result+\"' as \"+\"argument to function '\"+i.result.result+\"'\",this.lexer,u.result.position-1)}}else{m=u.result}n.push(m.result);o.push(m.position);l=m.position}n.push(o);s=h.funcs[a].handler.apply(this,n)}else{s=h.funcs[a].handler.apply(this,[a])}return new g(new c(s.type,s,t),l)}else{return i.result}}else{return null}};p.prototype.parseSpecialGroup=function(e,t,i,h){if(t===\"color\"||t===\"size\"){var a=this.lexer.lex(e,i);if(h&&a.text!==\"[\"){return null}this.expect(a,h?\"[\":\"{\");var l=this.lexer.lex(a.position,t);var s;if(t===\"color\"){s=l.text}else{s=l.data}var r=this.lexer.lex(l.position,i);this.expect(r,h?\"]\":\"}\");return new d(new g(new c(t,s,i),r.position),false)}else if(t===\"text\"){var p=this.lexer.lex(e,\"whitespace\");e=p.position}if(h){return this.parseOptionalGroup(e,t)}else{return this.parseGroup(e,t)}};p.prototype.parseGroup=function(e,t){var i=this.lexer.lex(e,t);if(i.text===\"{\"){var h=this.parseExpression(i.position,t,false,\"}\");var a=this.lexer.lex(h.position,t);this.expect(a,\"}\");return new d(new g(new c(\"ordgroup\",h.result,t),a.position),false)}else{return this.parseSymbol(e,t)}};p.prototype.parseOptionalGroup=function(e,t){var i=this.lexer.lex(e,t);if(i.text===\"[\"){var h=this.parseExpression(i.position,t,false,\"]\");var a=this.lexer.lex(h.position,t);this.expect(a,\"]\");return new d(new g(new c(\"ordgroup\",h.result,t),a.position),false)}else{return null}};p.prototype.parseSymbol=function(e,t){var i=this.lexer.lex(e,t);if(h.funcs[i.text]){var a=h.funcs[i.text];var s=a.argTypes;if(s){s=s.slice();for(var r=0;r<s.length;r++){if(s[r]===\"original\"){s[r]=t}}}return new d(new g(i.text,i.position),true,a.allowedInText,a.numArgs,a.numOptionalArgs,s)}else if(l[t][i.text]){return new d(new g(new c(l[t][i.text].group,i.text,t),i.position),false)}else{return null}};t.exports=p},{\"./Lexer\":2,\"./ParseError\":4,\"./functions\":12,\"./symbols\":14,\"./utils\":15}],6:[function(e,t,i){function h(e,t,i,h){this.id=e;this.size=t;this.cramped=h;this.sizeMultiplier=i}h.prototype.sup=function(){return w[k[this.id]]};h.prototype.sub=function(){return w[u[this.id]]};h.prototype.fracNum=function(){return w[m[this.id]]};h.prototype.fracDen=function(){return w[f[this.id]]};h.prototype.cramp=function(){return w[v[this.id]]};h.prototype.cls=function(){return n[this.size]+(this.cramped?\" cramped\":\" uncramped\")};h.prototype.reset=function(){return o[this.size]};var a=0;var l=1;var s=2;var r=3;var p=4;var c=5;var g=6;var d=7;var n=[\"displaystyle textstyle\",\"textstyle\",\"scriptstyle\",\"scriptscriptstyle\"];var o=[\"reset-textstyle\",\"reset-textstyle\",\"reset-scriptstyle\",\"reset-scriptscriptstyle\"];var w=[new h(a,0,1,false),new h(l,0,1,true),new h(s,1,1,false),new h(r,1,1,true),new h(p,2,.7,false),new h(c,2,.7,true),new h(g,3,.5,false),new h(d,3,.5,true)];var k=[p,c,p,c,g,d,g,d];var u=[c,c,c,c,d,d,d,d];var m=[s,r,p,c,g,d,g,d];var f=[r,r,c,c,d,d,d,d];var v=[l,l,r,r,c,c,d,d];t.exports={DISPLAY:w[a],TEXT:w[s],SCRIPT:w[p],SCRIPTSCRIPT:w[g]}},{}],7:[function(e,t,i){var h=e(\"./domTree\");var a=e(\"./fontMetrics\");var l=e(\"./symbols\");var s=function(e,t,i,s,r){if(l[i][e]&&l[i][e].replace){e=l[i][e].replace}var p=a.getCharacterMetrics(e,t);var c;if(p){c=new h.symbolNode(e,p.height,p.depth,p.italic,p.skew,r)}else{typeof console!==\"undefined\"&&console.warn(\"No character metrics for '\"+e+\"' in style '\"+t+\"'\");c=new h.symbolNode(e,0,0,0,0,r)}if(s){c.style.color=s}return c};var r=function(e,t,i,h){return s(e,\"Math-Italic\",t,i,h.concat([\"mathit\"]))};var p=function(e,t,i,h){if(l[t][e].font===\"main\"){return s(e,\"Main-Regular\",t,i,h)}else{return s(e,\"AMS-Regular\",t,i,h.concat([\"amsrm\"]))}};var c=function(e){var t=0;var i=0;var h=0;if(e.children){for(var a=0;a<e.children.length;a++){if(e.children[a].height>t){t=e.children[a].height}if(e.children[a].depth>i){i=e.children[a].depth}if(e.children[a].maxFontSize>h){h=e.children[a].maxFontSize}}}e.height=t;e.depth=i;e.maxFontSize=h};var g=function(e,t,i){var a=new h.span(e,t);c(a);if(i){a.style.color=i}return a};var d=function(e){var t=new h.documentFragment(e);c(t);return t};var n=function(e,t){var i=g([],[new h.symbolNode(\"\\u200b\")]);i.style.fontSize=t/e.style.sizeMultiplier+\"em\";var a=g([\"fontsize-ensurer\",\"reset-\"+e.size,\"size5\"],[i]);return a};var o=function(e,t,i,a){var l;var s;var r;if(t===\"individualShift\"){var p=e;e=[p[0]];l=-p[0].shift-p[0].elem.depth;s=l;for(r=1;r<p.length;r++){var c=-p[r].shift-s-p[r].elem.depth;var d=c-(p[r-1].elem.height+p[r-1].elem.depth);s=s+c;e.push({type:\"kern\",size:d});e.push(p[r])}}else if(t===\"top\"){var o=i;for(r=0;r<e.length;r++){if(e[r].type===\"kern\"){o-=e[r].size}else{o-=e[r].elem.height+e[r].elem.depth}}l=o}else if(t===\"bottom\"){l=-i}else if(t===\"shift\"){l=-e[0].elem.depth-i}else if(t===\"firstBaseline\"){l=-e[0].elem.depth}else{l=0}var w=0;for(r=0;r<e.length;r++){if(e[r].type===\"elem\"){w=Math.max(w,e[r].elem.maxFontSize)}}var k=n(a,w);var u=[];s=l;for(r=0;r<e.length;r++){if(e[r].type===\"kern\"){s+=e[r].size}else{var m=e[r].elem;var f=-m.depth-s;s+=m.height+m.depth;var v=g([],[k,m]);v.height-=f;v.depth+=f;v.style.top=f+\"em\";u.push(v)}}var y=g([\"baseline-fix\"],[k,new h.symbolNode(\"\\u200b\")]);u.push(y);var x=g([\"vlist\"],u);x.height=Math.max(s,x.height);x.depth=Math.max(-l,x.depth);return x};t.exports={makeSymbol:s,mathit:r,mathrm:p,makeSpan:g,makeFragment:d,makeVList:o}},{\"./domTree\":10,\"./fontMetrics\":11,\"./symbols\":14}],8:[function(e,t,i){var h=e(\"./Options\");var a=e(\"./ParseError\");var l=e(\"./Style\");var s=e(\"./buildCommon\");var r=e(\"./delimiter\");var p=e(\"./domTree\");var c=e(\"./fontMetrics\");var g=e(\"./utils\");var d=s.makeSpan;var n=function(e,t,i){var h=[];for(var a=0;a<e.length;a++){var l=e[a];h.push(y(l,t,i));i=l}return h};var o={mathord:\"mord\",textord:\"mord\",bin:\"mbin\",rel:\"mrel\",text:\"mord\",open:\"mopen\",close:\"mclose\",inner:\"minner\",frac:\"minner\",spacing:\"mord\",punct:\"mpunct\",ordgroup:\"mord\",op:\"mop\",katex:\"mord\",overline:\"mord\",rule:\"mord\",leftright:\"minner\",sqrt:\"mord\",accent:\"mord\"};var w=function(e){if(e==null){return o.mathord}else if(e.type===\"supsub\"){return w(e.value.base)}else if(e.type===\"llap\"||e.type===\"rlap\"){return w(e.value)}else if(e.type===\"color\"){return w(e.value.value)}else if(e.type===\"sizing\"){return w(e.value.value)}else if(e.type===\"styling\"){return w(e.value.value)}else if(e.type===\"delimsizing\"){return o[e.value.delimType]}else{return o[e.type]}};var k=function(e,t){if(!e){return false}else if(e.type===\"op\"){return e.value.limits&&t.style.size===l.DISPLAY.size}else if(e.type===\"accent\"){return m(e.value.base)}else{return null}};var u=function(e){if(!e){return false}else if(e.type===\"ordgroup\"){if(e.value.length===1){return u(e.value[0])}else{return e}}else if(e.type===\"color\"){if(e.value.value.length===1){return u(e.value.value[0])}else{return e}}else{return e}};var m=function(e){var t=u(e);return t.type===\"mathord\"||t.type===\"textord\"||t.type===\"bin\"||t.type===\"rel\"||t.type===\"inner\"||t.type===\"open\"||t.type===\"close\"||t.type===\"punct\"};var f={mathord:function(e,t,i){return s.mathit(e.value,e.mode,t.getColor(),[\"mord\"])},textord:function(e,t,i){return s.mathrm(e.value,e.mode,t.getColor(),[\"mord\"])},bin:function(e,t,i){var h=\"mbin\";var a=i;while(a&&a.type==\"color\"){var l=a.value.value;a=l[l.length-1]}if(!i||g.contains([\"mbin\",\"mopen\",\"mrel\",\"mop\",\"mpunct\"],w(a))){e.type=\"textord\";h=\"mord\"}return s.mathrm(e.value,e.mode,t.getColor(),[h])},rel:function(e,t,i){return s.mathrm(e.value,e.mode,t.getColor(),[\"mrel\"])},open:function(e,t,i){return s.mathrm(e.value,e.mode,t.getColor(),[\"mopen\"])},close:function(e,t,i){return s.mathrm(e.value,e.mode,t.getColor(),[\"mclose\"])},inner:function(e,t,i){return s.mathrm(e.value,e.mode,t.getColor(),[\"minner\"])},punct:function(e,t,i){return s.mathrm(e.value,e.mode,t.getColor(),[\"mpunct\"])},ordgroup:function(e,t,i){return d([\"mord\",t.style.cls()],n(e.value,t.reset()))},text:function(e,t,i){return d([\"text\",\"mord\",t.style.cls()],n(e.value.body,t.reset()))},color:function(e,t,i){var h=n(e.value.value,t.withColor(e.value.color),i);return new s.makeFragment(h)},supsub:function(e,t,i){if(k(e.value.base,t)){return f[e.value.base.type](e,t,i)}var h=y(e.value.base,t.reset());var a,r,g,n;if(e.value.sup){g=y(e.value.sup,t.withStyle(t.style.sup()));a=d([t.style.reset(),t.style.sup().cls()],[g])}if(e.value.sub){n=y(e.value.sub,t.withStyle(t.style.sub()));r=d([t.style.reset(),t.style.sub().cls()],[n])}var o,u;if(m(e.value.base)){o=0;u=0}else{o=h.height-c.metrics.supDrop;u=h.depth+c.metrics.subDrop}var v;if(t.style===l.DISPLAY){v=c.metrics.sup1}else if(t.style.cramped){v=c.metrics.sup3}else{v=c.metrics.sup2}var x=l.TEXT.sizeMultiplier*t.style.sizeMultiplier;var b=.5/c.metrics.ptPerEm/x+\"em\";var z;if(!e.value.sup){u=Math.max(u,c.metrics.sub1,n.height-.8*c.metrics.xHeight);z=s.makeVList([{type:\"elem\",elem:r}],\"shift\",u,t);z.children[0].style.marginRight=b;if(h instanceof p.symbolNode){z.children[0].style.marginLeft=-h.italic+\"em\"}}else if(!e.value.sub){o=Math.max(o,v,g.depth+.25*c.metrics.xHeight);z=s.makeVList([{type:\"elem\",elem:a}],\"shift\",-o,t);z.children[0].style.marginRight=b}else{o=Math.max(o,v,g.depth+.25*c.metrics.xHeight);u=Math.max(u,c.metrics.sub2);var S=c.metrics.defaultRuleThickness;if(o-g.depth-(n.height-u)<4*S){u=4*S-(o-g.depth)+n.height;var T=.8*c.metrics.xHeight-(o-g.depth);if(T>0){o+=T;u-=T}}z=s.makeVList([{type:\"elem\",elem:r,shift:u},{type:\"elem\",elem:a,shift:-o}],\"individualShift\",null,t);if(h instanceof p.symbolNode){z.children[0].style.marginLeft=-h.italic+\"em\"}z.children[0].style.marginRight=b;z.children[1].style.marginRight=b}return d([w(e.value.base)],[h,z])},genfrac:function(e,t,i){var h=t.style;if(e.value.size===\"display\"){h=l.DISPLAY}else if(e.value.size===\"text\"){h=l.TEXT}var a=h.fracNum();var p=h.fracDen();var g=y(e.value.numer,t.withStyle(a));var n=d([h.reset(),a.cls()],[g]);var o=y(e.value.denom,t.withStyle(p));var w=d([h.reset(),p.cls()],[o]);var k;if(e.value.hasBarLine){k=c.metrics.defaultRuleThickness/t.style.sizeMultiplier}else{k=0}var u;var m;var f;if(h.size===l.DISPLAY.size){u=c.metrics.num1;if(k>0){m=3*k}else{m=7*c.metrics.defaultRuleThickness}f=c.metrics.denom1}else{if(k>0){u=c.metrics.num2;m=k}else{u=c.metrics.num3;m=3*c.metrics.defaultRuleThickness}f=c.metrics.denom2}var v;if(k===0){var x=u-g.depth-(o.height-f);if(x<m){u+=.5*(m-x);f+=.5*(m-x)}v=s.makeVList([{type:\"elem\",elem:w,shift:f},{type:\"elem\",elem:n,shift:-u}],\"individualShift\",null,t)}else{var b=c.metrics.axisHeight;if(u-g.depth-(b+.5*k)<m){u+=m-(u-g.depth-(b+.5*k))}if(b-.5*k-(o.height-f)<m){f+=m-(b-.5*k-(o.height-f))}var z=d([t.style.reset(),l.TEXT.cls(),\"frac-line\"]);z.height=k;var S=-(b-.5*k);v=s.makeVList([{type:\"elem\",elem:w,shift:f},{type:\"elem\",elem:z,shift:S},{type:\"elem\",elem:n,shift:-u}],\"individualShift\",null,t)}v.height*=h.sizeMultiplier/t.style.sizeMultiplier;v.depth*=h.sizeMultiplier/t.style.sizeMultiplier;var T=[d([\"mfrac\"],[v])];var M;if(h.size===l.DISPLAY.size){M=c.metrics.delim1}else{M=c.metrics.getDelim2(h)}if(e.value.leftDelim!=null){T.unshift(r.customSizedDelim(e.value.leftDelim,M,true,t.withStyle(h),e.mode))}if(e.value.rightDelim!=null){T.push(r.customSizedDelim(e.value.rightDelim,M,true,t.withStyle(h),e.mode))}return d([\"minner\",t.style.reset(),h.cls()],T,t.getColor())},spacing:function(e,t,i){if(e.value===\"\\\\ \"||e.value===\"\\\\space\"||e.value===\" \"||e.value===\"~\"){return d([\"mord\",\"mspace\"],[s.mathrm(e.value,e.mode)])}else{var h={\"\\\\qquad\":\"qquad\",\"\\\\quad\":\"quad\",\"\\\\enspace\":\"enspace\",\"\\\\;\":\"thickspace\",\"\\\\:\":\"mediumspace\",\"\\\\,\":\"thinspace\",\"\\\\!\":\"negativethinspace\"};return d([\"mord\",\"mspace\",h[e.value]])}},llap:function(e,t,i){var h=d([\"inner\"],[y(e.value.body,t.reset())]);var a=d([\"fix\"],[]);return d([\"llap\",t.style.cls()],[h,a])},rlap:function(e,t,i){var h=d([\"inner\"],[y(e.value.body,t.reset())]);var a=d([\"fix\"],[]);return d([\"rlap\",t.style.cls()],[h,a])},op:function(e,t,i){var h;var a;var r=false;if(e.type===\"supsub\"){h=e.value.sup;a=e.value.sub;e=e.value.base;r=true}var p=[\"\\\\smallint\"];var n=false;if(t.style.size===l.DISPLAY.size&&e.value.symbol&&!g.contains(p,e.value.body)){n=true}var o;var w=0;var k=0;if(e.value.symbol){var u=n?\"Size2-Regular\":\"Size1-Regular\";o=s.makeSymbol(e.value.body,u,\"math\",t.getColor(),[\"op-symbol\",n?\"large-op\":\"small-op\",\"mop\"]);w=(o.height-o.depth)/2-c.metrics.axisHeight*t.style.sizeMultiplier;k=o.italic}else{var m=[];for(var f=1;f<e.value.body.length;f++){m.push(s.mathrm(e.value.body[f],e.mode))}o=d([\"mop\"],m,t.getColor())}if(r){o=d([],[o]);var v,x,b,z;if(h){var S=y(h,t.withStyle(t.style.sup()));v=d([t.style.reset(),t.style.sup().cls()],[S]);x=Math.max(c.metrics.bigOpSpacing1,c.metrics.bigOpSpacing3-S.depth)}if(a){var T=y(a,t.withStyle(t.style.sub()));b=d([t.style.reset(),t.style.sub().cls()],[T]);z=Math.max(c.metrics.bigOpSpacing2,c.metrics.bigOpSpacing4-T.height)}var M,R,C;if(!h){R=o.height-w;M=s.makeVList([{type:\"kern\",size:c.metrics.bigOpSpacing5},{type:\"elem\",elem:b},{type:\"kern\",size:z},{type:\"elem\",elem:o}],\"top\",R,t);M.children[0].style.marginLeft=-k+\"em\"}else if(!a){C=o.depth+w;M=s.makeVList([{type:\"elem\",elem:o},{type:\"kern\",size:x},{type:\"elem\",elem:v},{type:\"kern\",size:c.metrics.bigOpSpacing5}],\"bottom\",C,t);M.children[1].style.marginLeft=k+\"em\"}else if(!h&&!a){return o}else{C=c.metrics.bigOpSpacing5+b.height+b.depth+z+o.depth+w;M=s.makeVList([{type:\"kern\",size:c.metrics.bigOpSpacing5},{type:\"elem\",elem:b},{type:\"kern\",size:z},{type:\"elem\",elem:o},{type:\"kern\",size:x},{type:\"elem\",elem:v},{type:\"kern\",size:c.metrics.bigOpSpacing5}],\"bottom\",C,t);M.children[0].style.marginLeft=-k+\"em\";M.children[2].style.marginLeft=k+\"em\"}return d([\"mop\",\"op-limits\"],[M])}else{if(e.value.symbol){o.style.top=w+\"em\"}return o}},katex:function(e,t,i){var h=d([\"k\"],[s.mathrm(\"K\",e.mode)]);var a=d([\"a\"],[s.mathrm(\"A\",e.mode)]);a.height=(a.height+.2)*.75;a.depth=(a.height-.2)*.75;var l=d([\"t\"],[s.mathrm(\"T\",e.mode)]);var r=d([\"e\"],[s.mathrm(\"E\",e.mode)]);r.height=r.height-.2155;r.depth=r.depth+.2155;var p=d([\"x\"],[s.mathrm(\"X\",e.mode)]);return d([\"katex-logo\"],[h,a,l,r,p],t.getColor())},overline:function(e,t,i){var h=y(e.value.body,t.withStyle(t.style.cramp()));var a=c.metrics.defaultRuleThickness/t.style.sizeMultiplier;var r=d([t.style.reset(),l.TEXT.cls(),\"overline-line\"]);r.height=a;r.maxFontSize=1;var p=s.makeVList([{type:\"elem\",elem:h},{type:\"kern\",size:3*a},{type:\"elem\",elem:r},{type:\"kern\",size:a}],\"firstBaseline\",null,t);return d([\"overline\",\"mord\"],[p],t.getColor())},sqrt:function(e,t,i){var h=y(e.value.body,t.withStyle(t.style.cramp()));var a=c.metrics.defaultRuleThickness/t.style.sizeMultiplier;var p=d([t.style.reset(),l.TEXT.cls(),\"sqrt-line\"],[],t.getColor());p.height=a;p.maxFontSize=1;var g=a;if(t.style.id<l.TEXT.id){g=c.metrics.xHeight}var n=a+g/4;var o=(h.height+h.depth)*t.style.sizeMultiplier;var w=o+n+a;var k=d([\"sqrt-sign\"],[r.customSizedDelim(\"\\\\surd\",w,false,t,e.mode)],t.getColor());var u=k.height+k.depth-a;if(u>h.height+h.depth+n){n=(n+u-h.height-h.depth)/2}var m=-(h.height+n+a)+k.height;k.style.top=m+\"em\";k.height-=m;k.depth+=m;var f;if(h.height===0&&h.depth===0){f=d()}else{f=s.makeVList([{type:\"elem\",elem:h},{type:\"kern\",size:n},{type:\"elem\",elem:p},{type:\"kern\",size:a}],\"firstBaseline\",null,t)}return d([\"sqrt\",\"mord\"],[k,f])},sizing:function(e,t,i){var h=n(e.value.value,t.withSize(e.value.size),i);var a=d([\"mord\"],[d([\"sizing\",\"reset-\"+t.size,e.value.size,t.style.cls()],h)]);var l=v[e.value.size];a.maxFontSize=l*t.style.sizeMultiplier;return a},styling:function(e,t,i){var h={display:l.DISPLAY,text:l.TEXT,script:l.SCRIPT,scriptscript:l.SCRIPTSCRIPT};var a=h[e.value.style];var s=n(e.value.value,t.withStyle(a),i);return d([t.style.reset(),a.cls()],s)},delimsizing:function(e,t,i){var h=e.value.value;if(h===\".\"){return d([o[e.value.delimType]])}return d([o[e.value.delimType]],[r.sizedDelim(h,e.value.size,t,e.mode)])},leftright:function(e,t,i){var h=n(e.value.body,t.reset());var a=0;var l=0;for(var s=0;s<h.length;s++){a=Math.max(h[s].height,a);l=Math.max(h[s].depth,l)}a*=t.style.sizeMultiplier;l*=t.style.sizeMultiplier;var p;if(e.value.left===\".\"){p=d([\"nulldelimiter\"])}else{p=r.leftRightDelim(e.value.left,a,l,t,e.mode)}h.unshift(p);var c;if(e.value.right===\".\"){c=d([\"nulldelimiter\"])}else{c=r.leftRightDelim(e.value.right,a,l,t,e.mode)}h.push(c);return d([\"minner\",t.style.cls()],h,t.getColor())},rule:function(e,t,i){var h=d([\"mord\",\"rule\"],[],t.getColor());var a=0;if(e.value.shift){a=e.value.shift.number;if(e.value.shift.unit===\"ex\"){a*=c.metrics.xHeight}}var l=e.value.width.number;if(e.value.width.unit===\"ex\"){l*=c.metrics.xHeight}var s=e.value.height.number;if(e.value.height.unit===\"ex\"){s*=c.metrics.xHeight}a/=t.style.sizeMultiplier;l/=t.style.sizeMultiplier;s/=t.style.sizeMultiplier;h.style.borderRightWidth=l+\"em\";h.style.borderTopWidth=s+\"em\";h.style.bottom=a+\"em\";h.width=l;h.height=s+a;h.depth=-a;return h},accent:function(e,t,i){var h=e.value.base;var a;if(e.type===\"supsub\"){var l=e;e=l.value.base;h=e.value.base;l.value.base=h;a=y(l,t.reset(),i)}var r=y(h,t.withStyle(t.style.cramp()));var p;if(m(h)){var g=u(h);var n=y(g,t.withStyle(t.style.cramp()));p=n.skew}else{p=0}var o=Math.min(r.height,c.metrics.xHeight);var w=s.makeSymbol(e.value.accent,\"Main-Regular\",\"math\",t.getColor());w.italic=0;var k=e.value.accent===\"\\\\vec\"?\"accent-vec\":null;var f=d([\"accent-body\",k],[d([],[w])]);f=s.makeVList([{type:\"elem\",elem:r},{type:\"kern\",size:-o},{type:\"elem\",elem:f}],\"firstBaseline\",null,t);f.children[1].style.marginLeft=2*p+\"em\";var v=d([\"mord\",\"accent\"],[f]);if(a){a.children[0]=v;a.height=Math.max(v.height,a.height);a.classes[0]=\"mord\";return a}else{return v}}};var v={size1:.5,size2:.7,size3:.8,size4:.9,size5:1,size6:1.2,size7:1.44,size8:1.73,size9:2.07,size10:2.49};var y=function(e,t,i){if(!e){return d()}if(f[e.type]){var h=f[e.type](e,t,i);var l;if(t.style!==t.parentStyle){l=t.style.sizeMultiplier/t.parentStyle.sizeMultiplier;h.height*=l;h.depth*=l}if(t.size!==t.parentSize){l=v[t.size]/v[t.parentSize];h.height*=l;h.depth*=l}return h}else{throw new a(\"Got group of unknown type: '\"+e.type+\"'\")}};var x=function(e){var t=new h(l.TEXT,\"size5\",\"\");var i=n(e,t);var a=d([\"base\",t.style.cls()],i);var s=d([\"strut\"]);var r=d([\"strut\",\"bottom\"]);s.style.height=a.height+\"em\";r.style.height=a.height+a.depth+\"em\";r.style.verticalAlign=-a.depth+\"em\";var p=d([\"katex\"],[d([\"katex-inner\"],[s,r,a])]);return p};t.exports=x},{\"./Options\":3,\"./ParseError\":4,\"./Style\":6,\"./buildCommon\":7,\"./delimiter\":9,\"./domTree\":10,\"./fontMetrics\":11,\"./utils\":15}],9:[function(e,t,i){var h=e(\"./ParseError\");var a=e(\"./Style\");var l=e(\"./buildCommon\");var s=e(\"./fontMetrics\");var r=e(\"./symbols\");var p=e(\"./utils\");var c=l.makeSpan;var g=function(e,t){if(r.math[e]&&r.math[e].replace){return s.getCharacterMetrics(r.math[e].replace,t)}else{return s.getCharacterMetrics(e,t)}};var d=function(e,t,i){return l.makeSymbol(e,\"Size\"+t+\"-Regular\",i)};var n=function(e,t,i){var h=c([\"style-wrap\",i.style.reset(),t.cls()],[e]);var a=t.sizeMultiplier/i.style.sizeMultiplier;h.height*=a;h.depth*=a;h.maxFontSize=t.sizeMultiplier;return h};var o=function(e,t,i,h,a){var r=l.makeSymbol(e,\"Main-Regular\",a);var p=n(r,t,h);if(i){var c=(1-h.style.sizeMultiplier/t.sizeMultiplier)*s.metrics.axisHeight;p.style.top=c+\"em\";p.height-=c;p.depth+=c}return p};var w=function(e,t,i,h,l){var r=d(e,t,l);var p=n(c([\"delimsizing\",\"size\"+t],[r],h.getColor()),a.TEXT,h);if(i){var g=(1-h.style.sizeMultiplier)*s.metrics.axisHeight;p.style.top=g+\"em\";p.height-=g;p.depth+=g}return p};var k=function(e,t,i){var h;if(t===\"Size1-Regular\"){h=\"delim-size1\"}else if(t===\"Size4-Regular\"){h=\"delim-size4\"}var a=c([\"delimsizinginner\",h],[c([],[l.makeSymbol(e,t,i)])]);return{type:\"elem\",elem:a}};var u=function(e,t,i,h,r){var p,d,o,w;p=o=w=e;d=null;var u=\"Size1-Regular\";if(e===\"\\\\uparrow\"){o=w=\"\\u23d0\"}else if(e===\"\\\\Uparrow\"){o=w=\"\\u2016\"}else if(e===\"\\\\downarrow\"){p=o=\"\\u23d0\"}else if(e===\"\\\\Downarrow\"){p=o=\"\\u2016\"}else if(e===\"\\\\updownarrow\"){p=\"\\\\uparrow\";o=\"\\u23d0\";w=\"\\\\downarrow\"}else if(e===\"\\\\Updownarrow\"){p=\"\\\\Uparrow\";o=\"\\u2016\";w=\"\\\\Downarrow\"}else if(e===\"[\"||e===\"\\\\lbrack\"){p=\"\\u23a1\";o=\"\\u23a2\";w=\"\\u23a3\";u=\"Size4-Regular\"}else if(e===\"]\"||e===\"\\\\rbrack\"){p=\"\\u23a4\";o=\"\\u23a5\";w=\"\\u23a6\";u=\"Size4-Regular\"}else if(e===\"\\\\lfloor\"){o=p=\"\\u23a2\";w=\"\\u23a3\";u=\"Size4-Regular\"}else if(e===\"\\\\lceil\"){p=\"\\u23a1\";o=w=\"\\u23a2\";u=\"Size4-Regular\"}else if(e===\"\\\\rfloor\"){o=p=\"\\u23a5\";w=\"\\u23a6\";u=\"Size4-Regular\"}else if(e===\"\\\\rceil\"){p=\"\\u23a4\";o=w=\"\\u23a5\";u=\"Size4-Regular\"}else if(e===\"(\"){p=\"\\u239b\";o=\"\\u239c\";w=\"\\u239d\";u=\"Size4-Regular\"}else if(e===\")\"){p=\"\\u239e\";o=\"\\u239f\";w=\"\\u23a0\";u=\"Size4-Regular\"}else if(e===\"\\\\{\"||e===\"\\\\lbrace\"){p=\"\\u23a7\";d=\"\\u23a8\";w=\"\\u23a9\";o=\"\\u23aa\";u=\"Size4-Regular\"}else if(e===\"\\\\}\"||e===\"\\\\rbrace\"){p=\"\\u23ab\";d=\"\\u23ac\";w=\"\\u23ad\";o=\"\\u23aa\";u=\"Size4-Regular\"}else if(e===\"\\\\surd\"){p=\"\\ue001\";w=\"\\u23b7\";o=\"\\ue000\";u=\"Size4-Regular\"}var m=g(p,u);var f=m.height+m.depth;var v=g(o,u);var y=v.height+v.depth;var x=g(w,u);var b=x.height+x.depth;var z,S;if(d!==null){z=g(d,u);S=z.height+z.depth}var T=f+b;if(d!==null){T+=S}while(T<t){T+=y;if(d!==null){T+=y}}var M=s.metrics.axisHeight;if(i){M*=h.style.sizeMultiplier}var R=T/2-M;var C=[];C.push(k(w,u,r));var A;if(d===null){var E=T-f-b;var P=Math.ceil(E/y);for(A=0;A<P;A++){C.push(k(o,u,r))}}else{var I=T/2-f-S/2;var L=Math.ceil(I/y);var O=T/2-f-S/2;var D=Math.ceil(O/y);for(A=0;A<L;A++){C.push(k(o,u,r))}C.push(k(d,u,r));for(A=0;A<D;A++){C.push(k(o,u,r))}}C.push(k(p,u,r));var q=l.makeVList(C,\"bottom\",R,h);return n(c([\"delimsizing\",\"mult\"],[q],h.getColor()),a.TEXT,h)};var m=[\"(\",\")\",\"[\",\"\\\\lbrack\",\"]\",\"\\\\rbrack\",\"\\\\{\",\"\\\\lbrace\",\"\\\\}\",\"\\\\rbrace\",\"\\\\lfloor\",\"\\\\rfloor\",\"\\\\lceil\",\"\\\\rceil\",\"\\\\surd\"];var f=[\"\\\\uparrow\",\"\\\\downarrow\",\"\\\\updownarrow\",\"\\\\Uparrow\",\"\\\\Downarrow\",\"\\\\Updownarrow\",\"|\",\"\\\\|\",\"\\\\vert\",\"\\\\Vert\"];var v=[\"<\",\">\",\"\\\\langle\",\"\\\\rangle\",\"/\",\"\\\\backslash\"];var y=[0,1.2,1.8,2.4,3];var x=function(e,t,i,a){if(e===\"<\"){e=\"\\\\langle\"}else if(e===\">\"){e=\"\\\\rangle\"}if(p.contains(m,e)||p.contains(v,e)){return w(e,t,false,i,a)}else if(p.contains(f,e)){return u(e,y[t],false,i,a)}else{throw new h(\"Illegal delimiter: '\"+e+\"'\")}};var b=[{type:\"small\",style:a.SCRIPTSCRIPT},{type:\"small\",style:a.SCRIPT},{type:\"small\",style:a.TEXT},{type:\"large\",size:1},{type:\"large\",size:2},{type:\"large\",size:3},{type:\"large\",size:4}];var z=[{type:\"small\",style:a.SCRIPTSCRIPT},{type:\"small\",style:a.SCRIPT},{type:\"small\",style:a.TEXT},{type:\"stack\"}];var S=[{type:\"small\",style:a.SCRIPTSCRIPT},{type:\"small\",style:a.SCRIPT},{type:\"small\",style:a.TEXT},{type:\"large\",size:1},{type:\"large\",size:2},{type:\"large\",size:3},{type:\"large\",size:4},{type:\"stack\"}];var T=function(e){if(e.type===\"small\"){return\"Main-Regular\"}else if(e.type===\"large\"){return\"Size\"+e.size+\"-Regular\"}else if(e.type===\"stack\"){return\"Size4-Regular\"}};var M=function(e,t,i,h){var a=Math.min(2,3-h.style.size);for(var l=a;l<i.length;l++){if(i[l].type===\"stack\"){break}var s=g(e,T(i[l]));var r=s.height+s.depth;if(i[l].type===\"small\"){r*=i[l].style.sizeMultiplier\n}if(r>t){return i[l]}}return i[i.length-1]};var R=function(e,t,i,h,a){if(e===\"<\"){e=\"\\\\langle\"}else if(e===\">\"){e=\"\\\\rangle\"}var l;if(p.contains(v,e)){l=b}else if(p.contains(m,e)){l=S}else{l=z}var s=M(e,t,l,h);if(s.type===\"small\"){return o(e,s.style,i,h,a)}else if(s.type===\"large\"){return w(e,s.size,i,h,a)}else if(s.type===\"stack\"){return u(e,t,i,h,a)}};var C=function(e,t,i,h,a){var l=s.metrics.axisHeight*h.style.sizeMultiplier;var r=901;var p=5/s.metrics.ptPerEm;var c=Math.max(t-l,i+l);var g=Math.max(c/500*r,2*c-p);return R(e,g,true,h,a)};t.exports={sizedDelim:x,customSizedDelim:R,leftRightDelim:C}},{\"./ParseError\":4,\"./Style\":6,\"./buildCommon\":7,\"./fontMetrics\":11,\"./symbols\":14,\"./utils\":15}],10:[function(e,t,i){var h=e(\"./utils\");var a=function(e){e=e.slice();for(var t=e.length-1;t>=0;t--){if(!e[t]){e.splice(t,1)}}return e.join(\" \")};function l(e,t,i,h,a,l){this.classes=e||[];this.children=t||[];this.height=i||0;this.depth=h||0;this.maxFontSize=a||0;this.style=l||{}}l.prototype.toNode=function(){var e=document.createElement(\"span\");e.className=a(this.classes);for(var t in this.style){if(this.style.hasOwnProperty(t)){e.style[t]=this.style[t]}}for(var i=0;i<this.children.length;i++){e.appendChild(this.children[i].toNode())}return e};l.prototype.toMarkup=function(){var e=\"<span\";if(this.classes.length){e+=' class=\"';e+=h.escape(a(this.classes));e+='\"'}var t=\"\";for(var i in this.style){if(this.style.hasOwnProperty(i)){t+=h.hyphenate(i)+\":\"+this.style[i]+\";\"}}if(t){e+=' style=\"'+h.escape(t)+'\"'}e+=\">\";for(var l=0;l<this.children.length;l++){e+=this.children[l].toMarkup()}e+=\"</span>\";return e};function s(e,t,i,h){this.children=e||[];this.height=t||0;this.depth=i||0;this.maxFontSize=h||0}s.prototype.toNode=function(){var e=document.createDocumentFragment();for(var t=0;t<this.children.length;t++){e.appendChild(this.children[t].toNode())}return e};s.prototype.toMarkup=function(){var e=\"\";for(var t=0;t<this.children.length;t++){e+=this.children[t].toMarkup()}return e};function r(e,t,i,h,a,l,s){this.value=e||\"\";this.height=t||0;this.depth=i||0;this.italic=h||0;this.skew=a||0;this.classes=l||[];this.style=s||{};this.maxFontSize=0}r.prototype.toNode=function(){var e=document.createTextNode(this.value);var t=null;if(this.italic>0){t=document.createElement(\"span\");t.style.marginRight=this.italic+\"em\"}if(this.classes.length>0){t=t||document.createElement(\"span\");t.className=a(this.classes)}for(var i in this.style){if(this.style.hasOwnProperty(i)){t=t||document.createElement(\"span\");t.style[i]=this.style[i]}}if(t){t.appendChild(e);return t}else{return e}};r.prototype.toMarkup=function(){var e=false;var t=\"<span\";if(this.classes.length){e=true;t+=' class=\"';t+=h.escape(a(this.classes));t+='\"'}var i=\"\";if(this.italic>0){i+=\"margin-right:\"+this.italic+\"em;\"}for(var l in this.style){if(this.style.hasOwnProperty(l)){i+=h.hyphenate(l)+\":\"+this.style[l]+\";\"}}if(i){e=true;t+=' style=\"'+h.escape(i)+'\"'}var s=h.escape(this.value);if(e){t+=\">\";t+=s;t+=\"</span>\";return t}else{return s}};t.exports={span:l,documentFragment:s,symbolNode:r}},{\"./utils\":15}],11:[function(e,t,i){var h=e(\"./Style\");var a=.025;var l=0;var s=0;var r=0;var p=.431;var c=1;var g=0;var d=.677;var n=.394;var o=.444;var w=.686;var k=.345;var u=.413;var m=.363;var f=.289;var v=.15;var y=.247;var x=.386;var b=.05;var z=2.39;var S=1.01;var T=.81;var M=.71;var R=.25;var C=0;var A=0;var E=0;var P=0;var I=.431;var L=1;var O=0;var D=.04;var q=.111;var F=.166;var _=.2;var B=.6;var G=.1;var N=10;var X={xHeight:p,quad:c,num1:d,num2:n,num3:o,denom1:w,denom2:k,sup1:u,sup2:m,sup3:f,sub1:v,sub2:y,supDrop:x,subDrop:b,axisHeight:R,defaultRuleThickness:D,bigOpSpacing1:q,bigOpSpacing2:F,bigOpSpacing3:_,bigOpSpacing4:B,bigOpSpacing5:G,ptPerEm:N,delim1:z,getDelim2:function(e){if(e.size===h.TEXT.size){return S}else if(e.size===h.SCRIPT.size){return T}else if(e.size===h.SCRIPTSCRIPT.size){return M}throw new Error(\"Unexpected style size: \"+e.size)}};var H={\"AMS-Regular\":{10003:{depth:0,height:.69224,italic:0,skew:0},10016:{depth:0,height:.69224,italic:0,skew:0},1008:{depth:0,height:.43056,italic:.04028,skew:0},107:{depth:0,height:.68889,italic:0,skew:0},10731:{depth:.11111,height:.69224,italic:0,skew:0},10846:{depth:.19444,height:.75583,italic:0,skew:0},10877:{depth:.13667,height:.63667,italic:0,skew:0},10878:{depth:.13667,height:.63667,italic:0,skew:0},10885:{depth:.25583,height:.75583,italic:0,skew:0},10886:{depth:.25583,height:.75583,italic:0,skew:0},10887:{depth:.13597,height:.63597,italic:0,skew:0},10888:{depth:.13597,height:.63597,italic:0,skew:0},10889:{depth:.26167,height:.75726,italic:0,skew:0},10890:{depth:.26167,height:.75726,italic:0,skew:0},10891:{depth:.48256,height:.98256,italic:0,skew:0},10892:{depth:.48256,height:.98256,italic:0,skew:0},10901:{depth:.13667,height:.63667,italic:0,skew:0},10902:{depth:.13667,height:.63667,italic:0,skew:0},10933:{depth:.25142,height:.75726,italic:0,skew:0},10934:{depth:.25142,height:.75726,italic:0,skew:0},10935:{depth:.26167,height:.75726,italic:0,skew:0},10936:{depth:.26167,height:.75726,italic:0,skew:0},10937:{depth:.26167,height:.75726,italic:0,skew:0},10938:{depth:.26167,height:.75726,italic:0,skew:0},10949:{depth:.25583,height:.75583,italic:0,skew:0},10950:{depth:.25583,height:.75583,italic:0,skew:0},10955:{depth:.28481,height:.79383,italic:0,skew:0},10956:{depth:.28481,height:.79383,italic:0,skew:0},165:{depth:0,height:.675,italic:.025,skew:0},174:{depth:.15559,height:.69224,italic:0,skew:0},240:{depth:0,height:.68889,italic:0,skew:0},295:{depth:0,height:.68889,italic:0,skew:0},57350:{depth:.08167,height:.58167,italic:0,skew:0},57351:{depth:.08167,height:.58167,italic:0,skew:0},57352:{depth:.08167,height:.58167,italic:0,skew:0},57353:{depth:0,height:.43056,italic:.04028,skew:0},57356:{depth:.25142,height:.75726,italic:0,skew:0},57357:{depth:.25142,height:.75726,italic:0,skew:0},57358:{depth:.41951,height:.91951,italic:0,skew:0},57359:{depth:.30274,height:.79383,italic:0,skew:0},57360:{depth:.30274,height:.79383,italic:0,skew:0},57361:{depth:.41951,height:.91951,italic:0,skew:0},57366:{depth:.25142,height:.75726,italic:0,skew:0},57367:{depth:.25142,height:.75726,italic:0,skew:0},57368:{depth:.25142,height:.75726,italic:0,skew:0},57369:{depth:.25142,height:.75726,italic:0,skew:0},57370:{depth:.13597,height:.63597,italic:0,skew:0},57371:{depth:.13597,height:.63597,italic:0,skew:0},65:{depth:0,height:.68889,italic:0,skew:0},66:{depth:0,height:.68889,italic:0,skew:0},67:{depth:0,height:.68889,italic:0,skew:0},68:{depth:0,height:.68889,italic:0,skew:0},69:{depth:0,height:.68889,italic:0,skew:0},70:{depth:0,height:.68889,italic:0,skew:0},71:{depth:0,height:.68889,italic:0,skew:0},710:{depth:0,height:.825,italic:0,skew:0},72:{depth:0,height:.68889,italic:0,skew:0},73:{depth:0,height:.68889,italic:0,skew:0},732:{depth:0,height:.9,italic:0,skew:0},74:{depth:.16667,height:.68889,italic:0,skew:0},75:{depth:0,height:.68889,italic:0,skew:0},76:{depth:0,height:.68889,italic:0,skew:0},77:{depth:0,height:.68889,italic:0,skew:0},770:{depth:0,height:.825,italic:0,skew:0},771:{depth:0,height:.9,italic:0,skew:0},78:{depth:0,height:.68889,italic:0,skew:0},79:{depth:.16667,height:.68889,italic:0,skew:0},80:{depth:0,height:.68889,italic:0,skew:0},81:{depth:.16667,height:.68889,italic:0,skew:0},82:{depth:0,height:.68889,italic:0,skew:0},8245:{depth:0,height:.54986,italic:0,skew:0},83:{depth:0,height:.68889,italic:0,skew:0},84:{depth:0,height:.68889,italic:0,skew:0},8463:{depth:0,height:.68889,italic:0,skew:0},8487:{depth:0,height:.68889,italic:0,skew:0},8498:{depth:0,height:.68889,italic:0,skew:0},85:{depth:0,height:.68889,italic:0,skew:0},8502:{depth:0,height:.68889,italic:0,skew:0},8503:{depth:0,height:.68889,italic:0,skew:0},8504:{depth:0,height:.68889,italic:0,skew:0},8513:{depth:0,height:.68889,italic:0,skew:0},8592:{depth:-.03598,height:.46402,italic:0,skew:0},8594:{depth:-.03598,height:.46402,italic:0,skew:0},86:{depth:0,height:.68889,italic:0,skew:0},8602:{depth:-.13313,height:.36687,italic:0,skew:0},8603:{depth:-.13313,height:.36687,italic:0,skew:0},8606:{depth:.01354,height:.52239,italic:0,skew:0},8608:{depth:.01354,height:.52239,italic:0,skew:0},8610:{depth:.01354,height:.52239,italic:0,skew:0},8611:{depth:.01354,height:.52239,italic:0,skew:0},8619:{depth:0,height:.54986,italic:0,skew:0},8620:{depth:0,height:.54986,italic:0,skew:0},8621:{depth:-.13313,height:.37788,italic:0,skew:0},8622:{depth:-.13313,height:.36687,italic:0,skew:0},8624:{depth:0,height:.69224,italic:0,skew:0},8625:{depth:0,height:.69224,italic:0,skew:0},8630:{depth:0,height:.43056,italic:0,skew:0},8631:{depth:0,height:.43056,italic:0,skew:0},8634:{depth:.08198,height:.58198,italic:0,skew:0},8635:{depth:.08198,height:.58198,italic:0,skew:0},8638:{depth:.19444,height:.69224,italic:0,skew:0},8639:{depth:.19444,height:.69224,italic:0,skew:0},8642:{depth:.19444,height:.69224,italic:0,skew:0},8643:{depth:.19444,height:.69224,italic:0,skew:0},8644:{depth:.1808,height:.675,italic:0,skew:0},8646:{depth:.1808,height:.675,italic:0,skew:0},8647:{depth:.1808,height:.675,italic:0,skew:0},8648:{depth:.19444,height:.69224,italic:0,skew:0},8649:{depth:.1808,height:.675,italic:0,skew:0},8650:{depth:.19444,height:.69224,italic:0,skew:0},8651:{depth:.01354,height:.52239,italic:0,skew:0},8652:{depth:.01354,height:.52239,italic:0,skew:0},8653:{depth:-.13313,height:.36687,italic:0,skew:0},8654:{depth:-.13313,height:.36687,italic:0,skew:0},8655:{depth:-.13313,height:.36687,italic:0,skew:0},8666:{depth:.13667,height:.63667,italic:0,skew:0},8667:{depth:.13667,height:.63667,italic:0,skew:0},8669:{depth:-.13313,height:.37788,italic:0,skew:0},87:{depth:0,height:.68889,italic:0,skew:0},8705:{depth:0,height:.825,italic:0,skew:0},8708:{depth:0,height:.68889,italic:0,skew:0},8709:{depth:.08167,height:.58167,italic:0,skew:0},8717:{depth:0,height:.43056,italic:0,skew:0},8722:{depth:-.03598,height:.46402,italic:0,skew:0},8724:{depth:.08198,height:.69224,italic:0,skew:0},8726:{depth:.08167,height:.58167,italic:0,skew:0},8733:{depth:0,height:.69224,italic:0,skew:0},8736:{depth:0,height:.69224,italic:0,skew:0},8737:{depth:0,height:.69224,italic:0,skew:0},8738:{depth:.03517,height:.52239,italic:0,skew:0},8739:{depth:.08167,height:.58167,italic:0,skew:0},8740:{depth:.25142,height:.74111,italic:0,skew:0},8741:{depth:.08167,height:.58167,italic:0,skew:0},8742:{depth:.25142,height:.74111,italic:0,skew:0},8756:{depth:0,height:.69224,italic:0,skew:0},8757:{depth:0,height:.69224,italic:0,skew:0},8764:{depth:-.13313,height:.36687,italic:0,skew:0},8765:{depth:-.13313,height:.37788,italic:0,skew:0},8769:{depth:-.13313,height:.36687,italic:0,skew:0},8770:{depth:-.03625,height:.46375,italic:0,skew:0},8774:{depth:.30274,height:.79383,italic:0,skew:0},8776:{depth:-.01688,height:.48312,italic:0,skew:0},8778:{depth:.08167,height:.58167,italic:0,skew:0},8782:{depth:.06062,height:.54986,italic:0,skew:0},8783:{depth:.06062,height:.54986,italic:0,skew:0},8785:{depth:.08198,height:.58198,italic:0,skew:0},8786:{depth:.08198,height:.58198,italic:0,skew:0},8787:{depth:.08198,height:.58198,italic:0,skew:0},8790:{depth:0,height:.69224,italic:0,skew:0},8791:{depth:.22958,height:.72958,italic:0,skew:0},8796:{depth:.08198,height:.91667,italic:0,skew:0},88:{depth:0,height:.68889,italic:0,skew:0},8806:{depth:.25583,height:.75583,italic:0,skew:0},8807:{depth:.25583,height:.75583,italic:0,skew:0},8808:{depth:.25142,height:.75726,italic:0,skew:0},8809:{depth:.25142,height:.75726,italic:0,skew:0},8812:{depth:.25583,height:.75583,italic:0,skew:0},8814:{depth:.20576,height:.70576,italic:0,skew:0},8815:{depth:.20576,height:.70576,italic:0,skew:0},8816:{depth:.30274,height:.79383,italic:0,skew:0},8817:{depth:.30274,height:.79383,italic:0,skew:0},8818:{depth:.22958,height:.72958,italic:0,skew:0},8819:{depth:.22958,height:.72958,italic:0,skew:0},8822:{depth:.1808,height:.675,italic:0,skew:0},8823:{depth:.1808,height:.675,italic:0,skew:0},8828:{depth:.13667,height:.63667,italic:0,skew:0},8829:{depth:.13667,height:.63667,italic:0,skew:0},8830:{depth:.22958,height:.72958,italic:0,skew:0},8831:{depth:.22958,height:.72958,italic:0,skew:0},8832:{depth:.20576,height:.70576,italic:0,skew:0},8833:{depth:.20576,height:.70576,italic:0,skew:0},8840:{depth:.30274,height:.79383,italic:0,skew:0},8841:{depth:.30274,height:.79383,italic:0,skew:0},8842:{depth:.13597,height:.63597,italic:0,skew:0},8843:{depth:.13597,height:.63597,italic:0,skew:0},8847:{depth:.03517,height:.54986,italic:0,skew:0},8848:{depth:.03517,height:.54986,italic:0,skew:0},8858:{depth:.08198,height:.58198,italic:0,skew:0},8859:{depth:.08198,height:.58198,italic:0,skew:0},8861:{depth:.08198,height:.58198,italic:0,skew:0},8862:{depth:0,height:.675,italic:0,skew:0},8863:{depth:0,height:.675,italic:0,skew:0},8864:{depth:0,height:.675,italic:0,skew:0},8865:{depth:0,height:.675,italic:0,skew:0},8872:{depth:0,height:.69224,italic:0,skew:0},8873:{depth:0,height:.69224,italic:0,skew:0},8874:{depth:0,height:.69224,italic:0,skew:0},8876:{depth:0,height:.68889,italic:0,skew:0},8877:{depth:0,height:.68889,italic:0,skew:0},8878:{depth:0,height:.68889,italic:0,skew:0},8879:{depth:0,height:.68889,italic:0,skew:0},8882:{depth:.03517,height:.54986,italic:0,skew:0},8883:{depth:.03517,height:.54986,italic:0,skew:0},8884:{depth:.13667,height:.63667,italic:0,skew:0},8885:{depth:.13667,height:.63667,italic:0,skew:0},8888:{depth:0,height:.54986,italic:0,skew:0},8890:{depth:.19444,height:.43056,italic:0,skew:0},8891:{depth:.19444,height:.69224,italic:0,skew:0},8892:{depth:.19444,height:.69224,italic:0,skew:0},89:{depth:0,height:.68889,italic:0,skew:0},8901:{depth:0,height:.54986,italic:0,skew:0},8903:{depth:.08167,height:.58167,italic:0,skew:0},8905:{depth:.08167,height:.58167,italic:0,skew:0},8906:{depth:.08167,height:.58167,italic:0,skew:0},8907:{depth:0,height:.69224,italic:0,skew:0},8908:{depth:0,height:.69224,italic:0,skew:0},8909:{depth:-.03598,height:.46402,italic:0,skew:0},8910:{depth:0,height:.54986,italic:0,skew:0},8911:{depth:0,height:.54986,italic:0,skew:0},8912:{depth:.03517,height:.54986,italic:0,skew:0},8913:{depth:.03517,height:.54986,italic:0,skew:0},8914:{depth:0,height:.54986,italic:0,skew:0},8915:{depth:0,height:.54986,italic:0,skew:0},8916:{depth:0,height:.69224,italic:0,skew:0},8918:{depth:.0391,height:.5391,italic:0,skew:0},8919:{depth:.0391,height:.5391,italic:0,skew:0},8920:{depth:.03517,height:.54986,italic:0,skew:0},8921:{depth:.03517,height:.54986,italic:0,skew:0},8922:{depth:.38569,height:.88569,italic:0,skew:0},8923:{depth:.38569,height:.88569,italic:0,skew:0},8926:{depth:.13667,height:.63667,italic:0,skew:0},8927:{depth:.13667,height:.63667,italic:0,skew:0},8928:{depth:.30274,height:.79383,italic:0,skew:0},8929:{depth:.30274,height:.79383,italic:0,skew:0},8934:{depth:.23222,height:.74111,italic:0,skew:0},8935:{depth:.23222,height:.74111,italic:0,skew:0},8936:{depth:.23222,height:.74111,italic:0,skew:0},8937:{depth:.23222,height:.74111,italic:0,skew:0},8938:{depth:.20576,height:.70576,italic:0,skew:0},8939:{depth:.20576,height:.70576,italic:0,skew:0},8940:{depth:.30274,height:.79383,italic:0,skew:0},8941:{depth:.30274,height:.79383,italic:0,skew:0},8994:{depth:.19444,height:.69224,italic:0,skew:0},8995:{depth:.19444,height:.69224,italic:0,skew:0},90:{depth:0,height:.68889,italic:0,skew:0},9416:{depth:.15559,height:.69224,italic:0,skew:0},9484:{depth:0,height:.69224,italic:0,skew:0},9488:{depth:0,height:.69224,italic:0,skew:0},9492:{depth:0,height:.37788,italic:0,skew:0},9496:{depth:0,height:.37788,italic:0,skew:0},9585:{depth:.19444,height:.68889,italic:0,skew:0},9586:{depth:.19444,height:.74111,italic:0,skew:0},9632:{depth:0,height:.675,italic:0,skew:0},9633:{depth:0,height:.675,italic:0,skew:0},9650:{depth:0,height:.54986,italic:0,skew:0},9651:{depth:0,height:.54986,italic:0,skew:0},9654:{depth:.03517,height:.54986,italic:0,skew:0},9660:{depth:0,height:.54986,italic:0,skew:0},9661:{depth:0,height:.54986,italic:0,skew:0},9664:{depth:.03517,height:.54986,italic:0,skew:0},9674:{depth:.11111,height:.69224,italic:0,skew:0},9733:{depth:.19444,height:.69224,italic:0,skew:0},989:{depth:.08167,height:.58167,italic:0,skew:0}},\"Main-Bold\":{100:{depth:0,height:.69444,italic:0,skew:0},101:{depth:0,height:.44444,italic:0,skew:0},102:{depth:0,height:.69444,italic:.10903,skew:0},10216:{depth:.25,height:.75,italic:0,skew:0},10217:{depth:.25,height:.75,italic:0,skew:0},103:{depth:.19444,height:.44444,italic:.01597,skew:0},104:{depth:0,height:.69444,italic:0,skew:0},105:{depth:0,height:.69444,italic:0,skew:0},106:{depth:.19444,height:.69444,italic:0,skew:0},107:{depth:0,height:.69444,italic:0,skew:0},108:{depth:0,height:.69444,italic:0,skew:0},10815:{depth:0,height:.68611,italic:0,skew:0},109:{depth:0,height:.44444,italic:0,skew:0},10927:{depth:.19667,height:.69667,italic:0,skew:0},10928:{depth:.19667,height:.69667,italic:0,skew:0},110:{depth:0,height:.44444,italic:0,skew:0},111:{depth:0,height:.44444,italic:0,skew:0},112:{depth:.19444,height:.44444,italic:0,skew:0},113:{depth:.19444,height:.44444,italic:0,skew:0},114:{depth:0,height:.44444,italic:0,skew:0},115:{depth:0,height:.44444,italic:0,skew:0},116:{depth:0,height:.63492,italic:0,skew:0},117:{depth:0,height:.44444,italic:0,skew:0},118:{depth:0,height:.44444,italic:.01597,skew:0},119:{depth:0,height:.44444,italic:.01597,skew:0},120:{depth:0,height:.44444,italic:0,skew:0},121:{depth:.19444,height:.44444,italic:.01597,skew:0},122:{depth:0,height:.44444,italic:0,skew:0},123:{depth:.25,height:.75,italic:0,skew:0},124:{depth:.25,height:.75,italic:0,skew:0},125:{depth:.25,height:.75,italic:0,skew:0},126:{depth:.35,height:.34444,italic:0,skew:0},168:{depth:0,height:.69444,italic:0,skew:0},172:{depth:0,height:.44444,italic:0,skew:0},175:{depth:0,height:.59611,italic:0,skew:0},176:{depth:0,height:.69444,italic:0,skew:0},177:{depth:.13333,height:.63333,italic:0,skew:0},180:{depth:0,height:.69444,italic:0,skew:0},215:{depth:.13333,height:.63333,italic:0,skew:0},247:{depth:.13333,height:.63333,italic:0,skew:0},305:{depth:0,height:.44444,italic:0,skew:0},33:{depth:0,height:.69444,italic:0,skew:0},34:{depth:0,height:.69444,italic:0,skew:0},35:{depth:.19444,height:.69444,italic:0,skew:0},36:{depth:.05556,height:.75,italic:0,skew:0},37:{depth:.05556,height:.75,italic:0,skew:0},38:{depth:0,height:.69444,italic:0,skew:0},39:{depth:0,height:.69444,italic:0,skew:0},40:{depth:.25,height:.75,italic:0,skew:0},41:{depth:.25,height:.75,italic:0,skew:0},42:{depth:0,height:.75,italic:0,skew:0},43:{depth:.13333,height:.63333,italic:0,skew:0},44:{depth:.19444,height:.15556,italic:0,skew:0},45:{depth:0,height:.44444,italic:0,skew:0},46:{depth:0,height:.15556,italic:0,skew:0},47:{depth:.25,height:.75,italic:0,skew:0},48:{depth:0,height:.64444,italic:0,skew:0},49:{depth:0,height:.64444,italic:0,skew:0},50:{depth:0,height:.64444,italic:0,skew:0},51:{depth:0,height:.64444,italic:0,skew:0},52:{depth:0,height:.64444,italic:0,skew:0},53:{depth:0,height:.64444,italic:0,skew:0},54:{depth:0,height:.64444,italic:0,skew:0},55:{depth:0,height:.64444,italic:0,skew:0},56:{depth:0,height:.64444,italic:0,skew:0},567:{depth:.19444,height:.44444,italic:0,skew:0},57:{depth:0,height:.64444,italic:0,skew:0},58:{depth:0,height:.44444,italic:0,skew:0},59:{depth:.19444,height:.44444,italic:0,skew:0},60:{depth:.08556,height:.58556,italic:0,skew:0},61:{depth:-.10889,height:.39111,italic:0,skew:0},62:{depth:.08556,height:.58556,italic:0,skew:0},63:{depth:0,height:.69444,italic:0,skew:0},64:{depth:0,height:.69444,italic:0,skew:0},65:{depth:0,height:.68611,italic:0,skew:0},66:{depth:0,height:.68611,italic:0,skew:0},67:{depth:0,height:.68611,italic:0,skew:0},68:{depth:0,height:.68611,italic:0,skew:0},69:{depth:0,height:.68611,italic:0,skew:0},70:{depth:0,height:.68611,italic:0,skew:0},71:{depth:0,height:.68611,italic:0,skew:0},710:{depth:0,height:.69444,italic:0,skew:0},711:{depth:0,height:.63194,italic:0,skew:0},713:{depth:0,height:.59611,italic:0,skew:0},714:{depth:0,height:.69444,italic:0,skew:0},715:{depth:0,height:.69444,italic:0,skew:0},72:{depth:0,height:.68611,italic:0,skew:0},728:{depth:0,height:.69444,italic:0,skew:0},729:{depth:0,height:.69444,italic:0,skew:0},73:{depth:0,height:.68611,italic:0,skew:0},730:{depth:0,height:.69444,italic:0,skew:0},732:{depth:0,height:.69444,italic:0,skew:0},74:{depth:0,height:.68611,italic:0,skew:0},75:{depth:0,height:.68611,italic:0,skew:0},76:{depth:0,height:.68611,italic:0,skew:0},768:{depth:0,height:.69444,italic:0,skew:0},769:{depth:0,height:.69444,italic:0,skew:0},77:{depth:0,height:.68611,italic:0,skew:0},770:{depth:0,height:.69444,italic:0,skew:0},771:{depth:0,height:.69444,italic:0,skew:0},772:{depth:0,height:.59611,italic:0,skew:0},774:{depth:0,height:.69444,italic:0,skew:0},775:{depth:0,height:.69444,italic:0,skew:0},776:{depth:0,height:.69444,italic:0,skew:0},778:{depth:0,height:.69444,italic:0,skew:0},779:{depth:0,height:.69444,italic:0,skew:0},78:{depth:0,height:.68611,italic:0,skew:0},780:{depth:0,height:.63194,italic:0,skew:0},79:{depth:0,height:.68611,italic:0,skew:0},80:{depth:0,height:.68611,italic:0,skew:0},81:{depth:.19444,height:.68611,italic:0,skew:0},82:{depth:0,height:.68611,italic:0,skew:0},8211:{depth:0,height:.44444,italic:.03194,skew:0},8212:{depth:0,height:.44444,italic:.03194,skew:0},8216:{depth:0,height:.69444,italic:0,skew:0},8217:{depth:0,height:.69444,italic:0,skew:0},8220:{depth:0,height:.69444,italic:0,skew:0},8221:{depth:0,height:.69444,italic:0,skew:0},8224:{depth:.19444,height:.69444,italic:0,skew:0},8225:{depth:.19444,height:.69444,italic:0,skew:0},824:{depth:.19444,height:.69444,italic:0,skew:0},8242:{depth:0,height:.55556,italic:0,skew:0},83:{depth:0,height:.68611,italic:0,skew:0},84:{depth:0,height:.68611,italic:0,skew:0},8407:{depth:0,height:.72444,italic:.15486,skew:0},8463:{depth:0,height:.69444,italic:0,skew:0},8465:{depth:0,height:.69444,italic:0,skew:0},8467:{depth:0,height:.69444,italic:0,skew:0},8472:{depth:.19444,height:.44444,italic:0,skew:0},8476:{depth:0,height:.69444,italic:0,skew:0},85:{depth:0,height:.68611,italic:0,skew:0},8501:{depth:0,height:.69444,italic:0,skew:0},8592:{depth:-.10889,height:.39111,italic:0,skew:0},8593:{depth:.19444,height:.69444,italic:0,skew:0},8594:{depth:-.10889,height:.39111,italic:0,skew:0},8595:{depth:.19444,height:.69444,italic:0,skew:0},8596:{depth:-.10889,height:.39111,italic:0,skew:0},8597:{depth:.25,height:.75,italic:0,skew:0},8598:{depth:.19444,height:.69444,italic:0,skew:0},8599:{depth:.19444,height:.69444,italic:0,skew:0},86:{depth:0,height:.68611,italic:.01597,skew:0},8600:{depth:.19444,height:.69444,italic:0,skew:0},8601:{depth:.19444,height:.69444,italic:0,skew:0},8636:{depth:-.10889,height:.39111,italic:0,skew:0},8637:{depth:-.10889,height:.39111,italic:0,skew:0},8640:{depth:-.10889,height:.39111,italic:0,skew:0},8641:{depth:-.10889,height:.39111,italic:0,skew:0},8656:{depth:-.10889,height:.39111,italic:0,skew:0},8657:{depth:.19444,height:.69444,italic:0,skew:0},8658:{depth:-.10889,height:.39111,italic:0,skew:0},8659:{depth:.19444,height:.69444,italic:0,skew:0},8660:{depth:-.10889,height:.39111,italic:0,skew:0},8661:{depth:.25,height:.75,italic:0,skew:0},87:{depth:0,height:.68611,italic:.01597,skew:0},8704:{depth:0,height:.69444,italic:0,skew:0},8706:{depth:0,height:.69444,italic:.06389,skew:0},8707:{depth:0,height:.69444,italic:0,skew:0},8709:{depth:.05556,height:.75,italic:0,skew:0},8711:{depth:0,height:.68611,italic:0,skew:0},8712:{depth:.08556,height:.58556,italic:0,skew:0},8715:{depth:.08556,height:.58556,italic:0,skew:0},8722:{depth:.13333,height:.63333,italic:0,skew:0},8723:{depth:.13333,height:.63333,italic:0,skew:0},8725:{depth:.25,height:.75,italic:0,skew:0},8726:{depth:.25,height:.75,italic:0,skew:0},8727:{depth:-.02778,height:.47222,italic:0,skew:0},8728:{depth:-.02639,height:.47361,italic:0,skew:0},8729:{depth:-.02639,height:.47361,italic:0,skew:0},8730:{depth:.18,height:.82,italic:0,skew:0},8733:{depth:0,height:.44444,italic:0,skew:0},8734:{depth:0,height:.44444,italic:0,skew:0},8736:{depth:0,height:.69224,italic:0,skew:0},8739:{depth:.25,height:.75,italic:0,skew:0},8741:{depth:.25,height:.75,italic:0,skew:0},8743:{depth:0,height:.55556,italic:0,skew:0},8744:{depth:0,height:.55556,italic:0,skew:0},8745:{depth:0,height:.55556,italic:0,skew:0},8746:{depth:0,height:.55556,italic:0,skew:0},8747:{depth:.19444,height:.69444,italic:.12778,skew:0},8764:{depth:-.10889,height:.39111,italic:0,skew:0},8768:{depth:.19444,height:.69444,italic:0,skew:0},8771:{depth:.00222,height:.50222,italic:0,skew:0},8776:{depth:.02444,height:.52444,italic:0,skew:0},8781:{depth:.00222,height:.50222,italic:0,skew:0},88:{depth:0,height:.68611,italic:0,skew:0},8801:{depth:.00222,height:.50222,italic:0,skew:0},8804:{depth:.19667,height:.69667,italic:0,skew:0},8805:{depth:.19667,height:.69667,italic:0,skew:0},8810:{depth:.08556,height:.58556,italic:0,skew:0},8811:{depth:.08556,height:.58556,italic:0,skew:0},8826:{depth:.08556,height:.58556,italic:0,skew:0},8827:{depth:.08556,height:.58556,italic:0,skew:0},8834:{depth:.08556,height:.58556,italic:0,skew:0},8835:{depth:.08556,height:.58556,italic:0,skew:0},8838:{depth:.19667,height:.69667,italic:0,skew:0},8839:{depth:.19667,height:.69667,italic:0,skew:0},8846:{depth:0,height:.55556,italic:0,skew:0},8849:{depth:.19667,height:.69667,italic:0,skew:0},8850:{depth:.19667,height:.69667,italic:0,skew:0},8851:{depth:0,height:.55556,italic:0,skew:0},8852:{depth:0,height:.55556,italic:0,skew:0},8853:{depth:.13333,height:.63333,italic:0,skew:0},8854:{depth:.13333,height:.63333,italic:0,skew:0},8855:{depth:.13333,height:.63333,italic:0,skew:0},8856:{depth:.13333,height:.63333,italic:0,skew:0},8857:{depth:.13333,height:.63333,italic:0,skew:0},8866:{depth:0,height:.69444,italic:0,skew:0},8867:{depth:0,height:.69444,italic:0,skew:0},8868:{depth:0,height:.69444,italic:0,skew:0},8869:{depth:0,height:.69444,italic:0,skew:0},89:{depth:0,height:.68611,italic:.02875,skew:0},8900:{depth:-.02639,height:.47361,italic:0,skew:0},8901:{depth:-.02639,height:.47361,italic:0,skew:0},8902:{depth:-.02778,height:.47222,italic:0,skew:0},8968:{depth:.25,height:.75,italic:0,skew:0},8969:{depth:.25,height:.75,italic:0,skew:0},8970:{depth:.25,height:.75,italic:0,skew:0},8971:{depth:.25,height:.75,italic:0,skew:0},8994:{depth:-.13889,height:.36111,italic:0,skew:0},8995:{depth:-.13889,height:.36111,italic:0,skew:0},90:{depth:0,height:.68611,italic:0,skew:0},91:{depth:.25,height:.75,italic:0,skew:0},915:{depth:0,height:.68611,italic:0,skew:0},916:{depth:0,height:.68611,italic:0,skew:0},92:{depth:.25,height:.75,italic:0,skew:0},920:{depth:0,height:.68611,italic:0,skew:0},923:{depth:0,height:.68611,italic:0,skew:0},926:{depth:0,height:.68611,italic:0,skew:0},928:{depth:0,height:.68611,italic:0,skew:0},93:{depth:.25,height:.75,italic:0,skew:0},931:{depth:0,height:.68611,italic:0,skew:0},933:{depth:0,height:.68611,italic:0,skew:0},934:{depth:0,height:.68611,italic:0,skew:0},936:{depth:0,height:.68611,italic:0,skew:0},937:{depth:0,height:.68611,italic:0,skew:0},94:{depth:0,height:.69444,italic:0,skew:0},95:{depth:.31,height:.13444,italic:.03194,skew:0},96:{depth:0,height:.69444,italic:0,skew:0},9651:{depth:.19444,height:.69444,italic:0,skew:0},9657:{depth:-.02778,height:.47222,italic:0,skew:0},9661:{depth:.19444,height:.69444,italic:0,skew:0},9667:{depth:-.02778,height:.47222,italic:0,skew:0},97:{depth:0,height:.44444,italic:0,skew:0},9711:{depth:.19444,height:.69444,italic:0,skew:0},98:{depth:0,height:.69444,italic:0,skew:0},9824:{depth:.12963,height:.69444,italic:0,skew:0},9825:{depth:.12963,height:.69444,italic:0,skew:0},9826:{depth:.12963,height:.69444,italic:0,skew:0},9827:{depth:.12963,height:.69444,italic:0,skew:0},9837:{depth:0,height:.75,italic:0,skew:0},9838:{depth:.19444,height:.69444,italic:0,skew:0},9839:{depth:.19444,height:.69444,italic:0,skew:0},99:{depth:0,height:.44444,italic:0,skew:0}},\"Main-Italic\":{100:{depth:0,height:.69444,italic:.10333,skew:0},101:{depth:0,height:.43056,italic:.07514,skew:0},102:{depth:.19444,height:.69444,italic:.21194,skew:0},103:{depth:.19444,height:.43056,italic:.08847,skew:0},104:{depth:0,height:.69444,italic:.07671,skew:0},105:{depth:0,height:.65536,italic:.1019,skew:0},106:{depth:.19444,height:.65536,italic:.14467,skew:0},107:{depth:0,height:.69444,italic:.10764,skew:0},108:{depth:0,height:.69444,italic:.10333,skew:0},109:{depth:0,height:.43056,italic:.07671,skew:0},110:{depth:0,height:.43056,italic:.07671,skew:0},111:{depth:0,height:.43056,italic:.06312,skew:0},112:{depth:.19444,height:.43056,italic:.06312,skew:0},113:{depth:.19444,height:.43056,italic:.08847,skew:0},114:{depth:0,height:.43056,italic:.10764,skew:0},115:{depth:0,height:.43056,italic:.08208,skew:0},116:{depth:0,height:.61508,italic:.09486,skew:0},117:{depth:0,height:.43056,italic:.07671,skew:0},118:{depth:0,height:.43056,italic:.10764,skew:0},119:{depth:0,height:.43056,italic:.10764,skew:0},120:{depth:0,height:.43056,italic:.12042,skew:0},121:{depth:.19444,height:.43056,italic:.08847,skew:0},122:{depth:0,height:.43056,italic:.12292,skew:0},126:{depth:.35,height:.31786,italic:.11585,skew:0},163:{depth:0,height:.69444,italic:0,skew:0},305:{depth:0,height:.43056,italic:.07671,skew:0},33:{depth:0,height:.69444,italic:.12417,skew:0},34:{depth:0,height:.69444,italic:.06961,skew:0},35:{depth:.19444,height:.69444,italic:.06616,skew:0},37:{depth:.05556,height:.75,italic:.13639,skew:0},38:{depth:0,height:.69444,italic:.09694,skew:0},39:{depth:0,height:.69444,italic:.12417,skew:0},40:{depth:.25,height:.75,italic:.16194,skew:0},41:{depth:.25,height:.75,italic:.03694,skew:0},42:{depth:0,height:.75,italic:.14917,skew:0},43:{depth:.05667,height:.56167,italic:.03694,skew:0},44:{depth:.19444,height:.10556,italic:0,skew:0},45:{depth:0,height:.43056,italic:.02826,skew:0},46:{depth:0,height:.10556,italic:0,skew:0},47:{depth:.25,height:.75,italic:.16194,skew:0},48:{depth:0,height:.64444,italic:.13556,skew:0},49:{depth:0,height:.64444,italic:.13556,skew:0},50:{depth:0,height:.64444,italic:.13556,skew:0},51:{depth:0,height:.64444,italic:.13556,skew:0},52:{depth:.19444,height:.64444,italic:.13556,skew:0},53:{depth:0,height:.64444,italic:.13556,skew:0},54:{depth:0,height:.64444,italic:.13556,skew:0},55:{depth:.19444,height:.64444,italic:.13556,skew:0},56:{depth:0,height:.64444,italic:.13556,skew:0},567:{depth:.19444,height:.43056,italic:.03736,skew:0},57:{depth:0,height:.64444,italic:.13556,skew:0},58:{depth:0,height:.43056,italic:.0582,skew:0},59:{depth:.19444,height:.43056,italic:.0582,skew:0},61:{depth:-.13313,height:.36687,italic:.06616,skew:0},63:{depth:0,height:.69444,italic:.1225,skew:0},64:{depth:0,height:.69444,italic:.09597,skew:0},65:{depth:0,height:.68333,italic:0,skew:0},66:{depth:0,height:.68333,italic:.10257,skew:0},67:{depth:0,height:.68333,italic:.14528,skew:0},68:{depth:0,height:.68333,italic:.09403,skew:0},69:{depth:0,height:.68333,italic:.12028,skew:0},70:{depth:0,height:.68333,italic:.13305,skew:0},71:{depth:0,height:.68333,italic:.08722,skew:0},72:{depth:0,height:.68333,italic:.16389,skew:0},73:{depth:0,height:.68333,italic:.15806,skew:0},74:{depth:0,height:.68333,italic:.14028,skew:0},75:{depth:0,height:.68333,italic:.14528,skew:0},76:{depth:0,height:.68333,italic:0,skew:0},768:{depth:0,height:.69444,italic:0,skew:0},769:{depth:0,height:.69444,italic:.09694,skew:0},77:{depth:0,height:.68333,italic:.16389,skew:0},770:{depth:0,height:.69444,italic:.06646,skew:0},771:{depth:0,height:.66786,italic:.11585,skew:0},772:{depth:0,height:.56167,italic:.10333,skew:0},774:{depth:0,height:.69444,italic:.10806,skew:0},775:{depth:0,height:.66786,italic:.11752,skew:0},776:{depth:0,height:.66786,italic:.10474,skew:0},778:{depth:0,height:.69444,italic:0,skew:0},779:{depth:0,height:.69444,italic:.1225,skew:0},78:{depth:0,height:.68333,italic:.16389,skew:0},780:{depth:0,height:.62847,italic:.08295,skew:0},79:{depth:0,height:.68333,italic:.09403,skew:0},80:{depth:0,height:.68333,italic:.10257,skew:0},81:{depth:.19444,height:.68333,italic:.09403,skew:0},82:{depth:0,height:.68333,italic:.03868,skew:0},8211:{depth:0,height:.43056,italic:.09208,skew:0},8212:{depth:0,height:.43056,italic:.09208,skew:0},8216:{depth:0,height:.69444,italic:.12417,skew:0},8217:{depth:0,height:.69444,italic:.12417,skew:0},8220:{depth:0,height:.69444,italic:.1685,skew:0},8221:{depth:0,height:.69444,italic:.06961,skew:0},83:{depth:0,height:.68333,italic:.11972,skew:0},84:{depth:0,height:.68333,italic:.13305,skew:0},8463:{depth:0,height:.68889,italic:0,skew:0},85:{depth:0,height:.68333,italic:.16389,skew:0},86:{depth:0,height:.68333,italic:.18361,skew:0},87:{depth:0,height:.68333,italic:.18361,skew:0},88:{depth:0,height:.68333,italic:.15806,skew:0},89:{depth:0,height:.68333,italic:.19383,skew:0},90:{depth:0,height:.68333,italic:.14528,skew:0},91:{depth:.25,height:.75,italic:.1875,skew:0},915:{depth:0,height:.68333,italic:.13305,skew:0},916:{depth:0,height:.68333,italic:0,skew:0},920:{depth:0,height:.68333,italic:.09403,skew:0},923:{depth:0,height:.68333,italic:0,skew:0},926:{depth:0,height:.68333,italic:.15294,skew:0},928:{depth:0,height:.68333,italic:.16389,skew:0},93:{depth:.25,height:.75,italic:.10528,skew:0},931:{depth:0,height:.68333,italic:.12028,skew:0},933:{depth:0,height:.68333,italic:.11111,skew:0},934:{depth:0,height:.68333,italic:.05986,skew:0},936:{depth:0,height:.68333,italic:.11111,skew:0},937:{depth:0,height:.68333,italic:.10257,skew:0},94:{depth:0,height:.69444,italic:.06646,skew:0},95:{depth:.31,height:.12056,italic:.09208,skew:0},97:{depth:0,height:.43056,italic:.07671,skew:0},98:{depth:0,height:.69444,italic:.06312,skew:0},99:{depth:0,height:.43056,italic:.05653,skew:0}},\"Main-Regular\":{32:{depth:-0,height:0,italic:0,skew:0},160:{depth:-0,height:0,italic:0,skew:0},8230:{depth:-0,height:.12,italic:0,skew:0},8773:{depth:-.022,height:.589,italic:0,skew:0},8800:{depth:.215,height:.716,italic:0,skew:0},8942:{depth:.03,height:.9,italic:0,skew:0},8943:{depth:-.19,height:.31,italic:0,skew:0},8945:{depth:-.1,height:.82,italic:0,skew:0},100:{depth:0,height:.69444,italic:0,skew:0},101:{depth:0,height:.43056,italic:0,skew:0},102:{depth:0,height:.69444,italic:.07778,skew:0},10216:{depth:.25,height:.75,italic:0,skew:0},10217:{depth:.25,height:.75,italic:0,skew:0},103:{depth:.19444,height:.43056,italic:.01389,skew:0},104:{depth:0,height:.69444,italic:0,skew:0},105:{depth:0,height:.66786,italic:0,skew:0},106:{depth:.19444,height:.66786,italic:0,skew:0},107:{depth:0,height:.69444,italic:0,skew:0},108:{depth:0,height:.69444,italic:0,skew:0},10815:{depth:0,height:.68333,italic:0,skew:0},109:{depth:0,height:.43056,italic:0,skew:0},10927:{depth:.13597,height:.63597,italic:0,skew:0},10928:{depth:.13597,height:.63597,italic:0,skew:0},110:{depth:0,height:.43056,italic:0,skew:0},111:{depth:0,height:.43056,italic:0,skew:0},112:{depth:.19444,height:.43056,italic:0,skew:0},113:{depth:.19444,height:.43056,italic:0,skew:0},114:{depth:0,height:.43056,italic:0,skew:0},115:{depth:0,height:.43056,italic:0,skew:0},116:{depth:0,height:.61508,italic:0,skew:0},117:{depth:0,height:.43056,italic:0,skew:0},118:{depth:0,height:.43056,italic:.01389,skew:0},119:{depth:0,height:.43056,italic:.01389,skew:0},120:{depth:0,height:.43056,italic:0,skew:0},121:{depth:.19444,height:.43056,italic:.01389,skew:0},122:{depth:0,height:.43056,italic:0,skew:0},123:{depth:.25,height:.75,italic:0,skew:0},124:{depth:.25,height:.75,italic:0,skew:0},125:{depth:.25,height:.75,italic:0,skew:0},126:{depth:.35,height:.31786,italic:0,skew:0},168:{depth:0,height:.66786,italic:0,skew:0},172:{depth:0,height:.43056,italic:0,skew:0},175:{depth:0,height:.56778,italic:0,skew:0},176:{depth:0,height:.69444,italic:0,skew:0},177:{depth:.08333,height:.58333,italic:0,skew:0},180:{depth:0,height:.69444,italic:0,skew:0},215:{depth:.08333,height:.58333,italic:0,skew:0},247:{depth:.08333,height:.58333,italic:0,skew:0},305:{depth:0,height:.43056,italic:0,skew:0},33:{depth:0,height:.69444,italic:0,skew:0},34:{depth:0,height:.69444,italic:0,skew:0},35:{depth:.19444,height:.69444,italic:0,skew:0},36:{depth:.05556,height:.75,italic:0,skew:0},37:{depth:.05556,height:.75,italic:0,skew:0},38:{depth:0,height:.69444,italic:0,skew:0},39:{depth:0,height:.69444,italic:0,skew:0},40:{depth:.25,height:.75,italic:0,skew:0},41:{depth:.25,height:.75,italic:0,skew:0},42:{depth:0,height:.75,italic:0,skew:0},43:{depth:.08333,height:.58333,italic:0,skew:0},44:{depth:.19444,height:.10556,italic:0,skew:0},45:{depth:0,height:.43056,italic:0,skew:0},46:{depth:0,height:.10556,italic:0,skew:0},47:{depth:.25,height:.75,italic:0,skew:0},48:{depth:0,height:.64444,italic:0,skew:0},49:{depth:0,height:.64444,italic:0,skew:0},50:{depth:0,height:.64444,italic:0,skew:0},51:{depth:0,height:.64444,italic:0,skew:0},52:{depth:0,height:.64444,italic:0,skew:0},53:{depth:0,height:.64444,italic:0,skew:0},54:{depth:0,height:.64444,italic:0,skew:0},55:{depth:0,height:.64444,italic:0,skew:0},56:{depth:0,height:.64444,italic:0,skew:0},567:{depth:.19444,height:.43056,italic:0,skew:0},57:{depth:0,height:.64444,italic:0,skew:0},58:{depth:0,height:.43056,italic:0,skew:0},59:{depth:.19444,height:.43056,italic:0,skew:0},60:{depth:.0391,height:.5391,italic:0,skew:0},61:{depth:-.13313,height:.36687,italic:0,skew:0},62:{depth:.0391,height:.5391,italic:0,skew:0},63:{depth:0,height:.69444,italic:0,skew:0},64:{depth:0,height:.69444,italic:0,skew:0},65:{depth:0,height:.68333,italic:0,skew:0},66:{depth:0,height:.68333,italic:0,skew:0},67:{depth:0,height:.68333,italic:0,skew:0},68:{depth:0,height:.68333,italic:0,skew:0},69:{depth:0,height:.68333,italic:0,skew:0},70:{depth:0,height:.68333,italic:0,skew:0},71:{depth:0,height:.68333,italic:0,skew:0},710:{depth:0,height:.69444,italic:0,skew:0},711:{depth:0,height:.62847,italic:0,skew:0},713:{depth:0,height:.56778,italic:0,skew:0},714:{depth:0,height:.69444,italic:0,skew:0},715:{depth:0,height:.69444,italic:0,skew:0},72:{depth:0,height:.68333,italic:0,skew:0},728:{depth:0,height:.69444,italic:0,skew:0},729:{depth:0,height:.66786,italic:0,skew:0},73:{depth:0,height:.68333,italic:0,skew:0},730:{depth:0,height:.69444,italic:0,skew:0},732:{depth:0,height:.66786,italic:0,skew:0},74:{depth:0,height:.68333,italic:0,skew:0},75:{depth:0,height:.68333,italic:0,skew:0},76:{depth:0,height:.68333,italic:0,skew:0},768:{depth:0,height:.69444,italic:0,skew:0},769:{depth:0,height:.69444,italic:0,skew:0},77:{depth:0,height:.68333,italic:0,skew:0},770:{depth:0,height:.69444,italic:0,skew:0},771:{depth:0,height:.66786,italic:0,skew:0},772:{depth:0,height:.56778,italic:0,skew:0},774:{depth:0,height:.69444,italic:0,skew:0},775:{depth:0,height:.66786,italic:0,skew:0},776:{depth:0,height:.66786,italic:0,skew:0},778:{depth:0,height:.69444,italic:0,skew:0},779:{depth:0,height:.69444,italic:0,skew:0},78:{depth:0,height:.68333,italic:0,skew:0},780:{depth:0,height:.62847,italic:0,skew:0},79:{depth:0,height:.68333,italic:0,skew:0},80:{depth:0,height:.68333,italic:0,skew:0},81:{depth:.19444,height:.68333,italic:0,skew:0},82:{depth:0,height:.68333,italic:0,skew:0},8211:{depth:0,height:.43056,italic:.02778,skew:0},8212:{depth:0,height:.43056,italic:.02778,skew:0},8216:{depth:0,height:.69444,italic:0,skew:0},8217:{depth:0,height:.69444,italic:0,skew:0},8220:{depth:0,height:.69444,italic:0,skew:0},8221:{depth:0,height:.69444,italic:0,skew:0},8224:{depth:.19444,height:.69444,italic:0,skew:0},8225:{depth:.19444,height:.69444,italic:0,skew:0},824:{depth:.19444,height:.69444,italic:0,skew:0},8242:{depth:0,height:.55556,italic:0,skew:0},83:{depth:0,height:.68333,italic:0,skew:0},84:{depth:0,height:.68333,italic:0,skew:0},8407:{depth:0,height:.71444,italic:.15382,skew:0},8463:{depth:0,height:.68889,italic:0,skew:0},8465:{depth:0,height:.69444,italic:0,skew:0},8467:{depth:0,height:.69444,italic:0,skew:.11111},8472:{depth:.19444,height:.43056,italic:0,skew:.11111},8476:{depth:0,height:.69444,italic:0,skew:0},85:{depth:0,height:.68333,italic:0,skew:0},8501:{depth:0,height:.69444,italic:0,skew:0},8592:{depth:-.13313,height:.36687,italic:0,skew:0},8593:{depth:.19444,height:.69444,italic:0,skew:0},8594:{depth:-.13313,height:.36687,italic:0,skew:0},8595:{depth:.19444,height:.69444,italic:0,skew:0},8596:{depth:-.13313,height:.36687,italic:0,skew:0},8597:{depth:.25,height:.75,italic:0,skew:0},8598:{depth:.19444,height:.69444,italic:0,skew:0},8599:{depth:.19444,height:.69444,italic:0,skew:0},86:{depth:0,height:.68333,italic:.01389,skew:0},8600:{depth:.19444,height:.69444,italic:0,skew:0},8601:{depth:.19444,height:.69444,italic:0,skew:0},8636:{depth:-.13313,height:.36687,italic:0,skew:0},8637:{depth:-.13313,height:.36687,italic:0,skew:0},8640:{depth:-.13313,height:.36687,italic:0,skew:0},8641:{depth:-.13313,height:.36687,italic:0,skew:0},8656:{depth:-.13313,height:.36687,italic:0,skew:0},8657:{depth:.19444,height:.69444,italic:0,skew:0},8658:{depth:-.13313,height:.36687,italic:0,skew:0},8659:{depth:.19444,height:.69444,italic:0,skew:0},8660:{depth:-.13313,height:.36687,italic:0,skew:0},8661:{depth:.25,height:.75,italic:0,skew:0},87:{depth:0,height:.68333,italic:.01389,skew:0},8704:{depth:0,height:.69444,italic:0,skew:0},8706:{depth:0,height:.69444,italic:.05556,skew:.08334},8707:{depth:0,height:.69444,italic:0,skew:0},8709:{depth:.05556,height:.75,italic:0,skew:0},8711:{depth:0,height:.68333,italic:0,skew:0},8712:{depth:.0391,height:.5391,italic:0,skew:0},8715:{depth:.0391,height:.5391,italic:0,skew:0},8722:{depth:.08333,height:.58333,italic:0,skew:0},8723:{depth:.08333,height:.58333,italic:0,skew:0},8725:{depth:.25,height:.75,italic:0,skew:0},8726:{depth:.25,height:.75,italic:0,skew:0},8727:{depth:-.03472,height:.46528,italic:0,skew:0},8728:{depth:-.05555,height:.44445,italic:0,skew:0},8729:{depth:-.05555,height:.44445,italic:0,skew:0},8730:{depth:.2,height:.8,italic:0,skew:0},8733:{depth:0,height:.43056,italic:0,skew:0},8734:{depth:0,height:.43056,italic:0,skew:0},8736:{depth:0,height:.69224,italic:0,skew:0},8739:{depth:.25,height:.75,italic:0,skew:0},8741:{depth:.25,height:.75,italic:0,skew:0},8743:{depth:0,height:.55556,italic:0,skew:0},8744:{depth:0,height:.55556,italic:0,skew:0},8745:{depth:0,height:.55556,italic:0,skew:0},8746:{depth:0,height:.55556,italic:0,skew:0},8747:{depth:.19444,height:.69444,italic:.11111,skew:0},8764:{depth:-.13313,height:.36687,italic:0,skew:0},8768:{depth:.19444,height:.69444,italic:0,skew:0},8771:{depth:-.03625,height:.46375,italic:0,skew:0},8776:{depth:-.01688,height:.48312,italic:0,skew:0},8781:{depth:-.03625,height:.46375,italic:0,skew:0},88:{depth:0,height:.68333,italic:0,skew:0},8801:{depth:-.03625,height:.46375,italic:0,skew:0},8804:{depth:.13597,height:.63597,italic:0,skew:0},8805:{depth:.13597,height:.63597,italic:0,skew:0},8810:{depth:.0391,height:.5391,italic:0,skew:0},8811:{depth:.0391,height:.5391,italic:0,skew:0},8826:{depth:.0391,height:.5391,italic:0,skew:0},8827:{depth:.0391,height:.5391,italic:0,skew:0},8834:{depth:.0391,height:.5391,italic:0,skew:0},8835:{depth:.0391,height:.5391,italic:0,skew:0},8838:{depth:.13597,height:.63597,italic:0,skew:0},8839:{depth:.13597,height:.63597,italic:0,skew:0},8846:{depth:0,height:.55556,italic:0,skew:0},8849:{depth:.13597,height:.63597,italic:0,skew:0},8850:{depth:.13597,height:.63597,italic:0,skew:0},8851:{depth:0,height:.55556,italic:0,skew:0},8852:{depth:0,height:.55556,italic:0,skew:0},8853:{depth:.08333,height:.58333,italic:0,skew:0},8854:{depth:.08333,height:.58333,italic:0,skew:0},8855:{depth:.08333,height:.58333,italic:0,skew:0},8856:{depth:.08333,height:.58333,italic:0,skew:0},8857:{depth:.08333,height:.58333,italic:0,skew:0},8866:{depth:0,height:.69444,italic:0,skew:0},8867:{depth:0,height:.69444,italic:0,skew:0},8868:{depth:0,height:.69444,italic:0,skew:0},8869:{depth:0,height:.69444,italic:0,skew:0},89:{depth:0,height:.68333,italic:.025,skew:0},8900:{depth:-.05555,height:.44445,italic:0,skew:0},8901:{depth:-.05555,height:.44445,italic:0,skew:0},8902:{depth:-.03472,height:.46528,italic:0,skew:0},8968:{depth:.25,height:.75,italic:0,skew:0},8969:{depth:.25,height:.75,italic:0,skew:0},8970:{depth:.25,height:.75,italic:0,skew:0},8971:{depth:.25,height:.75,italic:0,skew:0},8994:{depth:-.14236,height:.35764,italic:0,skew:0},8995:{depth:-.14236,height:.35764,italic:0,skew:0},90:{depth:0,height:.68333,italic:0,skew:0},91:{depth:.25,height:.75,italic:0,skew:0},915:{depth:0,height:.68333,italic:0,skew:0},916:{depth:0,height:.68333,italic:0,skew:0},92:{depth:.25,height:.75,italic:0,skew:0},920:{depth:0,height:.68333,italic:0,skew:0},923:{depth:0,height:.68333,italic:0,skew:0},926:{depth:0,height:.68333,italic:0,skew:0},928:{depth:0,height:.68333,italic:0,skew:0},93:{depth:.25,height:.75,italic:0,skew:0},931:{depth:0,height:.68333,italic:0,skew:0},933:{depth:0,height:.68333,italic:0,skew:0},934:{depth:0,height:.68333,italic:0,skew:0},936:{depth:0,height:.68333,italic:0,skew:0},937:{depth:0,height:.68333,italic:0,skew:0},94:{depth:0,height:.69444,italic:0,skew:0},95:{depth:.31,height:.12056,italic:.02778,skew:0},96:{depth:0,height:.69444,italic:0,skew:0},9651:{depth:.19444,height:.69444,italic:0,skew:0},9657:{depth:-.03472,height:.46528,italic:0,skew:0},9661:{depth:.19444,height:.69444,italic:0,skew:0},9667:{depth:-.03472,height:.46528,italic:0,skew:0},97:{depth:0,height:.43056,italic:0,skew:0},9711:{depth:.19444,height:.69444,italic:0,skew:0},98:{depth:0,height:.69444,italic:0,skew:0},9824:{depth:.12963,height:.69444,italic:0,skew:0},9825:{depth:.12963,height:.69444,italic:0,skew:0},9826:{depth:.12963,height:.69444,italic:0,skew:0},9827:{depth:.12963,height:.69444,italic:0,skew:0},9837:{depth:0,height:.75,italic:0,skew:0},9838:{depth:.19444,height:.69444,italic:0,skew:0},9839:{depth:.19444,height:.69444,italic:0,skew:0},99:{depth:0,height:.43056,italic:0,skew:0}},\"Math-BoldItalic\":{100:{depth:0,height:.69444,italic:0,skew:0},1009:{depth:.19444,height:.44444,italic:0,skew:0},101:{depth:0,height:.44444,italic:0,skew:0},1013:{depth:0,height:.44444,italic:0,skew:0},102:{depth:.19444,height:.69444,italic:.11042,skew:0},103:{depth:.19444,height:.44444,italic:.03704,skew:0},104:{depth:0,height:.69444,italic:0,skew:0},105:{depth:0,height:.69326,italic:0,skew:0},106:{depth:.19444,height:.69326,italic:.0622,skew:0},107:{depth:0,height:.69444,italic:.01852,skew:0},108:{depth:0,height:.69444,italic:.0088,skew:0},109:{depth:0,height:.44444,italic:0,skew:0},110:{depth:0,height:.44444,italic:0,skew:0},111:{depth:0,height:.44444,italic:0,skew:0},112:{depth:.19444,height:.44444,italic:0,skew:0},113:{depth:.19444,height:.44444,italic:.03704,skew:0},114:{depth:0,height:.44444,italic:.03194,skew:0},115:{depth:0,height:.44444,italic:0,skew:0},116:{depth:0,height:.63492,italic:0,skew:0},117:{depth:0,height:.44444,italic:0,skew:0},118:{depth:0,height:.44444,italic:.03704,skew:0},119:{depth:0,height:.44444,italic:.02778,skew:0},120:{depth:0,height:.44444,italic:0,skew:0},121:{depth:.19444,height:.44444,italic:.03704,skew:0},122:{depth:0,height:.44444,italic:.04213,skew:0},47:{depth:.19444,height:.69444,italic:0,skew:0},65:{depth:0,height:.68611,italic:0,skew:0},66:{depth:0,height:.68611,italic:.04835,skew:0},67:{depth:0,height:.68611,italic:.06979,skew:0},68:{depth:0,height:.68611,italic:.03194,skew:0},69:{depth:0,height:.68611,italic:.05451,skew:0},70:{depth:0,height:.68611,italic:.15972,skew:0},71:{depth:0,height:.68611,italic:0,skew:0},72:{depth:0,height:.68611,italic:.08229,skew:0},73:{depth:0,height:.68611,italic:.07778,skew:0},74:{depth:0,height:.68611,italic:.10069,skew:0},75:{depth:0,height:.68611,italic:.06979,skew:0},76:{depth:0,height:.68611,italic:0,skew:0},77:{depth:0,height:.68611,italic:.11424,skew:0},78:{depth:0,height:.68611,italic:.11424,skew:0},79:{depth:0,height:.68611,italic:.03194,skew:0},80:{depth:0,height:.68611,italic:.15972,skew:0},81:{depth:.19444,height:.68611,italic:0,skew:0},82:{depth:0,height:.68611,italic:.00421,skew:0},83:{depth:0,height:.68611,italic:.05382,skew:0},84:{depth:0,height:.68611,italic:.15972,skew:0},85:{depth:0,height:.68611,italic:.11424,skew:0},86:{depth:0,height:.68611,italic:.25555,skew:0},87:{depth:0,height:.68611,italic:.15972,skew:0},88:{depth:0,height:.68611,italic:.07778,skew:0},89:{depth:0,height:.68611,italic:.25555,skew:0},90:{depth:0,height:.68611,italic:.06979,skew:0},915:{depth:0,height:.68611,italic:.15972,skew:0},916:{depth:0,height:.68611,italic:0,skew:0},920:{depth:0,height:.68611,italic:.03194,skew:0},923:{depth:0,height:.68611,italic:0,skew:0},926:{depth:0,height:.68611,italic:.07458,skew:0},928:{depth:0,height:.68611,italic:.08229,skew:0},931:{depth:0,height:.68611,italic:.05451,skew:0},933:{depth:0,height:.68611,italic:.15972,skew:0},934:{depth:0,height:.68611,italic:0,skew:0},936:{depth:0,height:.68611,italic:.11653,skew:0},937:{depth:0,height:.68611,italic:.04835,skew:0},945:{depth:0,height:.44444,italic:0,skew:0},946:{depth:.19444,height:.69444,italic:.03403,skew:0},947:{depth:.19444,height:.44444,italic:.06389,skew:0},948:{depth:0,height:.69444,italic:.03819,skew:0},949:{depth:0,height:.44444,italic:0,skew:0},950:{depth:.19444,height:.69444,italic:.06215,skew:0},951:{depth:.19444,height:.44444,italic:.03704,skew:0},952:{depth:0,height:.69444,italic:.03194,skew:0},953:{depth:0,height:.44444,italic:0,skew:0},954:{depth:0,height:.44444,italic:0,skew:0},955:{depth:0,height:.69444,italic:0,skew:0},956:{depth:.19444,height:.44444,italic:0,skew:0},957:{depth:0,height:.44444,italic:.06898,skew:0},958:{depth:.19444,height:.69444,italic:.03021,skew:0},959:{depth:0,height:.44444,italic:0,skew:0},960:{depth:0,height:.44444,italic:.03704,skew:0},961:{depth:.19444,height:.44444,italic:0,skew:0},962:{depth:.09722,height:.44444,italic:.07917,skew:0},963:{depth:0,height:.44444,italic:.03704,skew:0},964:{depth:0,height:.44444,italic:.13472,skew:0},965:{depth:0,height:.44444,italic:.03704,skew:0},966:{depth:.19444,height:.44444,italic:0,skew:0},967:{depth:.19444,height:.44444,italic:0,skew:0},968:{depth:.19444,height:.69444,italic:.03704,skew:0},969:{depth:0,height:.44444,italic:.03704,skew:0},97:{depth:0,height:.44444,italic:0,skew:0},977:{depth:0,height:.69444,italic:0,skew:0},98:{depth:0,height:.69444,italic:0,skew:0},981:{depth:.19444,height:.69444,italic:0,skew:0},982:{depth:0,height:.44444,italic:.03194,skew:0},99:{depth:0,height:.44444,italic:0,skew:0}},\"Math-Italic\":{100:{depth:0,height:.69444,italic:0,skew:.16667},1009:{depth:.19444,height:.43056,italic:0,skew:.08334},101:{depth:0,height:.43056,italic:0,skew:.05556},1013:{depth:0,height:.43056,italic:0,skew:.05556},102:{depth:.19444,height:.69444,italic:.10764,skew:.16667},103:{depth:.19444,height:.43056,italic:.03588,skew:.02778},104:{depth:0,height:.69444,italic:0,skew:0},105:{depth:0,height:.65952,italic:0,skew:0},106:{depth:.19444,height:.65952,italic:.05724,skew:0},107:{depth:0,height:.69444,italic:.03148,skew:0},108:{depth:0,height:.69444,italic:.01968,skew:.08334},109:{depth:0,height:.43056,italic:0,skew:0},110:{depth:0,height:.43056,italic:0,skew:0},111:{depth:0,height:.43056,italic:0,skew:.05556},112:{depth:.19444,height:.43056,italic:0,skew:.08334},113:{depth:.19444,height:.43056,italic:.03588,skew:.08334},114:{depth:0,height:.43056,italic:.02778,skew:.05556},115:{depth:0,height:.43056,italic:0,skew:.05556},116:{depth:0,height:.61508,italic:0,skew:.08334},117:{depth:0,height:.43056,italic:0,skew:.02778},118:{depth:0,height:.43056,italic:.03588,skew:.02778},119:{depth:0,height:.43056,italic:.02691,skew:.08334},120:{depth:0,height:.43056,italic:0,skew:.02778},121:{depth:.19444,height:.43056,italic:.03588,skew:.05556},122:{depth:0,height:.43056,italic:.04398,skew:.05556},47:{depth:.19444,height:.69444,italic:0,skew:0},65:{depth:0,height:.68333,italic:0,skew:.13889},66:{depth:0,height:.68333,italic:.05017,skew:.08334},67:{depth:0,height:.68333,italic:.07153,skew:.08334},68:{depth:0,height:.68333,italic:.02778,skew:.05556},69:{depth:0,height:.68333,italic:.05764,skew:.08334},70:{depth:0,height:.68333,italic:.13889,skew:.08334},71:{depth:0,height:.68333,italic:0,skew:.08334},72:{depth:0,height:.68333,italic:.08125,skew:.05556},73:{depth:0,height:.68333,italic:.07847,skew:.11111},74:{depth:0,height:.68333,italic:.09618,skew:.16667},75:{depth:0,height:.68333,italic:.07153,skew:.05556},76:{depth:0,height:.68333,italic:0,skew:.02778},77:{depth:0,height:.68333,italic:.10903,skew:.08334},78:{depth:0,height:.68333,italic:.10903,skew:.08334},79:{depth:0,height:.68333,italic:.02778,skew:.08334},80:{depth:0,height:.68333,italic:.13889,skew:.08334},81:{depth:.19444,height:.68333,italic:0,skew:.08334},82:{depth:0,height:.68333,italic:.00773,skew:.08334},83:{depth:0,height:.68333,italic:.05764,skew:.08334},84:{depth:0,height:.68333,italic:.13889,skew:.08334},85:{depth:0,height:.68333,italic:.10903,skew:.02778},86:{depth:0,height:.68333,italic:.22222,skew:0},87:{depth:0,height:.68333,italic:.13889,skew:0},88:{depth:0,height:.68333,italic:.07847,skew:.08334},89:{depth:0,height:.68333,italic:.22222,skew:0},90:{depth:0,height:.68333,italic:.07153,skew:.08334},915:{depth:0,height:.68333,italic:.13889,skew:.08334},916:{depth:0,height:.68333,italic:0,skew:.16667},920:{depth:0,height:.68333,italic:.02778,skew:.08334},923:{depth:0,height:.68333,italic:0,skew:.16667},926:{depth:0,height:.68333,italic:.07569,skew:.08334},928:{depth:0,height:.68333,italic:.08125,skew:.05556},931:{depth:0,height:.68333,italic:.05764,skew:.08334},933:{depth:0,height:.68333,italic:.13889,skew:.05556},934:{depth:0,height:.68333,italic:0,skew:.08334},936:{depth:0,height:.68333,italic:.11,skew:.05556},937:{depth:0,height:.68333,italic:.05017,skew:.08334},945:{depth:0,height:.43056,italic:.0037,skew:.02778},946:{depth:.19444,height:.69444,italic:.05278,skew:.08334},947:{depth:.19444,height:.43056,italic:.05556,skew:0},948:{depth:0,height:.69444,italic:.03785,skew:.05556},949:{depth:0,height:.43056,italic:0,skew:.08334},950:{depth:.19444,height:.69444,italic:.07378,skew:.08334},951:{depth:.19444,height:.43056,italic:.03588,skew:.05556},952:{depth:0,height:.69444,italic:.02778,skew:.08334},953:{depth:0,height:.43056,italic:0,skew:.05556},954:{depth:0,height:.43056,italic:0,skew:0},955:{depth:0,height:.69444,italic:0,skew:0},956:{depth:.19444,height:.43056,italic:0,skew:.02778},957:{depth:0,height:.43056,italic:.06366,skew:.02778},958:{depth:.19444,height:.69444,italic:.04601,skew:.11111},959:{depth:0,height:.43056,italic:0,skew:.05556},960:{depth:0,height:.43056,italic:.03588,skew:0},961:{depth:.19444,height:.43056,italic:0,skew:.08334},962:{depth:.09722,height:.43056,italic:.07986,skew:.08334},963:{depth:0,height:.43056,italic:.03588,skew:0},964:{depth:0,height:.43056,italic:.1132,skew:.02778},965:{depth:0,height:.43056,italic:.03588,skew:.02778},966:{depth:.19444,height:.43056,italic:0,skew:.08334},967:{depth:.19444,height:.43056,italic:0,skew:.05556},968:{depth:.19444,height:.69444,italic:.03588,skew:.11111},969:{depth:0,height:.43056,italic:.03588,skew:0},97:{depth:0,height:.43056,italic:0,skew:0},977:{depth:0,height:.69444,italic:0,skew:.08334},98:{depth:0,height:.69444,italic:0,skew:0},981:{depth:.19444,height:.69444,italic:0,skew:.08334},982:{depth:0,height:.43056,italic:.02778,skew:0},99:{depth:0,height:.43056,italic:0,skew:.05556}},\"Math-Regular\":{100:{depth:0,height:.69444,italic:0,skew:.16667},1009:{depth:.19444,height:.43056,italic:0,skew:.08334},101:{depth:0,height:.43056,italic:0,skew:.05556},1013:{depth:0,height:.43056,italic:0,skew:.05556},102:{depth:.19444,height:.69444,italic:.10764,skew:.16667},103:{depth:.19444,height:.43056,italic:.03588,skew:.02778},104:{depth:0,height:.69444,italic:0,skew:0},105:{depth:0,height:.65952,italic:0,skew:0},106:{depth:.19444,height:.65952,italic:.05724,skew:0},107:{depth:0,height:.69444,italic:.03148,skew:0},108:{depth:0,height:.69444,italic:.01968,skew:.08334},109:{depth:0,height:.43056,italic:0,skew:0},110:{depth:0,height:.43056,italic:0,skew:0},111:{depth:0,height:.43056,italic:0,skew:.05556},112:{depth:.19444,height:.43056,italic:0,skew:.08334},113:{depth:.19444,height:.43056,italic:.03588,skew:.08334},114:{depth:0,height:.43056,italic:.02778,skew:.05556},115:{depth:0,height:.43056,italic:0,skew:.05556},116:{depth:0,height:.61508,italic:0,skew:.08334},117:{depth:0,height:.43056,italic:0,skew:.02778},118:{depth:0,height:.43056,italic:.03588,skew:.02778},119:{depth:0,height:.43056,italic:.02691,skew:.08334},120:{depth:0,height:.43056,italic:0,skew:.02778},121:{depth:.19444,height:.43056,italic:.03588,skew:.05556},122:{depth:0,height:.43056,italic:.04398,skew:.05556},65:{depth:0,height:.68333,italic:0,skew:.13889},66:{depth:0,height:.68333,italic:.05017,skew:.08334},67:{depth:0,height:.68333,italic:.07153,skew:.08334},68:{depth:0,height:.68333,italic:.02778,skew:.05556},69:{depth:0,height:.68333,italic:.05764,skew:.08334},70:{depth:0,height:.68333,italic:.13889,skew:.08334},71:{depth:0,height:.68333,italic:0,skew:.08334},72:{depth:0,height:.68333,italic:.08125,skew:.05556},73:{depth:0,height:.68333,italic:.07847,skew:.11111},74:{depth:0,height:.68333,italic:.09618,skew:.16667},75:{depth:0,height:.68333,italic:.07153,skew:.05556},76:{depth:0,height:.68333,italic:0,skew:.02778},77:{depth:0,height:.68333,italic:.10903,skew:.08334},78:{depth:0,height:.68333,italic:.10903,skew:.08334},79:{depth:0,height:.68333,italic:.02778,skew:.08334},80:{depth:0,height:.68333,italic:.13889,skew:.08334},81:{depth:.19444,height:.68333,italic:0,skew:.08334},82:{depth:0,height:.68333,italic:.00773,skew:.08334},83:{depth:0,height:.68333,italic:.05764,skew:.08334},84:{depth:0,height:.68333,italic:.13889,skew:.08334},85:{depth:0,height:.68333,italic:.10903,skew:.02778},86:{depth:0,height:.68333,italic:.22222,skew:0},87:{depth:0,height:.68333,italic:.13889,skew:0},88:{depth:0,height:.68333,italic:.07847,skew:.08334},89:{depth:0,height:.68333,italic:.22222,skew:0},90:{depth:0,height:.68333,italic:.07153,skew:.08334},915:{depth:0,height:.68333,italic:.13889,skew:.08334},916:{depth:0,height:.68333,italic:0,skew:.16667},920:{depth:0,height:.68333,italic:.02778,skew:.08334},923:{depth:0,height:.68333,italic:0,skew:.16667},926:{depth:0,height:.68333,italic:.07569,skew:.08334},928:{depth:0,height:.68333,italic:.08125,skew:.05556},931:{depth:0,height:.68333,italic:.05764,skew:.08334},933:{depth:0,height:.68333,italic:.13889,skew:.05556},934:{depth:0,height:.68333,italic:0,skew:.08334},936:{depth:0,height:.68333,italic:.11,skew:.05556},937:{depth:0,height:.68333,italic:.05017,skew:.08334},945:{depth:0,height:.43056,italic:.0037,skew:.02778},946:{depth:.19444,height:.69444,italic:.05278,skew:.08334},947:{depth:.19444,height:.43056,italic:.05556,skew:0},948:{depth:0,height:.69444,italic:.03785,skew:.05556},949:{depth:0,height:.43056,italic:0,skew:.08334},950:{depth:.19444,height:.69444,italic:.07378,skew:.08334},951:{depth:.19444,height:.43056,italic:.03588,skew:.05556},952:{depth:0,height:.69444,italic:.02778,skew:.08334},953:{depth:0,height:.43056,italic:0,skew:.05556},954:{depth:0,height:.43056,italic:0,skew:0},955:{depth:0,height:.69444,italic:0,skew:0},956:{depth:.19444,height:.43056,italic:0,skew:.02778},957:{depth:0,height:.43056,italic:.06366,skew:.02778},958:{depth:.19444,height:.69444,italic:.04601,skew:.11111},959:{depth:0,height:.43056,italic:0,skew:.05556},960:{depth:0,height:.43056,italic:.03588,skew:0},961:{depth:.19444,height:.43056,italic:0,skew:.08334},962:{depth:.09722,height:.43056,italic:.07986,skew:.08334},963:{depth:0,height:.43056,italic:.03588,skew:0},964:{depth:0,height:.43056,italic:.1132,skew:.02778},965:{depth:0,height:.43056,italic:.03588,skew:.02778},966:{depth:.19444,height:.43056,italic:0,skew:.08334},967:{depth:.19444,height:.43056,italic:0,skew:.05556},968:{depth:.19444,height:.69444,italic:.03588,skew:.11111},969:{depth:0,height:.43056,italic:.03588,skew:0},97:{depth:0,height:.43056,italic:0,skew:0},977:{depth:0,height:.69444,italic:0,skew:.08334},98:{depth:0,height:.69444,italic:0,skew:0},981:{depth:.19444,height:.69444,italic:0,skew:.08334},982:{depth:0,height:.43056,italic:.02778,skew:0},99:{depth:0,height:.43056,italic:0,skew:.05556}},\"Size1-Regular\":{8748:{depth:.306,height:.805,italic:.19445,skew:0},8749:{depth:.306,height:.805,italic:.19445,skew:0},10216:{depth:.35001,height:.85,italic:0,skew:0},10217:{depth:.35001,height:.85,italic:0,skew:0},10752:{depth:.25001,height:.75,italic:0,skew:0},10753:{depth:.25001,height:.75,italic:0,skew:0},10754:{depth:.25001,height:.75,italic:0,skew:0},10756:{depth:.25001,height:.75,italic:0,skew:0},10758:{depth:.25001,height:.75,italic:0,skew:0},123:{depth:.35001,height:.85,italic:0,skew:0},125:{depth:.35001,height:.85,italic:0,skew:0},40:{depth:.35001,height:.85,italic:0,skew:0},41:{depth:.35001,height:.85,italic:0,skew:0},47:{depth:.35001,height:.85,italic:0,skew:0},710:{depth:0,height:.72222,italic:0,skew:0},732:{depth:0,height:.72222,italic:0,skew:0},770:{depth:0,height:.72222,italic:0,skew:0},771:{depth:0,height:.72222,italic:0,skew:0},8214:{depth:-99e-5,height:.601,italic:0,skew:0},8593:{depth:1e-5,height:.6,italic:0,skew:0},8595:{depth:1e-5,height:.6,italic:0,skew:0},8657:{depth:1e-5,height:.6,italic:0,skew:0},8659:{depth:1e-5,height:.6,italic:0,skew:0},8719:{depth:.25001,height:.75,italic:0,skew:0},8720:{depth:.25001,height:.75,italic:0,skew:0},8721:{depth:.25001,height:.75,italic:0,skew:0},8730:{depth:.35001,height:.85,italic:0,skew:0},8739:{depth:-.00599,height:.606,italic:0,skew:0},8741:{depth:-.00599,height:.606,italic:0,skew:0},8747:{depth:.30612,height:.805,italic:.19445,skew:0},8750:{depth:.30612,height:.805,italic:.19445,skew:0},8896:{depth:.25001,height:.75,italic:0,skew:0},8897:{depth:.25001,height:.75,italic:0,skew:0},8898:{depth:.25001,height:.75,italic:0,skew:0},8899:{depth:.25001,height:.75,italic:0,skew:0},8968:{depth:.35001,height:.85,italic:0,skew:0},8969:{depth:.35001,height:.85,italic:0,skew:0},8970:{depth:.35001,height:.85,italic:0,skew:0},8971:{depth:.35001,height:.85,italic:0,skew:0},91:{depth:.35001,height:.85,italic:0,skew:0},9168:{depth:-99e-5,height:.601,italic:0,skew:0},92:{depth:.35001,height:.85,italic:0,skew:0},93:{depth:.35001,height:.85,italic:0,skew:0}},\"Size2-Regular\":{8748:{depth:.862,height:1.36,italic:.44445,skew:0},8749:{depth:.862,height:1.36,italic:.44445,skew:0},10216:{depth:.65002,height:1.15,italic:0,skew:0},10217:{depth:.65002,height:1.15,italic:0,skew:0},10752:{depth:.55001,height:1.05,italic:0,skew:0},10753:{depth:.55001,height:1.05,italic:0,skew:0},10754:{depth:.55001,height:1.05,italic:0,skew:0},10756:{depth:.55001,height:1.05,italic:0,skew:0},10758:{depth:.55001,height:1.05,italic:0,skew:0},123:{depth:.65002,height:1.15,italic:0,skew:0},125:{depth:.65002,height:1.15,italic:0,skew:0},40:{depth:.65002,height:1.15,italic:0,skew:0},41:{depth:.65002,height:1.15,italic:0,skew:0},47:{depth:.65002,height:1.15,italic:0,skew:0},710:{depth:0,height:.75,italic:0,skew:0},732:{depth:0,height:.75,italic:0,skew:0},770:{depth:0,height:.75,italic:0,skew:0},771:{depth:0,height:.75,italic:0,skew:0},8719:{depth:.55001,height:1.05,italic:0,skew:0},8720:{depth:.55001,height:1.05,italic:0,skew:0},8721:{depth:.55001,height:1.05,italic:0,skew:0},8730:{depth:.65002,height:1.15,italic:0,skew:0},8747:{depth:.86225,height:1.36,italic:.44445,skew:0},8750:{depth:.86225,height:1.36,italic:.44445,skew:0},8896:{depth:.55001,height:1.05,italic:0,skew:0},8897:{depth:.55001,height:1.05,italic:0,skew:0},8898:{depth:.55001,height:1.05,italic:0,skew:0},8899:{depth:.55001,height:1.05,italic:0,skew:0},8968:{depth:.65002,height:1.15,italic:0,skew:0},8969:{depth:.65002,height:1.15,italic:0,skew:0},8970:{depth:.65002,height:1.15,italic:0,skew:0},8971:{depth:.65002,height:1.15,italic:0,skew:0},91:{depth:.65002,height:1.15,italic:0,skew:0},92:{depth:.65002,height:1.15,italic:0,skew:0},93:{depth:.65002,height:1.15,italic:0,skew:0}},\"Size3-Regular\":{10216:{depth:.95003,height:1.45,italic:0,skew:0},10217:{depth:.95003,height:1.45,italic:0,skew:0},123:{depth:.95003,height:1.45,italic:0,skew:0},125:{depth:.95003,height:1.45,italic:0,skew:0},40:{depth:.95003,height:1.45,italic:0,skew:0},41:{depth:.95003,height:1.45,italic:0,skew:0},47:{depth:.95003,height:1.45,italic:0,skew:0},710:{depth:0,height:.75,italic:0,skew:0},732:{depth:0,height:.75,italic:0,skew:0},770:{depth:0,height:.75,italic:0,skew:0},771:{depth:0,height:.75,italic:0,skew:0},8730:{depth:.95003,height:1.45,italic:0,skew:0},8968:{depth:.95003,height:1.45,italic:0,skew:0},8969:{depth:.95003,height:1.45,italic:0,skew:0},8970:{depth:.95003,height:1.45,italic:0,skew:0},8971:{depth:.95003,height:1.45,italic:0,skew:0},91:{depth:.95003,height:1.45,italic:0,skew:0},92:{depth:.95003,height:1.45,italic:0,skew:0},93:{depth:.95003,height:1.45,italic:0,skew:0}},\"Size4-Regular\":{10216:{depth:1.25003,height:1.75,italic:0,skew:0},10217:{depth:1.25003,height:1.75,italic:0,skew:0},123:{depth:1.25003,height:1.75,italic:0,skew:0},125:{depth:1.25003,height:1.75,italic:0,skew:0},40:{depth:1.25003,height:1.75,italic:0,skew:0},41:{depth:1.25003,height:1.75,italic:0,skew:0},47:{depth:1.25003,height:1.75,italic:0,skew:0},57344:{depth:-.00499,height:.605,italic:0,skew:0},57345:{depth:-.00499,height:.605,italic:0,skew:0},57680:{depth:0,height:.12,italic:0,skew:0},57681:{depth:0,height:.12,italic:0,skew:0},57682:{depth:0,height:.12,italic:0,skew:0},57683:{depth:0,height:.12,italic:0,skew:0},710:{depth:0,height:.825,italic:0,skew:0},732:{depth:0,height:.825,italic:0,skew:0},770:{depth:0,height:.825,italic:0,skew:0},771:{depth:0,height:.825,italic:0,skew:0},8730:{depth:1.25003,height:1.75,italic:0,skew:0},8968:{depth:1.25003,height:1.75,italic:0,skew:0},8969:{depth:1.25003,height:1.75,italic:0,skew:0},8970:{depth:1.25003,height:1.75,italic:0,skew:0},8971:{depth:1.25003,height:1.75,italic:0,skew:0},91:{depth:1.25003,height:1.75,italic:0,skew:0},9115:{depth:.64502,height:1.155,italic:0,skew:0},9116:{depth:1e-5,height:.6,italic:0,skew:0},9117:{depth:.64502,height:1.155,italic:0,skew:0},9118:{depth:.64502,height:1.155,italic:0,skew:0},9119:{depth:1e-5,height:.6,italic:0,skew:0},9120:{depth:.64502,height:1.155,italic:0,skew:0},9121:{depth:.64502,height:1.155,italic:0,skew:0},9122:{depth:-99e-5,height:.601,italic:0,skew:0},9123:{depth:.64502,height:1.155,italic:0,skew:0},9124:{depth:.64502,height:1.155,italic:0,skew:0},9125:{depth:-99e-5,height:.601,italic:0,skew:0},9126:{depth:.64502,height:1.155,italic:0,skew:0},9127:{depth:1e-5,height:.9,italic:0,skew:0},9128:{depth:.65002,height:1.15,italic:0,skew:0},9129:{depth:.90001,height:0,italic:0,skew:0},9130:{depth:0,height:.3,italic:0,skew:0},9131:{depth:1e-5,height:.9,italic:0,skew:0},9132:{depth:.65002,height:1.15,italic:0,skew:0},9133:{depth:.90001,height:0,italic:0,skew:0},9143:{depth:.88502,height:.915,italic:0,skew:0},92:{depth:1.25003,height:1.75,italic:0,skew:0},93:{depth:1.25003,height:1.75,italic:0,skew:0}}};\nvar V=function(e,t){return H[t][e.charCodeAt(0)]};t.exports={metrics:X,getCharacterMetrics:V}},{\"./Style\":6}],12:[function(e,t,i){var h=e(\"./utils\");var a=e(\"./ParseError\");var l={\"\\\\sqrt\":{numArgs:1,numOptionalArgs:1,handler:function(e,t,i,h){if(t!=null){throw new a(\"Optional arguments to \\\\sqrt aren't supported yet\",this.lexer,h[1]-1)}return{type:\"sqrt\",body:i}}},\"\\\\text\":{numArgs:1,argTypes:[\"text\"],greediness:2,handler:function(e,t){var i;if(t.type===\"ordgroup\"){i=t.value}else{i=[t]}return{type:\"text\",body:i}}},\"\\\\color\":{numArgs:2,allowedInText:true,argTypes:[\"color\",\"original\"],handler:function(e,t,i){var h;if(i.type===\"ordgroup\"){h=i.value}else{h=[i]}return{type:\"color\",color:t.value,value:h}}},\"\\\\overline\":{numArgs:1,handler:function(e,t){return{type:\"overline\",body:t}}},\"\\\\rule\":{numArgs:2,numOptionalArgs:1,argTypes:[\"size\",\"size\",\"size\"],handler:function(e,t,i,h){return{type:\"rule\",shift:t&&t.value,width:i.value,height:h.value}}},\"\\\\KaTeX\":{numArgs:0,handler:function(e){return{type:\"katex\"}}}};var s={\"\\\\bigl\":{type:\"open\",size:1},\"\\\\Bigl\":{type:\"open\",size:2},\"\\\\biggl\":{type:\"open\",size:3},\"\\\\Biggl\":{type:\"open\",size:4},\"\\\\bigr\":{type:\"close\",size:1},\"\\\\Bigr\":{type:\"close\",size:2},\"\\\\biggr\":{type:\"close\",size:3},\"\\\\Biggr\":{type:\"close\",size:4},\"\\\\bigm\":{type:\"rel\",size:1},\"\\\\Bigm\":{type:\"rel\",size:2},\"\\\\biggm\":{type:\"rel\",size:3},\"\\\\Biggm\":{type:\"rel\",size:4},\"\\\\big\":{type:\"textord\",size:1},\"\\\\Big\":{type:\"textord\",size:2},\"\\\\bigg\":{type:\"textord\",size:3},\"\\\\Bigg\":{type:\"textord\",size:4}};var r=[\"(\",\")\",\"[\",\"\\\\lbrack\",\"]\",\"\\\\rbrack\",\"\\\\{\",\"\\\\lbrace\",\"\\\\}\",\"\\\\rbrace\",\"\\\\lfloor\",\"\\\\rfloor\",\"\\\\lceil\",\"\\\\rceil\",\"<\",\">\",\"\\\\langle\",\"\\\\rangle\",\"/\",\"\\\\backslash\",\"|\",\"\\\\vert\",\"\\\\|\",\"\\\\Vert\",\"\\\\uparrow\",\"\\\\Uparrow\",\"\\\\downarrow\",\"\\\\Downarrow\",\"\\\\updownarrow\",\"\\\\Updownarrow\",\".\"];var p=[{funcs:[\"\\\\blue\",\"\\\\orange\",\"\\\\pink\",\"\\\\red\",\"\\\\green\",\"\\\\gray\",\"\\\\purple\"],data:{numArgs:1,allowedInText:true,handler:function(e,t){var i;if(t.type===\"ordgroup\"){i=t.value}else{i=[t]}return{type:\"color\",color:\"katex-\"+e.slice(1),value:i}}}},{funcs:[\"\\\\arcsin\",\"\\\\arccos\",\"\\\\arctan\",\"\\\\arg\",\"\\\\cos\",\"\\\\cosh\",\"\\\\cot\",\"\\\\coth\",\"\\\\csc\",\"\\\\deg\",\"\\\\dim\",\"\\\\exp\",\"\\\\hom\",\"\\\\ker\",\"\\\\lg\",\"\\\\ln\",\"\\\\log\",\"\\\\sec\",\"\\\\sin\",\"\\\\sinh\",\"\\\\tan\",\"\\\\tanh\"],data:{numArgs:0,handler:function(e){return{type:\"op\",limits:false,symbol:false,body:e}}}},{funcs:[\"\\\\det\",\"\\\\gcd\",\"\\\\inf\",\"\\\\lim\",\"\\\\liminf\",\"\\\\limsup\",\"\\\\max\",\"\\\\min\",\"\\\\Pr\",\"\\\\sup\"],data:{numArgs:0,handler:function(e){return{type:\"op\",limits:true,symbol:false,body:e}}}},{funcs:[\"\\\\int\",\"\\\\iint\",\"\\\\iiint\",\"\\\\oint\"],data:{numArgs:0,handler:function(e){return{type:\"op\",limits:false,symbol:true,body:e}}}},{funcs:[\"\\\\coprod\",\"\\\\bigvee\",\"\\\\bigwedge\",\"\\\\biguplus\",\"\\\\bigcap\",\"\\\\bigcup\",\"\\\\intop\",\"\\\\prod\",\"\\\\sum\",\"\\\\bigotimes\",\"\\\\bigoplus\",\"\\\\bigodot\",\"\\\\bigsqcup\",\"\\\\smallint\"],data:{numArgs:0,handler:function(e){return{type:\"op\",limits:true,symbol:true,body:e}}}},{funcs:[\"\\\\dfrac\",\"\\\\frac\",\"\\\\tfrac\",\"\\\\dbinom\",\"\\\\binom\",\"\\\\tbinom\"],data:{numArgs:2,greediness:2,handler:function(e,t,i){var h;var a=null;var l=null;var s=\"auto\";switch(e){case\"\\\\dfrac\":case\"\\\\frac\":case\"\\\\tfrac\":h=true;break;case\"\\\\dbinom\":case\"\\\\binom\":case\"\\\\tbinom\":h=false;a=\"(\";l=\")\";break;default:throw new Error(\"Unrecognized genfrac command\")}switch(e){case\"\\\\dfrac\":case\"\\\\dbinom\":s=\"display\";break;case\"\\\\tfrac\":case\"\\\\tbinom\":s=\"text\";break}return{type:\"genfrac\",numer:t,denom:i,hasBarLine:h,leftDelim:a,rightDelim:l,size:s}}}},{funcs:[\"\\\\llap\",\"\\\\rlap\"],data:{numArgs:1,allowedInText:true,handler:function(e,t){return{type:e.slice(1),body:t}}}},{funcs:[\"\\\\bigl\",\"\\\\Bigl\",\"\\\\biggl\",\"\\\\Biggl\",\"\\\\bigr\",\"\\\\Bigr\",\"\\\\biggr\",\"\\\\Biggr\",\"\\\\bigm\",\"\\\\Bigm\",\"\\\\biggm\",\"\\\\Biggm\",\"\\\\big\",\"\\\\Big\",\"\\\\bigg\",\"\\\\Bigg\",\"\\\\left\",\"\\\\right\"],data:{numArgs:1,handler:function(e,t,i){if(!h.contains(r,t.value)){throw new a(\"Invalid delimiter: '\"+t.value+\"' after '\"+e+\"'\",this.lexer,i[1])}if(e===\"\\\\left\"||e===\"\\\\right\"){return{type:\"leftright\",value:t.value}}else{return{type:\"delimsizing\",size:s[e].size,delimType:s[e].type,value:t.value}}}}},{funcs:[\"\\\\tiny\",\"\\\\scriptsize\",\"\\\\footnotesize\",\"\\\\small\",\"\\\\normalsize\",\"\\\\large\",\"\\\\Large\",\"\\\\LARGE\",\"\\\\huge\",\"\\\\Huge\"],data:{numArgs:0}},{funcs:[\"\\\\displaystyle\",\"\\\\textstyle\",\"\\\\scriptstyle\",\"\\\\scriptscriptstyle\"],data:{numArgs:0}},{funcs:[\"\\\\acute\",\"\\\\grave\",\"\\\\ddot\",\"\\\\tilde\",\"\\\\bar\",\"\\\\breve\",\"\\\\check\",\"\\\\hat\",\"\\\\vec\",\"\\\\dot\"],data:{numArgs:1,handler:function(e,t){return{type:\"accent\",accent:e,base:t}}}},{funcs:[\"\\\\over\",\"\\\\choose\"],data:{numArgs:0,handler:function(e){var t;switch(e){case\"\\\\over\":t=\"\\\\frac\";break;case\"\\\\choose\":t=\"\\\\binom\";break;default:throw new Error(\"Unrecognized infix genfrac command\")}return{type:\"infix\",replaceWith:t}}}}];var c=function(e,t){for(var i=0;i<e.length;i++){l[e[i]]=t}};for(var g=0;g<p.length;g++){c(p[g].funcs,p[g].data)}var d=function(e){if(l[e].greediness===undefined){return 1}else{return l[e].greediness}};for(var n in l){if(l.hasOwnProperty(n)){var o=l[n];l[n]={numArgs:o.numArgs,argTypes:o.argTypes,greediness:o.greediness===undefined?1:o.greediness,allowedInText:o.allowedInText?o.allowedInText:false,numOptionalArgs:o.numOptionalArgs===undefined?0:o.numOptionalArgs,handler:o.handler}}}t.exports={funcs:l,getGreediness:d}},{\"./ParseError\":4,\"./utils\":15}],13:[function(e,t,i){var h=e(\"./Parser\");var a=function(e){var t=new h(e);return t.parse()};t.exports=a},{\"./Parser\":5}],14:[function(e,t,i){var h={math:{\"`\":{font:\"main\",group:\"textord\",replace:\"\\u2018\"},\"\\\\$\":{font:\"main\",group:\"textord\",replace:\"$\"},\"\\\\%\":{font:\"main\",group:\"textord\",replace:\"%\"},\"\\\\_\":{font:\"main\",group:\"textord\",replace:\"_\"},\"\\\\angle\":{font:\"main\",group:\"textord\",replace:\"\\u2220\"},\"\\\\infty\":{font:\"main\",group:\"textord\",replace:\"\\u221e\"},\"\\\\prime\":{font:\"main\",group:\"textord\",replace:\"\\u2032\"},\"\\\\triangle\":{font:\"main\",group:\"textord\",replace:\"\\u25b3\"},\"\\\\Gamma\":{font:\"main\",group:\"textord\",replace:\"\\u0393\"},\"\\\\Delta\":{font:\"main\",group:\"textord\",replace:\"\\u0394\"},\"\\\\Theta\":{font:\"main\",group:\"textord\",replace:\"\\u0398\"},\"\\\\Lambda\":{font:\"main\",group:\"textord\",replace:\"\\u039b\"},\"\\\\Xi\":{font:\"main\",group:\"textord\",replace:\"\\u039e\"},\"\\\\Pi\":{font:\"main\",group:\"textord\",replace:\"\\u03a0\"},\"\\\\Sigma\":{font:\"main\",group:\"textord\",replace:\"\\u03a3\"},\"\\\\Upsilon\":{font:\"main\",group:\"textord\",replace:\"\\u03a5\"},\"\\\\Phi\":{font:\"main\",group:\"textord\",replace:\"\\u03a6\"},\"\\\\Psi\":{font:\"main\",group:\"textord\",replace:\"\\u03a8\"},\"\\\\Omega\":{font:\"main\",group:\"textord\",replace:\"\\u03a9\"},\"\\\\neg\":{font:\"main\",group:\"textord\",replace:\"\\xac\"},\"\\\\lnot\":{font:\"main\",group:\"textord\",replace:\"\\xac\"},\"\\\\top\":{font:\"main\",group:\"textord\",replace:\"\\u22a4\"},\"\\\\bot\":{font:\"main\",group:\"textord\",replace:\"\\u22a5\"},\"\\\\emptyset\":{font:\"main\",group:\"textord\",replace:\"\\u2205\"},\"\\\\varnothing\":{font:\"ams\",group:\"textord\",replace:\"\\u2205\"},\"\\\\alpha\":{font:\"main\",group:\"mathord\",replace:\"\\u03b1\"},\"\\\\beta\":{font:\"main\",group:\"mathord\",replace:\"\\u03b2\"},\"\\\\gamma\":{font:\"main\",group:\"mathord\",replace:\"\\u03b3\"},\"\\\\delta\":{font:\"main\",group:\"mathord\",replace:\"\\u03b4\"},\"\\\\epsilon\":{font:\"main\",group:\"mathord\",replace:\"\\u03f5\"},\"\\\\zeta\":{font:\"main\",group:\"mathord\",replace:\"\\u03b6\"},\"\\\\eta\":{font:\"main\",group:\"mathord\",replace:\"\\u03b7\"},\"\\\\theta\":{font:\"main\",group:\"mathord\",replace:\"\\u03b8\"},\"\\\\iota\":{font:\"main\",group:\"mathord\",replace:\"\\u03b9\"},\"\\\\kappa\":{font:\"main\",group:\"mathord\",replace:\"\\u03ba\"},\"\\\\lambda\":{font:\"main\",group:\"mathord\",replace:\"\\u03bb\"},\"\\\\mu\":{font:\"main\",group:\"mathord\",replace:\"\\u03bc\"},\"\\\\nu\":{font:\"main\",group:\"mathord\",replace:\"\\u03bd\"},\"\\\\xi\":{font:\"main\",group:\"mathord\",replace:\"\\u03be\"},\"\\\\omicron\":{font:\"main\",group:\"mathord\",replace:\"o\"},\"\\\\pi\":{font:\"main\",group:\"mathord\",replace:\"\\u03c0\"},\"\\\\rho\":{font:\"main\",group:\"mathord\",replace:\"\\u03c1\"},\"\\\\sigma\":{font:\"main\",group:\"mathord\",replace:\"\\u03c3\"},\"\\\\tau\":{font:\"main\",group:\"mathord\",replace:\"\\u03c4\"},\"\\\\upsilon\":{font:\"main\",group:\"mathord\",replace:\"\\u03c5\"},\"\\\\phi\":{font:\"main\",group:\"mathord\",replace:\"\\u03d5\"},\"\\\\chi\":{font:\"main\",group:\"mathord\",replace:\"\\u03c7\"},\"\\\\psi\":{font:\"main\",group:\"mathord\",replace:\"\\u03c8\"},\"\\\\omega\":{font:\"main\",group:\"mathord\",replace:\"\\u03c9\"},\"\\\\varepsilon\":{font:\"main\",group:\"mathord\",replace:\"\\u03b5\"},\"\\\\vartheta\":{font:\"main\",group:\"mathord\",replace:\"\\u03d1\"},\"\\\\varpi\":{font:\"main\",group:\"mathord\",replace:\"\\u03d6\"},\"\\\\varrho\":{font:\"main\",group:\"mathord\",replace:\"\\u03f1\"},\"\\\\varsigma\":{font:\"main\",group:\"mathord\",replace:\"\\u03c2\"},\"\\\\varphi\":{font:\"main\",group:\"mathord\",replace:\"\\u03c6\"},\"*\":{font:\"main\",group:\"bin\",replace:\"\\u2217\"},\"+\":{font:\"main\",group:\"bin\"},\"-\":{font:\"main\",group:\"bin\",replace:\"\\u2212\"},\"\\\\cdot\":{font:\"main\",group:\"bin\",replace:\"\\u22c5\"},\"\\\\circ\":{font:\"main\",group:\"bin\",replace:\"\\u2218\"},\"\\\\div\":{font:\"main\",group:\"bin\",replace:\"\\xf7\"},\"\\\\pm\":{font:\"main\",group:\"bin\",replace:\"\\xb1\"},\"\\\\times\":{font:\"main\",group:\"bin\",replace:\"\\xd7\"},\"\\\\cap\":{font:\"main\",group:\"bin\",replace:\"\\u2229\"},\"\\\\cup\":{font:\"main\",group:\"bin\",replace:\"\\u222a\"},\"\\\\setminus\":{font:\"main\",group:\"bin\",replace:\"\\u2216\"},\"\\\\land\":{font:\"main\",group:\"bin\",replace:\"\\u2227\"},\"\\\\lor\":{font:\"main\",group:\"bin\",replace:\"\\u2228\"},\"\\\\wedge\":{font:\"main\",group:\"bin\",replace:\"\\u2227\"},\"\\\\vee\":{font:\"main\",group:\"bin\",replace:\"\\u2228\"},\"\\\\surd\":{font:\"main\",group:\"textord\",replace:\"\\u221a\"},\"(\":{font:\"main\",group:\"open\"},\"[\":{font:\"main\",group:\"open\"},\"\\\\langle\":{font:\"main\",group:\"open\",replace:\"\\u27e8\"},\"\\\\lvert\":{font:\"main\",group:\"open\",replace:\"\\u2223\"},\")\":{font:\"main\",group:\"close\"},\"]\":{font:\"main\",group:\"close\"},\"?\":{font:\"main\",group:\"close\"},\"!\":{font:\"main\",group:\"close\"},\"\\\\rangle\":{font:\"main\",group:\"close\",replace:\"\\u27e9\"},\"\\\\rvert\":{font:\"main\",group:\"close\",replace:\"\\u2223\"},\"=\":{font:\"main\",group:\"rel\"},\"<\":{font:\"main\",group:\"rel\"},\">\":{font:\"main\",group:\"rel\"},\":\":{font:\"main\",group:\"rel\"},\"\\\\approx\":{font:\"main\",group:\"rel\",replace:\"\\u2248\"},\"\\\\cong\":{font:\"main\",group:\"rel\",replace:\"\\u2245\"},\"\\\\ge\":{font:\"main\",group:\"rel\",replace:\"\\u2265\"},\"\\\\geq\":{font:\"main\",group:\"rel\",replace:\"\\u2265\"},\"\\\\gets\":{font:\"main\",group:\"rel\",replace:\"\\u2190\"},\"\\\\in\":{font:\"main\",group:\"rel\",replace:\"\\u2208\"},\"\\\\notin\":{font:\"main\",group:\"rel\",replace:\"\\u2209\"},\"\\\\subset\":{font:\"main\",group:\"rel\",replace:\"\\u2282\"},\"\\\\supset\":{font:\"main\",group:\"rel\",replace:\"\\u2283\"},\"\\\\subseteq\":{font:\"main\",group:\"rel\",replace:\"\\u2286\"},\"\\\\supseteq\":{font:\"main\",group:\"rel\",replace:\"\\u2287\"},\"\\\\nsubseteq\":{font:\"ams\",group:\"rel\",replace:\"\\u2288\"},\"\\\\nsupseteq\":{font:\"ams\",group:\"rel\",replace:\"\\u2289\"},\"\\\\models\":{font:\"main\",group:\"rel\",replace:\"\\u22a8\"},\"\\\\leftarrow\":{font:\"main\",group:\"rel\",replace:\"\\u2190\"},\"\\\\le\":{font:\"main\",group:\"rel\",replace:\"\\u2264\"},\"\\\\leq\":{font:\"main\",group:\"rel\",replace:\"\\u2264\"},\"\\\\ne\":{font:\"main\",group:\"rel\",replace:\"\\u2260\"},\"\\\\neq\":{font:\"main\",group:\"rel\",replace:\"\\u2260\"},\"\\\\rightarrow\":{font:\"main\",group:\"rel\",replace:\"\\u2192\"},\"\\\\to\":{font:\"main\",group:\"rel\",replace:\"\\u2192\"},\"\\\\ngeq\":{font:\"ams\",group:\"rel\",replace:\"\\u2271\"},\"\\\\nleq\":{font:\"ams\",group:\"rel\",replace:\"\\u2270\"},\"\\\\!\":{font:\"main\",group:\"spacing\"},\"\\\\ \":{font:\"main\",group:\"spacing\",replace:\"\\xa0\"},\"~\":{font:\"main\",group:\"spacing\",replace:\"\\xa0\"},\"\\\\,\":{font:\"main\",group:\"spacing\"},\"\\\\:\":{font:\"main\",group:\"spacing\"},\"\\\\;\":{font:\"main\",group:\"spacing\"},\"\\\\enspace\":{font:\"main\",group:\"spacing\"},\"\\\\qquad\":{font:\"main\",group:\"spacing\"},\"\\\\quad\":{font:\"main\",group:\"spacing\"},\"\\\\space\":{font:\"main\",group:\"spacing\",replace:\"\\xa0\"},\",\":{font:\"main\",group:\"punct\"},\";\":{font:\"main\",group:\"punct\"},\"\\\\colon\":{font:\"main\",group:\"punct\",replace:\":\"},\"\\\\barwedge\":{font:\"ams\",group:\"textord\",replace:\"\\u22bc\"},\"\\\\veebar\":{font:\"ams\",group:\"textord\",replace:\"\\u22bb\"},\"\\\\odot\":{font:\"main\",group:\"textord\",replace:\"\\u2299\"},\"\\\\oplus\":{font:\"main\",group:\"textord\",replace:\"\\u2295\"},\"\\\\otimes\":{font:\"main\",group:\"textord\",replace:\"\\u2297\"},\"\\\\partial\":{font:\"main\",group:\"textord\",replace:\"\\u2202\"},\"\\\\oslash\":{font:\"main\",group:\"textord\",replace:\"\\u2298\"},\"\\\\circledcirc\":{font:\"ams\",group:\"textord\",replace:\"\\u229a\"},\"\\\\boxdot\":{font:\"ams\",group:\"textord\",replace:\"\\u22a1\"},\"\\\\bigtriangleup\":{font:\"main\",group:\"textord\",replace:\"\\u25b3\"},\"\\\\bigtriangledown\":{font:\"main\",group:\"textord\",replace:\"\\u25bd\"},\"\\\\dagger\":{font:\"main\",group:\"textord\",replace:\"\\u2020\"},\"\\\\diamond\":{font:\"main\",group:\"textord\",replace:\"\\u22c4\"},\"\\\\star\":{font:\"main\",group:\"textord\",replace:\"\\u22c6\"},\"\\\\triangleleft\":{font:\"main\",group:\"textord\",replace:\"\\u25c3\"},\"\\\\triangleright\":{font:\"main\",group:\"textord\",replace:\"\\u25b9\"},\"\\\\{\":{font:\"main\",group:\"open\",replace:\"{\"},\"\\\\}\":{font:\"main\",group:\"close\",replace:\"}\"},\"\\\\lbrace\":{font:\"main\",group:\"open\",replace:\"{\"},\"\\\\rbrace\":{font:\"main\",group:\"close\",replace:\"}\"},\"\\\\lbrack\":{font:\"main\",group:\"open\",replace:\"[\"},\"\\\\rbrack\":{font:\"main\",group:\"close\",replace:\"]\"},\"\\\\lfloor\":{font:\"main\",group:\"open\",replace:\"\\u230a\"},\"\\\\rfloor\":{font:\"main\",group:\"close\",replace:\"\\u230b\"},\"\\\\lceil\":{font:\"main\",group:\"open\",replace:\"\\u2308\"},\"\\\\rceil\":{font:\"main\",group:\"close\",replace:\"\\u2309\"},\"\\\\backslash\":{font:\"main\",group:\"textord\",replace:\"\\\\\"},\"|\":{font:\"main\",group:\"textord\",replace:\"\\u2223\"},\"\\\\vert\":{font:\"main\",group:\"textord\",replace:\"\\u2223\"},\"\\\\|\":{font:\"main\",group:\"textord\",replace:\"\\u2225\"},\"\\\\Vert\":{font:\"main\",group:\"textord\",replace:\"\\u2225\"},\"\\\\uparrow\":{font:\"main\",group:\"textord\",replace:\"\\u2191\"},\"\\\\Uparrow\":{font:\"main\",group:\"textord\",replace:\"\\u21d1\"},\"\\\\downarrow\":{font:\"main\",group:\"textord\",replace:\"\\u2193\"},\"\\\\Downarrow\":{font:\"main\",group:\"textord\",replace:\"\\u21d3\"},\"\\\\updownarrow\":{font:\"main\",group:\"textord\",replace:\"\\u2195\"},\"\\\\Updownarrow\":{font:\"main\",group:\"textord\",replace:\"\\u21d5\"},\"\\\\coprod\":{font:\"math\",group:\"op\",replace:\"\\u2210\"},\"\\\\bigvee\":{font:\"math\",group:\"op\",replace:\"\\u22c1\"},\"\\\\bigwedge\":{font:\"math\",group:\"op\",replace:\"\\u22c0\"},\"\\\\biguplus\":{font:\"math\",group:\"op\",replace:\"\\u2a04\"},\"\\\\bigcap\":{font:\"math\",group:\"op\",replace:\"\\u22c2\"},\"\\\\bigcup\":{font:\"math\",group:\"op\",replace:\"\\u22c3\"},\"\\\\int\":{font:\"math\",group:\"op\",replace:\"\\u222b\"},\"\\\\intop\":{font:\"math\",group:\"op\",replace:\"\\u222b\"},\"\\\\iint\":{font:\"math\",group:\"op\",replace:\"\\u222c\"},\"\\\\iiint\":{font:\"math\",group:\"op\",replace:\"\\u222d\"},\"\\\\prod\":{font:\"math\",group:\"op\",replace:\"\\u220f\"},\"\\\\sum\":{font:\"math\",group:\"op\",replace:\"\\u2211\"},\"\\\\bigotimes\":{font:\"math\",group:\"op\",replace:\"\\u2a02\"},\"\\\\bigoplus\":{font:\"math\",group:\"op\",replace:\"\\u2a01\"},\"\\\\bigodot\":{font:\"math\",group:\"op\",replace:\"\\u2a00\"},\"\\\\oint\":{font:\"math\",group:\"op\",replace:\"\\u222e\"},\"\\\\bigsqcup\":{font:\"math\",group:\"op\",replace:\"\\u2a06\"},\"\\\\smallint\":{font:\"math\",group:\"op\",replace:\"\\u222b\"},\"\\\\ldots\":{font:\"main\",group:\"punct\",replace:\"\\u2026\"},\"\\\\cdots\":{font:\"main\",group:\"inner\",replace:\"\\u22ef\"},\"\\\\ddots\":{font:\"main\",group:\"inner\",replace:\"\\u22f1\"},\"\\\\vdots\":{font:\"main\",group:\"textord\",replace:\"\\u22ee\"},\"\\\\acute\":{font:\"main\",group:\"accent\",replace:\"\\xb4\"},\"\\\\grave\":{font:\"main\",group:\"accent\",replace:\"`\"},\"\\\\ddot\":{font:\"main\",group:\"accent\",replace:\"\\xa8\"},\"\\\\tilde\":{font:\"main\",group:\"accent\",replace:\"~\"},\"\\\\bar\":{font:\"main\",group:\"accent\",replace:\"\\xaf\"},\"\\\\breve\":{font:\"main\",group:\"accent\",replace:\"\\u02d8\"},\"\\\\check\":{font:\"main\",group:\"accent\",replace:\"\\u02c7\"},\"\\\\hat\":{font:\"main\",group:\"accent\",replace:\"^\"},\"\\\\vec\":{font:\"main\",group:\"accent\",replace:\"\\u20d7\"},\"\\\\dot\":{font:\"main\",group:\"accent\",replace:\"\\u02d9\"}},text:{\"\\\\ \":{font:\"main\",group:\"spacing\",replace:\"\\xa0\"},\" \":{font:\"main\",group:\"spacing\",replace:\"\\xa0\"},\"~\":{font:\"main\",group:\"spacing\",replace:\"\\xa0\"}}};var a='0123456789/@.\"';for(var l=0;l<a.length;l++){var s=a.charAt(l);h.math[s]={font:\"main\",group:\"textord\"}}var r=\"0123456789`!@*()-=+[]'\\\";:?/.,\";for(var l=0;l<r.length;l++){var s=r.charAt(l);h.text[s]={font:\"main\",group:\"textord\"}}var p=\"abcdefghijklmnopqrstuvwxyzABCDEFGHIJKLMNOPQRSTUVWXYZ\";for(var l=0;l<p.length;l++){var s=p.charAt(l);h.math[s]={font:\"main\",group:\"mathord\"};h.text[s]={font:\"main\",group:\"textord\"}}t.exports=h},{}],15:[function(e,t,i){var h=Array.prototype.indexOf;var a=function(e,t){if(e==null){return-1}if(h&&e.indexOf===h){return e.indexOf(t)}var i=0,a=e.length;for(;i<a;i++){if(e[i]===t){return i}}return-1};var l=function(e,t){return a(e,t)!==-1};var s=/([A-Z])/g;var r=function(e){return e.replace(s,\"-$1\").toLowerCase()};var p={\"&\":\"&\",\">\":\">\",\"<\":\"<\",'\"':\""\",\"'\":\"'\"};var c=/[&><\"']/g;function g(e){return p[e]}function d(e){return(\"\"+e).replace(c,g)}var n;if(typeof document!==\"undefined\"){var o=document.createElement(\"span\");if(\"textContent\"in o){n=function(e,t){e.textContent=t}}else{n=function(e,t){e.innerText=t}}}function w(e){n(e,\"\")}t.exports={contains:l,escape:d,hyphenate:r,indexOf:a,setTextContent:n,clearNode:w}},{}]},{},[1])(1)});\n})($tw.node ? $tw.fakeDocument : window.document)\n"
},
"$:/plugins/tiddlywiki/katex/latex-parser.js": {
"text": "/*\\\ntitle: $:/plugins/tiddlywiki/katex/latex-parser.js\ntype: application/javascript\nmodule-type: wikirule\n\nWiki text inline rule for LaTeX. For example:\n\n```\n\t$$latex-goes-here$$\n```\n\nThis wikiparser can be modified using the rules eg:\n\n```\n\\rules except latex-parser \n\\rules only latex-parser \n```\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nexports.name = \"latex-parser\";\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 = /\\$\\$/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: \"latex\",\n\t\tattributes: {\n\t\t\ttext: {\n\t\t\t\ttype: \"text\",\n\t\t\t\tvalue: text\n\t\t\t}}\n\t}];\n};\n\n})();",
"title": "$:/plugins/tiddlywiki/katex/latex-parser.js",
"type": "application/javascript",
"module-type": "wikirule"
},
"$:/plugins/tiddlywiki/katex/styles": {
"title": "$:/plugins/tiddlywiki/katex/styles",
"tags": "[[$:/tags/Stylesheet]]",
"text": "\\rules only filteredtranscludeinline transcludeinline macrodef macrocallinline\n\n/* KaTeX styles */\n\n{{$:/plugins/tiddlywiki/katex/katex.min.css}}\n\n/* Override font URLs */\n\n@font-face {\n\tfont-family: 'KaTeX_AMS';\n\tsrc: url(<<datauri '$:/plugins/tiddlywiki/katex/fonts/KaTeX_AMS-Regular.woff'>>) format('woff');\n\tfont-weight: normal;\n\tfont-style: normal;\n}\n\n@font-face {\n\tfont-family: 'KaTeX_Caligraphic';\n\tsrc: url(<<datauri '$:/plugins/tiddlywiki/katex/fonts/KaTeX_Caligraphic-Bold.woff'>>) format('woff');\n\tfont-weight: bold;\n\tfont-style: normal;\n}\n\n@font-face {\n\tfont-family: 'KaTeX_Caligraphic';\n\tsrc: url(<<datauri '$:/plugins/tiddlywiki/katex/fonts/KaTeX_Caligraphic-Regular.woff'>>) format('woff');\n\tfont-weight: normal;\n\tfont-style: normal;\n}\n\n@font-face {\n\tfont-family: 'KaTeX_Fraktur';\n\tsrc: url(<<datauri '$:/plugins/tiddlywiki/katex/fonts/KaTeX_Fraktur-Bold.woff'>>) format('woff');\n\tfont-weight: bold;\n\tfont-style: normal;\n}\n\n@font-face {\n\tfont-family: 'KaTeX_Fraktur';\n\tsrc: url(<<datauri '$:/plugins/tiddlywiki/katex/fonts/KaTeX_Fraktur-Regular.woff'>>) format('woff');\n\tfont-weight: normal;\n\tfont-style: normal;\n}\n\n@font-face {\n\tfont-family: 'KaTeX_Greek';\n\tsrc: url(<<datauri '$:/plugins/tiddlywiki/katex/fonts/KaTeX_Greek-Bold.woff'>>) format('woff');\n\tfont-weight: bold;\n\tfont-style: normal;\n}\n\n@font-face {\n\tfont-family: 'KaTeX_Greek';\n\tsrc: url(<<datauri '$:/plugins/tiddlywiki/katex/fonts/KaTeX_Greek-BoldItalic.woff'>>) format('woff');\n\tfont-weight: bold;\n\tfont-style: italic;\n}\n\n@font-face {\n\tfont-family: 'KaTeX_Greek';\n\tsrc: url(<<datauri '$:/plugins/tiddlywiki/katex/fonts/KaTeX_Greek-Italic.woff'>>) format('woff');\n\tfont-weight: normal;\n\tfont-style: italic;\n}\n\n@font-face {\n\tfont-family: 'KaTeX_Greek';\n\tsrc: url(<<datauri '$:/plugins/tiddlywiki/katex/fonts/KaTeX_Greek-Regular.woff'>>) format('woff');\n\tfont-weight: normal;\n\tfont-style: normal;\n}\n\n@font-face {\n\tfont-family: 'KaTeX_Main';\n\tsrc: url(<<datauri '$:/plugins/tiddlywiki/katex/fonts/KaTeX_Main-Bold.woff'>>) format('woff');\n\tfont-weight: bold;\n\tfont-style: normal;\n}\n\n@font-face {\n\tfont-family: 'KaTeX_Main';\n\tsrc: url(<<datauri '$:/plugins/tiddlywiki/katex/fonts/KaTeX_Main-Italic.woff'>>) format('woff');\n\tfont-weight: normal;\n\tfont-style: italic;\n}\n\n@font-face {\n\tfont-family: 'KaTeX_Main';\n\tsrc: url(<<datauri '$:/plugins/tiddlywiki/katex/fonts/KaTeX_Main-Regular.woff'>>) format('woff');\n\tfont-weight: normal;\n\tfont-style: normal;\n}\n\n@font-face {\n\tfont-family: 'KaTeX_Math';\n\tsrc: url(<<datauri '$:/plugins/tiddlywiki/katex/fonts/KaTeX_Math-BoldItalic.woff'>>) format('woff');\n\tfont-weight: bold;\n\tfont-style: italic;\n}\n\n@font-face {\n\tfont-family: 'KaTeX_Math';\n\tsrc: url(<<datauri '$:/plugins/tiddlywiki/katex/fonts/KaTeX_Math-Italic.woff'>>) format('woff');\n\tfont-weight: normal;\n\tfont-style: italic;\n}\n\n@font-face {\n\tfont-family: 'KaTeX_Math';\n\tsrc: url(<<datauri '$:/plugins/tiddlywiki/katex/fonts/KaTeX_Math-Regular.woff'>>) format('woff');\n\tfont-weight: normal;\n\tfont-style: normal;\n}\n\n@font-face {\n\tfont-family: 'KaTeX_SansSerif';\n\tsrc: url(<<datauri '$:/plugins/tiddlywiki/katex/fonts/KaTeX_SansSerif-Bold.woff'>>) format('woff');\n\tfont-weight: bold;\n\tfont-style: normal;\n}\n\n@font-face {\n\tfont-family: 'KaTeX_SansSerif';\n\tsrc: url(<<datauri '$:/plugins/tiddlywiki/katex/fonts/KaTeX_SansSerif-Italic.woff'>>) format('woff');\n\tfont-weight: normal;\n\tfont-style: italic;\n}\n\n@font-face {\n\tfont-family: 'KaTeX_SansSerif';\n\tsrc: url(<<datauri '$:/plugins/tiddlywiki/katex/fonts/KaTeX_SansSerif-Regular.woff'>>) format('woff');\n\tfont-weight: normal;\n\tfont-style: normal;\n}\n\n@font-face {\n\tfont-family: 'KaTeX_Script';\n\tsrc: url(<<datauri '$:/plugins/tiddlywiki/katex/fonts/KaTeX_Script-Regular.woff'>>) format('woff');\n\tfont-weight: normal;\n\tfont-style: normal;\n}\n\n@font-face {\n\tfont-family: 'KaTeX_Size1';\n\tsrc: url(<<datauri '$:/plugins/tiddlywiki/katex/fonts/KaTeX_Size1-Regular.woff'>>) format('woff');\n\tfont-weight: normal;\n\tfont-style: normal;\n}\n\n@font-face {\n\tfont-family: 'KaTeX_Size2';\n\tsrc: url(<<datauri '$:/plugins/tiddlywiki/katex/fonts/KaTeX_Size2-Regular.woff'>>) format('woff');\n\tfont-weight: normal;\n\tfont-style: normal;\n}\n\n@font-face {\n\tfont-family: 'KaTeX_Size3';\n\tsrc: url(<<datauri '$:/plugins/tiddlywiki/katex/fonts/KaTeX_Size3-Regular.woff'>>) format('woff');\n\tfont-weight: normal;\n\tfont-style: normal;\n}\n\n@font-face {\n\tfont-family: 'KaTeX_Size4';\n\tsrc: url(<<datauri '$:/plugins/tiddlywiki/katex/fonts/KaTeX_Size4-Regular.woff'>>) format('woff');\n\tfont-weight: normal;\n\tfont-style: normal;\n}\n\n@font-face {\n\tfont-family: 'KaTeX_Typewriter';\n\tsrc: url(<<datauri '$:/plugins/tiddlywiki/katex/fonts/KaTeX_Typewriter-Regular.woff'>>) format('woff');\n\tfont-weight: normal;\n\tfont-style: normal;\n}\n"
},
"$:/plugins/tiddlywiki/katex/wrapper.js": {
"text": "/*\\\ntitle: $:/plugins/tiddlywiki/katex/wrapper.js\ntype: application/javascript\nmodule-type: widget\n\nWrapper for `katex.min.js` that provides a `<$latex>` widget. It is also available under the alias `<$katex>`\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nvar katex = require(\"$:/plugins/tiddlywiki/katex/katex.min.js\"),\n\tWidget = require(\"$:/core/modules/widgets/widget.js\").widget;\n\nvar KaTeXWidget = function(parseTreeNode,options) {\n\tthis.initialise(parseTreeNode,options);\n};\n\n/*\nInherit from the base widget class\n*/\nKaTeXWidget.prototype = new Widget();\n\n/*\nRender this widget into the DOM\n*/\nKaTeXWidget.prototype.render = function(parent,nextSibling) {\n\t// Housekeeping\n\tthis.parentDomNode = parent;\n\tthis.computeAttributes();\n\tthis.execute();\n\t// Get the source text\n\tvar text = this.getAttribute(\"text\",this.parseTreeNode.text || \"\");\n\t// Render it into a span\n\tvar span = this.document.createElement(\"span\");\n\ttry {\n\t\tif($tw.browser) {\n\t\t\tkatex.render(text,span);\n\t\t} else {\n\t\t\tspan.innerHTML = katex.renderToString(text);\n\t\t}\n\t} catch(ex) {\n\t\tspan.className = \"tc-error\";\n\t\tspan.textContent = ex;\n\t}\n\t// Insert it into the DOM\n\tparent.insertBefore(span,nextSibling);\n\tthis.domNodes.push(span);\n};\n\n/*\nCompute the internal state of the widget\n*/\nKaTeXWidget.prototype.execute = function() {\n\t// Nothing to do for a katex widget\n};\n\n/*\nSelectively refreshes the widget if needed. Returns true if the widget or any of its children needed re-rendering\n*/\nKaTeXWidget.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.latex = KaTeXWidget;\nexports.katex = KaTeXWidget;\n\n})();\n\n",
"title": "$:/plugins/tiddlywiki/katex/wrapper.js",
"type": "application/javascript",
"module-type": "widget"
}
}
}
no
non-linear learning
tbrycekelly's notepad
yes
$:/core/ui/ControlPanel/Saving
$:/core/ui/SideBar/Recent
TBryceKelly
{
"tiddlers": {
"$:/info/browser": {
"title": "$:/info/browser",
"text": "yes"
},
"$:/info/node": {
"title": "$:/info/node",
"text": "no"
}
}
}
$:/themes/tiddlywiki/snowwhite
{
"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\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-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-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/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\\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\tcolor: <<colour foreground>>;\n\tbackground-color: <<colour page-background>>;\n\tfill: <<colour foreground>>;\n\tword-wrap: break-word;\n\t<<custom-background-datauri>>\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}\n\ndl dt {\n\tfont-weight: bold;\n\tmargin-top: 6px;\n}\n\ntextarea,\ninput[type=text],\ninput[type=search],\ninput[type=\"\"],\ninput:not([type]) {\n\tcolor: <<colour foreground>>;\n\tbackground: <<colour background>>;\n}\n\n.tc-muted {\n\tcolor: <<colour muted-foreground>>;\n}\n\nsvg.tc-image-button {\n\tpadding: 0px 1px 1px 0px;\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}\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: normal;\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\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/*\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}\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.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\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-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: 300;\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-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\tfill: <<colour tag-foreground>>;\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\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 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\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}\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-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\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\theight: 0.75em;\n\tfill: <<colour tiddler-controls-foreground>>;\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\tline-height: 1.3em;\n\t-webkit-appearance: none;\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\n.tc-tiddler-frame input.tc-edit-texteditor {\n\tbackground-color: <<colour tiddler-editor-background>>;\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\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}\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-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-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 3px 3px 3px;\n\tpadding: 3px 3px 3px 3px;\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-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 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-language-chooser img {\n\twidth: 2em;\n\tvertical-align: baseline;\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}\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}\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}\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-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-buttons button.tc-tab-selected {\n\tbackground-color: <<colour sidebar-tab-background-selected>>;\n\tborder: none;\n}\n\n/*\n** Alerts\n*/\n\n.tc-alerts {\n\tposition: fixed;\n\ttop: 0;\n\tleft: 0;\n\tmax-width: 500px;\n\tz-index: 20000;\n}\n\n.tc-alert {\n\tposition: relative;\n\tmargin: 28px;\n\tpadding: 14px 14px 14px 14px;\n\tborder: 2px solid <<colour alert-border>>;\n\tbackground-color: <<colour alert-background>>;\n}\n\n.tc-alert-toolbar {\n\tposition: absolute;\n\ttop: 14px;\n\tright: 14px;\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}\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** 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: block;\n\tborder: 1px solid <<colour muted-foreground>>;\n\tbackground-colour: <<colour background>>;\n\tmargin: 0.5em 0 0.5em 0;\n\tpadding: 4px;\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\tdisplay: inline-block;\n\tvertical-align: middle;\n}\n\n.tc-plugin-info-chunk h1 {\n\tfont-size: 1em;\n\tmargin: 2px 0 2px 0;\n}\n\n.tc-plugin-info-chunk h2 {\n\tfont-size: 0.8em;\n\tmargin: 2px 0 2px 0;\n}\n\n.tc-plugin-info-chunk div {\n\tfont-size: 0.7em;\n\tmargin: 2px 0 2px 0;\n}\n\n.tc-plugin-info:hover > .tc-plugin-info-chunk > img, .tc-plugin-info:hover > .tc-plugin-info-chunk > svg {\n\twidth: 2em;\n\theight: 2em;\n\tfill: <<colour foreground>>;\n}\n\n.tc-plugin-info > .tc-plugin-info-chunk > img, .tc-plugin-info > .tc-plugin-info-chunk > svg {\n\twidth: 2em;\n\theight: 2em;\n\tfill: <<colour muted-foreground>>;\n}\n\n.tc-plugin-info.tc-small-icon > .tc-plugin-info-chunk > img, .tc-plugin-info.tc-small-icon > .tc-plugin-info-chunk > svg {\n\twidth: 1em;\n\theight: 1em;\n}\n\n.tc-plugin-info-dropdown {\n\tborder: 1px solid <<colour muted-foreground>>;\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 1em 1em;\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/*\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: 1px solid <<colour table-border>>;\n}\n\n.tc-chooser-item {\n\tborder: 8px;\n\tpadding: 2px 4px;\n}\n\n.tc-chooser-item a.tc-tiddlylink {\n\tdisplay: block;\n\ttext-decoration: none;\n\tcolor: <<colour tiddler-link-foreground>>;\n\tbackground-color: <<colour tiddler-link-background>>;\n}\n\n.tc-chooser-item a.tc-tiddlylink:hover {\n\ttext-decoration: none;\n\tcolor: <<colour tiddler-link-background>>;\n\tbackground-color: <<colour tiddler-link-foreground>>;\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\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 a {\n\tfont-weight: bold;\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** Errors\n*/\n\n.tc-error {\n\tbackground: #f00;\n\tcolor: #fff;\n}\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 v3.0.0 | MIT License | git.io/normalize */\n\n/**\n * 1. Set default font family to sans-serif.\n * 2. Prevent iOS text size adjust after orientation change, without disabling\n * user zoom.\n */\n\nhtml {\n font-family: sans-serif; /* 1 */\n -ms-text-size-adjust: 100%; /* 2 */\n -webkit-text-size-adjust: 100%; /* 2 */\n}\n\n/**\n * Remove default margin.\n */\n\nbody {\n margin: 0;\n}\n\n/* HTML5 display definitions\n ========================================================================== */\n\n/**\n * Correct `block` display not defined in IE 8/9.\n */\n\narticle,\naside,\ndetails,\nfigcaption,\nfigure,\nfooter,\nheader,\nhgroup,\nmain,\nnav,\nsection,\nsummary {\n display: block;\n}\n\n/**\n * 1. Correct `inline-block` display not defined in IE 8/9.\n * 2. Normalize vertical alignment of `progress` in Chrome, Firefox, and Opera.\n */\n\naudio,\ncanvas,\nprogress,\nvideo {\n display: inline-block; /* 1 */\n vertical-align: baseline; /* 2 */\n}\n\n/**\n * Prevent modern browsers from displaying `audio` without controls.\n * Remove excess height in iOS 5 devices.\n */\n\naudio:not([controls]) {\n display: none;\n height: 0;\n}\n\n/**\n * Address `[hidden]` styling not present in IE 8/9.\n * Hide the `template` element in IE, Safari, and Firefox < 22.\n */\n\n[hidden],\ntemplate {\n display: none;\n}\n\n/* Links\n ========================================================================== */\n\n/**\n * Remove the gray background color from active links in IE 10.\n */\n\na {\n background: transparent;\n}\n\n/**\n * Improve readability when focused and also mouse hovered in all browsers.\n */\n\na:active,\na:hover {\n outline: 0;\n}\n\n/* Text-level semantics\n ========================================================================== */\n\n/**\n * Address styling not present in IE 8/9, Safari 5, and Chrome.\n */\n\nabbr[title] {\n border-bottom: 1px dotted;\n}\n\n/**\n * Address style set to `bolder` in Firefox 4+, Safari 5, and Chrome.\n */\n\nb,\nstrong {\n font-weight: bold;\n}\n\n/**\n * Address styling not present in Safari 5 and Chrome.\n */\n\ndfn {\n font-style: italic;\n}\n\n/**\n * Address variable `h1` font-size and margin within `section` and `article`\n * contexts in Firefox 4+, Safari 5, and Chrome.\n */\n\nh1 {\n font-size: 2em;\n margin: 0.67em 0;\n}\n\n/**\n * Address styling not present in IE 8/9.\n */\n\nmark {\n background: #ff0;\n color: #000;\n}\n\n/**\n * Address inconsistent and variable font size in all browsers.\n */\n\nsmall {\n font-size: 80%;\n}\n\n/**\n * Prevent `sub` and `sup` affecting `line-height` in all browsers.\n */\n\nsub,\nsup {\n font-size: 75%;\n line-height: 0;\n position: relative;\n vertical-align: baseline;\n}\n\nsup {\n top: -0.5em;\n}\n\nsub {\n bottom: -0.25em;\n}\n\n/* Embedded content\n ========================================================================== */\n\n/**\n * Remove border when inside `a` element in IE 8/9.\n */\n\nimg {\n border: 0;\n}\n\n/**\n * Correct overflow displayed oddly in IE 9.\n */\n\nsvg:not(:root) {\n overflow: hidden;\n}\n\n/* Grouping content\n ========================================================================== */\n\n/**\n * Address margin not present in IE 8/9 and Safari 5.\n */\n\nfigure {\n margin: 1em 40px;\n}\n\n/**\n * Address differences between Firefox and other browsers.\n */\n\nhr {\n -moz-box-sizing: content-box;\n box-sizing: content-box;\n height: 0;\n}\n\n/**\n * Contain overflow in all browsers.\n */\n\npre {\n overflow: auto;\n}\n\n/**\n * Address odd `em`-unit font size rendering in all browsers.\n */\n\ncode,\nkbd,\npre,\nsamp {\n font-family: monospace, monospace;\n font-size: 1em;\n}\n\n/* Forms\n ========================================================================== */\n\n/**\n * Known limitation: by default, Chrome and Safari on OS X allow very limited\n * styling of `select`, unless a `border` property is set.\n */\n\n/**\n * 1. Correct color not being inherited.\n * Known issue: affects color of disabled elements.\n * 2. Correct font properties not being inherited.\n * 3. Address margins set differently in Firefox 4+, Safari 5, and Chrome.\n */\n\nbutton,\ninput,\noptgroup,\nselect,\ntextarea {\n color: inherit; /* 1 */\n font: inherit; /* 2 */\n margin: 0; /* 3 */\n}\n\n/**\n * Address `overflow` set to `hidden` in IE 8/9/10.\n */\n\nbutton {\n overflow: visible;\n}\n\n/**\n * Address inconsistent `text-transform` inheritance for `button` and `select`.\n * All other form control elements do not inherit `text-transform` values.\n * Correct `button` style inheritance in Firefox, IE 8+, and Opera\n * Correct `select` style inheritance in Firefox.\n */\n\nbutton,\nselect {\n text-transform: none;\n}\n\n/**\n * 1. Avoid the WebKit bug in Android 4.0.* where (2) destroys native `audio`\n * and `video` controls.\n * 2. Correct inability to style clickable `input` types in iOS.\n * 3. Improve usability and consistency of cursor style between image-type\n * `input` and others.\n */\n\nbutton,\nhtml input[type=\"button\"], /* 1 */\ninput[type=\"reset\"],\ninput[type=\"submit\"] {\n -webkit-appearance: button; /* 2 */\n cursor: pointer; /* 3 */\n}\n\n/**\n * Re-set default cursor for disabled elements.\n */\n\nbutton[disabled],\nhtml input[disabled] {\n cursor: default;\n}\n\n/**\n * Remove inner padding and border in Firefox 4+.\n */\n\nbutton::-moz-focus-inner,\ninput::-moz-focus-inner {\n border: 0;\n padding: 0;\n}\n\n/**\n * Address Firefox 4+ setting `line-height` on `input` using `!important` in\n * the UA stylesheet.\n */\n\ninput {\n line-height: normal;\n}\n\n/**\n * It's recommended that you don't attempt to style these elements.\n * Firefox's implementation doesn't respect box-sizing, padding, or width.\n *\n * 1. Address box sizing set to `content-box` in IE 8/9/10.\n * 2. Remove excess padding in IE 8/9/10.\n */\n\ninput[type=\"checkbox\"],\ninput[type=\"radio\"] {\n box-sizing: border-box; /* 1 */\n padding: 0; /* 2 */\n}\n\n/**\n * Fix the cursor style for Chrome's increment/decrement buttons. For certain\n * `font-size` values of the `input`, it causes the cursor style of the\n * decrement button to change from `default` to `text`.\n */\n\ninput[type=\"number\"]::-webkit-inner-spin-button,\ninput[type=\"number\"]::-webkit-outer-spin-button {\n height: auto;\n}\n\n/**\n * 1. Address `appearance` set to `searchfield` in Safari 5 and Chrome.\n * 2. Address `box-sizing` set to `border-box` in Safari 5 and Chrome\n * (include `-moz` to future-proof).\n */\n\ninput[type=\"search\"] {\n -webkit-appearance: textfield; /* 1 */\n -moz-box-sizing: content-box;\n -webkit-box-sizing: content-box; /* 2 */\n box-sizing: content-box;\n}\n\n/**\n * Remove inner padding and search cancel button in Safari and Chrome on OS X.\n * Safari (but not Chrome) clips the cancel button when the search input has\n * padding (and `textfield` appearance).\n */\n\ninput[type=\"search\"]::-webkit-search-cancel-button,\ninput[type=\"search\"]::-webkit-search-decoration {\n -webkit-appearance: none;\n}\n\n/**\n * Define consistent border, margin, and padding.\n */\n\nfieldset {\n border: 1px solid #c0c0c0;\n margin: 0 2px;\n padding: 0.35em 0.625em 0.75em;\n}\n\n/**\n * 1. Correct `color` not being inherited in IE 8/9.\n * 2. Remove padding so people aren't caught out if they zero out fieldsets.\n */\n\nlegend {\n border: 0; /* 1 */\n padding: 0; /* 2 */\n}\n\n/**\n * Remove default vertical scrollbar in IE 8/9.\n */\n\ntextarea {\n overflow: auto;\n}\n\n/**\n * Don't inherit the `font-weight` (applied by a rule above).\n * NOTE: the default cannot safely be changed in Chrome and Safari on OS X.\n */\n\noptgroup {\n font-weight: bold;\n}\n\n/* Tables\n ========================================================================== */\n\n/**\n * Remove most spacing between table cells.\n */\n\ntable {\n border-collapse: collapse;\n border-spacing: 0;\n}\n\ntd,\nth {\n padding: 0;\n}\n"
},
"$:/themes/tiddlywiki/vanilla/settings/fontfamily": {
"title": "$:/themes/tiddlywiki/vanilla/settings/fontfamily",
"text": "\"Helvetica Neue\", Helvetica, Arial, \"Lucida Grande\", \"DejaVu Sans\", sans-serif"
},
"$:/themes/tiddlywiki/vanilla/settings/codefontfamily": {
"title": "$:/themes/tiddlywiki/vanilla/settings/codefontfamily",
"text": "Monaco, Consolas, \"Lucida Console\", \"DejaVu Sans Mono\", 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</$reveal>\n"
}
}
}
\rules only filteredtranscludeinline transcludeinline macrodef macrocallinline
/*
** Start with the normalize CSS reset, and then belay some of its effects
*/
{{$:/themes/tiddlywiki/vanilla/reset}}
*, input[type="search"] {
box-sizing: border-box;
-moz-box-sizing: border-box;
-webkit-box-sizing: border-box;
}
html button {
line-height: 1.2;
}
/*
** Basic element styles
*/
html {
font-family: {{$:/themes/tiddlywiki/vanilla/settings/fontfamily}};
text-rendering: optimizeLegibility; /* Enables kerning and ligatures etc. */
}
html:-webkit-full-screen {
background-color: <<colour page-background>>;
background-image: http://tkelly.me/wp-content/uploads/2014/12/BG3-1024x678.jpg;
}
body.tc-body {
font-size: {{$:/themes/tiddlywiki/vanilla/metrics/fontsize}};
line-height: {{$:/themes/tiddlywiki/vanilla/metrics/lineheight}};
background-image: url(http://tkelly.me/wp-content/uploads/2014/12/IMGP0545.jpg);
background-repeat: no-repeat;
background-attachment: fixed;
background-position: center;
background-size: cover;
color: <<colour foreground>>;
background-color: <<colour page-background>>;
word-wrap: break-word;
}
h1, h2, h3, h4, h5, h6 {
line-height: 1.2;
font-weight: 300;
}
pre {
display: block;
padding: 14px;
margin-top: 1em;
margin-bottom: 1em;
word-break: normal;
word-wrap: break-word;
white-space: pre;
white-space: pre-wrap;
background-color: <<colour pre-background>>;
border: 1px solid <<colour pre-border>>;
padding: 0 3px 2px;
border-radius: 3px;
}
code {
color: <<colour code-foreground>>;
background-color: <<colour code-background>>;
border: 1px solid <<colour code-border>>;
white-space: pre-wrap;
padding: 0 3px 2px;
border-radius: 3px;
}
blockquote {
border-left: 5px solid <<colour blockquote-bar>>;
margin-left: 25px;
padding-left: 10px;
}
dl dt {
font-weight: bold;
margin-top: 6px;
}
.tc-muted {
color: <<colour muted-foreground>>;
}
/*
Markdown likes putting code elements inside pre elements
*/
pre > code {
padding: 0;
border: none;
background-color: inherit;
color: inherit;
}
table {
border: 1px solid <<colour table-border>>;
width: auto;
max-width: 100%;
caption-side: bottom;
margin-top: 1em;
margin-bottom: 1em;
}
table th, table td {
padding: 0 7px 0 7px;
border-top: 1px solid <<colour table-border>>;
border-left: 1px solid <<colour table-border>>;
}
table thead tr td, table th {
background-color: <<colour table-header-background>>;
font-weight: bold;
}
table tfoot tr td {
background-color: <<colour table-footer-background>>;
}
.tc-csv-table {
white-space: nowrap;
}
.tc-tiddler-frame img,
.tc-tiddler-frame svg,
.tc-tiddler-frame canvas,
.tc-tiddler-frame embed,
.tc-tiddler-frame iframe {
max-width: 100%;
}
.tc-tiddler-body > embed,
.tc-tiddler-body > iframe {
width: 100%;
height: 600px;
}
/*
** Links
*/
a.tc-tiddlylink {
text-decoration: none;
font-weight: normal;
color: <<colour tiddler-link-foreground>>;
-webkit-user-select: inherit; /* Otherwise the draggable attribute makes links impossible to select */
}
.tc-sidebar-lists a.tc-tiddlylink {
color: <<colour sidebar-tiddler-link-foreground>>;
}
.tc-sidebar-lists a.tc-tiddlylink:hover {
color: <<colour sidebar-tiddler-link-foreground-hover>>;
}
a.tc-tiddlylink:hover {
text-decoration: underline;
}
a.tc-tiddlylink-resolves {
}
a.tc-tiddlylink-shadow {
font-weight: bold;
}
a.tc-tiddlylink-shadow.tc-tiddlylink-resolves {
font-weight: normal;
}
a.tc-tiddlylink-missing {
font-style: italic;
}
a.tc-tiddlylink-external {
text-decoration: underline;
color: <<colour external-link-foreground>>;
background-color: <<colour external-link-background>>;
}
a.tc-tiddlylink-external:visited {
color: <<colour external-link-foreground-visited>>;
background-color: <<colour external-link-background-visited>>;
}
a.tc-tiddlylink-external:hover {
color: <<colour external-link-foreground-hover>>;
background-color: <<colour external-link-background-hover>>;
}
/*
** Drag and drop styles
*/
.tc-tiddler-dragger {
position: relative;
z-index: -10000;
}
.tc-tiddler-dragger-inner {
position: absolute;
display: inline-block;
padding: 8px 20px;
font-size: 16.9px;
font-weight: bold;
line-height: 20px;
color: <<colour dragger-foreground>>;
text-shadow: 0 1px 0 rgba(0, 0, 0, 1);
white-space: nowrap;
vertical-align: baseline;
background-color: <<colour dragger-background>>;
border-radius: 20px;
}
.tc-tiddler-dragger-cover {
position: absolute;
background-color: <<colour page-background>>;
}
.tc-dropzone {
position: relative;
}
.tc-dropzone.tc-dragover:before {
z-index: 10000;
display: block;
position: absolute;
position: -webkit-sticky;
position: -moz-sticky;
position: -o-sticky;
position: -ms-sticky;
position: sticky;
top: 0;
left: 0;
right: 0;
background: <<colour dropzone-background>>;
text-align: center;
content: "<<lingo DropMessage>>";
}
/*
** Buttons
*/
button svg, button img {
vertical-align: middle;
}
.tc-btn-invisible {
padding: 0;
margin: 0;
background: none;
border: none;
}
.tc-btn-icon svg {
height: 1em;
width: 1em;
fill: <<colour muted-foreground>>;
}
.tc-btn-big-green {
padding: 8px;
margin: 4px 8px 4px 8px;
background: <<colour download-background>>;
color: <<colour download-foreground>>;
fill: <<colour download-foreground>>;
border: none;
font-size: 1.2em;
line-height: 1.4em;
}
.tc-sidebar-lists input {
color: <<colour foreground>>;
}
.tc-sidebar-lists button {
color: <<colour sidebar-button-foreground>>;
fill: <<colour sidebar-button-foreground>>;
}
.tc-sidebar-lists button.tc-btn-mini {
color: <<colour sidebar-muted-foreground>>;
}
.tc-sidebar-lists button.tc-btn-mini:hover {
color: <<colour sidebar-muted-foreground-hover>>;
}
button svg.tc-image-button, button .tc-image-button img {
height: 1em;
width: 1em;
}
/*
** Tags and missing tiddlers
*/
.tc-tag-list-item {
position: relative;
display: inline-block;
margin-right: 7px;
}
.tc-tags-wrapper {
margin: 4px 0 14px 0;
}
.tc-missing-tiddler-label {
font-style: italic;
font-weight: normal;
display: inline-block;
font-size: 11.844px;
line-height: 14px;
white-space: nowrap;
vertical-align: baseline;
}
button.tc-tag-label, span.tc-tag-label {
display: inline-block;
padding: 2px 9px;
font-size: 0.9em;
font-weight: 300;
line-height: 1.2em;
color: <<colour tag-foreground>>;
white-space: nowrap;
vertical-align: baseline;
background-color: <<colour tag-background>>;
border-radius: 8px;
}
.tc-untagged-separator {
width: 10em;
left: 0;
margin-left: 0;
border: 0;
height: 1px;
background: <<colour tab-divider>>;
}
.tc-untagged-label {
background-color: <<colour untagged-background>>;
}
.tc-tag-label svg, .tc-tag-label img {
height: 1em;
width: 1em;
fill: <<colour tag-foreground>>;
}
/*
** Page layout
*/
.tc-topbar {
position: fixed;
z-index: 1200;
}
.tc-topbar-left {
left: 29px;
top: 5px;
}
.tc-topbar-right {
top: 5px;
right: 29px;
}
.tc-topbar button {
padding: 8px;
}
.tc-topbar svg {
fill: <<colour muted-foreground>>;
}
.tc-topbar button:hover svg {
fill: <<colour foreground>>;
}
.tc-sidebar-header {
color: <<colour sidebar-foreground>>;
fill: <<colour sidebar-foreground>>;
}
.tc-sidebar-header .tc-title a.tc-tiddlylink-resolves {
font-weight: 300;
}
.tc-sidebar-header .tc-sidebar-lists p {
margin-top: 3px;
margin-bottom: 3px;
}
.tc-sidebar-header .tc-missing-tiddler-label {
color: <<colour sidebar-foreground>>;
}
.tc-advanced-search input {
width: 60%;
}
.tc-search a svg {
height: 0.75em;
}
.tc-search-results {
padding-top: 14px;
}
.tc-page-controls {
margin-top: 14px;
font-size: 1.5em;
}
.tc-page-controls button {
margin-right: 0.5em;
}
.tc-page-controls a.tc-tiddlylink:hover {
text-decoration: none;
}
.tc-page-controls img {
width: 1em;
}
.tc-page-controls svg {
fill: <<colour sidebar-controls-foreground>>;
}
.tc-page-controls button:hover svg, .tc-page-controls a:hover svg {
fill: <<colour sidebar-controls-foreground-hover>>;
}
.tc-menu-list-item {
white-space: nowrap;
}
.tc-menu-list-count {
font-weight: bold;
}
.tc-menu-list-subitem {
padding-left: 7px;
}
.tc-story-river {
position: relative;
}
@media (max-width: {{$:/themes/tiddlywiki/vanilla/metrics/sidebarbreakpoint}}) {
.tc-sidebar-header {
padding: 14px;
min-height: 32px;
}
.tc-story-river {
position: relative;
padding: 0;
}
}
@media (min-width: {{$:/themes/tiddlywiki/vanilla/metrics/sidebarbreakpoint}}) {
.tc-message-box {
margin: 21px -21px 21px -21px;
}
.tc-sidebar-scrollable {
position: fixed;
top: {{$:/themes/tiddlywiki/vanilla/metrics/storytop}};
left: {{$:/themes/tiddlywiki/vanilla/metrics/storyright}};
bottom: 0;
right: 0;
overflow-y: auto;
overflow-x: auto;
-webkit-overflow-scrolling: touch;
margin: 0 0 0 -42px;
padding: 71px 0 28px 42px;
}
.tc-story-river {
position: relative;
left: {{$:/themes/tiddlywiki/vanilla/metrics/storyleft}};
top: {{$:/themes/tiddlywiki/vanilla/metrics/storytop}};
width: {{$:/themes/tiddlywiki/vanilla/metrics/storywidth}};
padding: 42px 42px 42px 42px;
}
<<if-no-sidebar "
.tc-story-river {
width: auto;
}
">>
}
@media print {
body.tc-body {
background-color: transparent;
}
.tc-sidebar-header, .tc-topbar {
display: none;
}
.tc-story-river {
margin: 0;
padding: 0;
}
.tc-story-river .tc-tiddler-frame {
margin: 0;
border: none;
padding: 28px;
}
}
/*
** Tiddler styles
*/
.tc-tiddler-frame {
margin-bottom: 28px;
background-color: <<colour tiddler-background>>;
border: 1px solid <<colour tiddler-border>>;
}
.tc-tiddler-info {
padding: 14px 42px 14px 42px;
background-color: <<colour tiddler-info-background>>;
border-top: 1px solid <<colour tiddler-info-border>>;
border-bottom: 1px solid <<colour tiddler-info-border>>;
}
.tc-tiddler-info p {
margin-top: 3px;
margin-bottom: 3px;
}
.tc-tiddler-info .tc-tab-buttons button.tc-tab-selected {
background-color: <<colour tiddler-info-tab-background>>;
border-bottom: 1px solid <<colour tiddler-info-tab-background>>;
}
.tc-view-field-table {
width: 100%;
}
.tc-view-field-name {
width: 1%; /* Makes this column be as narrow as possible */
text-align: right;
font-style: italic;
font-weight: 200;
}
.tc-view-field-value {
}
@media (max-width: {{$:/themes/tiddlywiki/vanilla/metrics/sidebarbreakpoint}}) {
.tc-tiddler-frame {
padding: 14px 14px 14px 14px;
}
.tc-tiddler-info {
margin: 0 -14px 0 -14px;
}
}
@media (min-width: {{$:/themes/tiddlywiki/vanilla/metrics/sidebarbreakpoint}}) {
.tc-tiddler-frame {
padding: 28px 42px 42px 42px;
width: {{$:/themes/tiddlywiki/vanilla/metrics/tiddlerwidth}};
}
<<if-no-sidebar "
.tc-tiddler-frame {
width: 100%;
}
">>
.tc-tiddler-info {
margin: 0 -42px 0 -42px;
}
}
.tc-site-title,
.tc-titlebar {
font-weight: 300;
font-size: 2.35em;
line-height: 1.2em;
color: <<colour tiddler-title-foreground>>;
margin: 0;
}
.tc-system-title-prefix {
color: <<colour muted-foreground>>;
}
.tc-titlebar img {
height: 1em;
}
.tc-subtitle {
font-size: 0.9em;
color: <<colour tiddler-subtitle-foreground>>;
font-weight: 300;
}
.tc-tiddler-missing .tc-title {
font-style: italic;
font-weight: normal;
}
.tc-tiddler-frame .tc-tiddler-controls {
float: right;
}
.tc-tiddler-controls .tc-drop-down {
font-size: 0.6em;
}
.tc-tiddler-controls button {
vertical-align: baseline;
}
.tc-tiddler-controls button svg, .tc-tiddler-controls button img {
height: 0.75em;
fill: <<colour tiddler-controls-foreground>>;
}
.tc-tiddler-controls button.tc-selected svg {
fill: <<colour tiddler-controls-foreground-selected>>;
}
.tc-tiddler-controls button.tc-btn-invisible:hover svg {
fill: <<colour tiddler-controls-foreground-hover>>;
}
@media print {
.tc-tiddler-controls {
display: none;
}
}
.tc-tiddler-help { /* Help prompts within tiddler template */
color: <<colour muted-foreground>>;
margin-top: 14px;
}
.tc-tiddler-help a.tc-tiddlylink {
color: <<colour very-muted-foreground>>;
}
.tc-tiddler-frame input.tc-edit-texteditor, .tc-tiddler-frame textarea.tc-edit-texteditor {
width: 100%;
padding: 3px 3px 3px 3px;
border: 1px solid <<colour tiddler-editor-border>>;
line-height: 1.3em;
-webkit-appearance: none;
margin: 4px 0 4px 0;
}
.tc-tiddler-frame .tc-binary-warning {
width: 100%;
height: 5em;
text-align: center;
padding: 3em 3em 6em 3em;
background: <<colour alert-background>>;
border: 1px solid <<colour alert-border>>;
}
.tc-tiddler-frame input.tc-edit-texteditor {
background-color: <<colour tiddler-editor-background>>;
}
canvas.tc-edit-bitmapeditor {
border: 6px solid <<colour tiddler-editor-border-image>>;
cursor: crosshair;
-moz-user-select: none;
-webkit-user-select: none;
-ms-user-select: none;
margin-top: 6px;
margin-bottom: 6px;
}
.tc-edit-bitmapeditor-width {
display: block;
}
.tc-edit-bitmapeditor-height {
display: block;
}
.tc-tiddler-frame .tc-tiddler-body {
font-size: 15px;
line-height: 22px;
}
/*
** Toolbar buttons
*/
.tc-page-controls svg.tc-image-new-button {
fill: <<colour toolbar-new-button>>;
}
.tc-page-controls svg.tc-image-options-button {
fill: <<colour toolbar-options-button>>;
}
.tc-page-controls svg.tc-image-save-button {
fill: <<colour toolbar-save-button>>;
}
.tc-tiddler-controls button svg.tc-image-info-button {
fill: <<colour toolbar-info-button>>;
}
.tc-tiddler-controls button svg.tc-image-edit-button {
fill: <<colour toolbar-edit-button>>;
}
.tc-tiddler-controls button svg.tc-image-close-button {
fill: <<colour toolbar-close-button>>;
}
.tc-tiddler-controls button svg.tc-image-delete-button {
fill: <<colour toolbar-delete-button>>;
}
.tc-tiddler-controls button svg.tc-image-cancel-button {
fill: <<colour toolbar-cancel-button>>;
}
.tc-tiddler-controls button svg.tc-image-done-button {
fill: <<colour toolbar-done-button>>;
}
/*
** Tiddler edit mode
*/
.tc-tiddler-edit-frame em.tc-edit {
color: <<colour muted-foreground>>;
font-style: normal;
}
.tc-edit-type-dropdown a.tc-tiddlylink-missing {
font-style: normal;
}
.tc-edit-tags {
border: 1px solid <<colour tiddler-editor-border>>;
padding: 4px 8px 4px 8px;
}
.tc-edit-add-tag {
display: inline-block;
}
.tc-edit-add-tag .tc-add-tag-name input {
width: 50%;
}
.tc-edit-tags .tc-tag-label {
display: inline-block;
}
.tc-edit-tags-list {
margin: 14px 0 14px 0;
}
.tc-remove-tag-button {
padding-left: 4px;
}
.tc-tiddler-preview {
overflow: auto;
}
.tc-tiddler-preview-preview {
float: right;
width: 48%;
border: 1px solid <<colour tiddler-editor-border>>;
margin: 4px 3px 3px 3px;
padding: 3px 3px 3px 3px;
}
.tc-tiddler-preview-edit {
width: 48%;
}
.tc-edit-fields {
width: 100%;
}
.tc-edit-fields table, .tc-edit-fields tr, .tc-edit-fields td {
border: none;
padding: 4px;
}
.tc-edit-fields > tbody > .tc-edit-field:nth-child(odd) {
background-color: <<colour tiddler-editor-fields-odd>>;
}
.tc-edit-fields > tbody > .tc-edit-field:nth-child(even) {
background-color: <<colour tiddler-editor-fields-even>>;
}
.tc-edit-field-name {
text-align: right;
}
.tc-edit-field-value input {
width: 100%;
}
.tc-edit-field-remove {
}
.tc-edit-field-remove svg {
height: 1em;
width: 1em;
fill: <<colour muted-foreground>>;
vertical-align: middle;
}
.tc-edit-field-add-name {
display: inline-block;
width: 15%;
}
.tc-edit-field-add-button {
display: inline-block;
width: 10%;
}
/*
** Dropdowns
*/
.tc-btn-dropdown {
text-align: left;
}
.tc-btn-dropdown svg, .tc-btn-dropdown img {
height: 1em;
width: 1em;
fill: <<colour muted-foreground>>;
}
.tc-drop-down-wrapper {
position: relative;
}
.tc-drop-down {
min-width: 280px;
border: 1px solid <<colour dropdown-border>>;
background-color: <<colour dropdown-background>>;
padding: 7px 0 7px 0;
margin: 4px 0 0 0;
white-space: nowrap;
text-shadow: none;
line-height: 1.4;
}
.tc-drop-down button svg, .tc-drop-down a svg {
fill: <<colour foreground>>;
}
.tc-drop-down button.tc-btn-invisible:hover svg {
fill: <<colour foreground>>;
}
.tc-drop-down p {
padding: 0 14px 0 14px;
}
.tc-drop-down svg {
width: 1em;
height: 1em;
}
.tc-drop-down img {
width: 1em;
}
.tc-drop-down a, .tc-drop-down button {
display: block;
padding: 0 14px 0 14px;
width: 100%;
text-align: left;
color: <<colour foreground>>;
line-height: 1.4;
}
.tc-drop-down .tc-file-input-wrapper {
width: 100%;
}
.tc-drop-down .tc-file-input-wrapper button {
color: <<colour foreground>>;
}
.tc-drop-down a:hover, .tc-drop-down button:hover, .tc-drop-down .tc-file-input-wrapper:hover button {
color: <<colour tiddler-link-background>>;
background-color: <<colour tiddler-link-foreground>>;
text-decoration: none;
}
.tc-drop-down .tc-tab-buttons button {
background-color: <<colour dropdown-tab-background>>;
}
.tc-drop-down .tc-tab-buttons button.tc-tab-selected {
background-color: <<colour dropdown-tab-background-selected>>;
border-bottom: 1px solid <<colour dropdown-tab-background-selected>>;
}
.tc-drop-down-bullet {
display: inline-block;
width: 0.5em;
}
.tc-drop-down .tc-tab-contents a {
padding: 0 0.5em 0 0.5em;
}
.tc-block-dropdown-wrapper {
position: relative;
}
.tc-block-dropdown {
position: absolute;
min-width: 280px;
border: 1px solid <<colour dropdown-border>>;
background-color: <<colour dropdown-background>>;
padding: 7px 0;
margin: 4px 0 0 0;
white-space: nowrap;
z-index: 1000;
}
.tc-block-dropdown a {
display: block;
padding: 4px 14px 4px 14px;
}
.tc-drop-down .tc-dropdown-item,
.tc-block-dropdown .tc-dropdown-item {
padding: 4px 14px 4px 7px;
color: <<colour muted-foreground>>;
}
.tc-block-dropdown a:hover {
color: <<colour tiddler-link-background>>;
background-color: <<colour tiddler-link-foreground>>;
text-decoration: none;
}
/*
** Modals
*/
.tc-modal-wrapper {
position: fixed;
overflow: auto;
overflow-y: scroll;
top: 0;
right: 0;
bottom: 0;
left: 0;
}
.tc-modal-backdrop {
position: fixed;
top: 0;
right: 0;
bottom: 0;
left: 0;
z-index: 1000;
background-color: <<colour modal-backdrop>>;
}
.tc-modal {
z-index: 1100;
background-color: <<colour modal-background>>;
border: 1px solid <<colour modal-border>>;
}
@media (max-width: 55em) {
.tc-modal {
position: fixed;
top: 1em;
left: 1em;
right: 1em;
}
.tc-modal-body {
overflow-y: auto;
max-height: 400px;
}
}
@media (min-width: 55em) {
.tc-modal {
position: relative;
width: 50%;
margin: 30px auto;
}
}
.tc-modal-header {
padding: 9px 15px;
border-bottom: 1px solid <<colour modal-header-border>>;
}
.tc-modal-header h3 {
margin: 0;
line-height: 30px;
}
.tc-modal-body {
padding: 15px;
}
.tc-modal-footer {
padding: 14px 15px 15px;
margin-bottom: 0;
text-align: right;
background-color: <<colour modal-footer-background>>;
border-top: 1px solid <<colour modal-footer-border>>;
}
/*
** Notifications
*/
.tc-notification {
position: fixed;
top: 14px;
right: 42px;
z-index: 1000;
max-width: 280px;
padding: 0 14px 0 14px;
background-color: <<colour notification-background>>;
border: 1px solid <<colour notification-border>>;
}
/*
** Tabs
*/
.tc-tab-set.tc-vertical {
display: -webkit-flex;
display: flex;
}
.tc-tab-buttons {
font-size: 0.85em;
padding-top: 1em;
margin-bottom: -2px;
}
.tc-tab-buttons.tc-vertical {
z-index: 100;
display: block;
padding-top: 14px;
vertical-align: top;
text-align: right;
margin-bottom: inherit;
margin-right: -1px;
max-width: 33%;
-webkit-flex: 0 0 auto;
flex: 0 0 auto;
}
.tc-tab-buttons button.tc-tab-selected {
color: <<colour tab-foreground-selected>>;
background-color: <<colour tab-background-selected>>;
border-left: 1px solid <<colour tab-border-selected>>;
border-top: 1px solid <<colour tab-border-selected>>;
border-right: 1px solid <<colour tab-border-selected>>;
}
.tc-tab-buttons button {
color: <<colour tab-foreground>>;
padding: 3px 5px 3px 5px;
font-weight: 300;
border: none;
background: inherit;
background-color: <<colour tab-background>>;
border-left: 1px solid <<colour tab-border>>;
border-top: 1px solid <<colour tab-border>>;
border-right: 1px solid <<colour tab-border>>;
}
.tc-tab-buttons.tc-vertical button {
display: block;
width: 100%;
margin-top: 3px;
text-align: right;
background-color: <<colour tab-background>>;
border-left: 1px solid <<colour tab-border>>;
border-bottom: 1px solid <<colour tab-border>>;
border-right: none;
}
.tc-tab-buttons.tc-vertical button.tc-tab-selected {
background-color: <<colour tab-background-selected>>;
border-right: 1px solid <<colour tab-background-selected>>;
}
.tc-tab-divider {
border-top: 1px solid <<colour tab-divider>>;
}
.tc-tab-divider.tc-vertical {
display: none;
}
.tc-tab-content {
margin-top: 14px;
}
.tc-tab-content.tc-vertical {
display: inline-block;
vertical-align: top;
padding-top: 0;
padding-left: 14px;
border-left: 1px solid <<colour tab-border>>;
-webkit-flex: 1 0 70%;
flex: 1 0 70%;
}
.tc-sidebar-lists .tc-tab-buttons button.tc-tab-selected {
background-color: <<colour sidebar-tab-background-selected>>;
color: <<colour sidebar-tab-foreground-selected>>;
border-left: 1px solid <<colour sidebar-tab-border-selected>>;
border-top: 1px solid <<colour sidebar-tab-border-selected>>;
border-right: 1px solid <<colour sidebar-tab-border-selected>>;
}
.tc-sidebar-lists .tc-tab-buttons button {
background-color: <<colour sidebar-tab-background>>;
color: <<colour sidebar-tab-foreground>>;
border-left: 1px solid <<colour sidebar-tab-border>>;
border-top: 1px solid <<colour sidebar-tab-border>>;
border-right: 1px solid <<colour sidebar-tab-border>>;
}
.tc-sidebar-lists .tc-tab-divider {
border-top: 1px solid <<colour sidebar-tab-divider>>;
}
.tc-more-sidebar .tc-tab-buttons button {
background-color: <<colour sidebar-tab-background>>;
border-top: none;
border-left: none;
border-bottom: none;
border-right: 1px solid #ccc;
margin-bottom: inherit;
}
.tc-more-sidebar .tc-tab-buttons button.tc-tab-selected {
background-color: <<colour sidebar-tab-background-selected>>;
border: none;
}
/*
** Alerts
*/
.tc-alerts {
position: fixed;
top: 0;
left: 0;
max-width: 500px;
z-index: 20000;
}
.tc-alert {
position: relative;
margin: 28px;
padding: 14px 14px 14px 14px;
border: 2px solid <<colour alert-border>>;
background-color: <<colour alert-background>>;
}
.tc-alert-toolbar {
position: absolute;
top: 14px;
right: 14px;
}
.tc-alert-toolbar svg {
fill: <<colour alert-muted-foreground>>;
}
.tc-alert-subtitle {
color: <<colour alert-muted-foreground>>;
font-weight: bold;
}
.tc-alert-highlight {
color: <<colour alert-highlight>>;
}
.tc-static-alert {
position: relative;
}
.tc-static-alert-inner {
padding: 0 2px 2px 42px;
color: <<colour static-alert-foreground>>;
position: absolute;
}
/*
** Control panel
*/
.tc-control-panel td {
padding: 4px;
}
.tc-control-panel table, .tc-control-panel table input, .tc-control-panel table textarea {
width: 100%;
font-size: 12px;
}
.tc-plugin-info {
display: block;
border: 1px solid <<colour muted-foreground>>;
background-colour: <<colour background>>;
margin: 1em 0 1em 0;
padding: 8px;
}
.tc-plugin-info-disabled {
background: -webkit-repeating-linear-gradient(45deg, #ff0, #ff0 10px, #eee 10px, #eee 20px);
background: repeating-linear-gradient(45deg, #ff0, #ff0 10px, #eee 10px, #eee 20px);
}
.tc-plugin-info-disabled:hover {
background: -webkit-repeating-linear-gradient(45deg, #aa0, #aa0 10px, #888 10px, #888 20px);
background: repeating-linear-gradient(45deg, #aa0, #aa0 10px, #888 10px, #888 20px);
}
a.tc-tiddlylink.tc-plugin-info:hover {
text-decoration: none;
background-color: <<colour primary>>;
color: <<colour background>>;
}
.tc-plugin-info-chunk {
display: inline-block;
vertical-align: middle;
}
.tc-plugin-info img {
width: 3em;
}
.tc-plugin-info svg {
width: 3em;
height: 3em;
}
.tc-plugin-info-dropdown {
border: 1px solid <<colour muted-foreground>>;
padding: 1em 1em 1em 1em;
margin-top: -1em;
}
/*
** Message boxes
*/
.tc-message-box {
border: 1px solid <<colour message-border>>;
background: <<colour message-background>>;
padding: 0px 21px 0px 21px;
font-size: 12px;
line-height: 18px;
color: <<colour message-foreground>>;
}
/*
** Pictures
*/
.tc-bordered-image {
border: 1px solid <<colour muted-foreground>>;
padding: 5px;
margin: 5px;
}
/*
** Floats
*/
.tc-float-right {
float: right;
}
/*
** Chooser
*/
.tc-chooser {
border: 1px solid <<colour table-border>>;
}
.tc-chooser-item {
border: 8px;
}
.tc-chooser-item a.tc-tiddlylink {
display: block;
text-decoration: none;
color: <<colour tiddler-link-foreground>>;
background-color: <<colour tiddler-link-background>>;
margin: 4px;
}
.tc-chooser-item a.tc-tiddlylink:hover {
text-decoration: none;
color: <<colour tiddler-link-background>>;
background-color: <<colour tiddler-link-foreground>>;
}
/*
** Palette swatches
*/
.tc-swatches-horiz {
}
.tc-swatches-horiz .tc-swatch {
display: inline-block;
}
.tc-swatch {
width: 2em;
height: 2em;
margin: 4px;
border: 1px solid #000;
}
/*
** Table of contents
*/
.tc-sidebar-lists .tc-table-of-contents {
white-space: nowrap;
}
.tc-table-of-contents button {
color: <<colour sidebar-foreground>>;
}
.tc-table-of-contents svg {
width: 0.7em;
height: 0.7em;
vertical-align: middle;
fill: <<colour sidebar-foreground>>;
}
.tc-table-of-contents ol {
list-style-type: none;
padding-left: 0;
}
.tc-table-of-contents ol ol {
padding-left: 1em;
}
.tc-table-of-contents li {
font-size: 1.0em;
font-weight: bold;
}
.tc-table-of-contents li a {
font-weight: bold;
}
.tc-table-of-contents li li {
font-size: 0.95em;
font-weight: normal;
line-height: 1.4;
}
.tc-table-of-contents li li a {
font-weight: normal;
}
.tc-table-of-contents li li li {
font-size: 0.95em;
font-weight: 200;
line-height: 1.5;
}
.tc-table-of-contents li li li a {
font-weight: bold;
}
.tc-table-of-contents li li li li {
font-size: 0.95em;
font-weight: 200;
}
/*
** Dirty indicator
*/
body.tc-dirty span.tc-dirty-indicator, body.tc-dirty span.tc-dirty-indicator svg {
fill: <<colour dirty-indicator>>;
color: <<colour dirty-indicator>>;
}
/*
** File inputs
*/
.tc-file-input-wrapper {
position: relative;
overflow: hidden;
display: inline-block;
vertical-align: middle;
}
.tc-file-input-wrapper input[type=file] {
position: absolute;
top: 0;
left: 0;
right: 0;
bottom: 0;
font-size: 999px;
max-width: 100%;
max-height: 100%;
filter: alpha(opacity=0);
opacity: 0;
outline: none;
background: white;
cursor: pointer;
display: inline-block;
}
/*
** Errors
*/
.tc-error {
background: #f00;
color: #fff;
}
12px
14px
"Times new roman",Helvetica, Arial, "Lucida Grande","Helvetica Neue", sans-serif
tbrycekelly
pop
Last Friday I volunteered to lead a group of Florida Master Naturalist students on a tour of Wakulla River. The program brought together a diverse set of students all of whom were interested in nature and the environment and taught them how we sample the physical properties of rivers and oceans (e.g. YSI). It was a fun experience and one I would like to replicate in the future. Working wit hinstruments is the best part.
Today I spent a few hours working over at [[Fleetwood]] primarily focusing on finishing up some odds and ends. Simple things such as putting knobs on the closet doors that I finished a couple days ago as well as fitting the baseboard endcap took much longer than they should have. It seemed like I had to run home to get the right tool or part with just about each move I made. Nevertheless it was a good day there since I did both the above as well as some quick prep for the baseboard in the front room, some finish caulking on the windows in that room, and removed the cabinets from the top of the basement stairs. Already the stairs feel more open, the [[next thing|Fleetwood Ideas]] will be replace the vinyl flooring on the stairs. The last thing I did over at Fleetwood was to mount a set of cabinet-door magnets to the frames in the hope that they'll be strong enough to hold the [[windows|Replacement Basement Windows]] I made in place. Without them it seems that only a tiny breeze would be necessary to open them, and that just can't be good for the winter. For the rest of the day I focused on running errands and cleaning up--the usual daily things. Once Ian got home though we worked on producing our first video together. I must admit that it was a great experience and one that I hope we share often in the future. The video we made today was a food network inspired one where we made [[Chocolate Chip Pumpkin Cookies]]. While I am still finishing up the editing, it will surely be up on YouTube and my [[Blog]] shortly.
After going for a night run, I met up with [[Peter]] for dinner at [[Jacks]] where we got to catch up on over a year's worth of time. Needless to say, it was awesome; and as always, Peter inspired me to get working on some of those projects that I keep thinking about yet never seem to make any headway on. In terms of tonight, that project turned out to be the [[Works and Papers|http://tkelly.me/about-the-author/works-and-papers/]] page on the [[blog|TKelly]]. After a couple hours of finding, curating, and uploading some of my works from the past four years (I definitely need to go through and update/improve them still!), I started browsing around my computer for some of my older documents. Hiding amongst the old papers and pictures there are some gems, but I'm finding my lack of an archival system to be a bit trying. It seems like a good deal of my older stuff has gone missing or otherwise is MIA, like this one paper from my history of european film class. I can't seem to find it anywhere, but there are only a few places I would have put it (and I have other stuff from before and after that paper...). Oh well, perhaps tomorrow I will go through and organize/compile all my archive-ready documents from gmail, drive, dropbox, files, etc.
Tomorrow I'm driving down to Tallahassee to start a new chapter in my life. This will certainly be a big step forward and quite the development on a personal level as I leave the home I know for a very foreign one. Nevertheless, this change will also offer me a chance to reflect on the past years on my life. But more on that later. Recently I've rediscovered programing and the fun that it brings me. Talk about a great hobby as it benefits my ideas as well as my future. While I can't say that it has all been a result of my own work and interest (I must give credit where credit is due), but at least I feel comfortable saying that the direction of my interests lie mostly with me. My java programing skills have finally peaked and broken onto a new level. In fact, as a measure of my competence look over at my [[Ray Tracer]]. Another facet of my recent interest stems from the work of Casey Muratori ([[blog|http://mollyrocket.com/casey/about.html]]) whom I've been following for a while based on his work on [[The Witness]]. His most recent project, [[Handmade Hero]], has made quite the splash online and will hopefully act as a seed for others (myself included).
Today is the first day of classes at [[FSU]] and I can't wait to get to class. It has been a while since I've had to attend a lecture and I certainly have missed it although I hadn't realized this until today. The two classes I have lined up for today, //Numerical Methods// and //Field Methods//, will both be completely novel (and hopefully in a good way). I'll just have to wait to find out. [[Mike S]] showed himself to be, yet again, a great advisor by continuing to try his best to layout a solid and helpful foundation for my graduate school studies and research. Apparently I will be paid a bit of a surplus this semester (paycheck wise). Instead of being paid over the course of 5 months, I'll be getting paid the same in just 4 months. Cool. I am still want of a desk and office, as well as a key to the lab, but those will sort themselves out in good time. I'll just have to hold myself up at the Starbucks in the Dirac Library in the mean time (the lab doesn't have wifi...).
Already some of the lingering loose ends that I spoke of before are getting settled. I now have an office in OSB 301 which I'll be sharing with Alina whom I believe is one of the women I had lunch with the first time I visited the department. While an office to myself would have been awesome, this will help ensure that I am able to make acquaintances and friends sooner rather than later. The number of key request emails I've received in the past 24 hours is somewhat extreme. For each key requested I've received at least two emails from, and there have been at least 5 keys requested for me. Now this doesn't sound like much until you see them inundate your inbox.
Now that I have completed my first class as a graduate student I am excited to keep going. The class, Field Methods, has only 7 students atm, and the professor seems reasonable, open, and flexible–all traits that work well in an educational environment if not also in life. This class also has a week long field expedition to a NOAA facility on the coast. I know, it's hard to be me right now. I have to admit that the southern hospitality thing is remarkable. Everyone here is extremely kind and open, and comments between strangers not at all uncommon (especially compared to the north where strangers advert gazes and do certainly advert conversation even more.
My second class of the day, //Numerical Methods//, certainly put me back in my place as a student so to speak. The professor is much more intense than the guy for Field Methods, and so too is the course content. There will be much for me to learn--and to learn well. I have to say that having Field Methods and Numerical Modeling in the same afternoon made for an odd juxtaposition since both represent a different expectation of graduate school yet are in fact intimately related. Where do you think the data for models is derived from (besides fundamental principles)? The course still seems enjoyable and I look forward to learning a valuable skill. I also met the comrade-in-arms that Mike told me about, Taylor. He's a nice and friendly guy with a set of skills that should allow us to complement each other well.
As my second day as a graduate student comes to a close, I have to say that things are looking as up as ever. Today's class was [[Sven]]'s //Marine Primary Productivity// course. I walked away from that class with a couple impressions: #Teaching to a highly diverse class is difficult in lecture format but probably an asset in a discussion class. # Computers certainly know how to break the rhythm of a course. #[[Sven]] is an awesome guy and it seems like we'll be good friends before too long. # The second time a course meets, just pretend it's the first time. Nothing happens the first class anyway. Now it is time to get back to work.
Alright, so it has been a couple days since my last check-in, but let me just say that I have a good reason for the delay. Yesterday was the day that I 'closed' on my Huttersfield property. Everything went smoothly from the time I woke up through when I signed my name on the line at the bottom and the house became mine. Think, I even had time to write [[this paper summary|A Reassessment of the Role of Tidal Dispersion in Estuaries and Bays]]. Clearly everything didn't go perfectly--and hence the lead up--but it is probably not what you think. After getting all my stuff into the house any trying my best to triage the boxes and decide on which to unpack first, I noticed that the lights were no longer on. "That's odd", I thought since I knew that they were on the last time I was in the room. And they were, it turns out that the utilities had turned off the electricity and water to the house. After an internet search followed by a phone call, it turned out that the utilities would not be turned back on until the next day, today. It was a rather chilly night, but it gave me another excuse to head over to the local AMC to watch a film. I watched //The Imitation Game// and loved it. I now want to get the book that the film was based off of since I am sure that it has so much more detail about Alan Turing's life than was able to fit in the movie. But not to dwell on that, the utilities did come back on this afternoon and my day was taken up by a whirlwind of shopping.
Monday. So parking is not any easier on monday morning, or at least not this monday. It took me a good 20 minutes to get a spot in the parking garage. I am still hopeful that parking will get easier and easier as the year goes on and undergraduates realize that they don't really want to go to class, least of all in the morning. But I suppose that's trivial anyway since I'm planning on getting my daily routine in shape so that I'll be here early anyway. I moved into my office with Alina this afternoon. She's nice and it feels great to have a solid place to work. While the [[Dirac Library]] is great and all, nothing beats having a space to call your own. Also, now that I have the keys to everything, it will be trivial to set up a second office area in the lab. Two work spaces are better than one--surely it will help productivity, no?
Today was a great day. I've decided on what I want to do for my first year project (inverse modeling off the coast of California) and got my Florida License. Everything went quite well today, and I suppose I owe it all to my haircut. Yeah, I suppose I really don't, but still it was a great day. My father had his knee surgery today and from everything I heard it went really well. I can't wait to hear from him tomorrow and get an update on all that. I got to skype with my mom and Ian today for a while which certainly made my afternoon! I would like to coin my own term based on what I can tell from casual observation. I call it the [[Florida Paradox]] where rooms and buildings are uncomfortably cold even in relatively warm weather due to the inadequate insulation present in most buildings. Its unfortunate that the weather can be 20 degrees warmer from my home on the cape, yet I am chilled due to the single-pane windows that hold heat like a rice-paper screen. This is the Florida Paradox.
Today I was most certainly productive. I went out and got a GE Geospring water heater at Lowes and installed it. Somehow it all went well and the water heater works perfectly, I guess my plumbing skills are still there. I also cleaned up my yard this afternoon and made plans for the landscaping. As it turns out, yard work is a great way to meet your neighbors since within 15 minutes I met 2 of them. My next-door neighbor, James, works for Comcast. He's 24 and lives with his girlfriend Tiffany. Being from North Carolina and having lived here for a while he's quite southern. It looks like I'll be heading to the bar with he and his friends at some point.
After installing the [[Geospring]] water heater today, I also went around and switched out my lightbulbs for CFLs. All tole, I reduced the standing wattage of my lights by 600 watts. So by both switching from the old, crappy water heater (>6000 kwh/yr) and my light bulbs, I assume my electric bill will be quite a bit less than the average. It feels pretty good being efficient!
I've taken advantage of the long weekend to spend as much outside as possible. Since my yard was in a sad state (relative to what it could be in), I decided to makeover my front yard. So far, I'd say I'm about halfway through the project and have a few more holes to dig. I've laid down grass seed and fertilizer over most of the front yard and encircled a large portion of the center in a mulch area with a few plantings.
Today I realized that the sun was coming up over the horizon as I was driving to work. It was one of those fairly sublime moments where your mind does a double take of realization as you first notice and, only after a moment, understanding.
Just got out of Marine Primary Productivity([[#OCB5565]]) and my first presentation as a graduate student and had a great time. The presentation itself was mediocre, but I felt like I fielded the questions well. Being able to provide logical and direct answers to questions goes a long way in showing both understanding and confidence in the material. One down, two to go in that class. I also got to wear a tie.
With today's thunderstorms I've gotten to see first hand how inclement weather impacts the fine people of Tallahassee. While it certainly doesn't impact their southern style friendliness, it has an unexpected impact on their driving style. Typically the drive around like frightened rabbits, bolting this way and that, hardly ever not on either their accelerator or break. To be honest, they scare the crap out of me with their //devil be damned// driving attitude. But then comes rain and whereas I would have expected more of the same from their driving style, instead I found a highly cautious if not downright conservative set of drivers. It was strange seeing cars that would typically be doing ten //over// the limit suddenly ten or more //under// it. Honestly it was good to see, respect for poor driving conditions is something often neglected up north. In other news I just installed my new washer and dryer and they are awesome.
While working on my [[Finite Difference]] model and trying to present this project on my blog([[here|http://tkelly.me/2015/01/finite-difference-schema/#more-849]]), I've realized how important yet difficult it is to portray some of these ideas. Since it is such an important activity to do (out reach), I'm taking it upon myself to actively engage with the material in a progressive format in an attempt to share what I've learned and offer a complementary way for others to engage with it as well. Such a project would bolster my own understanding, skills, and growth while also giving back to many of the same communities that have helped me out so much over the past decade. How this sort of undertaking will evolve and the format is as of yet unknown, but perhaps that will be the story my first installment.
After getting home from the university today I decided that, since it was still early and light out, I should do a bit of yard work. I haven;t done much in terms of work in the backyard yet, so I went out to survey the area and see if any ideas come up. I now have a fairly general plan for what sort of landscaping I need to do back there and will even be able to make use of the left over, concrete borders from the frontyard. Since I was on the topic of landscaping, I also ran out to Home Depot and grabbed a few bags of grass seed and some burlap for the front yard by the driveway. The burlap should help retain the seeds and hopefully help them germinate. I threw a bit of dirt and fertilizer on top of them as well. A lot of the seed that I put down last week probably washed away, but what has remained is growing up well now. I swear, the grass has doubled in height since yesterday.
Hosted for the first time in my new house for the superbowl and had a great time. [[Taylor S]] come over and I got to show him around my place. It was a lot of fun to have someone around to see what I've done and to experience my homes current condition.
After my outing yesterday to checkout the [[Sopchoppy River]] in the [[Apalachicola National Forest]], I decided to head back for a hike today. While I had planned to take a circular loop heading north from the trailhead, in my eagerness to get started I neglected to head north and took the first path that headed south. Ultimately I didn't really care, but it did mandate an out and back journey--not my favorite arrangement. The weather was beautiful and provided me wsun and warmed in the beginning of the day and dappled shade along the way back. Any warmer and I would have had to take breaks, plus there were plenty of streams to cool off in. Along the trail there were numerous stages were not getting wet was not an option. I'd hate to tackle the trail after a good storm.
Since the winds of the world seem to all be agreement, I decided to build a desktop computer--something I haven't even considered doing for nearly a decade. So what lead me to this conclusion you may ask, and basically it stemmed from a desire to delve into the world of [[High Performance Computing]] (HPC). In order to even consider entering into study, even at a hobby level, was to get a desktop and a [[CUDA]] capable GPU card. This interest in HPC is rather fresh and owes much to my current study in [[Inverse Modeling]] which has proven to be quite computationally intensive (at least for some of the testing I want to do). ;Computer Specs :Nvidia 750ti FTW overclocked :Intel 3.6GHz i3 overclocked :8GB DDR3 ram :2x 500 GB HDD ''Steps to Integration'' *Wifi * RPMFusion ** Free **Non-free *Dropbox --- ''See also'' :
Today I worked on programing stuff including both my inverse modeling and the fortran implementation of the shallow water code. With regards to the inverse modeling work I am still having the worst time in figuring out a good way to import the data from a bunch of runs. The only way that I've seen that works is to simply load each set of data each time the data is needed. This just seems completely wasteful and ad hoc, but it does work. Otherwise I'm just waiting for data to complete the model before I can get into the sensitivity analysis or composite metrics. The fortran assignment is going really well--or at least it //was//. I've figured out a nice way to plot both the u and h values of the shallow water equations on a single plot. By using a color gradient to illustrate the value of u while plotting the value of h should work out well. Under better circumstances I would have a sample here, but fortran isn't playing well today. Its giving me a segmentation fault as it tries to write to the output files... or at least that is what I've narrowed it down to. Unfortunately fortran is not a fun language to debug and often give rather arcane errors ([[example|https://twitter.com/TBryceKelly/status/575332895503564800]]). As a side project I've been setting up my file-backup and synchronization system to work a bit better and, hopefully, provide even better data security. Since dropbox forms the cornerstone of my system, I've got it up and running on three separate machines now (with two instances running on my laptop when connected to the 5TB external). This way there are at least four copies of every file (inc the cloud) and a way to reach every file from home , from work or on the go. It should also prove to be a nearly transparent system as well, but only time can prove this aspect true. On a personal note I'm finding it hard to concentrate on anything since it's spring break. I suppose its a good thing since I am trying my best to use it as a break; but it is, nonetheless, annoying. At least I have gotten to spend a considerable amount of time biking during the nice weather.
The other day at the department social I received a compliment that I was not expecting. Lauren G said that she thought I was an excellent presented and that when she saw Mike S present she thought that we were quite similar in style. Not only have I never seen Mike present, but he hadn't seen me present, but I am quite happy with that.
For some strange reason I've been considering taking courses in [[Applied Mathematics]] and to possibly even earn a degree in it. I do feel that I have always loved mathematics, even at a young age when I told people that I wanted to be a mathematician when I grew up, and that [[Boston College]] jaded that love. At BC the only math available was pure and I am so much more an applied person that both my ambition and desire for mathematics died in that department. When I first arrived at BC I had high hopes of being a notable student in the department since I knew much more than my peers (being self taught I might add), an expectation my instructors clearly shared. But it was not to be since algebra and group theory were simply not what I cared about (at least in and of themselves). Having a few years between then and now has certainly changed my perspective and my memories of those events, and I would like to try pursuing a mathematics route in the coming years. I've already branched out into clustering, statistics, MCMC, and other applied fields and am eager for me (and more formal training too).
!!! Notes from CSOMIO meeting
; Vic's update on the GENOME model code
* Simplified
* 1D model version running
* Model runs @FSU
* Now includes hydrocarbons and $$O_2$$
* 18 hours for 48 cores to run 1 year
; Migrating HYCOM to ROMS
* I'm taking lead on the migration (as far as Steve is aware of)
* There is no hope for an offline ROMS at this point?
** But there actually is (github.com\vrx-)
** Just need to 4 files and the right flags
* Offline is parallelized
* Saves physical fields and then nudges model towards that
; Physical model
* $$1/25^{o}$$ with 50 vertical levels
** 252 x 160 x 50 grid
* Nested within global HYCOM
* Longer time step than before
* Model is ready to be tested with other components
* Need realistic rivers and surface forcing
* 10 days in 30 minutes with 72 cores
; Particles in the Model
* How to do the floc
* Genome produces the particles, cstm needs to be adapted for non-mineral particles
; Oil and Aggregate Updates
* Tried to grow cultures with the oil mixtures (marine snow + hydrocarbons)
** Didn't work
* Stickiness of the TEP/EPS
* Discussion about cultures and marine snow in the environment
* Turbulent parameterization based on the fft of the shaker and inverting Kolmagorov dissipation formulation
** Used these to setup new series of experiments
* Composition of clay is important
* Time scale is short (<30 minutes)
* Can use UV lights to identify where the oil is in these mixtures
** Data suggests that stickiness is important (and something they will be looking at moving forward)
; Dmitry
* His oil model is great
!!Residence Time in an Estuary
Residence time of a parcel of fluid is important when discussing the mixing and transport within estuaries.
If simple circulation dominated the flow, then $$T_{res} = \frac{L}{U_{est}}$$ where $$L$$ is the //longitudinal length// of the estuary and $$U_{est}$$ is the //circulation rate//.
But often the flow and mixing of the estuary is dominated by the wind and tide. In this case, diffusion is a better way to look at the residency time. The basic diffusion equation is: $$Q = -K\Delta C$$.
Using this approach, the residence time is now:
$$T^{-1}_{res} = \frac{Q}{M}$$ with M the integrated mass and Q the flux.
When dispersion dominates the advection we can simplify this to $$T^{-1}_{res} = \frac{K}{L^2}$$.
The //horizontal dispersion rate// can be measured easily based on solute concentrations, and this gives up the mean residency time. The problem is that so far there is no easy way to ''predict'' any of these parameters. Let's look at way in which we //can// predict.
!!Tidal Prism
If we assume that during each tidal cycle the bay mixes completely, then we can use a simple model to predict the residency time. We define the exchange ratio, $$r_e$$ as $$r_e = \frac{V_{prism}}{V_{hw}} = \frac{h_{tide}}{\bar{h}_{hw}}$$ where Vprism is the volume of the prism, Vhw is the Vol of the bay at high tide, hTide is the tidal range, and hbarTide is the area-mean depth at high tide.
From this we no can calculate the residency time as $$T_{res} = \frac{T_{tide}}{r_e} = t_{tide}\frac{\bar{h}_{hw}}{h_{tide}}$$. This method is simple but inaccurate but can be used for estimating some bounds.
!!Turbulence
In general Turbulence is a small scale phenomenon with little impact on the horizontal dispersion. Nevertheless, let's take a look at it's impact.
Turbulence can be estimated by $$K_{turb} = C_D U_{tide}h$$ with $$C_D$$ the drag coefficient of ~0.003, $$h$$ is the depth. With this, we find for typical values that $$K_{turb}=0.002--0.006 m^2/s$$. For horizontal dispersion this a tiny value when compared to the measured values of $$50-200m^2/s$$, but for vertical dispersion this is a "vigorous" value.
Ultimately we are interested in the horizontal dispersion, so let's look into some other methods.
!!Shear Dispersion
Shear Dispersion is a combinatory effect of the shear and the vertical dispersion within the water column. Shear alone provides for alteration of a parcel of water into a thin, elongated ribbon, and the vertical dispersion provides for the mixing of this band with the surrounding water.
For a closed pipe this dynamic was found to give a dispersion coefficient of $$K = \frac{1}{192}\frac{r^2U^2}{K_T}$$. If this result is extended for application to a steady-state open channel, and then to a tidal flow system we get:
$$K=0.3Uh \rightarrow K=(0.1--0.2)U_{tide}h$$
While this result is several orders of magnitude greater than just turbulence, the value is still too small (resulting in horizontal dispersions of $$0.005 -- 4m^2/s$$).
If you extend this technique to lateral shears where the time scales of lateral mixing are longer, the values obtained are $$10-50m^2/s$$. This is a significant contribution, but it requires knowledge of the lateral dispersion characteristics which is something we simply do not know. This leads us to the last area.
!!Tidal Trapping and Pumping
Both of these dynamics are drive nby the geometry/topology of the bay.
!!!Tidal Trapping
Tidal Trapping occurs when a lateral embayment is out of phase with the main channel causing the embayment area to maintain a different water level from that of the main channel. If the two are out of phase by $$90\deg$$ then $$K=\frac{1}{4}rL_{tide}U_{tide}$$ where $$r$$ is the ratio of the volumes of the lateral embayment to that of the main channel.
The degree to which this dynamic contributes to horizontal dispersion is tightly dependent of the relative volumes of the lateral embayment ($$r$$), but this formula does indicate a high contribution based on typical values.
Unfortunately the underpinnings of this method are lost in highly complex estuaries where this dynamic would be both quite significance and difficult to measure.
!!!Tidal Pumping
Tidal Pumping occurs through an interaction of the residual flow in the estuary interacts with the new flow. This interaction is highly complex and not well understood. In order to make headway we need to look into the Lagrangian methods of random walk.
!!Lagrange
;Eulerian Flow
:Look at a specific area of flow and monitor the flux there. This is deterministic.
;Lagrangian Flow
:Follow a parcel of fluid. This is virtually random (chaotic).
Zimmerman assumed that residual flow--which is the aspect that imparts the randomness to the flow--is constructed of "characteristic eddies" of a specific size. These eddies determine the value of $$B$$ in
$$K = B(\nu,\lambda)U_{tide}L_{tide}$$
Here $$\nu$$ is the ratio of the energy of the eddies to that of the tidal flow, and $$\lambda$$ is the ratio of the tidal excursion length to that of the eddy.
This method did allow accurate prediction in at least one case, but due to the chaotic dynamics of flow there is not likely to be a single ideal method.
---
//''See also''//
:LN01-07:11
!!Peace is a singular and marvelous conception //March 25, 2012// Peace is a singular and marvelous conception within the human mind. Perhaps it is peace and love which provide so much distance between our race and the multitude of others which flourish upon this world. Recently I have undertaken to alter my own perspective, to improve the very mindset from which I view the world around and within me. Based on some of the Dahli Lamas own writings, I have found that inner peace and happiness can be both bountiful and ever emerging from daily life. In order to cultivate this sense I have become mindful of the moment, to become mindful of my reaction to the scene unraveling at the moment. With this simple yet profound observance, I have become increasingly cognizant of the forest in the mind, and of the harmful paths which have become illuminated from my fuller understanding. To understand this metaphor, try imagining a point of divergence of a forested path. Several side trails are apparent, along with the well-known central path in the middle. Your consciousness is quick to choose the main trail, the one you feel that you know so well. This path holds no apparent mystery, and it is the one you want to go down. This is our standard response to the situation. But by being mindful of the situation you now can see that perhaps you are getting agitated. Perhaps you even realize that it is irrational and confusing as to why this situation promotes unrest and frustration within you. Nevertheless, you are drawn this way, controlled through some autonomous force you do not understand. It is situations such as this where mindfulness can save the frustration and provide bountiful peace in its stead. With mindfulness you understand that the main path you are being drawn down will lead to unrest, and therefore you have the perspective necessary to try instead another, alternative path. This you do, and from this you are happy. As an added bonus from applying this approach to virtually any moment is the potential to develop new and novel interactions with those around you and with yourself. By altering the ‘natural’ choice in these situations you essentially break from the script and teardown the forth wall to expose a new realm of possibilities. Discussions which are both different and refreshing can stem naturally only once the generic and typical have been excised from the body of conversation. Ultimately just be mindful of your own reactions to a conversation, this habit alone will provide immensely more happiness and serenity within interactions than the robotic, self-limiting mindset can provide.
The ''absolute viscosity'' is given as:
::$$\eta = \frac{\tau}{(\frac{\partial u}{\partial z} )}$$
;//Where//
:$$\tau$$ is the local shear force between the layers.
!!Hydraulic Viscosity
Which is related to the ''hydraulic viscosity'', or //kinematic viscosity// by,
::$$\nu =\frac{\eta}{\rho}$$.
This is approximately equal to the [[Speed of Sound]] in the fluid times the [[Mean Free Path]].
---
//See also//
*[[Reynolds Number]]
*[[Viscosity (Wikipedia)|https://en.wikipedia.org/wiki/Viscosity]]
ACC1 is in the cytosol and is involved in FA synthesis, ACC2 is directed to the outer mitochondrial membrane and is primarily involved in inhibiting FA uptake into the mitochondria for oxidation. ACC2 has an additional amino group that directs its location. Whereas ACC1 is primary at work in liver and adipose tissues, ACC2 is important in muscle tissues. ACC is phosphorylated under conditions of glucagon, epinephrin and other fasting conditions (including via AMPK).
Nutritional state effects the liver ACC where as it doesnt impact muscle tissue ACC.
The SREBP transcription factor {''need to look up''}.
$$[HB] = \frac{[B_T]}{1 + K_a'/[H^+]}$$
For everything you've ever wanted to know about how to cut acrylic sheets, //Plaskolite// has the information [[here|http://www.plaskolite.com/fabrication/acrylic/cutting-and-machining]].
The ''AB'' Scheme was developed in order to explore the possibility to center the integration in time and does so by extrapolating to $$n+1/2$$ from $$n$$ and $$n-1$$. Like the [[Euler Backwards Scheme]], this uses two steps.
''Step 1''
:$$U^{n+\frac{1}{2}} = U^n+\frac{1}{2}(U^n-U^{n-1}$$
''Step 2''
:$$U^{n+1}_j = U^n_j-\frac{\lambda}{2}(U^{n+1/2}_{j+1}-U^{n+1/2}_{J-1})$$
Or written together:
:$$U^{n+1}_j = U^n_j-\frac{3\lambda}{4}(U^{n}_{j+1}-U^{n}_{J-1}) + \frac{\lambda}{4}(U^{n-1}_{j+1}-U^{n-1}_{J-1})$$
!!Stability
:See LN03:05
;Advection :Advection is the average bulk flow of the fluid ;Dispersion :Dispersion is the molecular diffusion and mixing of the fluid across a gradient Both of these dynamics work together in typical fluid flows such as in estuaries, groundwater, etc.
$$\frac{\partial C}{\partial t} + \vec{u}\vec{\Delta} C = \vec{\Delta}(\kappa\vec{\Delta} C)$$
---
//See also//
:[[Advection and Diffusion]]
;Baja Cycling trip ://In Search of the Road More Tacoed// ;Iceland Travel :Hostels Iceland have [[sample itineraries|http://www.hostel.is/SampleItineraries/]] ;Road Trips :For general resources, see [[here|Road Trip Resources]] --- //See also// :[[Florida Adventure Ideas]]
Aggregation is an important process within the marine water column whereby POC, detritus, and plankton become marine snow and sink. Importantly, this is a highly dynamic process that promotes the export of carbon (and nutrients) to depth by increasing the rate of sinking. Aggregate types include (De La Roche et al.): #[[Diatom]] # Fecal Pellets # Misc Aggregates # Mucus Feeding Webs Diatoms are important in this process since they are the only producers of [[TEP]] (Transparent Extracellular Polymers) that efficiently aggregate particles. An interesting effect described by De La Roche et al. was that dissolved $$CaCO_2$$ concentration strongly impacted the aggregate size and fragmentation. The higher the dissolved mineral concentration was, the more fragmentation was observed in the aggregates yielding smaller, slower-sinking pieces. --- //See also// :[[Plankton Sinking]] :[[Density of Phytoplankton]] :De La Rocha, C. L. & Passow, U. Factors influencing the sinking of POC and the efficiency of the biological carbon pump. Deep. Res. Part II Top. Stud. Oceanogr. 54, 639–658 (2007). :LN01-43
;Question 2.1
:Let $$f:S\to S^\prime$$ be a mapping, and assume that there exists a map $$g:S^\prime\to S$$ such that $$ g \circ f=I_S \text{ and } f\circ g = I_{S^\prime}$$ in other words, $$f$$ has an inverse. Show that $$f$$ is both injective and surjective.
Observe that if $$f$$ is not injective, then its inverse, namely $$g$$, could not be well defined on the entire codomain of $$f$$, $$S^\prime$$, since $$g(x)$$ would be undefined for some $$x\in S^\prime$$. Therefore having $$g:S^\prime \to S$$ would be a contradiction.
Next notice that if $$f:S\to S^\prime$$ is not surjective then the function $$g:S^\prime \to S$$ could not map onto the whole domain of $$f$$. Another contradiction. Therefore the function $$f:S\to S^\prime$$ must be both injective and surjective. $${QED}$$
;Question 2.4
:Give an example of two permutations of the integers $$\{1, 2, 3\} $$ which do not commute.
Let the operators $$\rho, \sigma $$ be defined as follows: $$ \sigma = [1\to 2, 2\to 3, 3\to 1]$$
and $$\rho=[1\to 3, 2\to 2, 3\to 1] $$
Therefore observe:
$$(\sigma \circ \rho)(\{1, 2, 3\}) = \sigma (\{3, 2, 1\}) = \{1, 3, 2\}$$ and $$ (\rho \circ \sigma)(\{1, 2, 3\} = \rho(\{2, 3, 1\}) = \{2, 1, 3\} $$
Therefore $$\rho \circ \sigma \neq \sigma \circ \rho $$. $$QED$$
;Question 3.1
:Let $${R^*} $$ be the multiplicative group of non-zero real numbers. Describe explicitly the kernel of the absolute value homomorphism:
:$$f:x \to |x| $$ of $${R^*} $$ into itself. What is the image of this homomorphism?
The kernel of this homomorphism is $$\{\pm 1\} $$, since $$ f^{-1}(e^\prime)=\{\pm 1\} $$. The image of this homomorphism, $$f $$ is the set of positive real numbers, $${R}_{>0} $$ since this is the subset of $${R^*} $$ with positive absolute value.
;Question 3.2
:Let $${C^*} $$ be the multiplicative group of non-zero complex numbers. What is the kernel of the homomorphism absolute value:
:$$g:z\to |z| $$ of $${C^*} $$ into $${R^*} $$?
The kernel of $$g $$ is defined as $$\ker(g)=\{z\in {C^*}: |z| = 1\} $$ therefore this set will consist of all points in the $${C} $$ plane which lie on the unit circle centered at the origin.
;Question 3.4
:Let $$G $$ be a group. Let $$a $$ be an element of $$G $$ and let $${c}:G\to G $$ be the map such that $${c}_a(x)=axa^{-1} $$
*Show that $${c}_a:G\to G $$ is an automorphism of $$G $$.
For the map $${c}_a $$ to be an automorphism it must satisfy two conditions: it must be an isomorphism, and it must have an inverse $${c}_{a}^{-1} $$ such that $${c}_a\circ {c}^{-1}_{a}(x)=x $$ for all $$x\in G $$.
First observe that to be an isomorphism must be bijective. The mapping $${c}_a $$ is onto since the codomain is the same as the domain. Further more $${c}_a $$ must be one to one since if it were not then observe the following:
$${c}_{a}(x)={c}_{a}(y)\to axa^{-1}=aya^{-1} \to x=y$$
Therefore there is a unique image for every preimage (one to one). $${c}_a $$ is an isomorphism. $$ {QED} $$
Proof of existence of inverse. Observe that if define $${c}_a^{-1} $$ as $${c}_{a^{-1}} $$ then we have:
$$({c}_a\circ {c}_{a^{-1}})(x)= {c}_a (a^{-1}xa) = a(a^{-1}xa)a^{-1}=exe=x $$ for all $$x\in G $$. Since $$G $$ is a group then if $$a\in G \to a^{-1}\in G $$. Therefore there is an inverse in $$G $$ for all $${c}_a\in G $$. $$ {QED} $$
*Show that the set of all such maps $${c}_a $$ with $$a\in G $$ is a subgroup of $$aut(G) $$.
For this set to be a subgroup of $$aut(G) $$ then is must satisfy the conditions: closure under the operation of composition, it must contain an identity element, and it must must contain inverses.
First the identity element is trivial. This is simple the $${c}_e:G\to G, {c}_e=exe^{-1}=x $$ for all $$x\in G $$. This is the identity element of $$aut(G) $$.
Closure is obvious, consider that if $$aut(G) $$ is a group then it must be closed under composition. Observe that the composition of $$({c}_a\circ {c}_b)(x) = a(bxb^{-1})a^{-1} $$ and that is is simply the product of five elements of $$G $$, and therefore if contained in the group $$aut(G) $$ as $$aut(G) $$ is closed.
The existence of an inverse can readily be confirmed in the same way as above. Observe, $$ {c}^{-1}_a \circ {c}_{a^{-1}}=I $$ where $$I(x)=x$$ for all $$ x\in G $$. Therefore the set of maps $${c}_a $$ with $$a\in G $$ constitute a subgroup of $$aut(G) $$. $$ {QED} $$
;Question 3.6
:If $$G $$ us not commutative, is $$x\to x^{-1} $$ a homomorphism?
Because the map $$x\to x^{-1} $$ is not commutative, it cannot form a homomorphism. Observe the following:
$$ (y^{-1}x^{-1})(xy) \to y^{-1}(x^{-1}x)y=x^{-1} \to y^{-1}y=e$$ therefore $$ (xy)^{-1}=y^{-1}x^{-1} $$
but then observe that if $$f:G\to G $$, such that $$f(x)=x^{-1} $$ then: $$(xy)^{-1}=f(xy)=f(x)f(y)=x^{-1}y^{-1} $$
But since $$x^{-1}y^{-1}\neq y^{-1}x^{-1} $$ for all $$x,y\in G $$ unless the map $$f:G\to G $$ is commutative posses a contradiction. Therefore the map $$x\to x^{-1} $$ cannot be a homomorphism on the group $$G $$. $$ {QED} $$
;Question 3.10
:Let $$f:G\to G^\prime $$ be a isomorphism of groups. Let $$a\in G $$. Show that the period of $$a $$ is the same as the period of $$f(a) $$.
Assume that the period of $$a $$ is not the period of $$f(a) $$, then let $$m $$ be the order of $$f(a) $$ where $$m\neq n $$. Observe the following where $$n $$ is the order of $$a $$.
$$a^n=e \to f(a^n)=f(e) \to f(a)^n=e^\prime \to (a^\prime)^{n}=e^\prime $$
:and
$$(a^\prime)^m=e^\prime $$ if m is the order of $$f(a)$$.
From the above two equations, (1) and (2), $$(a^\prime)^m=(a^\prime)^n $$. Yet $$m\neq n $$ as conditioned above, then $$|G| \neq |G^\prime| $$ and therefore $$f:G\to G^\prime $$ cannot be an isomorphism. $$ {QED} $$
;Question 4.1
:Let $$G $$ be group and $$H $$ a subgroup. If $$x,y\in G $$ define $$x $$ to be equivalent to $$y $$ if $$x $$ is in the coset $$yH $$. Prove that this is an equivalence relation.
In order for this relation to be classified as an equivalence relation, it must satisfy three properties: reflexive, symmetric, and transitive.
1. The reflexive property is obvious. Observe that if $$x\in G $$ then $$x\in xH $$ since $$xe=x $$ for the identity element in $$H $$.
2. The symmetric property is a bit less trivial. Observe that if $$x$$ similar to $$y $$ then $$x=yh $$ for some $$h\in H $$. Furthermore, $$x=yh \to xh^{-1}=yhh^{-1} \to xh^{-1}=y $$
:Since $$y=xh $$ for some $$h\in H $$ then $$y$$ similar to $$x $$.
3. Assume that $$x$$ similar to $$ y $$ and $$y$$ similar to $$ z $$. This implies that $$x=yh_x $$ for some $$h_x\in H $$ and $$y=zh_y $$ for some $$h_z\in H $$. Observe that by combining these relations result in: $$x=(zh_y)h_x \to x=zh_{yx}$$ for some $$h_yh_x=h_{yx}\in H $$
Therefore this relation also obeys the transitive property. The relation given above must therefore represent an equivalence relation. $$ {QED} $$
;Question 4.2
:Let $$f:G\to G^\prime $$ be a homomorphism with kernel $$H $$. Assume that $$G $$ is finite. Show that
$$|G| = ($$order of image $$ f)($$order of $$H) $$}
Let $$H=\{a_1, a_2, \cdots a_n\} $$ be the elements of $$G $$ that get mapped to the identity element $$e^\prime\in G^\prime $$. Observe that if $$f(g)=g^\prime $$ where $$g\in G $$ and $$g^\prime\in G^\prime $$, then $$f(a_ng)=e^\prime f(g)=e^\prime g^\prime $$ for all elements $$a_n\in H $$ since $$f(xy)=f(x)f(y) $$ in order to preserve group structure. Therefore for each element $$g\in G $$ which maps to a unique element in $$G^\prime $$ generates a unique, disjoint left coset of the group $$G $$. The set of uniquely mapping elements in $$G $$ under the mapping $$f $$ is also called the image of $$f $$ (image of $$f = \{g:g=f^{-1}(g^\prime) $$ for $$ g^\prime \in G^\prime\} $$. Therefore the order of $$G = ($$the order of $$H )($$the size of the image of $$ f $$.
Suppose that $$G, G^\prime $$ are finite groups and that the orders of $$G $$ and $$G^\prime $$ are relatively prime. Prove that $$f $$ is trivial, that is: $$f(G)=e^\prime $$, the unit element of $$G^\prime $$.
First observe that if $$f $$ is not trivial and $$f:g\to g^\prime $$ for any $$g\in G $$ and some respective $$g^\prime \in G^\prime $$ then for some elements in either $$G $$ or $$G^\prime $$, $$f $$ would not be able to map them while preserving the group structure. In other words $$f(xy)=f(x)f(y) $$ for some $$x,y $$ pairs in $$G $$ but not for others (since the orders of $$G $$ and $$G^\prime $$ are relatively prime). $$ {QED} $$
While in general it is the ability of a solution to neutralize acid, the topic of defining alkalinity is complex and pedantic. --- //See also// :[[Alkalinity (wikipedia)|https://en.wikipedia.org/wiki/Alkalinity]]
:$$NO_2^{-} + NH_4^+ \rightarrow N_2 + 2H_2O$$
Depth: $$3-6m$$ Annual Discharge: $$450-1350 m^3/s$$
Apple Brandy, Apple Whiskey, Apple Schnapps and Apple Jack are high alcohol spirits ~80 proof and derived from apples. Regardless of the product being made, the first steps are all the same (you're basically making apple cider). Pulp the skin and meat of the apples once you remove the seeds and as much of the pith as possible. Heat this juice up to no more than 150F and then cool to 20-25C before pitching the yeast. The fermentation will than take between 7-12 days. The less sugar added during this fermentation the lower the alcohol content and better the flavor. The best fruit is "windfall fruit (the stuff brown & lying on the ground), as these are higher in sugar" [[*|http://homedistiller.org/fruit/wash-fruit/method]]. It is also recommended to let the fermented cider to settle fully in order to isolate the clear fermentant before concentrating. The difference between apple wine and cider comes from the additives. Cider is just the fermented juice, whist apple wine ferments the juice with sugar, acid mix, and tannin. A schnapps requires more time since it is fermented at a lower temperature in order to let the flavors mature and blend appropriately. Generally you'll use more yeast in order to outcompete an other strains of bacteria present. Apple Whiskey and Brandy has no strict defining characteristics and is simply the distilled product from the wine precursor. No matter what, always use more fruit then expected since the flavor gets quickly lost when distilled. This can be aged in oak for a more flavorful, if different, spirit. Apple Jack involves //jacking// the wine or cider through the use of freezing. As the cider freezes, some of the water comes to the top and freezes. As this happens you remove the ice thereby concentrating the alcohol, flavor, and other constituents of the cider. The original alcohol content matters very little in this process since the same concentration will be reached at a given temperature regardless[[*|http://www.eckraus.com/wine-making-applejack/]]. !Recipes !!Jack's Apple Schnapps After much frustration and experimentation with fruit (I'm known to every single orchard owner within 60 miles- I'm also well liked- the orchard owners get an average of 20 liters of schnaps from me for each fruit they donate- which they do by the truckload), I've finally nailed down this schnaps thing to a simple recipe. Here is how it's done: #Stone/ pit the fruit after washing it and culling anything that is rotting/moldy. #Add an equal VOLUME of water, which has dissolved in it: (boiling the water sanitizes the fruit, making sulfite a thing of the past): ##Enough sugar to bring the final abv to 16%abv ##Enough acid blend/citric acid to drop the pH down to 3. ##Pectic enzyme: about a teaspoon per 2 gallons ##Diammonium phosphate yeast nutrient: a shy teaspoon per gallon. ##A good strong yeast like Lavlin's K1V-1116 or EC-1118- 2 packets (5gram) per 5 gallons. #Ferment at the lowest temperature the yeast can work at in order to preserve the aroma of the fruit. Mash/stir the fruit daily during the ferment, in order to prevent a dried out layer of fruit from forming on the top of the mash- this will cause mold problems. #After fermentation is complete, filter out the solids, and let it stand till clear. #Run it through a potstill once, collecting the heads as you normally do, and keep collecting spirit until you no longer like the taste/smell (best method- everyone's tastes differ), or stop when your hydrometer shows the spirit out of the still is below 40%abv. #//For those using an ice-water-wok still, freeze concentrate the wine down by half, and for every gallon of freeze concentrated wine, add a teaspoon of table salt, then run it however you normally do- ice-water-wok type stills are very odd in how they are run- it's up to the individual on how to make the cut. Just remember to separate out the heads.// I have been trying to figure this method out for a while now- going by weight of fruit (fruit wines use 2 to 3 pounds- a good fruit mash: up to 4 pounds per gallon)- but it's always given very different results- going by volume of fruit is much easier- and makes MUCH better Schnapps. !Links #[[http://homedistiller.org/fruit/wash-fruit/method]]
[[http://www.amazon.com/Celestron-93625-Universal-1-25-inch-T-Adapter/dp/B0000665V6/ref=pd_cp_p_0]]
''Adenosine Triphosphate'' is a molecular unit of energy for living cells. It is produced by a proton gradient via [[ATP Synthase]]. --- //See also// :[[NADPH]] :[[NADH]]
--- //See also// :[[ATP]] :[[Photosynthesis]] :[[Thylakoid Membrane]]
Autocorrelation is a statistical process whereby the correlation between a signal and itself is used to understand the underlaying or obscured process or signal. In signal processing, the autocorrelation function is defined for a complex function f as:
:$$R(\tau)=\int{f(t+\tau)\bar{f}(t)}dt$$
---
//See also//
:[[Advection and Dispersion]]
:LN02:19
Beta-plane approximation attempt to model the spherical contour of the earth in a rotational table by using a sloped bottom. In effect this approximation method lets $$f$$, the [[Coriolis Parameter]], to vary linearly: $$f = f_{o} + \beta y$$ where $$\beta=$$ the [[Rossby Parameter]].
My goal is to design and build a new barn door that will be both easier to manage as well as lighter.
The degree to which the isopycnals are inclined relative to the isobars. This is a deviation from a [[Barotrophic]] fluid since there is stratification. --- //See also// :[[Barotrophic]]
Barotrophic fluid is one where the density is a function of pressure only (i.e. isopycnals = isobars). Think of this as an idealization of unstratified seawater. --- //See also// :[[Baroclinic]]
Light is absorbed as it passes through a less than clear solution.
:$$I_D=I_0 e^{-kD}$$
The catabolism and oxidation of FAs proceeds through four basic steps.
#Release
#Uptake
#Transport
#Oxidation Spiral
The FA is released either by the blood albumin or from lipoproteins via //lipoprotein lipase//. The FAs from blood albumin comes from breakdown of TAGs in adipocytes, while the lipoproteins come from absorption of TAGs from dietary sources.
The FA is then activated through a two step reaction with ATP and H-CoA by the outer mitochondria membrane. The ATP and FA react to form FA-AMP + PPi of which the pyrophosphate is degraded and driving the reaction forward. The H-CoA thio attacks the phosphodiester bond leading to FA-CoA and AMP.
In order to move the FA-CoA into the matrix of the mitochondria, ''carnitine'' is used to shuttle by replacing the Co-A. See the diagram below for this mechanism.
<img src='http://upload.wikimedia.org/wikipedia/commons/thumb/a/a8/Acyl-CoA_from_cytosol_to_the_mitochondrial_matrix.svg/600px-Acyl-CoA_from_cytosol_to_the_mitochondrial_matrix.svg.png'>
The final step is the oxidative spiral, as seen below.
{{FA Oxidation Spiral Diagram}}
//TODO//
A ''Bjerrum Plot'' shows the relationship between the pH of a solution and the state of the buffering system (concentrations of solutes).
[img[http://www.rocketscientistsjournal.com/2007/06/_res/W-G-7.jpg]]
!! Equations
$$
\Sigma(CO_2) = DIC = [H_2CO_3] + [HCO_3^-]+[CO_3^{2-}]$$
$$= [H_2CO_3] + \frac{[H_2CO_3]K_{a1}'}{[H^+]}+ \frac{K_{a2}'[HCO_3^-]}{[H^+]}$$
$$= [H_2CO_3] + \frac{[H_2CO_3]K_{a1}'}{[H^+]}+ \frac{K_{a1}'K_{a2}'[H2CO_3]}{[H^+]}$$
$$=[H_2CO_3](1 + K_{a1}'/[H^+]+K_{a1}'K_{a2}'/[H^+]^2)$$
$$=[H_2CO_3]\alpha_0$$
$$\rightarrow[H_2CO_3] = \frac{DIC}{\alpha_0([H^+])}$$
With this, we can now write equations for each compound in a similar manner.
$$[H_2CO_3] = \frac{'[H^+]^2}{[H^+]^2 + K_{a1}' +K_{a1}'K_{a2}'} DIC$$
$$[HCO_3^-] = \frac{K_{a1}'[H^+]}{[H^+]^2 + K_{a1}' +K_{a1}'K_{a2}'} DIC$$
$$[CO_3^{2-}] = \frac{K_{a1}'K_{a2}'}{[H^+]^2 + K_{a1}' +K_{a1}'K_{a2}'} DIC$$
! Open System
[img[Bjerrum Plot Open System]]
---
//See also//
:[[Sea Water]]
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
This arose as one of those sudden realizations when searching for a new adventure/challenge. While the route here is almost certainly not ideal (it is simply the route google maps thought best), it does make for an interesting thought experiment. Also, as it turns out, this route is quite similar to the [[Harbor to the Bay]] route I rode back in September of 2014. Perhaps there is a more costal/rural/sandy route to take instead? It also begs the question of whether there could be a circum-cape [[Running]] or [[Cycling]] route. Here is the link: [[Google Map|https://goo.gl/maps/qph61]]
$$ H_2CO_3^* = H^+ + HCO_3^{-}$$
with $$K_{a1}=\frac{(H^+)(HCO_3^-)_{Free}}{(H_2CO_3^*)}$$
In seawater, $$ALK=\frac{[HCO_3^-]_{Free}}{0.82} + 2 \frac{[CO_3^{-2}]_{Free}}{0.14}+\text{LOT}$$
Can also write,
:$$DIC = f([HCO_3^-]_{Free},[H^+])$$
$$ALK = [HCO_3^-]_{Free}\left( \frac{1}{0.82}+\frac{2}{0.14}\frac{K_{a2}'}{[H^+]} \right)$$
Then take the ratio of DIC to ALK and solve for pH.
The ''Calvin Cycle'' is a cyclic chain of biochemical reactions whereby CO2 is fixed into organic carbon. The energy requirements of this process per CO2 are approximately 3 [[ATP]] and 2 [[NADPH]]; but as with most biological systems, there are many qualifiers for this ratio. First we will look at the cycle in stages before we move on. ''Stage 1'': Carbon fixation Here [[Ribulose bisPhosphate]] is combined with CO2 to yield 3-[[Phosphoglycerate]]. The reaction is catalyzed by the infamous [[Rubisco]] complex. ''Stage 2:'' Reduction In the reduction stage, the 3-Phosphoglycerate is first activated by 2 ATPs to form the intermediate 1,3-bisPhosphateglycerate. It is then reduced by [[NADPH]] and cleaved to form 2 G3P molecules. ''Stage 3'': Regeneration To finish the reaction chain, one G3P is activated by ATP to form [[Ribulose bisPhosphate]] for use again in the cycle while the other G3P is freed for use in anabolic metabolisms such as [[Gluconeogenesis]]. --- //See also// :[[Dark Reaction]] :[[Photosynthesis]] :LN03:10
Carbonate chemistry is a complex assemblage of species and states within [[Sea Water]]. Interestingly enough, there are 6 parameters which if you know two, you can determine the other four (to within reason). #[[DIC]] #[[Total Alkalinity]] #CO2 #HCO3 #CO3 #[[pH]] --- //See also// :LN03:29
[img[Bjerrum Plot]]
''Carbonic Anhydrase'' (//CA//) is the enzyme responsible for the conversion of bicarbonate to CO2 and is known to have the highest activity of any protein. :$$HCO_3^-\rightarrow CO_2+H_2O$$ --- //See also// :[[CCM]] :[[Rubisco]] :Giordano, CO2 Concentrating Mechanisms (2005)
Given a first order differential equation, $$\mu'=f(u,x)$$. If,
#$$f$$ is real, finite, single valued and continuous for all $$x$$ and $$u$$.
#$$\frac{\partial f(x,u)}{\partial u}$$ is real, finite, single valued and continuous for all $$x$$ and $$u$$.
Then there exists a unique $$u=g(x)$$ which passes through any given point (initial value problem).
A ''Carbon Concentration Mechanism'' of prime importance for modern [[Autotrophs]] where [O2] is high and [CO2] is relatively low. Due to the low specificity of [[Rubisco]] and i's low binding affinity for CO2, autotrophs have developed an array of mechanisms in order to concentrate the available CO2 proximal to the Rubisco enzyme. #C4 Mechanism: C + C3 $$\rightarrow$$C4 #CAM Mechanism: Same as C4 but with temporal component #HCO3 Mechanism: CA activity collocated with Rubisco #CO2 Active Flux #CO2 Passive Flux #Acidified Compartment: HCO3 $$\rightarrow$$CO2 (CA) --- //See also// :[[Rubisco]] :Giordano, CO2 Concentrating Mechanisms (2005) :[[Carbonic Anhydrase]]
:$$\frac{c\Delta t}{\Delta x} \leq 1$$
Per the great [[wikipedia|https://en.wikipedia.org/wiki/Courant%E2%80%93Friedrichs%E2%80%93Lewy_condition]]:
<<<
In mathematics, the CFL condition is a necessary condition for convergence while solving certain partial differential equations (usually hyperbolic PDEs) numerically by the method of finite differences. It arises in the numerical analysis of explicit time integration schemes, when these are used for the numerical solution. ''As a consequence, the time step must be less than a certain time in many explicit time-marching computer simulations, otherwise the simulation will produce incorrect results.''
<<<
---
//See also//
:[[CTCS]]
:LN02:03
:[[Finite Difference]]
!!Types ;Chl a ;Chl b ;Chl c --- //See also// :[[Pigments]] :[[Photosynthesis]]
[img[Screenshot 2017-02-07 11.28.48.png]]
The formation of colonies does not slow [[Plankton Sinking]], but it does lead to other benefits. While the first several cells that form the chain or colony will merely speedup their sinking rate rather substantially, the addition of each additional cell afterwards will increase $$w_s$$ marginally. In exchange, these cells are now part of a much larger body and therefore can reap the benefits of its larger size. Check out the plot below wherein the sinking rate for a particular chain (green line) is compared to the equivalent sphere (black). Notice the small slope of $$w_s$$ in the case of the chain formation. [[Rplot.pdf]]
;States I can't go to *Maine *New York *Connecticut *New Hampshire (FL) *Rhode Island *Pennsylvania(FL) * Florida (FL) * South Carolina (FL) *Illinois *New Mexico (FL) *Colorado *New Jersey *Maryland *Nevada *California *Hawaii *Oregon
Configuring the world, or our view point of it, brings together a //Framework of Questions// and the //Data// we have to answer those questions. For example, we might ask how the world would look if we were interested in what people eat for breakfast or how many books they buy and then use data to inform our mental model of the world. States are a common basis or unit for looking at the world since within a state there are certainly commonalities, states act and interact with other states, and national data are typically available on a wide range of metrics. Population data, and it's derived data of //per capita//, are the most common data but certainly not the only. Income and economic data are also valuable ([[PPP]], [[GDP]],[[HDI]]). Political economists commonly use the following to configure their world #Population size #Economic size #Per capita income #Economic growth #Poverty level !!Population In the past century the worlds population has more than quadrupled, but this growth has not been homogenous across the globe. Asia and Africa have seen the largest increases in population due to the decline in death rate associated with increased access to medicine and vaccines, whereas Europe and Japan have had negative growth as the birth rate has declined. Both of these changing dynamics leads to new problems of their own. An increased death rate (primarily impacting the young in vaccinations) leads to employment difficulties while a drop in birth rate lead to an aging population and increased healthcare costs. Population data is typically thought of as 'easy' and therefore 'accurate', but there is heterogeneity even here. Poorer and politically unstable countries have a difficult time taking an accurate census leading to both inflations and deflations of the data. In addition, sub-national data is often based on historical trends and estimates of migration rates which can be quite error prone. Always see if the data adds up to the aggregate, national data. *1.6B in 1900 *3B in 1960 *7B in 2011 --- //See also// :LN03:15,16
!!Tracer Conserving
:$$\vec{v}\cdot\alpha = u\delta_x(\bar{\alpha}^x) + v\delta_y(\bar{\alpha}^y) $$
!!Quadratically Conserving
:$$\vec{v}\cdot \Delta\alpha = \Delta\cdot\alpha\vec{v} - \alpha\Delta\vec{v}$$
:$$ \rightarrow \delta_x(\bar{\alpha}^x\bar{u}^x) + \delta_y(\bar{\alpha}^y\bar{v}^y)$$
---
//See also//
:[[Jacobian]]
:LN04:6-10
A [[Finite Difference]] approximation is //consistent// with a Differential Equation if it converges towards the DEQ as $$\Delta X, \Delta t \rightarrow 0$$. --- //See also// :[[Stability]] :[[Convergence]] :LN01:34
For an incompressible fluid,
$$\vec{\Delta}\cdot \vec{u} = 0$$
If $$Z_j^i \rightarrow 0$$ as $$\Delta x, \Delta t \rightarrow 0$$ and $$n, j \rightarrow infinity$$ then the solution converges, where $$Z$$ is the [[Truncation Error]]. --- //See also// :[[Stability]] :[[Consistency]] :LN01:34
Since most people have never head of this and believe they already know what it is called (barrel making), let's look into the art of coopering. Wikipedia obviously has a brief introduction to the professor, [[cooper|https://en.wikipedia.org/wiki/Cooper_(profession)]], but even that is more of a stub than an article. Barrels are made of up staves, the curved pieces of wood, and metal hoops (with the profession being called a hooper). These staves are not cut as a fair curve, but instead along a line much more resembling a conic section. The inside is also routed to form a tight, curved joint with the next stave.
Copper is an essential trace metal for most organisms. In humans, copper deficiency has been linked to fatigue and infections. Notable foods * Sun Flower Seeds
<img src='http://upload.wikimedia.org/wikipedia/commons/8/8a/Cori_Cycle.SVG'>
The Coriolis Parameter (or //Coriolis Frequency//) is the rotational frequency of the earth at a given latitude.
$$f = 2\Omega \sin(\phi)$$ where $$\Omega=$$ the earths rotation (7.2921 × 10−5 rad/s) and $$\phi=$$ the latitude.
A related concept is the [[Rossby Parameter]] which describes the change in $$f$$ with position: $$\beta = \frac{\partial f}{\partial y}$$.
See [[CTCS]]
This theory states that based on a simplistic model of primary productivity and community respiration, there exists a ''Compensation Depth'' and a ''Critical Depth''. The theory supposes that respiration is constant within the water column and that photosynthesis occurs at a rate inversely proportional to the depth (fraction of light available). The //compensation depth// is where the photosynthesis summed that depth is equal to the amount of respiration summed that depth. The //critical depth// is located where photosynthesis is no longer possible (end of photic zone). --- //See also// ://Biological Oceanography// by Charles Miller
//Centered in Time, Centered in Space//, also known as the ''Crank–Nicolson method'', is a scheme used in solving [[Finite Difference]]. This displays "Leap Frog" time and the error will propagate through a phase shift. A solution will generally be stable and is 2nd order accurate in space and time.
Given $$\frac{\partial u}{\partial t} = F$$, this method says that the solution is:
$$\frac{u^{n+1}_{i}-u_i^n}{\Delta T} = \frac{1}{2}[F^{n+1}_{i}+F^n_i]$$
For example, the [[Heat Equation]] $$\frac{\partial u}{\partial t}=\alpha\frac{\partial^2u}{\partial t^2}$$.
$$\frac{u^{n+1}_{i}-u^n_i}{\Delta t} = \frac{\alpha}{2\Delta x^2}[(u^{n+1}_i +u^{n+1}_i +u^{n+1}_ {i-1}) + (u^{n}_{i+1} +u^{n}_{i} +u^{n}_{i-1} )]$$
If you then let $$r=\frac{\alpha \Delta t}{2\Delta x^2}$$ and rearrange so all $$n+1$$ terms are on one side, then setup a matrix equation.
''NB.'' This method effectively is an averaging of two points, which you can see in the $$(F+F)/2$$ in the formula above. By doing so it becomes more accurate in time compared to the [[FTCS]] method (which is 1st order accurate in time).
!!Stability with Diffusion
:$$\frac{c\Delta t^2 + 4\alpha\Delta t}{\Delta x^2} \leq 1$$ or $$\lambda ^2 + 4\mu \leq 0$$
!!Phase Error
:$$R_\theta = -\left(\frac{1}{6}-\frac{2\lambda^2}{3}\right) k^2 \Delta x^2...$$
---
//See also//
:[[Techniques of CFD]]
:[[CFL Criteria]]
:LN01-37
While getting CUDA to play well with the now-outdated gputools package for R I found this gem of a resource ([[link|http://angrystatistician.blogspot.com/2015/02/short-notes-get-cuda-and-gputools.html]]). --- //See also// :[[High Performance Computing]] :[[1426109858]]
Cyanobacteria are a group of ancient (>3.5Ga) phototrophic organisms. Often known as //blue green algae//, these bacteria live in a wide range of habitats and are notable for their nitrogen fixation abilities. They're [[Pigment]] is cyanophycin. !!Examples *[[Prochlorococcus]] --- //See also// :[[Phytoplankton]] :LN02:08
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
{{{[tag[Cycling]]}}}
This complex uses the electrons to move protons into the thylakoid lumen. It is here also that the [[Q Cycle]] occurs when the two electrons are bifurcated into a high and low energy state. In [[Cyclic Photophosphorylation]], this complex is responsible for recycling the plastoquinone that are reduced by [[Ferredoxin]]. --- //See also// :[[Photosystem 2]]
!!Dark Reactions Now that we have NADPH and ATP stored up, we need to build up larger molecules of sugar. The Calvin Cycle governs this process and is constituted by 4 steps. # Fixation: CO2 with ribulose bisphosphate and produce 2 PG (phosphoglycerate). # Reduction: Phosphorylated by ATP and reduced by NADPH to form G3P. # Release: G3P is released from the cycle. # Cycle: One G3P is returned to cycle. The [[Calvin Cycle]] occurs in the chloroplast's [[Stroma]] and fixes one carbon atom per cycle (therefore it takes three). Rubisco is used by all photosynthetic plants on earth but is quite slow. The G3P from this cycle can be then converted to either glucose or fructose that are then bound together as sucrose. Rubisco is problematic since it can also bind O2 leading to a byproduct that needs to be respired via [[ATP]]. This becomes problematic when the stomata close in hot, dry climates. While this preserves H2O, it causes a build up of O2 and a drop in CO2. To fix this, plants have developed [[C4 Photosynthesis]] and [[CAM Photosynthesis]]. In C4 plants the PEP Carboxylate and Rubisco steps are separated into two different cells. It is in these plants where we see [[Krantz Anatomy]]. CO2 is added to PEP to produce oxaloacetate which is then reduced to make malate, a C4 compound. This is then transferred into the ''bundle sheath'' where RuBisCo is expressed and the CO2 is released and typical photosynthesis takes over. ><img src='http://faculty.southwest.tn.edu/rburkett/GB-1%20p34.jpg'> [[CAM Photosynthesis]] is another way to deal with the photorespiration problem. By separating the two steps in a way similar to C4 but via time rather than space. CO2 is stored up during the night as ''malic acid'' for use when it becomes light out. It is stored as Malic acid. --- //See also// :[[MIT Photosynthesis|http://www.youtube.com/watch?v=SxaoWJ2gkzc]] :[[Light Reactions]]
$$-log(f) = 0.5 z^2\left(\frac{\sqrt(I)}{1+\sqrt(I)}-0.2 I\right)$$
where $$I$$ is the [[Ionic Strength]]
---
//see also//
:[[Ionic Strength]]
The past decade has been marked by the growth of, and the ubiquity of, Social Media Networks (SMNs) in day-to-day life. Our interactions with SMNs is strikingly similar to—and often identical to—the interactions between people and technological interfaces themselves. The way in which we interact with our digital devices and the way we interact with SMNs and the cloud are becoming evermore inseparable as the line between these technologies becomes evermore blurred. Belk noted back in 1988, just when the digital technology revolution was gaining momentum, that “knowingly or unknowingly, intentionally or unintentionally, we regard our [technological] possessions as parts of ourselves” (Belk, 2013). His observation has clearly stood the test of time as we look now at how people interact and internalize their cell phones, laptops, tablets, and other digital devices. It is not a stretch to claim that the cell phone has come to be a physical extension of the self since a vast proportion of daily life is mediated through it directly. SMNs are scarcely different from these digital devices and have equally been adapted and incorporated into extensions of the self. The German philosopher Husserl wrote a great deal on the social landscapes we inhabit and how these landscapes should function and be defined. Husserl would argue that the digital landscapes of social media allow us access to a shared set of senses and meanings. This system of meanings, or homeworld as Husserl would define it, forms a language common to its members which the participants can use to define and understand their own lives through . This intersubjectivity rejects the individuality of our psyche and argues for a collective, or networked, state of being. On a more concrete level, Husserl saw the boundary of the person not at the physical limit of the skin, but rather at the limit of their social bubble. This theme of defining a person on social criteria rather than physical would also later be picked up by Foucault, a mid-twentieth century French philosopher. Foucault saw the act of authorship and the work itself as conferring immortality upon the author. So long as the work is read, used, and debated by others then the author is not completely dead. In fact, even if a newer work superseded the original, Foucault would say that the original authored work would linger on to ‘haunt’ the newer (Brubaker and Vertesi, 2010). This language of ‘immortality’ and ‘hauntings’ illustrates the intimate connection between our ideas and the sense of our living. Anna Munster at the University of New South Wales works extensively on network and noopolitiks, especially as it pertains to the impact of the internet. Munster found that our culture has begun adapting to a new digital ethos through the “acknowledgement of the limits of digital connectivity and the incorporation of finitude into digital narratives” (2011). This ethico-aesthetic program, as she describes it, is the expression of the ethical, moral, and artistic within the digital realm. Up until recently, individuals in the digital realm were ungoverned by a social contract, but now this is changing as our social-norms and culture catch up with the most radical advancement in human history: the internet. SMNs have revolutionized the way and format people use to stay in touch and communicate. SMNs like Facebook and Twitter permit anyone to share ideas and opinions with hundreds, if not thousands, of people almost instantly. This web of communication forms a dense, topographically complex social network which often exists and operates independently of face to face meetings or other classic social formats. Classically when a person dies, their social position would change dramatically as the network of friends would renegotiate itself with some people getting closer as others drift apart. The prime driver of this change would be less about the actual death of the person and more about the loss of connections between the people—a connection classically engaged through face to face interactions, letters, and phone calls. Now with the change of format used in SMNs, the social position of the deceased can be retained, and the network structure maintained for indefinite periods of time. Jed Brubaker at the University of California Irvine found that: <<< “Friends who continue to post to these profiles reinforce the deceased user’s place in a social network while gradually adding identity content to this persistent space. Moreover, posts across time resituate the profile in an ever-evolving social network” (2010). <<< This continuation stands in stark contrast with the classical progression or deterioration of the individual’s position in the social network. In some cases, the network surrounding the deceased has actually been enhanced while the social network of the deceased continues to play a significant role in the lives of others. Take this example where a father of a deceased woman gained a “little view of a portion of [his daughter’s] life and the many wonderful friends she has” (Brubaker and Vertesi, 2010) and where “the collaborative behavior of friends… give a continued life to the identity the profiles represent” (Brubaker and Vertesi, 2010). Although this woman has been dead for some time, for at least a duration of time afterwards, she is socially alive within her SMNs. Death is more than just a physical and social isolation, it contains a powerful religio-spiritual component. Just as the digital world has grown to incorporate and satisfy needs such as employment, social interaction, sex, and entertainment, the past decade has witnessed a dramatic growth in support of the religio-spiritual desires. Bell found that recent surveys of internet habits “point to the fact that there is a growing segment of the population that uses technology to support religious practices” (Bell, 2006) which he termed technospiritual practices (Brubaker and Vertesi, 2010). Just as SMNs have opened up new formats to social interactions, so too have they cleared the way for new spiritual practices. While the change in spiritual exercises due to SMNs is not the topic of this essay, it would be neglect not to mention them briefly. The blending of the digital with the religious is perhaps best demonstrated by the ‘Text from Jesus’ application which has recently become available on smartphones. What was once a service offered by a Norwegian mobile phone operator, it is now an attempt to fit the gospel to the digital formats of the day. Through this application, users can have converations with Jesus through SMS. The responses returned by Jesus are based on a textual analysis of the gospels and formatted to apply to a wide range of situations. Since classical formats have declined in popularity as new, digital formats such as SMNs have gained in popularity, this application was developed by a Christian organization who wanted to make the gospel more accessible to youths. Needless to say, it has been met with both shock and awe from all around. The major objection oftentimes raised against the suggestion of a distinctly digital side of life points out that unlike the physiological side of living, digital living is “not constrained by spaciotemporal conditions” (Kim, 2001). Unlike the classical experience of life, the digital realm is governed by fewer laws so that existence for a ‘digital-being’ is not isolated to one place, is not isolated to a single geographical area, and can be instantly destroyed or continued on indefinitely. While this is all true, it ignores the social basis for life since this digital-being does not exist in vacuo. The life of the digital-being develops dynamically and unfolds linearly just as any physical life does. To argue otherwise would be to place agency on this being which, for the time being, is a simple projection of an actual person—it’s no different from a movie or a book. Moving forward from this point, more research needs to be done in establishing the changing dynamics of death in a digital age. Each year technology is becoming ever more ubiquitous in the daily lives of millions, if not billions, of people around the world and across cultures. The need to understand and address the processes leading up to, during, and after death take on a renewed meaning when the person’s digital persona can, in some ways, live on. The impact of SMNs on the announcement and coping with death is especially pertinent for adolescents who are particularly vulnerable to trauma (Goldschmidt, 2013). While this essay has been restricted to the American, Christian demographic, the opportunity for deeper research still lingers (to speak nothing of the multitude of demographics that exist outside this one). The research presented here makes for a compelling argument for some measure of life after death in a vein similar to the one Tolstoy and Shakespeare have enjoyed for decades and centuries. With further research in this area, we may witness adaptation by Facebook and other SMNs in order to address the growing instance of death among its users. !!Referencess Belk, R. W., (2013) Extended Self in a Digital World. Journal of Consumer Research, 40:3, 477-500. Bell, G., (2006). No More SMS from Jesus: Ubicomp, Religion and Techno-spiritual Practices. Ubicomp, LNCS 4206. 141-158. Brubaker, J. R., Vertesi, J., (2010). Death and the Social Network. Presented at the CHI 2010 Workshop on HCI at the End of Life: Understanding Death, Dying, and the Digital, Atlanta, GA. Church, S., (2013) Digital Gravescapes: Digital Memorializing on Facebook. The Information Society: An International Journal, 29:3, 184-189. Goldschmidt, K., (2013) Thanatechnology: Eternal digital Life After Death. Journal of Pediatric Nursing, 28, 302-304. Kim, J. (2001). Phenomenology of Digital-Being. Human Studies, 24(1/2), 87-111. Munster, A., (2011). From a Biopolitical ‘Will to Life’ to a Noopolitical Ethos of Death in the Aesthetics of Digital Code. Theory Culture Society, 28(67).
The law relates the activity of a solute to the ionic concentration of the solution.
:$$\log{\gamma} = -0.5z^2\sqrt{I}$$
//Where//
:$$\gamma$$ is the activity
:$$z$$ is the ionic charge
:$$I$$ is the ionic strength of the solvent, which for [[Sea Water]] is approximately 0.72m.
---
//See also//
:LN02:39
The density of phytoplankton is such that they can sink slowly through the water column (see [[Plankton Sinking]]). Rarely is their density less than $$1050 kg\cdot m^{-3}$$ due to the significant density of organic molecules (often $$>1500kg \cdot m^{-3}$$). For reference, [[Sea Water]] is typically $$~1030 kg\cdot m^{-3}$$. Let's look at some of the ways in which phytoplankton might mitigate their higher density relative to sea water.
!!Density Methods
!!! Fats & Lipids
While less dense than water, fats and lipids usually only make up some 2-20% of a plankter's body mass. During times of senescence this proportion can come up to ~40%, but this is an extreme. Overall, this doesn't appear to play a significant role in the low sinking rate of phytoplankton.
!!!Ionic Regulation
Diatoms appear to be able to regulate and preferentially exchange heavy ionic nuclei for lighter ones within their sap. This generally means exchanging $$Ca^{2+}$$ and $$Mg^{2+}$$ for $$Na^+$$ and $$K^+$$. The impact of this switch has been calculated to be able to reduce a diatom's density to $$1020 kg\cdot m^{-3}$$ in diatoms with large diatom saps. As a rule of thumb, this technique can reduce the density by $$~15 kg \cdot m^{-3}$$.
!!!Mucilage
Mucilage is a gel structure formed of polysaccharides linked into a network. These gels can encapsulate a large volume of water and thereby render the structure nearly the same density as the water in it. The actual density has been calculated to be: $$\rho = \rho_{sea} + 0.7$$. Ultimately there is a trade off here between increasing the size of the plankton (leading to faster sinking, increase in $$d_s$$) and a mitigation of it's high density.
!!!Gas Vacuoles
Gas Vacuoles are less of a 'gas chamber' and better thought of as a 'water-less chamber' that is filled with $$N_2$$. Cyanobacteria utilize this method and become positively buoyant as to stay at the surface.
---
;//See also//
:[[Plankton Sinking]]
''Diatoms'' (//Bacillariophyceae//) are a class of very important phytoplankton in the worlds oceans. They are fast growing and have a Siliceous shell that is make up of two pieces, the epicingulum and hyprocingulum, which fit together like a petri dish. They are responsible for 20-25% of the C fixation in the oceans. There numbers are monitored for use as an environmental/ecosystem health proxy. !!Growth Diatoms are generally seen as autotrophic, but they are in fact mixotrophic. Their reproductive rate is regulated on a genetic level by the availability of [[Silica]]. Capable of both sexual and asexual reproduction, each generation of asexual mitosis leaves the child diatoms small than the parent. The ''auxospore'' is the term for the sexually formed intermediate. Turnover rates of diatoms can be quite rapid allowing them to respond quickly to nutrient influx. The [[Urea Cycle]] in diatoms is more similar to that of [[Humans]] than that of [[Plants]]. !!Morphology Diatoms are morphologically classified into two groups, the //Centricae// and the //Pannatae//, which have radial and bilateral symmetry, respectively. Diatoms range a size spectrum of ~3 orders of magnitude from the largest diatom, //Ethmodicus rex//, which grows to ~2mm to the smallest, //Nitzschia cylindroformis//, which has a size of ~2$$\mu$$m. Diatoms consist of two halves: ''epitheca'' and ''hypotheca''. The //centricae// halves consist of a flat plate, i.e. ''valve'', and a rim or ''girdle band''. Pennete diatoms are lines with small openings called ''raphes'' which are the centers for fluid exchange with the ocean water. Mucus can also be secreted by the reaphes. --- //See also// :[[R vs K Selection]] :LN02:2,9 (intro) :[[T pseudonana]] :[[F cylindrus]]
//Please see// [[Advection and Dispersion]].
Also know as the Friedrich or Euler Diffusive scheme, this scheme takes the FTCS scheme and adds a diffusive term in order to stabilize the model.
:$$U^{n+1}_i = U^n_i-\frac{\lambda}{2}(U^n_{i+1}-U^n_{i-1}) + \frac{1}{2}(U^n_{i+1}+U^n_{i-1}-2U^n_i)$$
The first term you'll recognize as the FTCS scheme, and the last term is simply diffusion $$\left(\frac{\partial^2 f}{\partial x^2}\right)$$ which dampens and smooths out the instability inherent in the FTCS scheme. If we run the same sort of analysis on the amplification matrix we find:
:$$G=\cos(k\Delta x) - i\lambda\sin(k\Delta x)$$
Therefore the gain is
:$$|G|^2=\cos^2(k\Delta x)+\lambda^2\sin^2(k\Delta x)$$
which is less than 1 as long as $$|\lambda|< 1$$. This is a great improvement over FTCS as you can see in the figure below. The gain of the Diffusive scheme with $$\lambda=0.9$$ oscillates between 1 and [latex]\lambda[/latex] whereas the gain of the FTCS scheme grows with time and is strictly greater than 1.
Even with this, there is still room for improvement. Since $$\lambda$$ must remain less than 1, the small, recurring gap in the gain means that the signal will eventually dampen out and become flat over time. While this is typically better than blowing up, hopefully we can find a scheme which can minimize this dampening as much as possible while still remaining stable.
---
//See also//
:[[Finite Difference]]
:[[FTCS]]
:[[Upstream Difference Scheme]]
:[[Lax Weidroff Scheme]]
:LN02:40
:$$\omega^2=gk\tanh(kH)$$
!!Deep Water
For deep water, $$\tanh(kH)\rightarrow 0$$ when $$kH>>1$$:
:$$\lambda=\frac{gT^2}{2\pi}$$
This approximation works when $$\frac{2\pi}{\lambda}H >> 1$$ or as long as $$H >> \frac{\lambda}{2\pi}$$.
:$$c = \omega/k = \sqrt{gk}/k$$ for deep water.
The longer wavelength (lower frequency) waves move out faster than the shorter wavelength waves. You get spectral dispersion.
!!Shallow Water
When $$kH$$ small then $$\tanh(kH)\approx kH$$.
:$$\omega^2=gHk^2$$
If $$c = \frac{w}{k}$$ then $$c=\sqrt{gH}$$ for shallow water.
For these waves the different wavelengths (frequency) waves all travel together at the same speed.
---
//See also//
:[[#OCP5050]]
!!Diners, Drive-ins & Dives *Righteous *Flavortown *On-Point *Triple D Also do a shot for every fist-bump. !! TNG Do a shot every time: *They solve a problem using tachyons *Worf gets his butt kicked *Data says "Theoretically, it is possible" *Picard answers a doorbell with "come" *Hailing frequencies are opened (additional shot when there's no response)
!Gravity System According to [[this|http://www.dripirrigation.ca/HowTo_Gravity.asp]] site, we'll need at least 10 psi of head pressure for the emitter-line to work and to reduce silting up. The low turbulence of line with any less pressure leads to the silt settling in the emitters. Ideally the system will have 15-20 psi of head. The recommendation for grapes according to [[this site|http://www.dripirrigation.com/drip_irrigation_chapters/22/drip_irrigation_pages/70]] is as follows. This site is ideal for general information and the entire page is dedicated to working through the options available to grape vineyards. They recommend having two emitters per plant (//one to either side about 10" from stem//), but it seems that just one will work with our sloped field. This [[site|http://www.dripworks.com/category/tubing]] offers a wealth of information and products. <<< The drip emitter we recommend is a 0.5 or 1.0 GPH pressure compensating barbed dripper that lets a 0.5 or 1.0 GPH to flow in a range of pressure between 7 to 45 PSI. The water is drips out of the drip emitters, and provides a microclimate and a deep watering. <<< Apparently, based on [[this|http://www.dripirrigation.com/images/pages/gv_il.gif]] image, the drip hose will be elevated about 3 feet off the ground but then based on images like [[this|http://www.waterchangers.com/images/new/ab14.jpg]] it appears more like 7-12 inches would work. The reservoir for the system can be made simply and cheaply from one or two 55 gallon drums that can be found from a number of sellers on [[craigslist|http://goo.gl/5BtE1T]] for around $30. !!!Power The whole system can be conveniently powered by a small and cheap solar setup with battery. With an adequate battery, the solar panel itself can be kept small and cheap, such as [[this|http://goo.gl/CsafAF]] 25W panel from eco-worthy for $30. The panel would be connected to the battery and the pump via a charge controller, such as [[this|http://goo.gl/VMBbTm]] 10A charge controller. Since the battery is the most important consideration for this setup, more research needs to be done on size, type, and use of the different batteries available. The [[first one|http://goo.gl/eugrDd]] I found was a 12V 9aH sealed-lead acid (SLA) battery designed for home security systems. While I need to look into how well this type of cell will work under adverse conditions of temperature, humidity, etc; this battery is nice and cheap at just $16 on Amazon.@ !!Control System The plan for the drip irrigation system is pretty simple. An arduino micro-controller would measure and record the soil moisture level from a suite of probes that can either be [[made|http://makezine.com/2009/03/04/nocost-soil-moisture-sensor/]] or [[bought|http://www.amazon.com/Soil-Moisture-Sensor-Arduino-Compatible/dp/B00B886H7S]] (and cased in plaster or sand for chemical protection). The water valve will be controlled by a solenoid such as [[this one|http://goo.gl/EGxAiC]] and controlled by a [[12V relay circuit|http://www.amazon.com/Channel-Shield-Module-Expansion-Arduino/dp/B009T215UY]] connected to the arduino. !!!Links # [[http://www.instructables.com/id/Intelligent-watering-system-with-arduino/]] # [[http://www.instructables.com/id/Arduino-Automatic-Watering-System-For-Plants/]] # [[http://www.dripirrigation.com/drip_irrigation_chapters/22/drip_irrigation_pages/70]] # [[http://www.dripworks.com/category/tubing]]
A [[Finite Difference]] scheme which is related to [[CTCS]] scheme:
:$$U^{n+1}_j = U^{n-1}_j - \lambda(U^n_{j+1}-U^n_{j-1}) + \mu(U^n_{j+1}+U^n_{j-1}-U^n_j-U^{n-1}_j)$$
Where
:$$\mu=\frac{2\alpha\Delta t}{\Delta x^2}$$
---
//See also//
:[[Finite Difference]]
Notes on DVM: * Prey Avoidance * Metabolic advantage * Measured by Doppler Backscatter * Rates of 3-200 m/hr * Active transport of organic matter for [[Export]] * //Dewar// found impact of DVM on ocean mixing * [[Protista]] rDVM --- //See also// :[[Preventing Predation]]
wdw
!Application Submitted Aug 13th and due Nov. ''Update:'' As it turns out, BU does not accept Spring semester starts in oceanography. !External * [[BU.edu|http://www.bu.edu/academics/grs/programs/earth-environment/phd/]]
!!Maths
Let's first define a [[Velocity Correlation Tensor]] by running an correlation (//see// [[Autocorrelation]]) function over all pairs of velocity vectors separated by distance r as given by:
:$$R_{ij}(r) = <u'_i(\vec{x}) u'_j(\vec{x}+\vec{r})>$$
---
//See also//
:Chapter 7, Basic Turbulence
:[[Velocity Correlation Tensor]]
:[[Kolmogorov Spectrum]]
A summary of the paper //Effects of Beta-Alanine on Muscle Carnosine and Exercise Performance: A Review of the Current Literature// by Culbertson et al. ''Nature'' (2010). !Carnosine Carnosine is found in many bodily tissues but is most concentrated in skeletal muscle tissue [ref]Carnosine is degraded through the actions of //carnosinase//. //Carnosinase// is not found in skeletal muscle and may explain the higher concentrations in this tissue.[/ref]. Carnosine is a dipeptide of Alanine and Histidine ($$\beta$$-alanyl-L-histidine) and its concentration has been show to relate to athletic fitness (sprinters and body builders show marked increase in concentrations) and muscle type (high concentration in fast-twitch). While early research focused on the pH buffering capabilities of carnosine [ref]One of the nitrogens from the imidazole ring can be used to accept a proton since pKa lies close to physiological levels.[/ref], recent studies have downplayed the compound's role in buffering tissue [ref]The pH buffering of carnosine has been estimated to account for just 7% of the cellular buffering capacity under physiological conditions. The bicarbonate system is much more important.[/ref]. !$$\beta$$-Alanine Beta-alanine supplementation has been show to lead to direct increases in the intracellular levels of carnosine over a four week study [ref]The best way to augment intracellular carnosine levels was to supplement with carnosine directly. Beta-alanine supplementation was also practical albeit at a loss of efficiency.[/ref]. It is believed that the formation of beta-alanine is the rate-limiting step in biological synthesis of carnosine. !!Impact on training While there exist studies indicating both increased and no-change training gains from beta-alanine supplementation, there have been no noted side-effects or detriments. The most common benefit seen was a decrease in post-training acidosis within the muscle as well as an increase in endurance in cycling. These results were based on a range of dosages from 1.6g/day to 3g/day depending on the particular study. A number of new studies are assessing whether or not there are synergetic or additive effects of supplementation with both beta-alanine and creatine, but so far the data are inconclusive.
An ''eigenvalue'' of a matrix can be found through the following relation.
:$$|A-\mu I| = 0$$ where $$\mu_i$$ are the eigenvalues.
!!Finding them
{{Eigenvector and Eigenvalue}}
---
//See also//
:[[Norms]]
:LN02:30
An Eigenvector and [[Eigenvalue]] for a pair of characteristic properties of a linear transformation.
!!Finding them
{{Eigenvector and Eigenvalue}}
Given a transform matrix $$A$$, the eigen pair have a unique relationship:
:$$A\vec{v} = \lambda\vec{v}$$
Rewriting this relationship we find that $$(A-\lambda I)\vec{v} = 0$$ and therefore we can find the [[Eigenvalue]] through the ''characteristic equation'' formed by finding the determinant of $$A-\lambda I$$.
:$$p(\lambda) = \text{characteristic equation}=0$$
Returning the roots of this into the original equation provides us with the [[Eigenvectors]].
;Mass
:$$9.0194\times 10^{-31} Kg$$
;Charge
:$$-1.602177\times 10^{-19}C$$
---
//See also//
:[[Proton]]
:[[Photon]]
The increase of water density with the introduction of ions (pulls the polar water molecules together).
A [[Coccolithophore]] [[Phytoplankton]] common throughout the world's oceans (tropics to subarctic) whose blooms can be seen from space. --- //See also//
''El Nino/Southern Oscillation'' events occur on a time scale of 2-5 years and have grown more common in recent years. !!MEI The //Multivariate ENSO Index//... [[MEI (Wikipedia)|https://en.wikipedia.org/wiki/Multivariate_ENSO_index]]. Years of heightened MEI (warmer ocean temperatures) correlate with decreases in NPP and Chlorophyll concentrations (Behrenfeld et al.). This impact (lowered carbon drawdown) may lead to a permanent El Nino effect if anthropogenic carbon emissions continue. The warmer SSTs--and reduced efficiency of the [[Biological Pump]]-- would likely have major impacts on fisheries, climate, and meteorological processes (Behrenfeld). --- //See also// :Behrenfeld, M. J. et al. Climate-driven trends in contemporary ocean productivity. Nature 444, 752–755 (2006). :LN01-43
''Enstrophy'' is a measure of the //potential vorticity// whereby the kinetic energy of the turbulent flow is conserved. Numerically it is derived from the integral of the [[Vorticity]] squared:
:$$\epsilon = \frac{1}{2}\int_S\psi^2dS$$
---
//See also//
:[[Turbulent Flow]]
:
!1. Oxygen Evolution Complex Not much about the mechanism of this complex is known, but its function has been theroized since the 70s. In order to replenished the 2 electrons loss from the excited p680 chromophore, water is split yielding molecular oxygen, protons and electrons. The protons move into the lumen of the thylakoid promoting the proton gradient. The reactive center of this complex is a Mn Ca core. !2. Photosystem 2 This is a complex of around 100 cofactors and coenzymes and is the initiating step for the //light reactions// of photophosphorylation and NADPH production. ''P680'' is a dimer of chlorophyll molecules at the center of an array complex. Once excited, the 2 electrons (one from each chlorophyll) are used to reduce ''Phenophytin'', the primary electron acceptor. This protein quickly reduces ''Plastoquinone'' which is present within the thylakoid membrane. This shuttles the electrons from the PS2 complex to ''cytochrome b6f'' membrane complex. This complex uses the electrons to move protons into the thylakoid lumen. It is here also that the //Q Cycle// occurs when the two electrons are bifurcated into a high and low energy state. In //cyclic// photophosphorylation, this complex is responsible for recycling the plastoquinone that are reduced by ferredoxin.
Estuary flushing is an important dynamic wherein freshwater and nutrients from a river input is cycling into the salt water of the sea yielding a diverse and highly variant (in both time and space) environment. !!Wind Driven Geyer et al. has a paper dedicated to the flushing of a shallow estuary by wind patterns. They found that wind direction plays a critical role in both retention times as well as the stratification state. It seems that a controlling factor in this relationship is the ratio of estuary-ocean exchange and the freshwater transport from the head of the river. Additionally, topographic consideration must be considered. --- //See also// :[[A Reassessment of the Role of Tidal Dispersion in Estuaries and Bays]] :Geyer, W. R. Influence of Wind on Dynamics and Flushing of Shallow Estuaries. Estuar. Coast. Shelf Sci. 44, 713–722 (1997). :LN01-45
''Electron Transport Rate'' is the rate that electrons are able to propagate through [[Photosynthesis]]. This can be measured (estimated) by [[Fluorometry]].
:rETR$$=C\frac{F_v}{F_m}\cdot A\cdot I$$
//Where//
:$$A$$ is the [[Adsorption]]
:$$I$$ is the light intensity
:$$C$$ is the fraction of quanta absorbed (assumed to be 50%)
---
//See also//
:LN02:46
:[[Quantum Efficiency]]
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
This scheme, also known as the ''Matsuno'' scheme, uses a two step process in what is classified as a [[Predictor Corrector Scheme]] by first generating the next time step and then trying to relax or correct it.
''Step 1 (FTCS)''
:$$ \bar{U}_j^{n} = U^n_j -\frac{\lambda}{2}(U^n_{j+1}-U^n_{j-1})$$
''Step 2 (Backwards)''
:$$ U_j^{n} = U^{n+1}_j +\frac{\lambda}{2}(\bar{U}^{n+1}_{j+1}-\bar{U}^{n+1}_{j-1})$$
or by combining the two, we get:
:$$ U_j^{n} = U^{n+1}_j +\frac{\lambda}{2}(U^n_j -\frac{\lambda}{2}(U^n_{j+2}-U^n_{j})-(U^n_j -\frac{\lambda}{2}(U^n_{j}-U^n_{j-2})))$$
:or
:$$=U^n_j=U^{n+1}_j-\frac{\lambda}{2}(U^n_{j+1}-U^n_{j-1})+\frac{\lambda^2}{4}(U^n_{j+2}+U^n_{j-2}-2U^n_j)$$
!!Gain
This scheme is stable for $$\lambda \leq 1$$.
:$$|G|^2=1-\lambda^2\sin^2(k\Delta x)+\lambda^4\sin^4(k\Delta x)$$
This scheme also displays interesting dampening and selection of middle frequency waves at high $$\lambda$$ values.
[img[Euler Backwards Gain]]
!!Phase Error
:$$R_\theta = -\left(\frac{1}{6}-\frac{2\lambda^2}{3}\right) k^2 \Delta x^2...$$
---
//See also//
''Fragilariopsis cylindrus'' is a species of [[Diatoms|Diatom]] which are commonly found in polar [[Sea Ice]]. notable for their [[Ice Binding Proteins]], these diatoms can be seen as a brown layer within the salt channels. --- //See also//
An approximation used in geophysical, experimental models where the [[Coriolis Parameter]], $$f$$, is constant. This technique inhibits the formation of [[Beta Gyers]]. //See also, [[b-Plane Approximation]]//
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
{{{[tag[Farm]]}}}
//See// LN02:33
//The American Way of Death// by Jessica Mitford was written in the early 20th century. She read a lot about Funeral Directors and spent time going to conferences in an attempt to understand the culture. She was British and was struck by how the industry took advantage of the grieving individuals.There was a lot of social conflict between individuals in society, so even in death there was a social ranking imbued through how elaborate the funeral. Where did this drive for ornate and expensive funeral rites come from? Was this a response by the market to the population, or is the industry manipulating the population? Markets are rarely so simple, and to assume so would be over simplistic. One of the results from this sort of thinking lead to consumer protection laws in an attempt to open up consumer choices (unpacking). This was counter acted by the industry by making cheaper packages. They also //must// give prices over the phone now too. The more we learn about funeral culture the more I know what I want for when I die. Cremate me as cheaply as possible, it doesn't really matter. Afterwards hold a party on the farm when it's nice out and have food and drink and games and all that sort of stuff. Perhaps some hiking and swimming as well. Mexican food is a must, along with Corona and sangria and iced coffee. Keep it simple, economical, and ecological. Oh and I should say what I want done with my ashes. Ideally friends and family that are traveling and being adventurous would take some and scatter them wherever they go and take a picture of the place. All the photos could then be grouped up and organized into a poster or something. Forest Lawn Memorial Park in Glendale CA.
The //R15// reading is looking at the anthropological gaze. He notes four stages: #See their ritual as odd #Start to understand their culture in context #Look back at your own culture and ask the same question #See your culture as the bizarre culture and theirs as the logical one. The author was looking at the funeral rituals of this village in Borneo (the Berawan tribe). The funeral ritual is quid elaborate and split into four stages. #Stage 1: 2-10 days. Prepare the body #Stage 2: 8-24 months. Allows the body to decompose and the family to raise money. (Endo-canabalism). #Stage 3: couple days. Large celebration with the bones of the deceased. #Stage 4: Store the body in a long term, indefinite form. They were horrified by what we do with embalming. They saw what we do as preventing the soul from reaching the afterlife for a prolonged period while also enticing evil spirits to come and harm society. Know //Suttee// ritual of India. Parsis is opposed to cremation and a sect of Zoroastrian. They have these tower //Ossuary//s.
--- //See also// :[[Cytochrome b6f Complex]] :[[Photosynthesis]] :[[Photosystem 1]]
This might be one of the best lists of Finished Carpentry Tips I have ever seen: [[via Finehomebuilding,com|http://www.finehomebuilding.com/how-to/articles/ten-rules-finish-carpentry.aspx]].
!!Basics
This is the general schematic for how to proceed and the steps to take in running a Finite Difference problem.
#Start by laying out the variables on the mesh.
#Set initial conditions at $$t=0$$.
#$$\frac{\partial \xi}{\partial t} = - \Delta(v\xi)+\frac{1}{Re}\Delta\xi$$
#Step forward in time $$\rightarrow \xi=\Delta^2\psi$$
#Compute u,v from $$\xi_{t+\Delta t}$$
#New boundary conditions
#//Back to 3//.
!!Techniques for $$\frac{\partial f}{\partial t}$$
* [[Taylor Series Expansion]]
* [[Polynomial Fitting]]
*[[Integral Method]]
!!Phase Error
:$$R_\theta = \frac{-1}{kc\Delta t}\tan^{-1}{\frac{Im(G)}{Re(G)}}-1$$
---
//''See also''//
:[[Techniques of CFD]]
:[[CTCS]]
:[[FTCS]]
:LN01-31:34
:[[Split Explicit Scheme]]
I've planted two of these around my patio (Apr 10, 2015). ;Conditions :Full sun :Hardy down to 30F :Highly drought tolerant :Feed bi-annually :Cut back in Winter --- //See also// :[[Huttersfield Project Ideas]] :[[http://tkelly.me/2015/04/saturday-gardening/]] :[[#Plants]]
A running list of ideas ranging from simple todos to involved projects. * Replace and resurface the steps in the basement * Mount a handrail to the front steps * Paint the shed * Repair the shed's roof * Paint mailbox ~~and numbers~~ * Paint folding closet doors * Paint closet in back room * Door handles ** Front door ** Hallway closet ** Bathroom ** Master Bath ** Master Closet
Here is a list of ideas/resources for adventures and trips I can take in and around Florida. * Thru Paddling Florida (see [[here|http://thrupaddlingflorida.jimdo.com/]]) * Florida National Scenic Trail * Adventure Cycling's Atlantic and Southern routes.
[[Map|http://www.arcgis.com/home/webmap/viewer.html?webmap=b4f2fedc4c5848b1a221e21400938a02&extent=-84.0915,26.6815,-78.7192,29.8689]]
See [[here|http://waterwatch.usgs.gov/?m=real&r=fl]] --- //See also// :[[Florida Adventure Ideas]] :[[#Kayak]]
!!Types #Variable Fluorometer #Pulse Amplitude Fluorometer #Fast Repetition Rate Fluorometer !!Measurements ;Electron Transfer Rate ://See// [[ETR]] ;Chlorophyll Fluorescence --- //See also// :[[Fluorometry]] :LN02:46
!!Phase Error
:$$R_\theta = -\left(\frac{1}{24}-\frac{\lambda^2}{6}\right) k^2 \Delta x^2...$$
Fukuyama is perhaps best known for his influential textbook, The End of History and the Last Man (1992), which describes the evolution of political culture through both time as well as in cultural dynamics.
In order to lay down the foundation of his political development narrative, Fukuyama first introduces Samuel Huntington, an influential sociologist and political economist, who has impacted Fukuyama's ideas [I believe Huntington was a mentor or teacher of Fukuyama]. Huntington sees the present political conception of Modernization Theory as terribly flawed. As a product of the ladder half of the 20th century, Political Modernization Theory claims that with progress in one area, progress in others follows suit; therefore, the best solution to political instability or social turmoil is through economic advancement. Huntington takes the opposite stance by claiming that "In modernizing, not all good things follow," and for a case of point consider the 'nation-building' focus of US foreign policy in the last 3 decades.
American foreign policy became highly active and focused on nation and state building during the 80's and 90s in the hope of building modern, capitalist societies and markets around the world in order to fight the spread of communism. The goal of this progress was to "get to Denmark": a developed country where democracy was authentic, capitalism secure, and the people happy (politics, economics, and social aspects). Ironically, political economists of the day had no idea just how Denmark came to be a democracy and therefore were completely missed the mark. Political theorists had completely neglected to consider how difficult it was for western Europe to become democratic in the first place. This difficulty is now mirrored and exemplified in recent revolutions such as with the Arab Springs - perhaps a straight transition to a western democracy is overly rash and even unfeasible.
Fukuyama identifies three sets of institutions which are necessary for modern political development. Theses are State institutions, the Rule of Law, and Institutions of Accountability. Together the three provide the basal resources for an advancing society to modernize effectively.
The state, as Fukuyama sees it, is defined as a 'legitimate force which exhibits a monopoly over a territory'. While this definition precludes the inclusion of some 'traditional' states which can be identified through the use of familial or personal consideration in government. Fukuyama distinguishes between this 'traditional' state and 'modern' states which strip all familial consideration within government to yield an impersonal, and therefore impartial government. States, in order to progress, should not show favoritism and the like which is found in these traditional states but instead should strive to become an impersonal vehicle of the government body. The state is the piece of government which aims to maximize government power.
The second set of institutions required for the modernization and evolution in political development is the institutions providing the "rule of law" to all citizens. The Rule of Law is more than just a set of laws but instead needs to transcend the rules and to 'express the agreed upon rules which the community develops and which bind all'. The Rule of Law must impact the states chiefs and leaders as much as any other citizen for without such universal ligature, the Rule of Law cannot fulfill a required role in limiting the power of the state over its citizens.
The last set of institutions are pivotal in providing accountability. Accountability defines and creates three of Plato's six forms of government. Plato sees government as the rule of one over many, the few over many, or the many over all. Each of these simple schemas are bifurcated by the presence of lack of accountability in the aforementioned government. Consider, per exemplar, the distinction between tyranny and monarchy is the level of accountability that the government has to its citizens. This distinction was seen in 17th century England when the monarchy enjoyed the consent of the governed through the parliament.
The limits to the power of the state imposed by both the rule of law and the institutions of accountability helped to legitimize the state.
Now the path that we take from this understanding relied on one more assumption, an assumption of what drives human sociopolitical behavior. Economists run on the assumption that humans are inherently greedy and selfish, and that it is only through the incentives of the market economy that people come together at all. This Hobbian view of the individual is terribly depressing, and perhaps it even eliminates the possibility of development in toto. Fukuyama and many social scientists adhere to the Aristotelian view of man as a social animal. The varied sciences such as psychology, ecology, sociology all provide lines of evidence for this perspective. Biologists suggest, as evidence, that individuals will be reciprocal in proportion to the number of gene shared between them [The Selfish Gene]. To extend altruism past the familial barrier thats seen in nature, reciprocal altruism is defined. This is the altruism which is extended in the hope of mutual return at some lated date. One way to think of this would be to consiter the concept of friends and family. Friends exist for reciprocal altruism and family for biological altruism. The combination and a dynamic of these two form the natural or default social structure. This is the form that the earliest social structures take when children start interacting on the playground; and as Fukuyama sees it, this is natural state of humanity [and not when Hobbs would describe].
It is reassuring that this would be the default for society if incentives were to suddenly dissolved. Rather than suddenly finding ourselves in a bloodbath of chaos, we would instead see kin-groups and high social structures materialize immediately (or those structures, already present in society, would simple rise to priority).
So, which was the first modern state, in Fukuyama's terms?
By the 3rd century BCE, China had emerged from the Warring States period as an impressively modern state. The Qin dynasty consisted of all three classes of institutions. The state held a monopoly of legitiment power, Laws were firm and binding to all, and Accountability was ensured through the civil-service examination and the ability to check power.
The Qin dynasty was the ultimate conclusion of a period of condensation of small poleis through a period of sustained warring. Starting around 1000 BCE, the then 12k or so small poleis entered into frequent states of war for ~700 yrs which lead to a consolidation to approximately 16 by the 5th century and only 7 by the end of the Warring States period. Finally the Qin rose to dominate all of these and China was unified under one centralized state. Why war lead to the formation of states requires a brief explanation. The power of generals and military leaders draws all sorts of aristocracy to covet the positions, and during a time of peace this is readily done. But once war breakout, it quickly becomes apparent [to the sharp minded] that there is a want for talent in these positions. This combined with the transition to infantry from mounted cavalry (i.e. from aristocracy to peasants), leads to a mass conversion to a pay-army. An expensive army requires an efficient tax system, which in turn requires a bureaucracy. This creates a state.
The ''Froude Number'' is the ratio of a "characteristic velocity to a gravitational wave velocity" ([[Wikipedia|https://en.wikipedia.org/wiki/Froude_number]]), and in [[Fluid Dynamics]] it describes the resistance of one body through another and depends on the veolicty of the flow and the hydraulic depth of the fluid.
$$Fr = \frac{V}{\sqrt{gD}}$$
When $$Fr = 1$$ the flow is considered critical where as values of under 1 and greater than 1 are subcritical and supercritical, respectively. [[Here|http://www.fsl.orst.edu/geowater/FX3/help/8_Hydraulic_Reference/Froude_Number_and_Flow_States.htm]] is an example illustration:
<<<
A stick placed in the water will create a V pattern of waves downstream. If flow is subcritical waves will appear in front of the stick. If flow is at critical waves will have a 45 degree angle. If flow is supercritical no upstream waves will appear and the wave angle will be less than 45.
<<<
The Fronde Number is important anywhere two waters mix, such as in estuaries.
---
;See also
:[[Richardson Number]]
I am currently attending Florida State University at a PhD student in the Earth, Ocean and Atmospheric Sciences department. It is located in Tallahassee FL.
//Forward in Time, Centered in Space// is an unstable scheme in solving a [[Finite Difference]] problem.
:$$\frac{u^{n+1}_i-u^n_i}{\Delta T} = F^n_i$$
Given the [[PDE]] $$\frac{\partial u}{\partial t} = \alpha\frac{\partial^2u}{\partial x^2}$$, the [[Heat Equation]], this method yields:
:$$\frac{u^{n+1}_i - u^n_i}{\Delta t} = \frac{\alpha}{\Delta x^2}(u^{n}_{i+1}+u^n_i+u^{n}_{i-1})$$
This method is only stable iff
:$$\frac{\alpha\Delta t}{\Delta x^2} \leq \frac{1}{2}$$.
!Unbounded
The [[Finite Difference]] Equation:
:$$U^{n+1}_j = U^n_j + \frac{\lambda}{2}[U^n_{j+1}-U^n_{j-1}]$$
The exact solution: $$u^{n+1}_j = u^n_j + \frac{\lambda}{2}[u^n_{j+1}-u^n_{j-1}]+\Delta t \xi^n_i$$
We're interested in the error term, or difference between these two equations which is then:
:$$e^{n+1}_j = e^n_j + \frac{\lambda}{2}[e^n_{j+1}-e^n_{j-1}]+\Delta t \xi^n_j$$
Where, $$e=u-U$$
For a given time we can define $$E^n=max_j|e^n_j|$$ and $$E=max_{j,n}|\xi^n_j|$$
Therefore
:$$E^{n+1}\leq(1+|\lambda|)E^n+\Delta t e$$
or
:$$E^{n+1}\leq(1+|\lambda|)((1+|\lambda|)E^{n-1}+\Delta t e)+\Delta t e$$
::$$E^{n+1}\leq [1 + (1+|\lambda|) + ... + (1+|\lambda|)^n]\cdot \Delta t e$$
:::$$E^{n+1}\leq \frac{(1+|\lambda|^n) -1}{|\lambda|}\Delta te$$
As $$\Delta x \rightarrow 0$$ and $$n\rightarrow infinity$$, this term goes to infinity, therefore this scheme is unbounded.
---
''//See also//''
:[[CTCS]]
:[[PDE]]
:[[Techniques of CFD]]
:LN01:31 (intro)
:LN01:38 (maths)
:LN02:05 (unbounded)
''Gross Domestic Product'' --- //See also// :[[HDI]] :[[PPP]]
!!Want * Running Gloves * Tarp ([[Borah|http://borahgear.com/tarps.html]]) !!Gotten * Salomon 10+3 skin pro pack * Sawyer Filter System ([[amazon|http://www.amazon.com/Sawyer-Products-SP128-Filtration-System/dp/B00FA2RLX2]], 2oz) * //SOL Thermal Bivi ([[REI|http://www.rei.com/product/813513/sol-thermal-bivvy]], 9oz)// ** Space Blanket [[info|http://www.traditionalmountaineering.org/FAQ_SpaceBlankets.htm]] * Trekking Poles
;Photosynthesis using nitrate:
:$$106CO2 + 16 NO_3^- + HPO_4+122 H_2O + 18H^+ = Organic Matter + 138 O_2$$
;Photosynthesis with Ammonia as nitrogen source:
:$$106CO2 + 16 NH_4^- + HPO_4+122 H_2O = Organic Matter + 138 )_2 + 14H^+$$
;Nitrification
:$$NH_4 + 2O_2 = NO_3 + H_2O + 2H^+$$
;Denitrification
:$$5CH_2O + 4 NO_3 + 4H = 5CO_2 + 2N_2 + 7H_2O$$
;Sulfide Oxidation
:$$HS^- + 2O_2 = SO_4^{2-} + H^+$$
;Sulfate reduction
:$$SO_4^{2-} + 2CH_2O + H^+ = 2CO_2 + HS + H_2O$$
One of the most mysterious, yet clearly important [e.g. neurological disorders are linked to CNV] genomic variation classes, CNV, is entering a new phase of understanding and research. CNVs fall into one of two models, large [kb and rare <1%] and small [common and short]. We are now beginning to probe CNVs down to 50bp in length yet much work is still to be done in the discovery and analysis of CNVs. Below is a review of the techniques now available.
!!Hybridization-based microarray approaches
!!!Array CGH [Comparative Genomic Hybridization]
A test and reference sample are comparatively hybridized to a set of targets, each sample is labeled with its own fluorescent label. Since a loss in one is equivalent to a gain in the other sample, a well-characterized ref sample is required. This approach effectively provides the ratio of copy number of a single region [upto several hundred events per genome] but with limited breakpoint resolution [so difficult to determine genes included].
!!!SNP arrays
Each sample is run individually so the only way to determine CNV between a sample and a ref sequence is by taking the ratio of their log-transformed intensities. SNP arrays also have, in general, lower S:N ratios than CGH based platforms. The advantage of SNP arrays is their specificity for particular alleles due to their single-nucleotide resolution. These were orriginally used in conjunction with CGHs by providing fine-mapping of specific loci.
Notice the high S:N ratio apparent in the CGH array data compared to SNP array. The BAF metric presented in (b) is an advantage of SNP arrays. Since SNP arrays are highly specific and can differentiate between two+ alleles, BAF provides the ratio of A/B alleles in the sample. [0 = A/A, A/-; 0.5=A/B; 0.75 = ABBB/-BBB etc. -- It can resolve upto 4 distinct alleles]
Microarrays are limited by the reference sequence used since only sequence present in the ref can be searched for using hybridization. These also do not provide information regarding the location of the copies and often breakpoint resolution is poor. Small events are still not routine for microarrays, and in conjunction with initial cost, these are used primarily for screening and not discovery.
The cost of established microarrays makes their mass used quite appealing, especially for screening purposes.
!!Single Molecule Analysis
While largely in the infant stages, these techniques include FISH analysis and optical imaging of DNA to provide structural information. Traditionally this has restricted the scope of SMA to large structural changes and yield low-throughput and resolution, the future may yield several valuable techniques.
!!Sequence-based Computational Approaches
There are four primary approaches to using computational techniques to discover and analyze CNV and all rely on comparison of a constructed sequence to a reference genome.
!!!Read Pair
This technique looks at differences in the mapping span or orientation of paired-end reads when compared to a reference to discover anomalous structures within the genome. This technique has proven quite versatile to finding all classes of structural variation within the samples.
e.g. A sample where the reads map too closely together compared to the reference sequence is indicative of a deletion event.
!!!Read-Depth Methods
By assuming a priori that the distribution of read-depth on a sample will be nearly Poisson, an divergence from this is evaluated for random divergence and excess of dearth of reads shows either duplication or deletion, respectively.
Here a duplication event is evident as an excess localized to a region.
!!!Split-Read Approaches
Capable of detecting deletions and insertions down to a single nucleotide resolution, Split-Reads look for misalignment between the reference and the sample. The goal is to identify the breakpoints where the alignment is no longer valid. The longer the read length the more potential power this technique has for it can identify more diversity and larger structural variations than short reads would accommodate.
!!!Sequence Assembly
Clearly a very powerful approach, de novo sequence assembly permits direct and complete [assuming no errors in the de novo sequence alignment] characterization of all CNV and other structural variants within the sample when compared to the reference. Although powerful this technique comes at great cost and therefore is of limited use.
These computational approaches remain quite problematic, especially when you compare results of the same sequence when applied to each of these techniques. Often there are variations uniquely shown by one technique and not the others. Read-depth provides quantifiable copy numbers yet provides poor breakpoint resolution. Repetitive regions are problematic for read-pairs and the small size of many structural variations causes issues for techniques where read-depth is limited by cost or otherwise. Many of these issues stem directly from the short read length of NGS tech, especially when compared to the lengths of capillary-based reads.
Advantages include the minimal bias introduced via NGS tech as well as the utility of the data generated for use in other, peripheral experiments.
!!Genotyping
Genotyping permits absolute copy-numbers to be determined for known structural variants. These approaches will be ideal for screening for CNVs within diverse individuals.
!!!PCR-Based Techniques
!!!SNP-Array Techniques
!!!CGH Array Techniques
!!!Sequencing Based Techniques
---
!!Reference
:Alkan, C., Coe, B. P. & Eichler, E. E. Genome structural variation discovery and genotyping. Nat. Rev. Genet. 12, 363–376 (2011).
NGS techniques provide a wealth of new data, data which is used to define the SNP variation ['SNP calling'] as well as the genotype of the individual verses a reference sample. Unfotunately, due to low-coverage [<5x], a diploid individual is likely to have many SNPs missed in heterozygous alleles. This renders the genotyping of the sample worthless, or worse, misleading. Deep sequencing [>20x] would rectify this issue, but cost and time preclude this possibility in most applications. Therefore medium level coverage is general considered most cost-effective of solutions. Additionally, it is better to cover many individuals at low courage than the few at deep coverage for many applications. This is a review focusing on the issues and considerations to be taken with NGS 'base-calling' and quality scores [including platform-specific considerations].
Quality scores are a log-based confidence score for each base. It directly quantifies the error rate expected at that locus based on the coverage, technique, and noise at that site.
The process of converting the raw, unfiltered data into a genotype for the sample occurs in two steps. First, SNP Calling associates SNPs and quality values to the reference sequence. Then, as a second yet related step, a particular genotype is assigned to the SNP (i.e. the allele is classified by the SNP). The cutoff point at which is SNP is called can be either at a predetermined cutoff level [quality score higher than some threshold || like >20 ||] or based on a probabilistic model [recent technique, popular]. Probabilistic models can take into account relevant sequence information such as LD, allele frequency, etc.
While simple and direct, using cutoffs for base calling leads to a lose of heterozygosity with low-coverage data. Probabilistic methods can use an approach such as Bayer's Thm to calculate p(G|X) from p(G) and p(X|G) [both of which are calculable/estimable given enough data a priori]. Allele frequency and LD relationships can be directly introduced in the calculation of p(X|G) using much methods as a Monte Carlo simulation.
Here is it clear that using frequency priors rather then a uniform prior distribution in the genotype calling, more power is achieved in determining an accurate genotype at the same relative risk. This increase in power can only grow as the frequency distributions and models become better at incorporating more, and more diverse, data sets in new ways.
!!Reference
:Nielsen, R., Paul, J. S., Albrechtsen, A. & Song, Y. S. Genotype and SNP calling from next-generation sequencing data. Nat. Rev. Genet. 12, 443–451 (2011).
A //Geostrophic Current// is one where the [[Coriolis Force]] and the [[Pressure Gradient Force]] are equal and opposite. The direction of the current is always parallel to the isobars and "can be thought of as a rotating shallow water wave with frequency of zero" ([[Wiki|https://en.wikipedia.org/wiki/Geostrophic_current]]). --- //See also// :[[b-Plane Approximation]] :[[f-Plane Approximation]]
!Climate Change !!NPP and Chlorophyll Concentrations On varying time scales, the NPP and total chlorophyll of the oceans changes in response to a number of factors including meteorological, environmental and ecological drivers. Behrenfeld et al. found that the only statistically significant responses in NPP and $$\sum Chl$$ occurred in "permanently stratified oceans". These waters have an annual temperature change of $$>15^o C$$ and make up a large portion of the ocean's surface waters. In addition, warming SST were correlated to decreases in NPP and Chlorophyll concentrations due to the increased stratification and decreased nutrient exchange (Behrenfeld et al). --- //See also// :Behrenfeld, M. J. et al. Climate-driven trends in contemporary ocean productivity. Nature 444, 752–755 (2006). :LN01-43
Under conditions of low blood sugar, GNG increases the blood glucose level thereby preventing hypoglycemia. Cells in the liver respond to the hormone ''glucagon'' and the absence of insulin to initiate the GNG response. The major precursors to GNG include lactate ([[Cori Cycle]]), glycerol ([[Lipid Metabolism]]), alanine, and glutamine. These precursors are converted to pyruvate which then enters a pathway similar to glycolysis. <img src='http://homepage.smc.edu/wissmann_paul/physiology/Glycolysis3.jpg'>
This is Glucose.
The ''Gossip Protocol'' is a low [[Latency]], lightweight, and reliable protocol designed to overcome the multicast problem. There are numerous variations on the core design but it generally resembles an epidemic outbreak.
!!The Multicast Problem
In a group of nodes that need to communicate, reliable transmission of updates to //all// the nodes can prove challenging when group size is large. Some of the classic schemes used to organize and facilitate message transfer become increasingly problematic in both overhead and fault tolerance as scalled.
;Centralized
:When group size is small, having a central, coordinating node may make sense. Any updates are first directed to the central node who then distributes the message to everyone else. Failure of any slave nodes doesn't prevent other nodes from getting updates, and failure of the central node can be simply corrected by a backup.
:As numbers grow, the network overhead for the central node grows and, more importantly, the message latency for someone to receive an update grows $$O(N)$$.
;Tree Based
:To solve the scaling issues present in the //centralized// system, a spanning tree may be constructed. This corrects the latency issues since for a well balanced tree the latency grows $$O(\log(N)$$. The overhead associated with initialization and maintenance of the tree can be high, and the fault tolerance behavior is not ideal (node failure can lead to cascade).
!!The Gossip Protocol
The Gossip Protocol has no inherent hierarchy and a node will periodically transmit a Gossip Message (typically [[UDP]]) to $$b$$ random targets. If this update message contains new information, the recipients of this message are now ''infected'' and will themselves relay the Gossip to $$b$$ random nodes. This leads to a propagation of the message across the network
!!!Pull and Push-pull Hybrid
In a ''Pull'' style Gossip, the periodic Gossip Message is simply polling neighbors to see if they have any updates while the hybrid is exactly what you might imagine where both schemes are employed. In fact, no scheme can do better than $$O(\log{N})$$ for message propagation for the first half of the nodes, but after that the ''Pull'' variant becomes more efficient operating in $$O(\log{\log{N}})$$ time.
!!Maths (inc. Latency and Tolerance)
Based on epidemiological assessments we find these relations:
:$$\frac{dx}{dt}=-\beta xy$$ where $$\beta=\frac{b}{N}$$
:$$x_{un}=\frac{n(n+1)}{n+e^{\beta(n+1)t}}$$
:$$x_{in}=\frac{n+1}{1+ne^{-\beta(n+1)t}}$$
And if $$t=c\cdot\log(N)$$ then:
:$$x_{in}~(n+1)-\frac{1}{n^{cb-2}}$$
Therefore we can expect all nodes to be infected in $$O(\log{N})$$ time. Also, with 50% node failure or message drop we merely double the time for message saturation.
The sum of similar waves can be written as
:$$\eta = 2A\cos(\delta k x - \delta\omega t)\cos(kx-\omega t)$$
Notice that the controlling term is the $$\cos(\delta k x - \delta\omega t)$$ term since it varies slowest. In effect, the group of waves propagates with speed $$c = \omega/k = \delta\omega/\delta k$$.
:$$c_g = \frac{d\omega}{dk}$$
---
://eg// For deep waves ([[Dispersion Relationship]]) $$\omega^2 = gk$$.
:Therefore, taking the derivative, $$2\omega\frac{d\omega}{dk} = g$$
::$$c_g=g/{2\omega}=0.5c$$
:A similar analysis can be done for shallow waves and it shows that $$c_g=c$$.
---
group velocity allows us to use recorded wave spectrum to determine the distance and timing of a distant storm.
:$$\omega = \frac{g(t-t_0)}{2x}$$
[img[Screen Shot 2015-08-27 at 11.25.17.png]]
The length of time it takes for a group of waves of range $$\omega_1 \rightarrow\omega_2$$ is given by $$\Delta t = \frac{2x}{g}(\Delta \omega)$$.
---
/See also///
:[[Surf Beat]]
The gut clearance rate of zooplankton varies directly with temperature as demonstrated by Dam and Peterson (1988) and Irigoien (1998). <img src="http://misc.tkelly.me/R/e43662b.png"> <pre> temp = c(0,1,3,6,6,6.4,9,10,11.5,11.5,13,13,15,17) K = c(0.014,0.0065,0.016,0.018,0.024,0.031,0.033,0.038,0.026,0.035,0.041,0.044,0.039,0.035) lmk = lm(K ~ temp) plot(temp,K, xlim=c(-2,22), ylim=c(0,0.05), xlab="Temperature (C)", ylab="K (min-1)", main="Gut Clearance Rates") segments(-1,0.011965-lmk$coefficients[2],20,lmk$coefficients[1]+20*lmk$coefficients[2]) #Fig 3 (Dam and Peterson, 1988) </pre>
Genomewide association studies have identified specific allele loci with connections to complex diseases. Some of this development has proceeded from HapMap type studies which link common, high-frequency SNPs and markers with increased risk factors. Many of these genetic factors on disease are enacted through expression pathways and are not manifested in protein structure. This also leads to a graduation effect due to the plethora of factors effected gene expression with the cell. One project attempted to elucidate the expression pathway within different tissues is the GTEx which aims to create a "whole-body map of haplotypic expression so that any risk haplotype for any disease can be easily checked for its effect on genome wide and tissue wide RNA expression" (NEJM 360;17 1761). This has been preceded and facilitate by the advancement of high-throughput transciptomic sequencing which sequences the entire cDNA [total RNA content] of the cell.
Just as transcriptome sequencing is just an intermediate on the road to full genome sequencing [due to cost/benefit], so too is exome sequencing which sequences the entire mRNA content of the cell through chip technologies. Exomic sequencing has been used in the deep sequencing of several genes to find coding differences [and therefore eventual structural differences] in the protein as manifest in disease. These techniques are cheap enough to provide the resolution necessary to discover Rare Disease Rare Variant [as opposed to CDCV].
Often times several different loci can effect phenotype by interrupting or affecting change in any node of a pathway. While it is simpler to assume that all factors manifest at a single step in the pathway [as productive results have shown] it is important to remember the complex, dynamic, and non-linear connections leading to pathogenesis. It has been much tougher to distinguish secondary loci which lead to altered risk factors from the primary source of the risk. While several loci can all provide some risk or resistance to the onset of pathogenesis, the complex nature of multiple loci along with the large sample sizes required make isolation of the effect of each loci on the disease state quite difficult. In these cases no single polymorphism can account for all the risk; and in fact, multiple variants must be seen as working together.
Environmental factors have consistently be subjected to experimentation as scientists have attempted to attribute risk to non-genetic factors. While the link between epigenetics and the environment has been show in natural experiments, the effect of these modifications and their impact on the disease state has to been conclusively demonstrated in any general sense. Much more work is required before conclusions can be formulated and recommendations supported. For now the link between the environment and genetic pathogenesis cannot be stressed.
Due to the immense number of SNPs in the genome which are screened for in genomewide association studies, a highly stringent p value must be used in other to filter out false positives. Since each locus constitutes a test case where statistical correlation is sought between the variant and the disease state, a naive approach to correcting the p value based on the \alpha [significance threshold already determined] is to take a p cut off of p < \alpha/N where N is the number of SNPs being tested, typically around 500,000 [typically looking at ~500,000 SNPs/genome in array]. This is known as the Bonferroni Correction. The reason for this correct is part of the power of a GWAS: a de novo interrogation of the genome for pathogenic-risked SNPs independent of a hypothesis.
An unfortunate effect of the stringent p values (corrected) of around 10^-7 is the high cost, including large sample sizes, then required by the studies. I also must personally note that this entire analysis assumes each variation infers risk independently of all others, and while this is acceptable for the correlation analysis [assume locus 1 and locus 2 both infer either increased risk or increased protection, then the SNPs will appear, in a random sample, to infer some risk factor].
An open development, ground-up computer game being developed by Casey Muratori.
''Human Development Index'' --- //See also// :[[Poverty]] :[[GDP]] :[[PPP]]
--- //See also// :[[Finite Difference]] :[[PDE]] :[[Paul's Online Math Notes|http://tutorial.math.lamar.edu/Classes/DE/TheHeatEquation.aspx]]
Several ways to think about it:
$$p_A = K'C_A$$
:or
$$\frac{[A_{(aq)}]}{p_A} = K_H$$
where $$K_H$$ is the equilibrium constant.
---
!!Some Constants @ 25C
;$$CO_{2(g)}+H_2O = H_2CO_3$$
:$$K_H=3.39\times 10^{-2}$$
;$$O_{2(g)}= O_{2(aq)}$$
:$$K_H=9.4\times 10^{-3}$$
Plotting a [[star's|Star|]] [[Luminosity]] against it's //effective temperature// (~surface temperature). This plot allows us to understand the lifecycle of stars and to predict it's age and future. --- //See also// :[[Sun]]
!!Phase Error
:$$R_\theta = -\left(\frac{1}{6}-\frac{\lambda^2}{6}\right) k^2 \Delta x^2...$$
The next class of clustering techniques is based on the distance between each of the data points. Much like some of those old tables where the distances between cities were listed as a large chart, here it is represented as a matrix:
<pre>
dist(data)
1 2 3 4 5 6 7 8 9
2 3.9883355
3 1.0665399 3.2687058
4 1.7228049 3.0573977 0.6648023
5 2.1759735 2.0631174 1.2568682 1.0066989
6 5.7170699 9.5959660 6.7047194 7.2765157 7.8923028
7 5.2201176 8.6628960 6.2863111 6.9356026 7.2957548 2.1896458
8 3.6338843 7.5664837 4.6046946 5.1734897 5.8038544 2.1030509 2.5288978
9 4.6904881 7.3232090 5.6843016 6.3439676 6.3987436 4.3073031 2.2175264 3.7253355
10 4.9916397 8.9640418 5.8993701 6.4191497 7.1322142 1.2275771 2.9210781 1.4542227 4.7221373
</pre>
Typically in hierarchical clustering the two closest points are merged and then the process is repeated using their average distances. This process leads itself well to graphical representation as a dendrogram (from the Greek δενδρον meaning ‘tree’).
<pre>
require(fastcluster)
hc.data = fastcluster::hclust(dist(data), "ward.D")
plot(hc.data)
</pre>
Once again our clusters have remained intact as seen by the lengthy arms of the tree linking the left to the right hand sides. We can now see, among other things, that points 3 and 4 are more similar to each other than to point 5. In fact, a dendrogram is a terrific way to see many of the relationships between the data, but it can also lead to false conclusions since the difference between two points might look large when in fact there may be very little. Like anything, it’s a trade off.
---
//See also//
:[[Clustering]]
:[[PAM]]
:[[K-means]]
!!Resources *[[BrewOrganic.com|[http://www.breworganic.com/tips/Virtual_class/cool_wort.htm]]
Welcome to my notepad. This is where I write down notes and research for all the different projects and ideas I'm working on. To return to the main site: [[tkelly.org|http://tkelly.org\]]. !! Current Projects ; [[TAPPE]] : Across-shore flux in the CCE ; [[EGOM]] :Export Production in the Oligotrophic Gulf of Mexico ; [[GulP]] : Gulf of Mexico Productivity ; [[CSOMIO]] ; [[MOPS]] :Model of Particle Scavenging and Aggregation ; [[Inverse]] : The Importance of Diel-Vertical Migration in Supporting the Mesopelagic Ecosystem ; [[NCP]] : A series of projects using $$O_2/Ar$$ in order to discern biological productivity rates //in situ//. !! Archived Projects ; [[El Nino]] : Impacts of El Nino on Export Production in the California Current ; [[LIEM-15N]] ! Current Research Questions * [[SeaSoar for P1706]] * Temporal Analysis of Particle Production and Export ([[TAPPE]]) * [[NCP from O2Ar]] * [[Carbon Export during El Nino]] * [[Including delN15 in LIMs]] * [[Residence Time for Trace Metals in the SML]] * [[Importance of Mesozooplankton DVM]] Also there is always my [[#Journal]] and the [[#Project]] page. !Past Classes * [[#OCC5052]] * [[#OCC5715]] * [[#OCB5050]] * [[#OCC5050]] * [[#OCP5050]] * [[#OCE5009]] * [[#OCB5565]] * [[#OCP5930]]
Same in every location. --- //See also// :[[Isotropic]] :[[Incompressible]] :[[PDE]]
Hops are to be planted in the Spring and require extensive climbing trellises. !!Current Varieties ;Kent Golding (alpha 4-6%) :A dual usage hop developed in 1790, it is primarily used for English Ales and has a smooth and delicate floral aroma with slightly spiced overtones. ;Pride of Ringwood (alpha 9-11%) :Typically used in Pale Ales as an early kettle addition, this hop is well suited to bittering the beer with distinct Australian aroma with oaky overtones. This variety is quite popular in Australia. ;Mt Hood (alpha 4-5%) :A new variety breed from hops used for traditional German Lagers, this hop is mild with some spice. ;Chinook (alpha 12%) :This dual purpose hop is suitable for American Pale Ales with distinctive spice and a high alpha level. ;Sunbeam Golden Hop (alpha 4-5%) :Notable for their bring green leaves and is best suited for partial shade (reduced chlorophyll content makes it more susceptible to photoinhibition). ;Cascade (alpha 4-6%) :A hop variety designed to be resistant to [[Downy Mildew]], this highly popular hop is used in many craft brews for its bold flavors and spicy notes. --- //See also// :[[Vineyard]] :[[#Farm]]
A Human substance is that which can be removed with 0.1M NaOH from soil. Aquatuc Humic Substances can be extracted via nonionic XAD-resin or a weakly basic ion exchanger. Typically these are non-volitile (ionic) with weights in the range of 500-5000 g/mol. ;Humic Acids :The precipitate of humic substances as pH 1. ;Fulvic Acids :The remaining, soluble substances at pH 1
!! Future Projects * 2$ Landscape Patio Area * 2$ Landscape Back and Side Yards * 1$ Redo Coaxial Cables * 3$ Closets !! Completed Projects * 5$ Geospring Water Heater * 5$ Washer/Dryer * 2$ Front Yard * 2$ Curtains * 2$ Update plugs and switches (w/ dimmers) *3$ Patio Resurface ([[Lowes|http://www.lowes.com/creative-ideas/porch-deck-and-patio/concrete-patio-cover-up/project]]) !! Rejected Projects * 1$ Water Collection Bin * 3$ Attic Insulation (via [[Energy Audit]]) ``` 1$ 0-50 2$ 50-120 3$ 120-250 4$ 250-500 5$ >500 ``` --- //See also// :[[#Project]] :[[Drip Irrigation System]] :[[Project Ideas]] :[[Fleetwood Ideas]]
Here is a set of compiler settings that successfully made the HYCOM model on my computer (Mac OSX with ifort): <pre> FC = ifort FCFFLAGS = -g -fast -r8 -convert big_endian CC = gcc CCFLAGS = -O CPP = cpp -P CPPFLAGS = -DIA32 -DREAL8 LD = $(FC) LDFLAGS = $(FCFFLAGS) EXTRALIBS = </pre> --- //See also// :[[HYCOM]]
$$PV = nRT$$
where
:$$R = 0.082 L \cdot atm\cdot mol^{-1} K^{-1}$$
!! Standard State Reference
:1 mol at 1 atm
|!Temperature|!Vol|
|273K (0C) |22.4 L|
|298K (25C)||
---
//See also//
:[[Henry's Law]]
!!Intro
Lung cancer is the leading cause of cancer deaths in the western countries, of which 80% is NSCLC. Diagnosis and treatment often come too late in the cancer cycle to be very effective so mortality rates remain high. Furthermore, the most efficacious treatment currently utilized is gefitinib which targets the EFGR tyrosine kinase activity. And although this treatment may be effective at first, it is highly preferential to asian, non-smokers and resistance is acquired quickly [often within a year]. Thererfore Soda et al. set out to identify oncogenes which may offer new therapeutic avenues to explore.
!!EML4-ALK
By taking a cDNA library generated via retroviral methods from a lung cancer sample of a 62 yr old, male smoker, the team was able to generate > 1.4x10^6 independent plasmid clones. These were then screened for infection of 3T3 mouse fibroblasts. This screen identified a sequence with homology for the EML4 gene at the N terminal and homology to the intracellular domain of ALK at the N terminal. This gene apparently formed as a translocation of a part of the ALK gene to the N terminal of the EML4 gene.
To confirm the pathagenaity of the EML4-ALK gene, it was first transformed into 3T3 mouse fibroblast cells. These cells (along with the various controls) were then selectively inserted subdermally to nude mice. The growth of tumors was apparent in the EML4-ALK mice.
!!Clinical Expression
In next step to validation of the EML4-ALK theory, the team analyzed the frequency of the EML4-ALK gene product in NSCLC samples.
!!Reference
:Soda, M. et al. Identification of the transforming EML4-ALK fusion gene in non-small-cell lung cancer. Nature 448, 561–566 (2007).
The intentional system relies on a careful balance of protection and tolerance towards foreign antigens since a dirth of exposure can lead to infection whereas a larger, more generalized reaction will lead to inflammation and potentially degradation of self/non-self boundaries. The IL23 pathway has been associated with the regulation of CD4+ cells [the effector T cells].
The difference between CD and UC is manifested in the distribution of inflammation along the GI track. UC always includes the rectum and extends uniformly, whereas CD will appear discontinuous and asymmetrical along the ileum and colon [potentially]. Treatment for both of these include aminosalicylates, antibiotics, immuno-supressants, corticosteroids [adrenal steroids], and monoclonal antibodies [a TNF inhibiter treatment to reduce inflammation].
The genetic association stems from the disequilibrium of IBD onset between heterozygous verses homozygous twins along with association of risk along probands. Theoretically there should be alleles unique to either CD or UC as well as some inferring risk for both. Serum level analysis has lead to some interesting information regarding the markers [and therefore possible cause] for the disease in remission. UC in remission is correlated to an increase in p40 [IL-12 & IL-23 subunit]. It is believed that an increase in p40 concentrations leads to dimerization to a p80 molecule and therefore inhibits IL-23 and IL-12 initiating disease remission. CD remission is characterized by an increase of TGF\beta. Higher levels of TGF\beta promote the production of Tregs in the CD4+ T cell line, an effect which lowers the inflammatory, hypersensitivity response.
Current researched treatment pathways include targeted disruption of the IL-23 pathway and the disruption of p40. Monoclonal antibodies targeted for p19 has been effected in murine studies but human-based efficacy has yet to be studied. An anti-p40 drug has been shown in humans to block both the IL-23 and IL-12 pathways but the chance for treatment complications is high [disruption of complex pathways may lead to unintended consequences].
!!Reference
:Abraham, C. & Cho, J. H. IL-23 and autoimmunity: new insights into the pathogenesis of inflammatory bowel disease. Annu. Rev. Med. 60, 97–110 (2009).
This is a list of various articles, discussions and writings that I've stumbled across. * [[c0de517e: Look Closely|http://c0de517e.blogspot.ca/2015/03/look-closely.html]] --- //See also// :
Ionic Strength is the degree to which a solution is ionized, which in turn leads to reduced chemical activities between ion pairs.
$$I = \frac{1}{2}\Sigma c_i z_i^2$$
---
//see also//
:[[Davies Equation]]
Iron (''Fe'') is the heaviest naturally occurring element whereby [[Energy]] is released when formed by [[Nuclear Fusion]].
!!Fe Uptake in Plants
Fe uptake is mediated through ''YSL proteins'' that direct the transportation of the Fe into sieve tubes. Iron is essential to development but can be toxic; iron is critical to the production of seeds which receive the Fe from both xylem and phloem. Improving the Fe usage efficiency is a promising area of genetic research.
---
//See also//
* [[70.2 Timberman|http://www.ironman.com/triathlon/events/americas/ironman-70.3/timberman/athletes/faqs.aspx#axzz2yValKt4n]] * [[White Mt Tri|http://www.whitemountainstriathlon.com/]] * [[Lake Placid|http://www.trifind.com/re_118257/MMRFCharityEntry2014IronmanLakePlacid.html]] * [[HITS|http://www.hitstriathlonseries.com/hunter-mountain-ny/register-to-race]]
Same in every direction. --- //See also// :[[Homogeneous]] :[[Incompressible]]
Here is a set of items to purchase or acquire for the farm. * ~~[[Post Hole Auger|http://www.harborfreight.com/15-hp-gasoline-auger-powerhead-with-4-in-bit-60622.html#.UxOs0fStms0]] from HFT~~ (Post hole digger as power accessory for [[tractor|Tractor Research]]). * [[12V Utility Pump|http://www.harborfreight.com/12-volt-marine-utility-water-pump-94639.html#.UxOtqfStms0]] from HFT
!!Definition
:$$J(a,b) = \frac{\partial a}{\partial x}\frac{\partial b}{\partial y} - \frac{\partial a}{\partial y}\frac{\partial b}{\partial x}$$
!!Arakawa Jacobian
First we need to define some Jacobians that give us some of the features that we like such as conservation of energy.
:$$J_1 = \delta_x(\bar{\xi}^x)\delta_y(\bar{\psi}^y)-\delta_y(\bar{\xi}^y)\delta_x(\bar{\psi}^x)$$
:$$J_2 = \delta_x(\overline{\xi\delta_y(\bar{\psi})^y}^x) - \delta_y(\overline{\xi\delta_x(\bar{\psi}^x})^y$$
:$$J_3 = \delta_x(\overline{\psi\delta_y(\bar{\xi}^y)})^x-\delta_y(\overline{\psi\delta_x(\bar{\xi}^x})^y$$
By taking a linear combination of these Jacobians we end up wit hteh ''Arakawa Jacobian'':
:$$J_A=\frac{1}{3}(J_1+J_2+J_3)$$
---
//See also//
:[[Conservative Schemes]]
:[[QG Model]]
:LN04:07
JetDrive is the name of a product line from Transcend (well known for their RAM modules and flash memory) that allows upgrading of the Macbook Pro and Air's SSD. The kit basically allows you to mirror your current SSD image to the new, larger-capicity memory module, and to then to install the large capacity module in your computer and use your old one as a standard external hard drive.
Not everything on this site is meant to be read. While I am a very open person, I ask you to reflect a moment on whether you'll respect the honesty that these pages contain. If so, then feel free to browse, but I assure you it's not that interesting.
{{{[tag[Private]]}}}
For k-means, the algorithm works quite similarly to PAM except instead of using data-points as medoids, it makes new points that are called ‘centers‘. <pre>km.data = kmeans(data, 2) plot(data, col=color[km.data$cluster], pch=4, xlim=c(0,10), ylim=c(0,10), main="k-means") points(km.data$centers, pch=15) </pre> Notice that along with our familiar groups there are two more points (black). These are the centers of the two clusters and were chosen in order to minimize the distance between them and the points in the cluster. --- //See also// :[[Clustering]] :[[PAM]]
This plugin adds the ability to display mathematical notation written in ~LaTeX. See http://tiddlywiki.com/plugins/tiddlywiki/katex/
A Kelvin Wave is a long gravity wave that balances the [[Coriolis Force]] against a topographic boundary (ie waveguide). A Kelvin wave is also non-dispersive: travelling at the same speed for all frequencies. :$$c^2 = gH$$ Due to the handedness of the Coriolis effect, these waves can only propagate in one direction along a shore. --- //See also// :[[Rossby Wave]] :[[Coriolis Parameter]]
Kelvin-helmholtz instabilities will emerge anytime fluids of two different densities meet while going different speeds. This interaction, the instability, will cause turbulence at the boundary of the flow. Consider winder over water and how it causes surface waves, or look at the shear pattern evident when two similar fluids with different densities meet at a boundary and form eddies.
Using any kernel function (e.g. gaussian distribution) places at the location of data, a resulting KDE can be calculated given a single parameter (bandwidth or smoothing factor) for the spread. This non-parametric estimate helps reveal multimodal data and thus to suggest multiple data clusters.
The choice of bandwidth should be determined by the data itself, but it is know that it should scale as $$n^{-1/5}$$ based on number of data points.
!Ketosis In FA catabolism, Acetyl-CoA is produced which can then be incorporated in to the CAC only if there is enough oxaloacetate present for the acetyl group to be transfer onto. When the ratio of glycolysis to FA breakdown is very low, ketone bodies are formed instead. [[Ketone Bodies]] can provide energy (and do) for the mitochondria in the heart, brain, and skeletal muscle. !!Pathway <img src='http://web.campbell.edu/faculty/nemecz/308_lect/lect7/fig07.jpg'> !Ketolysis The <<footnote "Succinate" "<img src='http://upload.wikimedia.org/wikipedia/commons/thumb/9/9f/Bernsteins%C3%A4ure2.svg/200px-Bernsteins%C3%A4ure2.svg.png'>">> or succinyl-CoA used in ketolysis is an intermediate in the CAC or in the breakdown of odd length FA chains, respectively. In the second situation, propionyl-CoA is processed into succinyl-CoA over the course of several steps. <img src='http://david-bender.co.uk/metonline/lipids/ketolysis/images/ketone%20utilisation.png'>
Ketone Bodies are the result of FA breakdown in [[Lipid Metabolism]] when the rate of glycolysis is very low. See [[Ketolysis and Ketosis]] for more. There are three primary ketone bodies, ''acetoacetate'', ''3-hydroxy-butyrate'', and ''acetone''. <img src='http://library.med.utah.edu/NetBiochem/mml/fa_ketones.gif'>
The observation that O2 evolution is seen for every 4 [[photons|Photon]] absorbed by the [[Oxygen Evolving Complex]] in [[Photosynthesis]].
!!LN01 -- 01/07/15 to 01/22/15 ;01 :Intro to Field Methods ;02 :Intro to Numerical Methods :Scale and information ;03-05 :The basic equations ;06 :Intro to Marine Primary Productivity ;07-11 :Field Methods - Residency time :[[A Reassessment of the Role of Tidal Dispersion in Estuaries and Bays]] :Shear ;12 :Field Methods - scratch ;13 :Marine PP Notes :Plankton Sinking :[[Reynolds Number]] and viscoscity ;14-15 :[[Vorticity]] ;16 :Basics of PDEs ;17 :Properties of PDEs ;18-19 :Finite Difference methods and techniques overview ;20-21 :Regulation of [[Plankton Sinking]] :Scratch ;22 :Navier Stokes Equation scratch ;23 :Marine PP - NPP GPP and Carbon overview ;24 :Shallow Water Eq and del scratch ;25 :Isotope pairs scratch ;26 :Th232 and Ra226 decay chains ;27 :[[Biological Pump]] introduction ;28 :Estuaries - mixing, flows, and introduction ;29 :Types of flows, boundary layer, Rossby number ;30 :scratch ;31-35 :CTCS and FTCS :Basics of FDA :Define consistence, stable, converging ;36 :System of equations scratch ;37-38 :Crank Nicolson scratch ;39 :Marine PP - compensation depth, latitudinal trends ;40-42 :Numerical Methods - Assignment 2 :Scratch ;43 :Marine PP - Behrenfeld and De La Roche papers ;44 :Taxonomy intro ;45 :Field Methods week 3 - Geyer shallow estuary flushing and ecohydrological models :scratch ;46 :Ecological oceanography by Miller :Scales, diffusion and size, critical depth theory ;47 :Parabola scratch ;48-49 :Scratch !!LN02 -- 01/26/15 to 02/09/15 ;01 :Parabola scratch ;02 :Corette Talk :Marine PP - Diatoms ;03 :Numerical Methods - Lax Richmayer and truncation error ;04-06 :FTCS and CTCS -- apply new definitions to the schemes ;07 :Vector and matrix norms ;08-10 :Marine PP - functional groups and intro to ecology ;11 :Taylor expansion scratch ;12-13 :Joe Lacosce and Lagrangian studies ;14-16 :Numerical Methods - Lax theorem and stability analysis FTCS (w/ norms) ;17-18 :Eigen values and Von Neumann Analysis ;19 :LaCosce Lecture 1 ;20-21 :marine PP -- Photosynthesis, light reaction and pigments ;22 :Lacosce lecture 2 ;23 :Isotope pair scratch ;24 :Von Neumann Analysis ;25 :Predator Prey Model notes, NPZ ;26 :Phosphate Uptake ;27 :Better 'mu' scratch ;28 :CFD and parabola scratch ;29-31 :Numerical Methods -- leap frog and gain ;32-33 :FTCS or no step better initial condition? ;33-34 :Phase error ;35-36 :Marine PP -- Photosystem, optimization and fluorescence ;37 :Liz Cottrell and oxygen fugacity in the mantle ;38 :scratch ;39 :Debye Huckel law and lsei scratch :inverse modeling scratch ;40-41 :Upstream differencing, diffusive scheme, Lax, scheme ;41-43 :Lax scheme stability and maths ;44 :Toki Pona ;45 :Scratch ;46-47 :Marine PP -- Fluorescence :Kausky curve :Carbon chemistry !!LN03 -- 02/09/15 to 02/16/15 ;01 :Numerical Methods -- Assignment 3 ;02 :Owens' lecture -- Global ocean redox conditions ;03-04 :Numerical methods -- Euler backward, dampening and stability ;04 :Numerical -- application of shallow water eq. ;05-06 :Adam bashforth -- intro and stability ;06-07 :Intro to transport schemes and implicit schemes ;08 :Assignment 3 scratch ;09 :Coursera -- Cloud computing week 1 notes ;10 :Marine PP -- Clavin cycle, rubisco ;11 :Marine PP -- PQ and application to biological pump :Rubisco ;12-13 :CCM and carboxysome ;14 :FDA scratch ;15-16 :Coursera -- Political Economy week 1 :Intro, GDP, Poverty, population ;17 :Field Methods scratch ;18 :Numerical methods -- Final project ideas :Heum scheme ;22 :Advection and CTCS, stable? ;23 :Phase error for many schemes ;24-26 :Coursera -- Mapreduce and example :Hadoop, scheduling, management ;27 :Courser -- Fault tolerance ;28 :Coursera -- Output and GDP, PPP, Poverty ;29 :Marine PP -- Carbonate chemistry ;30-33 :Coursera -- Gossip Protocol and Multicast Problem ;34-35 :Assignment 4 scratch ;36 :Coursera -- Membership systems and gossip ;37-38 :Assignment 4 scratch ;39 :Apalachicola Tidal Prism scratch ;40 :inverse Modeling scratch ;42-45 :Numerical Methods -- Energy conservation and conservative difference equations !!LN04 -- 02/17/15 to ;01 :Scratch ;02 :Coursera: Political Economy on Social Capital ;03 :Field Methods Scratch ;04 :Scratch ;05 :[[Op Amp]] Notes ;06-10 :Numerical Methods -- Conservative difference equations :Arakawa Jacobian ;11-12 :Coursera -- Cloud Computing :Suspicion and Dissemination ;13 :UV Vis Spectrometer scratch ;14 :Marine PP -- Measuring carbon fluxes :Membrane Inlet MS ;15 :Inverse Modeling flows scratch
Lagrangian data differs significantly from Eulerian in that it represents data as a function of time and space, where as Eulerian data is always from a fixed point. This makes Lagrangian data less intuitive yet more applicable to certain real-world questions.
!!Motivation
Lagrangian techniques are required for any useful tracer studies. Since a tracer behaves (ideally) like a fluid-interacting particle, most dynamic systems are best studied with these tolls. For example:
*Oil Spills
*Volcanic ash
*Radioactive contaminants
*Currents
!!How to use Lagrangian Data?
*Descriptive studies (initial use)
*Data assimilation (validate/improve model)
*Dynamical systems (improve mathematical formalisms)
*Statistics
!!Math
By grouping and averaging over time the trajectories of the Lagrangian data (drifters), we can understand the mean flow of the system. How that data is binned and then averaged can be topics of conversation, the idea remains the same.
A [[Random Walk]] can be described with the formula $$\vec{D}_{n+1}=\vec{D}_n+\vec{s}$$ whereby the displacement is $$<D^2>\alpha t$$. This has been shown by a number of people, including [[Einstein]], to be equivalent to [[Diffusion|Advection and Dispersion]].
Diffusion says that $$\frac{\partial}{\partial t} C = \kappa \Delta^2 C$$ and therefore that the displacement is $$<r^2>\alpha\kappa C$$. Using pairs of particles we can learn about the diffusivity constant, $$\kappa$$, and therefore learn about the spread or variance of the tracer over time.
Since together with the mean flow data (above), we can now more fully understand the system and processes that govern it's structure (e.g. via the [[Advective Diffusion Equation]]).
---
//See also//
:LN02:12-13
:[[A Reassessment of the Role of Tidal Dispersion in Estuaries and Bays]]
:[[Advection and Dispersion]]
Laminar Flow is the mean flow of the fluid, but there are two obvious yet different way's to think about the mean flow. Integrating over volume or over time are both ways to calculate this mean flow.
:$$<\vec{u}> = \frac{1}{V}\int_V{\vec{u}d^3x}$$
: or
:$$<\vec{u}> = \frac{1}{\tau}\int_t^{t+\tau}{\vec{u}dt}$$
While these two methods may yield different values, according to the [[Taylor Hypothesis]] these values are equivalent for a fully developed turbulence (i.e. steady state condition).
A Laminar Flow typically has a [[Reynolds Number]] of less than 500?
---
//See also//
:[[Turbulent Flow]]
:[[Reynolds Number]]
Latex is a wonderful markup language with scientific publication in mind. As a typesetting system with numerous options and scalability, it makes an ideal choice for large projects or for small ones where layout and presentation are key (I've had to do tons of math proofs with it).
An example [[Launchd]] file found [[here|http://nathangrigg.net/2012/07/schedule-jobs-using-launchd/]] (excellent site).
<!-- HTML generated using hilite.me --><div style="background: #ffffff; overflow:auto;width:auto;border:solid gray;border-width:.1em .1em .1em .8em;padding:.2em .6em;"><pre style="margin: 0; line-height: 125%"><span style="color: #557799"><?xml version="1.0" encoding="UTF-8"?></span>
<span style="color: #557799"><!DOCTYPE plist PUBLIC "-//Apple//DTD PLIST 1.0//EN" "http://www.apple.com/DTDs/PropertyList-1.0.dtd">
<span style="color: #007700"><plist</span> <span style="color: #0000CC">version=</span><span style="background-color: #fff0f0">"1.0"</span><span style="color: #007700">></span>
<span style="color: #007700"><dict></span>
<span style="color: #007700"><key></span>Label<span style="color: #007700"></key></span>
<span style="color: #007700"><string></span>net.nathangrigg.archive-tweets<span style="color: #007700"></string></span>
<span style="color: #007700"><key></span>ProgramArguments<span style="color: #007700"></key></span>
<span style="color: #007700"><array></span>
<span style="color: #007700"><string></span>/Users/grigg/bin/archive-tweets.py<span style="color: #007700"></string></span>
<span style="color: #007700"></array></span>
<span style="color: #007700"><key></span>StartInterval<span style="color: #007700"></key></span>
<span style="color: #007700"><integer></span>86400<span style="color: #007700"></integer></span>
<span style="color: #007700"></dict></span>
<span style="color: #007700"></plist></span>
</pre></div>
The relative concentrations of major ions in sea water do not vary much even with large fluctuations in salinity. --- //See also// :[[Seawater]]
Given a proper linear IVP and a [[Finite Difference]] approximation to it that satisfies the consistency condition, stability as $$\Delta x, \Delta t \rightarrow 0$$ is the necessary and sufficient condition in convergence.
!!Phase Error
:$$R_\theta = -\left(\frac{1}{6}-\frac{\lambda^2}{6}\right) k^2 \Delta x^2...$$
---
//See also//
:[[Truncation Error]]
:LN02-03
Sensing a trend in the two previous scheme, you might be include to ask whether there is simply a scheme that uses the best possible gain (i.e. the gain that minimizes $$1-|G|^2$$), and that would be a good question. The answer is, naturally, yes and it is the Lax-Weidroff scheme. Once again the standard form replicates the priors and again tweaks the coefficient on the final term.
:$$U^{n+1}_i = U^n_i-\frac{\lambda}{2}(U^n_{i+1}-U^n_{i-1}) + \frac{\lambda^2}{2}(U^n_{i+1}+U^n_{i-1}-2U^n_i)$$
---
//See also//
:[[FTCS]]
:[[Diffusive Scheme]]
:[[Upstream Difference Scheme]]
:LN02:41
!!Student Presentation The evolution of fern leaves are megophyll's with an hotly debated evolution. By the //Telome Theory//, this is possibly one way that the leaves began. All fern leaves have basic morphological structure in common. !!Class
Mechanical defense offers the first line and include cutin, waxes, and suberins that are hydrophobic.
Since plants do have mobile, immune cells, they use a defense called ''hypersensitive response''. HR causes the rapid, localized death of the cells surrounding the site of infection. In addition, the stoma close, toxins can be released, and the cell walls are reinforced.
Pathogens each have a characteristic suite of ''avr genes''. Each plant have a series of ''R genes'' that are looking to bind to avr gene proteins, if there's a match the HR is triggered.
Plants are at least diploid, but often polyploid with a wide variety of //R genes// so that there is an extensive set of pathogens they can defend against.
Once the HR is triggered, a hormone (''methyl salicylate'') spread the ''systemic acquired resistance'' signal to the rest of the plant. This leads to the upregulation of the necessary genes. MeSA is also volatile and can lead to a reaction in other plants.
Why is the world green? Since there is so much energy stored in plants, why don't herbivores eat all of them?
Resistant, tolerant, and susceptible plants. There is a cost-benefit to these defenses.
Chemical defenses are secondary compounds and represent a balance between the primary goal of the plant and indirect energy uses. Terpenes play a large role as both primary and secondary products.
''Proteinase inhibitors'' inhibit the digestive proteins of herbivores in order to dissuade.
Plants take in many biotic and abiotic stimuli including gravity, gases, wind, and light. Receptor cells throughout the plant take in the external signal and transfer this signal to other parts of the plant. Responder cells will process this signal and respond accordingly. Most signals are transduced in one area and responded to by many. The transduction itself will either be conferred through one of two general pathways: //phosphorylation cascades// or //secondary messengers//.
Hormones are secondary messengers and often affect change in distal parts of the plant. There are a number of distinct hormones, each with their own receptor on the surface of the appropriate cells. Hormones impact further signaling through gene regulation, protein activations, etc. Growth is the major regulated function.
''Auxin'' (//IAA//) is the hormone that is released continuously from growing shoots and stems. Auxin is only transported in one direction (polar transport) and only by the parenchyma cells of the ground tissue. It leads to three responses: Apical dominance, cell elongation, and differentiation of vascular tissues. Apical dominance retards the growth of the lateral buds until distant enough from the apical meristem. Lateral buds also release auxin. Auxin will stimulate proton transporters leading to a change in pH which in turn activates ''expansins''. Once mature, the cells no longer have auxin receptors. The differentiation of the vascular cambium (secondary meristem), to xylem, is a signal of spring.
''Cytokinins'' stimulate cell division and are __synthesized in the apical meristems of roots and transported via the xylem__. It activates the genes required to keep the cell cycle moving forward (G2 checkpoint). The ratio of auxin to cytokines is key to proper growth (''per the 'direct inhibitor hypothesis''').[[*|http://en.wikipedia.org/wiki/Cytokinins]]
''Gibberellins''[[*|http://en.wikipedia.org/wiki/Gibberellins]] and ABA[[*|http://en.wikipedia.org/wiki/Abscisic_acid]] both control growth. Gibberellins is encoded by //Le// and offers a graduated response (unlike auxin). ''Abscisic acid'' leads to leaf abscission in sycamores but in all other plants it slows growth for when the plant is stressed. ABA is also the inhibitor for seed germination. Gibberellins then activate //alpha-amylase// to release sugar to the embryo. Many biannual plants will bolt on their second year to flower, and gibberellins are responsible for this. ABA shuts down all plant functions and responds to cold temperatures, water potential, etc, and closes stoma by stopping the proton pumps.
''Ethylene'' controls the senescence of the plant and regulates the aging process. It interacts with both Auxin and Cytokinins, especially in the abscission zone. Fruit ripening is controlled by ethylene.
''Brassinosteroids'' are steroid hormones that promote growth and regulate body size (unlike animal steroids, these can't enter cells, hydrophilic).
!!Summary
;Auxin
:Released by growing shoots and stems to inhibit growth by Apical Dominance. Transported one way with //polar transport//. Also leads to cell elongation (how?) and differentiation of vascular tissue.
;Cytokinins
:Produced by apical meristems to promote cellular division (how?). In an important ratio with Auxin.[[*|http://en.wikipedia.org/wiki/Cytokinins]]
;Gibberellins
: Encoded by the //Le// gene, this hormone controls growth along with ABA. It offers a graduated response to promote growth (what does it do for seeds?).
;Abscisic Acid
:Is a growth retarder and hormone for winter senescence and stress response. It leads to leaf abscission only in sycamores. (What does it do for seeds?)
;Ethylene
:The aging hormone, it interacts with both Auxin and Cytokinins in the abscission zone. It controls fruit ripening. [[*|http://en.wikipedia.org/wiki/Ethylene#Ethylene_as_a_plant_hormone]]
;Brassinosteroids
:These hydrophilic steroids promote growth and regulate the body size on the plant. It plays a wide variety of roles for the plant.[[*|http://en.wikipedia.org/wiki/Brassinosteroid]]
!!Supplemental
*[[Plant Hormones - YouTube|http://www.youtube.com/watch?v=ZbRiKlIYa-k]]
!Group: Lignin in crops
Lignin is the and largest portion of carbon in the biosphere (cellulose is the first). There are two main pathways in it's synthesis and three phases of synthesis
# Monolignol synth
# Export to apoplast
# Activation and polymerization
All steps in this synthesis are not known and work is still being conducted to understand this. Lignin is associated in abiotic and biotic stress tolerance in plants. In virtually all cases, the more lignin a plant contains the more tolerant to salinity, toxicities, pathogens, etc the plant is. The exception is drought, which is not well understood.
As a dietary source, lignin rich mass is very poorly broken down, even in ruminants. Bacteria have a difficult time fermenting the matter leading to very lot caloric yield although potential energy is higher than cellulose. Lignin retards the release of nitrogen to the soil as organic matter is mineralized. Currently a number of genetic engineering labs are working on affecting change in the level of lignin produced in crops and use methods such as transgenic, Quantitative Trail Loci, and selective breeding experiments. This research promises the ability to custom tailor the lignin content for the crop's application.
!Class
!!Blue light signal transduction
Plants can sense and display phototropism (turn towards light) to a narrow, specific range of wavelengths. Darwin was the first to study this behavior and looked at ''coleoptiles'' (protected, first shoot). Darwin would take these coleoptiles and then expose them to light in a dark room and observe their movement. Darwin would filter the light through chemicals and found that they only responded to blue light.
Early work with //Arabidopsis// found that the gene ''PHOT1'' codes for a blue light receptor. This was found to be key in phototropism. Intensity is also important, if there is too much light then the chloroplasts will line up on the edge of the cell to reduce solar flux.
Cryptochromes function by being reduced by blue light. Once reduced they travel into the nucleus and thereby altering turgor pressure. This induces stem elongation. Most phototropins effect change through kinase activity.
Besides blue-light receptors such as <<note "Cryptochromes" "Cryptochromes are blue-light only">>, there are other Phototropins (<<note "Definition" "Pigments that lead to plant movement">>) including Zeaxanthins. ''Zeaxanthins'' are carotenoid pigments that control the opening of the stomata, stem elongation, and flower production. Blue light strikes this receptor leading to activation of hydrogen pumps to eject the H^^+^^ ions. K^^+^^ and Cl^^-^^ move into the stroma which the water then follows closing the stroma.
//How is this signal transducer, which cells are responsible for this activity?//
!!Response to blue light
The sensing tissue is located in the tip of the coleoptile and then must travel down the length to the region where the bending took place. This lead to the discovery of the first plant hormone: Auxin. ''Auxin'' leads to the bending by stimulating elongation in the cells on the opposite side of the plant. The ''Cholodny-went Hypothesis'' states auxin's role in phototropism and it's asymmetric distribution. //How does Auxin lead to the elongation of these cells?//
Auxin binding protein in the stem triggers an increase in the number of proton pumps in the membrane. The increase in the extracellular pH (<4.5) leads to activation of ''expansins'' in the cell wall. The proton pump mechanism behind the elongation became known as the ''Acid-growth Hypothesis''.
!!Red and far-red response
Whereas red wavelengths are used in photosynthesis, far-red wavelengths are important for indicating shade. Leaves are almost completely transparent to the far-red spectrum but not to red. This signal to the understory leaves is also important for germination where red light activates germination and far-red leads to inhibition. Both signals are transduced by a single protein--''phytochrome''--with two conformations (''photoreversibility'').
!!Flowering
The ''photoperiod'' is essential to directing the activities of plants, especially in the temperate and sub-polar regions. When the sun comes up in the morning (red light), it stimulates the expression of the //CONSTANS// gene that leads to production of a hormone called ''florigen''. For long-day plants, flowering will be induced through a high level of the //CO// protein. Likewise, for short-day plants, flowering will be inhibited. This clock resets for each morning and the effect of red light a light can be offset by a far-red light after it.
!!Gravity
Gravity is sensed somewhere in the root cap lead to sensing of gravity. According to the ''Statolith Hypothesis'', in the center of the meristem, the cells are full of starch granules called ''amyloplasts'' which all settle in the base of the cell. This activates the receptors in the membrane leading to signal transduction. Under normal conditions, Auxin is distributed equally in either side of the root tip. An asymmetrical distribution of Auxin in those root tips that are turned lead to the bending of the root by inhibiting growth on the bottom of the root (higher concentration of Auxin). This is opposite to what occurred before.
Coevolution occurs only if there is clear evidence of a cause-effect response of one species based on the other, //and// visa versa. Seed are expensive and in the future, each seed represents a potential competitor in the future. There are many techniques developed in order to expedite and improve seed dispersion. Hitchhiking seeds that cling to fur and hair. Animal dispersers will eat the fruit and then transport and germinate the seed to a new area. Pollination evolved with the radiation of seeded plants. Originally pollen was purely spread through wind and developed in order to improve the fitness of plants withouth bountiful sources of water. With the higher efficiency of pollinators, energy was available for flower, nectar and seeds.
''Plant cells and structure'' Plant cells are dependent on the functions played by the vacuoles. Vacuoles are a compartment within the cell surrounded by a membrane called a Tonoplast. Tonoplasts will have different transporters and channels within it depending on the function of the vacuole in question. Example functions of vacuoles include ion concentration, nutrient storage, defensive chemical storage, and waste management. Tugor pressure is essential to the function and structure of the cell. The vacuole plays a large role in maintaining the turgor pressure through ion concentrations. Glucose is the primary product of photosynthesis and can be polymerized into two conmpounds, starch and cellulose. Starch is a storae molecule made up of α-1,4-glycosidic linkages. Cellulose, on the other hand, is a permanent molecule used for structural support of cell walls and constructed from β-1,4-glycosidic bonds. Cellulose is a linear molecule which is difficult to break down and very strong due to the extensive hydrogen bonding that occurs between strands. The primary cell wall leverages the strength of cellulose matrixed with pectins and cross-linking glycans. The pectin is the polysaccharides in which the cellulose is embedded. The cross-linking glycans bind together the cellulose strands. The primary cell wall can be related to an animal’s ECM (protein vs polysaccharides). The primary cell wall is then reinforced by a secondary cell wall in some plant tissues. It is deposited inside the primary cell wall and often takes up a majority of the cell’s volume. In the secondary cell wall, the cellulose strands are cross-linked with lignin, a phenol rich matrix, in addition to the glycans (and pectins). Plant cells are glued together with the middle lamella hat contains lots of pectin. The position of the cells is critical to their survival since plasmodesmata connect the cytoplasm of the plant cells together through the cell walls. Plant tissues can be arranged into three classes: parenchyma, collenchyma, and sclerenchyma. Parenchyma cells have thin cell walls and constitute the majority of the soft tissue in the plant. Parenchyma cells differentiate into a variety of roles (Cholerenchyma is an example). Collenchyma cells have thin primary cell walls but the walls are often thickened at corners (a plastic support). Typically find them on the outside of the stem in order to provide flexible support for the inner, growing parenchyma cells. Sclerenchyma cells have a primary wall and a thick secondary wall. These provide the real support to the plant once they form the secondary cell wall and die (think xylem). The sclerenchyma form either fibers or sclereids (cubic, brittle cells).
A plant’s primary growth is always herbaceous, it is the secondary growth stage that permits the woody tissue development common to trees. Plant growth occurs with division of their meristems which consist of undifferentiated cells. Apical meristems exist at the tip of each stem (SAM) and root (RAM) and permit extension. The apical meristem gives rise to three cell types, the protoderm, ground meristem, and procambium. All outward expansion and growth is secondary growth and is conducted by secondary meristems. SAM also leads to the production of new leaves, stems, and axillary buds. Dicots have a ring of procambium whereas monocots have a smattering of procambium throughout. Plants that exhibit secondary growth must contain a cambium, or secondary meristem, from which the stem size can increase. It consist of a thin layer of meristematic cells forming a ring between the phloem and xylem vascular bundles. The cork cambium is an analogous ring of meristematic cells located directly below the epidermis and forms the periderm.
Sugars that are generated in the leaves are transferred to sugar sinks such as pubs and roots through the Phloem. The sugar is always found in closely arranged areas as seen through 14C labeling experiments. The flow of sap is tightly regulated based on the needs of the plant and season. For example, pubs receive very little sap until spring when they grow quickly. Phloem permit regulation of the transport of materials—that is, sap—through the plant. Sieve-tube members (parenchyma) connect through sieve plates forming a long tube. Materials are released from the phloem through companion cells (parenchyma) via plasmodesmata. Companion cells offer a way to regulate flow into and out of the phloem through their biochemical control of the phloem cells. Flow is dominated by differences in turgor pressure at the sources and sinks of solutes (i.e. sucrose). Water moves in through osmosis from the xylem to the phloem where sugar concentrations are high leading to high turgor pressure. At the sinks, sugar concentration is low leading to a rejection of the water back into the xylem and a lowering of turgor pressure. This gradient in turgor pressure drives the flow of nutrients through the phloem. The high concentration of sugars at the sources is a result of Phloem loading. Here, active secondary transport of sugar into the Phloem sieve-member cells results in high concentrations (H+ Sugar symporter w/ H+ ATPase). This symport is key in exporting the manufactured sucrose from the leaves and to get it into the sinks as seen in the SUC2 mutants. The sucrose can then be unloaded from the phloem through membrane proteins either passively or actively. In many root storage cells, the sucrose can then be stored inside vacuoles surrounded by a tonoplast which can concentrate the sucrose via active transport. In order to prevent uncontrolled leakage if the phloem are cut, the plant can recruit p-proteins and callose (carbohydrate) to plug any damage.
Root systems are clearl very important for the plant, often consisting of a primary Tap root along with secondary lateral roots. Root systems are large with upto 80% of the plants mass. Most of the root system is for support and connection, only the tips actually absorb nutrients. There are many types of roots: prop roots (corn), buttress roots, Aerial roots. Adventitious roots grow from other sources than the actual roots (corn, ivy), and then some roots have more specialized functions such as storage. Mangroves contain Pneumatophores which are used for gas exchange at root tips. Many orchids are epiphytic where they grow on other plants but are not parasitic. These are often known as air-plants with roots covered in velamen for water proofing. Parasitic plants are generally still photosynthetic, but in order to satisfy their water needs their roots invade the host. Roots are structurally similar to the stems with large xylem in the center and the smaller phloem surrounding it. Pericycle surrounds the phloem and xylem and forms the outermost layer of the vasculature. Outside of this, the inner most layer of the cortex is the endodermis. The length of the roots can be divided into three sections or zones: maturation, elongation, and division. The tip of the zone of division is protected by the root cap which secretes mucigel and is sloughed off as the root grows. It is believed that the plant can sense gravity via the root caps. Most of these cells are aprical meristem, except for a core of quiescent center. The Quiescent center is right under the root cap and will activate if the apical meristem is damaged. As you transition into the zone of elongation you see the procambium forming, then protoderm, and then the phloem well before the xylem. It is only at the tip of the root with the root hairs where nutrients can be absorbed. As the roots grow, some cells will retain their meristematic qualities. This is where lateral roots push out from the primary root. Water can move through a variety of ways: symplastic route (via plasmodesma), transmembrane route (via water channels), and apoplastic route (via cell walls). The apoplastic route is prevented at the casparian strip in the endodermis, and prevents unwanted entrance into the plant. Mycorrhizae fungi represent a large mutalism that can either be categorized as ectomycorrhizal or endomycorrhizal[AMF] (or arbuscular). The EMF grow a network of hyphae which release peptidases to breakdown proteins and provide the host with nitrogen (from proteins) and phosphates. AMF grow into the endodermis cells of the host plant’s root system and provide phosphate. AMF also release glycoproteins which help form soil. For either type, the plant then provides the fungi with sugars. Legumes have formed a mutualistic relationship with Rhizobium whereby the bacteria can invade the cortex of the legume’s roots and proliferate. A root hair extends off of the epidermis and released flavonoids which recruit rhizobia. The rhizobia infection then forms a small pocket within the root’s cortex. These nodules provide the plant with fixed nitrogen in return for sugar and nutrients.
Plants are 96% Carbon, Oxygen, and Hydrogen which is all provided by water and air, the rest of the dry mass comes from soil minerals. The carbon and oxygen ratio is virtually 1:1. Most of the minerals used by plants are the same as for animals except for sodium. Hydroponic systems have been key in understanding nutrient requirements and symptoms of deficiency. The leaves often tell us which nutrients the plant is lacking. Some nutrients are mobile while others are immobile. Mobile nutrients can be scavenged from older tissues in order to benefit the new growth in nutrient deficient plants. The field capacity of the soil is defined by the point at which gravity no longer influences the pore water. The permanent wilting point is the minimal moisture level that plants can take water up. This is effectively the point where the soil’s water potential drops below the water potential in the plant. In soil water, the anions are the first to be solvated and can be taken up by the root hairs. The cations are generally more attracted to the negative charges on the surface of organic matter and clay in the soil. In order to take these minerals up then is via cation exchange with carbonic acid. The soil pH clearly has a large impact on the leaching and availability of nutrients in the soil.
!Part 1 Leaf structures come in a variety of forms including cubic, flat, and tubular. Typical leaves are made up of living chlorenchyma and carry out photosynthesis. Leaves face several important issues that must be dealt with including waterproofing and pathogen resistance, all while balancing photosynthetic efficiency. Sun light is key to the work of leaves, but with the increase in surface area you get a increase in water loss (evapotranspiration). In water scarce areas leaves are thick in order to reduce water loss. The leaves themselves can be arrange in a variety of spatial orientations. Some patterns we see are alternating, opposite, whorled, and rosette. The structure of a leave starts from the stem and forms a petiole before you get to the blade itself. The top of the leave is ventral (adaxial), and the downward facing side is dorsal (abaxial). The blade of the leaf comes in a variety of formats including needlelike, simple, compound, and doubly compound. In compound leafs, the primary petiole forms the rachis which then breaks up into the petiolule. Compound leaves can be split into two categories: palmatly (central spire) and pinnately (spinelike). Leaflets will never have buds in its axils. There is also no terminal bud on leaves and arranged side by side. One advantage for these compound leaves is their resistance to winds while also forming turbulence that helps dissipate heat and CO2. Pathogens also move slower in compound leaves. Monocots typically have long, flat leaves around a single stem with no petioles connecting the leaves to the stem. Monocots have parallel venation whereas eudicots have reticulate venation (either pinnate and palmate). Leaves in the shade are phenotypically different from leaves in the sun. In the shade, a leaf will be broader. Leaves contain the same three types of tissues except the mesophyll (ground tissues) is split into the two groups. The epidermis and vasculature is very similar to the stem except for the cuticle covering the top and bottom of the leaf. The ground tissue is either palisade mesophyll or spongy mesophyll. The palisade mesophyll are tightly packed into vertical columns and is found just below the top epidermis. The spongy mesophyll act to store and transfer gasses to the highly productive palisade layer. Not all leaves will have this spongy layer, but most do. Stomata are located on the underside of the leaf in order to reduce pathogenic access to the openings. They are grouped into cavities (crypts) in order to minimize water loss while enabling adequate air exchange. Along with these cavities, a thicker epidermis is a sign of a dryer, brighter climate. Tricomes extend out of the epidermis to prevent the passage of air and removal of water. They can also secrete compounds (glandular trichomes). Bulliform cells can open and close leaves of a monocot. Based on the turgor pressure, these cells act as a hinge to allow the plant to reduce the solar flux and therefore water loss. The center of a eudicot leaf typically has one large midrib with lots of lateral veins extending outwards. The top of the leaf contains xylem and the bottom phloem. Collenchyma cells surround the rib and forms a support structure. Monocots lack spongy and palisade mesophylls, rather they are organized into bundles: vasculature center, then bundle sheath, and then mesophyll cells. Between bundles there is a large pocket of air. [Kranz anatomy]. Types of leaf structures: mesophytes are typical plants, xerophytes are adapted to hot, dry climates, and hydrophytes are designed to float on water. --- ! Part 2 For most plants their leaves will senesce at the end of each growing season. During the winter months there is little, low intensity light available; therefore, having the leaves die-off help to retain energy during the cold months. In the base of the petiole there is an abscission zone where enzymes will degrade the cell walls. As the structure weakens the leaf eventually falls off and scar tissue (cork) form a protective layer. As the leaf dies its coloration changes due to the different pigments in the leaf’s tissue: chlorophyll a & b (green), carotenoids (orange), and anthocyanins (red). Anthocyanins are formed when pigments and sugars in the sap react with sunlight, sunlight available once the other pigments have degraded. Modified leaves are leaf tissues that serve a different function. The body of an onion helps to store sugars and water underground. Dogwood blossoms and poinsettia leaves are highly colored (floral mimics). Bud scales function to protect either the apical meristem or a group of immature leaves getting ready for the spring season. In arid areas you’ll find succulent leaves where the SA:Vol considerations are key. Think Aloe Vera. The mesophyll of these plants contain very few air spaces to reduce evaporation (and gas exchange). Sclerophyllous leaves are expensive to produce and therefore are grown for multi-year use. A holly leaf is an example where the extra rigidity is clear. Conifer leaves are also sclerophylls. Spines are modified leaves (thorns are modified stems), and contain a fiber core surrounded by sclereid-like epidermis cells. They are dead. Tendrils are modified leaves with the ability to sense contact and coil around them. Insectivory in plants developed in areas where nitrogen is lacking in the soil (swamps, bogs, etc). Pitcher plants, flytraps, and sundews are all modified leaves that excrete a little nectar to attract insects.
!!Light Reactions The reaction of [[Photosystem 2]], P680 chlorophyll, becomes oxidized as the [[Photon]] of light strikes it. The electron is passed on to [[Pheophytin]] (primary election acceptor). From here the electron enters the ''Electron Transport Chain''. [[Plastoquinone]] (PQ) takes the electron and releases it to the cytochrome complex. The final step dumps the electron to [[Plastocyanin|Pigments]] (PC). This whole set of transfers is driving the flow of hydrogens into the inner-membrane space. The buildup of the hydrogen gradient drives chemiosmosis for the production of ATP. In order to replace the electron lost through the oxidation, water is oxidized to oxygen and hydrogens in the [[Oxygen Evolving Complex]]. [[Photosystem 1]] is analogous to PSII. The reaction center is composed of P700 and takes in two elections and reduces [[Ferredoxin]]. The reduced ferredoxin is then oxidized in order to reduce NADP to NADPH ([[NADPH Reductase]]). There is no ETC in PSI as they are directly used for NADP reduction. Electrons are replenished by PSII via PC. <img src='http://upload.wikimedia.org/wikipedia/commons/1/18/Thylakoid_membrane.png'> The enhancement effect is the result of having both 680nm and 700nm wavelength available for ATP synthesis. PC links the two and therefore the rate of one depends on the other (to some extent). Hence the enhancement effect. [[Cyclic photophosphorylation|Photophosphorylation]] takes over when NADP is unavailable and water is scarce. It allows the electrons in PSI to be reused over and over via PSII mechanicals. PSI and PSII occur is certain regions of the thylakoid stacks in the chloroplasts. --- //See also// :[[Dark Reactions]]
A //Linear Inverse Model// is a modeling technique whereby a set of inequalities (and equalities) are used to generate a solution (or solutions) that fulfill all the constraints. There is a whole set of tools specifically for this flavor of modeling in the [[LIM]] for [[R]]. --- //See also// :[[Ecosystem Modeling]] :[[#Research]]
Linear mixing models are ubiuidous in water mass identification. Often a variety of source waters are mixed yielding new water masses. By looking at the conservative constituents of the water (or at least be assuming conservation), the relative contribution of each //end member// can be calculated.
$$A\vec{x} \approx \vec{b}$$
!! Arctic Water Masses
In the arctic, such linear mixing models breakdown due to ice formation and brine rejection. Linear mixing model solutions lie in a (concave) bounded solution space. Ice is a process whereby watermasses may move beyond the bounded region defined by pure mixing of the endmembers.
Moreover, linear mixing models operate as linear convolutions in a metric space defined by dilution:
$$dist_{x_i} = f = \arctan(f') * 2 / \pi$$
Where $$x_i$$ is the projection in the i'th endmember and $$f'$$ is the un-normalized addition of the i'th watermass.
Taken together, these qualities imply that the ice formation process is not only non-linear in the solution space, but also not commucative : order matters.
!!Type 1 Regressions This type of regression makes the following four assumptions about the data X and Y. # The independent variable, X, is known perfectly (without error). # The expected value of Y is given by the linear equation $$\mu_Y=\alpha + \beta X$$. # The distribution of y values is normal for any given $$x\in X$$. # The samples along the regression are [[Homoscedastic]] meaning that the variance associated with them are independent of the values of X or Y. Often in biology and in science, the data do not fulfill these criteria and a type 2 regression is indicated. When both variables are known to only relative certainty and/or a functional, implicit relationship between them are unknown the na type 2 regression is the only suitable path. --- //See also// :[[#Statistics]]
Fatty Acid synthesis in the liver takes excess glucose and stores it in a FA. Once glucose is degraded into Acetyl-CoA, these two carbon units can be transported from the mitochondria to the cytoplasm as citrate (but not as acetyl-CoA). Citrate is cleaved into OAA and acetyl-CoA. The OAA is recycled into pyruvate forming CO2 and NADPH (seen in the PPP). The reducing power of NADPH is used in the FA addition rxn. !FA Synthesis To build up the hydrocarbon chains for incorporation into TAGs and other lipids, a cyclic process of adding carbon groups is initiated. !!1. The Commitment Step In the cytoplasm of the liver cells, Acetyl-CoA is reacted with HCO3 forming Malonyl-CoA in what is called the //commitment step//. The enzyme responsible for the commitment step, //acetyl-CoA carboxylase//, is stimulated by citrate and inhibited by FA-CoA. Additionally, PKA (controlled by epinephrine and glucagon) and AMPK (controlled by AMP/ATP) can inactivate ACC since energy levels are low. Dephosphorylation will activate the enzyme and this activity is regulated by insulin levels. !!2. ACP Transfer The CoA is exchanged for ACP (//Acyl Carrier Protein//). Likewise an Acetyl-CoA is converted to Acetyl-ACP. >An important obstacle to FA synthesis is getting the acetyl-CoA from the matrix of the mitochondria where it is formed to the cytosol of the cell where the synthesis occurs. To transport the acetyl-CoA, it is condensed with oxaloacetate to form citrate. The citrate is then transported out of the mitochondria and cleaved by ''ATP-citrate lyase'' freeing the acetyl-CoA for synthesis. The oxaloacetate can then be returned to the matrix by being reduced to form pyruvate. ><img src='http://lib.znate.ru/pars_docs/refs/47/46488/46488_html_1df8b099.gif'> !!3. Condensation The two undergo a condensation reaction forming CO2 and a 4 carbon acetoacetyl-ACP. <img src='http://homepage.ufp.pt/pedros/bq/bq40.gif'> !!4. Reduction and Loop NADPH then reduces the gamma ketone forming 3-hydroxy-butyryl-ACP. Following a dehydration and then a reduction the acyl-ACP product is formed, butyl-ACP. This elongation cycle will continue to add C2 up to C16, Palmitoyl-ACP, before the FA is released. <img src='http://homepage.ufp.pt/pedros/bq/bq41.gif'>
Lipids are generally classified into four categories based on structure: TAG, DAG, MAG, and Sterols. All except for the sterols are derived from Fatty Acid esterification to glycerol <<footnote "structure" "image <img src='http://i218.photobucket.com/albums/cc115/molbiogirl/101triacylglycerol.gif'> ">>. Lipids stem from three distinct source within the body:
#Diet
#Adipose Cells
#Liver
Dietary fats are processed in the intestines through lipase and the colipase complex in general. Short TAGs of <C12 are absorbed right into the lining of the small intestines to be delivered into the blood stream. Longer TAGs are packaged into Chylomicrons and transferred into the lymph system and later processed into the blood stream (?).
Adipose tissue, which stores TAGs, will release FAs with a signal from low insulin and high glucagon and epinephrine levels indicating low blood sugar. The FAs are hydrophobic so they attach to the albumin proteins in the blood.
In the Liver, Glucose can be converted into FAs which can then be grouped into TAGs. Once formed, these TAGs are packed with cholesterol into carrier proteins, similar to Chylomicrons, called //Very Low Density Lipoproteins// (VLDL).
{{Cycle of Lipoproteins Diagram}}
!Lipid Metabolism in Adipocytes<<footnote "*" "Page [[here|Regulation of Lipid Metabolism in Adipocytes]]">>
{{Regulation of Lipid Metabolism in Adipocytes}}
!Lipid Biosynthesis <<footnote "**" "Original page [[here|Lipid Biosynthesis]]">>
{{Lipid Biosynthesis}}
---
!See also
*[[Beta-oxidation of FAs]]
*[[Ketone Bodies]]
*[[Lipid Biosynthesis]]
!Medicinal
Lithium, in the form of lithium citrate or lithium carbonate, is prescribed for use as an antipsychotic. Especially common for treatment of bipolar disorder, lithium is known as a mood stabilizer and combats both mania and depression (more so the mania) leading to great benefit as an anti-suicidal treatment. Lithium circulates widely in the CNS and increases seritonine levels while lowering norepinepherine levels.
Side effects include dehydration and tremors of the hands, with some patients developing headaches and nausea.
* Appalachian Trail (CT, MA, VT, NH, ME) – The Appalachian Trail traverses 733.9 miles through Connecticut, Massachusetts, Vermont, New Hampshire and Maine (yes it starts much further south, this is just the New England portion). *Cohos Trail (NH) – The Cohos Trail runs 162 miles through northern New Hampshire from Crawford Notch to the Canadian border in Pittsburg, NH. *[[Long Trail]] (VT) – The Long Trail runs the entire north to south distance of Vermont from the Canadian border to the border with Massachusetts covering 272 miles. The Long Trail is the oldest marked long distance trail in the United States. *Metacomet-Monadnock Trail (MA, NH) – The Metacomet-Monadnock Trail is 114 miles long from the Metacomet Trail on the Connecticut state line to Mt. Monadnock in New Hampshire. It is only 70 miles from Boston. Now largely combined with the New England Trail. *Midstate Trail – The Midstate Trail runs 92 miles in Massachusetts through Worcester County from the Rhode Island border to the New Hampshire border. This trail is only 45 miles from Boston. *Monadnock-Sunapee Greenway (NH) – The Monadnock-Sunapee Greenway spans 48 miles in southern New Hampshire from Mount Monadnock in Jaffrey to Mount Sunapee in Newbury. *[[New England Trail]] (CT, MA) – The New England Trail extends 215 miles through 39 communities in Connecticut and Massachusetts. *Robert Frost Trail (MA) – The Robert Frost Trail (PDF) travels 47 miles in the eastern Connecticut River Valley of Massachusetts.
Official site via [[Green Mt Club|http://www.greenmountainclub.org/page.php?id=2]]. 273 miles long through VT from MA to Canada.
The ''Lotka Volterra Model'' is a [[Ecosystem]] model used to understand the growth and population dynamics of a predator-prey system. While originally conceived of as a simple model of four parameters, in the years since it's first publication the model has been repurposed, extended and adapted to a wide range of phenomena and complexities. The original model was governed by the following two equations where $$N_1$$ is the prey and $$N_2$$ is the predator.
:$$\frac{dN_1}{dt}=b\cdot N_1 - k_1\cdot N_1 N_2$$
:
:$$\frac{dN_2}{dt}=k_2\cdot N_1 N_2 - d\cdot N-2$$
Where
:$$b$$ is the growth rate of the prey population
:$$d$$ is the death rate of the predator
:$$k$$ and $$k_2$$ are the ecosystem [[state variables|Turing Machine]].
---
//See also//
:LN02:25
:Miller, Biological Oceanography
:[[NPZ Model]]
The ''Map Reduce'' paradigm is a a modern method for data processing in [[Todays Clouds]]. The term itself is borrowed from functional programing languages like [[Lisp]] where by data can be //mapped// to new values and //reduced// by some operation. //MapReduce// was designed by [[Google]] and then reimplemented in open source as //Hadoop//.
<pre>(map square'(1 2 3 4))
->(1 4 9 16)
(reduce + '(1 4 9 16))
->(30)
</pre>
!!Parallelization
The Map function is typically very easy to parallelize with little to change it's implementation. The Reduce function will often require some though as to the best way to parallelize efficiently. For example, a [[Hash Partitioning]] method can generally load balance quite well but will overlook any structure within the mapping output.
!!File System
;Distributed file system
:used for Map input and Reduce output (e.g. GFS or HDFS)
;Local File System
:Used for Map output and Reduce input (e.g. EXT4, XFS)
!!Scheduling
To maintain proper function the Map Reduce implementation needs to:
*Parallelize the Mapping
*Parallelize the Reducing
*Transfer data from Map to Reduce (''Shuffle'')
*Store the input and output for both map and reduce
*Place a barrier between the Map tasks and the Reduce tasks
**(Not a hard and fast rule all the time, and often transfer data from finished maps to reduces when able).
The parallelization tasks are typically quite easy to implement, the difficulty comes in making the other steps as efficient and reliable as possible. To manage all of these processes, a YARN is used to instantiate a Resource Manager (global), Node Managers (1 per server), and Application Managers (1 per job). These processes use a [[Heartbeat]] to communicate their status between the Application Managers and corresponding Node Managers and between the Node Managers and the Resource Manager. Any of these can be restarted/replaced if failure occurs.
Stragglers can be handled by ''Speculative Execution'' whereby a slow job will be replicated on another server in order to ensure rapid completion.
!!Examples
;Wordcount
If you want to develop the world count of terms over a large corpus then you could use a Map Reduce routine.
*Map: Develop a key value pair for every element (e.g. [word, 1]).
*Reduce: Collapse all the key value pairs and combine the values each time (e.g. [word, 4])
;Distributed Grep
*Map: Emit a line if it matches some criterion.
*Reduce: Don't do anything except output the lines.
;Reverse Web Link Graph
The input is a set of tuples (a,b) where page a links to page b. The expected output is then a list of all pages that link to each website b, ie (b, a1 a2 a3...)
*Map:Generate the tuples from logs and html to generate (b, a)
*Reduce: combine and merge all tuples.
;Sort
The input is a set of key value pairs and the output will be a sort list of values.
*Map: Invert the key value pairs and quicksort.
*Reduce: Mergesort over ranges of the map output (ie not [[Hash Partitioning]]).
---
//See also//
:LN03:25-27
''Bereavement'' is the social period of mourning directed by culture. This is a social status that is recognized by those around them. Functionally this permits the bereaved a period and set of steps to negotiate the loss psychologically. ''Mourning'' is the outward behavior and signs used to indicate the loss of a close, often recognized, relation. There is also a psychological state of mourning that are expected to adhere to the socially defined mourning rules. These rules are often codified into set rituals and timeframes that the bereaved are expected to fulfill. Examples of rules include a dress code, certain symbols to be displayed (or not), and other sorts of displays both publically and privately. There is usually a split between the displays expected by the males and females in the society. Generally the women are expected to do the grieving (just like in the cemetery examples from before) and are the enforcers of these rites and protocols. Even here the paid-time off from work codifies the bereavement timeframe. ''Max Weber'' did lots of work on the bureaucratization of society and it's interaction with modernization. ''Karl Marx'' would look at it differently and look at the economic aspect of the bereavement process. You loose utility by offering more time off. //Acute grief// is the grief felt directly after the loss of someone close. The physical effects, or //somatic//, after often experienced in conjunction to the psychological effects. One example, hallucinations are fairly normal for a period after someone's death. The last encounter is often stressed and can become problematic if the last encounter was negative in some way. Out of body experiences. ''Eric Lindemann'' wrote a famous article on grief in the 1940's based on the Coconut Grove Fire in Boston.
The five stages to grieving #Denial - you simply can't comprehend the loss. #Anger - You now feel safe enough to feel angry towards god, other, the world, etc. #Bargaining - The same as we have seen before. #Depression - #Acception - Anticipatory grief ''Jennifer Elison'' wrote an article about her husband dying in a car accident on his way home from work. While in shock she made the effort to thank the surgical team for their efforts to save him. She speaks of a mix of sadness and anger and relief that confused her. She carried on a masquerade of the grieving widow for a couple years because of social pressures. She was a therapist and reports that there are a number of people who feel relief at the loss of their spouse. Or with a young child with severe disabilities. ''Neonatal'' is first 4 weeks. ''Infant'' if first year.
;Karen Ann Quinlan :Drinking and drugs lead to a lack of adequate breathing. Put on a ventilator and after several years the parents decided that it was time for her to die as no hope of recovery was found. W/o the respirator she lived for another 9 years (via feeding tube). ;Nancy Cruzan :Got a lot of attention when the feeding tube was going to be moved. It made it to the supreme court (first case like it). They returned the case to the state court and they ended up giving permission for the removal. ;Terri Schiavo :In 1990 Terri collapses and is in a coma. After 8 years, in 1998 her husband files to remove the feeding tube. He was successful; but two days later her parents took issue, and the feeding tube was reinstated.
There is a large disparity between the number of patients on the waiting list and the number of viable donors. Historically automobiles have been the chief source of organs, but as safety measures have been improved the flux of organs into the system has largely decreased. Ways to improve this situation: *Make normative the automatic enrolment into the organ donation program when applying for a drivers license. *Improvements in 3D printing for biological organs (regenerative medicine). *Find a way to extend the 'shelf life' of the organs while finding adequate matches. *Additional research in animal analog organs. *Give priority to previously voluntary donors. Kidney is a unique organ in the donor process since 2/3 of the transplant list is for kidneys and ~40% of kidneys are donated by live patients.
The //Martin Curve// is "a set of data from the 1980s that shows how more carbon is trapped the deeper into the ocean it moves" ([[Scientific American|http://www.scientificamerican.com/article/picture-if-you-will-an-oceanic-twilight-zone-microscopic-creatures-hinder-carbon-sequestration/]]). It is governed by this differential:
$$\frac{dC_w}{dz} = -\frac{D}{W}C_z$$
//Where//
:$$C_w$$ is the [[POC]] flux at depth $$z$$.
:$$D$$ is the decomposition rate ([[Remineralization]]).
:$$W$$ is the sinking rate.
:$$C_z$$ is the quantity of [[POC]] at depth $$z$$.
---
;See also
:[[Biological Pump]]
/***
|''Name:''|MathJaxPlugin|
|''Description:''|Enable LaTeX formulas for TiddlyWiki|
|''Version:''|1.0.1|
|''Date:''|Feb 11, 2012|
|''Source:''|http://www.guyrutenberg.com/2011/06/25/latex-for-tiddlywiki-a-mathjax-plugin|
|''Author:''|Guy Rutenberg|
|''License:''|[[BSD open source license]]|
|''~CoreVersion:''|2.5.0|
!! Changelog
!!! 1.0.1 Feb 11, 2012
* Fixed interoperability with TiddlerBarPlugin
!! How to Use
Currently the plugin supports the following delemiters:
* """\(""".."""\)""" - Inline equations
* """$$""".."""$$""" - Displayed equations
* """\[""".."""\]""" - Displayed equations
!! Demo
This is an inline equation \(P(E) = {n \choose k} p^k (1-p)^{ n-k}\) and this is a displayed equation:
\[J_\alpha(x) = \sum_{m=0}^\infty \frac{(-1)^m}{m! \, \Gamma(m + \alpha + 1)}{\left({\frac{x}{2}}\right)}^{2 m + \alpha}\]
This is another displayed equation $$e=mc^2$$
!! Code
***/
//{{{
config.extensions.MathJax = {
mathJaxScript : "http://cdn.mathjax.org/mathjax/latest/MathJax.js?config=TeX-AMS-MML_HTMLorMML",
// uncomment the following line if you want to access MathJax using SSL
// mathJaxScript : "https://d3eoax9i5htok0.cloudfront.net/mathjax/latest/MathJax.js?config=TeX-AMS-MML_HTMLorMML",
displayTiddler: function(TiddlerName) {
config.extensions.MathJax.displayTiddler_old.apply(this, arguments);
MathJax.Hub.Queue(["Typeset", MathJax.Hub]);
}
};
jQuery.getScript(config.extensions.MathJax.mathJaxScript, function(){
MathJax.Hub.Config({
extensions: ["tex2jax.js"],
"HTML-CSS": { scale: 100 }
});
MathJax.Hub.Startup.onload();
config.extensions.MathJax.displayTiddler_old = story.displayTiddler;
story.displayTiddler = config.extensions.MathJax.displayTiddler;
});
config.formatters.push({
name: "mathJaxFormula",
match: "\\\\\\[|\\$\\$|\\\\\\(",
//lookaheadRegExp: /(?:\\\[|\$\$)((?:.|\n)*?)(?:\\\]|$$)/mg,
handler: function(w)
{
switch(w.matchText) {
case "\\[": // displayed equations
this.lookaheadRegExp = /\\\[((?:.|\n)*?)(\\\])/mg;
break;
case "$$": // inline equations
this.lookaheadRegExp = /\$\$((?:.|\n)*?)(\$\$)/mg;
break;
case "\\(": // inline equations
this.lookaheadRegExp = /\\\(((?:.|\n)*?)(\\\))/mg;
break;
default:
break;
}
this.lookaheadRegExp.lastIndex = w.matchStart;
var lookaheadMatch = this.lookaheadRegExp.exec(w.source);
if(lookaheadMatch && lookaheadMatch.index == w.matchStart) {
createTiddlyElement(w.output,"span",null,null,lookaheadMatch[0]);
w.nextMatch = this.lookaheadRegExp.lastIndex;
}
}
});
//}}}
There are several forms of the mean based on how the data has been transformed. For example, the geometric mean is for when the data has been log transformed and the harmonic mean is for reciprocal data.
*Arithmetic mean: $$\Sigma Y = n\bar{Y}$$
*Geometric mean: $$GM_Y = 10^{\frac{1}{n}\Sigma \log Y}$$
*Harmonic Mean: $$\frac{1}{H} = \frac{1}{n}\Sigma\frac{1}{Y}$$
---
//See also//
:[[Sample vs Population Measures]]
There are three common definitions of the mean. ;Arithmetic Mean :This is the mean used most often to find the central tendency of the data. ;Geometric Mean :This mean is well suited to comparing the average across different units or of different rates (when their use is restricted to being multiplied, e.g. population growth). ;Harmonic Mean :This mean is best suited when comparing rates or ratios such as speeds, --- //See also// :[[Linear Regression]] :[[#Statistics]]
Apparently[[*|http://appropriatetec.appstate.edu/sites/appropriatetec.appstate.edu/files/microhydro_factsheet6.pdf]] there are three common methods to determine and approximate the flow of a river or stream. ;Bucket Method :In a constricted area of the stream, place a 5 gal bucket in an attempt to capture all the flowing water. Then time how long it takes to fill. ;Weir Method :A weir is an area where water flows through a 'v' or rectangularly shaped devices where the flow and water height are used interchangeably. This must be built into the river. See [[here|https://www.uvm.edu/~watercmp/fc2009/seminar/FlumeExercise.pdf]] ;Float Method :Using a half-filled bottle or other float, measure the length of time it takes to float down a known length of river. Aim for a straight and even section of river of ~50 ft. Also calculate the average cross-sectional area or depth of the river along this stretch. See [[here|http://www.ecy.wa.gov/programs/wq/plants/management/joysmanual/5float.html]]
!!Failure Detector For a failure detector there are two complementary aspects to consider. #Completeness: Will each failure be detected eventually? #Accuracy: What is the false positive rate? *Performance is also a practical concern. Since a network is lossy, both 1 and 2 can never be realized together and this is restated and proven in the //Consensus Problem//. In any of our applications, we required 100% completeness even if this raises the false positive rate. We will also be concerned with performance. *Speed: Faster the better *Scale: Since failure is the norm, we would like to eliminate bottlenecks and failure points. ;Centralized Heartbeating :Heartbeats are sent periodically to a central node who maintains a membership list. It a heartbeat is not received for some threshold time, T, then that node is listed as failed and appropriate measures are taken. ::This relies on a single central node, and therefore an unacceptable failure point. :Fair bit of overhead. ;Ring Heartbeating :A topological loop is constructed and heartbeats are directed around the loop. This eliminates a central failure point, but if multiple failures occur then isolation is possible. ;All to All :Each node sends a heartbeat to all other nodes which ensures completeness and equal load (albeit a relatively high load). ;Gossip Style :Use membership tables at each node of last time the other nodes were heard from. The tables themselves are shared and updated. This leads to dissemination in $$O\log(N)$$ time when bandwidth $$O(N)$$ is available. If only $$O(1)$$ is available then $$ON\log(N)$$ is required. *The performance of the Gossip Style detector is actually worse than the All to All since the gossip network is poor at detecting failures of negative information. ;SWIM Detector :Pings and ACKs are used to assess functioning of nodes. Both direct routes and indirect routes are tested so that information is both reliable and current. This system has very nice tradeoffs. --- //See also// :[[Gossip Protocol]] :LN03:46-48 :[[#Coursera]]
Designed for use in navigation at sea therefore the areas are not accurate and distances are elongated further from the equator (as is area).
I've planted two of these around my patio (Apr 10, 2015). ;Conditions :Full sun :Hardy down to 10F :Medium drought tolerant :Feed monthly :Remove faded flowers --- //See also// :[[Huttersfield Project Ideas]] :[[http://tkelly.me/2015/04/saturday-gardening/]] :[[#Plants]]
:$$R = \frac{V_{max}\cdot N}{K_{0.5}+N}$$
Tumor classification is a hard problem since many histological methods for identification of tumors miss the underlying pathological basis; and therefore, they group together cancers which have distinct responses to treatment and prognosis. One of the first methods developed to classify various tumors was in the case of acute leukemia. In the 1960s it was noticed that acute leukemia was either "periodic, acid-Schiff positive" or "myeloperoxidase positive". This actually identified what came to be known as acute lymphoblstic leukemia (ALL) and acute myeloid leukemia (AML) [which arise from lymphoid or myeloid precursors, respectively] [which were later identified with specific antibodies rather than the 'positive' tests above].
Interestingly, large, specific chromosomal translocations have been connected to both ALL and AML [25% and 15%, respectively]. Although these two are now well distinguished from one another, there still is no 'well established test' for diagnosis. The current pathway to diagnosis lies in an expert combining numerous tests and profiles [each taken from a different specialized lab], and therefore costs a considerable amount. The proper diagnosis is critical since each tumor requires a different treatment [such as corticosteroids, vincristine and methotrexate for ALL whereas AML calls for daunorubicin and cytarabine for treatment]. This study hopes to find a connection between the gene expression profile [as assayed via microarrays] and diagnosis for such diseases as ALL and AML.
Microarray-based solutions have the benefit of monitoring the gene expression levels for the prediction of tumor class while also helping to elucidate the underlying pathogenesis of disease. In this study they have uncovered the genes linked to cell-lineage and thereby discover the class of acute leukemia within the bioopsied tumors. And while this technique is powerful in an of itself, they also found genes linked to S-phase cell cycle progression, chromatin remodeling, and cell adhesion all of which provides information about the underlying biochemistry of the tumor.
Next they moved onto the question of whether tumor classes could be found and described autonomously with machine learning algorithms applied to the gene expression data. Traditionally sub-classes of tumors were developed only after years of hypothesis driven research. To my surprise they were able to find the four major subclasses of acute leukemia [ALL, T Cell ALL, B Cell ALL, AML] directly from the gene expression profiles from a set of patients. This sort of de novo approach struck me, for the high-quality data required in gene expression comparisons; data which is inherently noisy. They also mention that with more data they would have been able to search for finer sub-classes [, classes which I am curious to know if they already exist]. The authors note that they suspect that the algorithms would start, at some point, to group cancers more on mechanism of action than on lineage as phenotype would dominate the expression signal as these resolutions. The implications of such results would be interesting.
!!Reference
:Golub, T. R. et al. Molecular classification of cancer: class discovery and class prediction by gene expression monitoring. Science 286, 531–537 (1999).
Also known as the momentum equations, here is the Navier Stokes Equations for incompressible, newtonian flow: [img[https://upload.wikimedia.org/math/2/0/a/20a79a2a8eca85d0003bdcb894db13da.png]]
!Red Grapes ;Marguette :Cold hardy and resistant to downey mildew but moderately susceptible to powdery mildew and black rot. ($8.50) ;Frontenac :Cold hardy and resistant to downey mildew and mostly from powdery mildew. Vine is fast growing and trained for top wire. ($8.25) ;Petite Pearl :Very hardy and generally a high wire vine with complexity and spice. Generally ideal for blending. ($8.50) ;St. Croix :Hardy to -26, this vine is well suited to top wire and is very susceptible to downey mildew. Ripens early in the season and is a new hybrid. ($8.50) ;Marechal Foch :Hard to around -22 and is an older French hybrid.Planted from Nebraska to coastal Maine. ($8.50) ;Sabrevois :Cold hardy and genetically similar to St. Croix, this vine is disease resistant and very tough. It grows best with good flavor when in cold areas, but off in hot climates. ($8.50) ;Leon Millot :This variety is related to Foch and makes a great variety of wines. ($8.50) !White Grapes ;Frontenac Blanc :This vine is cold hardy, very productive, and immune to downey mildew. Full sun helps to produce the rich depth of flavor. It ripens mid-late in the season ($8.50) ;Brianna :Cold hardy and extremely productive with mild disease resistance. Susceptible to crown gall in frost prone areas. Ripens early at the end of august/september. ($8.50) ;Frontenac gris :Very hardy and good disease resistance are similar to Frontenac. Not the best for wine. ($8.50) ;La Crescent :Cold hardy with early to mid season ripening. Susceptible to powdery and downy mildew. This variety has won awards for best cold climate white wine. ($8.50) ;St. Pepin :Moderately cold hardy to -25 and dependent on another proximal variety for full bloom. the wine is high quality and the grapes can be left on the vine for ice wine. ($8.50) ;Prairie Star :Very cold hardy with low acidity and ideal for heavy soils with lots of silt and clay. It ripens early in the season. ($8.50) ;Louise Swenson :Cold hardy but sensitive to sulfur, this variety has a fair yield with good disease resistance that does well in heavy soils. ;Swenson White :Cold hardy and vigorous, this variety ripens mid to late season. It makes wine in colder climates. ;Adalmiina :Fairly cold hardy and early to ripen, this variety The wine has good body and crisp. ($8.50) ;LaCrosse :Hardy to -25 and vigorous. Good for drier wines and well when oaken. ($8.50) ;Osceola Muscat :Cold hardy and berries do not hold well to the vine but susceptible to yellow jackets. ($8.25) ;Seyval Blanc :Hardy to -15 and a late season varietal. It performs well in coastal regions. ($8.50) ;Edelweiss :Hardy to -20 and early to ripen, it is an early ripener and makes for a good table wine. ($8.50)
[[Map|http://newenglandtrail.org/get-on-the-trail/ma-net-section-12-metacomet-monadnock-trail]]
fadsf
"""\partial f"""
Nitrogen from amino acid breakdown, such as the case of BCAA in muscle, will lead to a buildup of ammonia if the nitrogen is not transported. One way is the ''glucose-alanine cycle'' that forms alanine from pyr in the muscle which is then degraded again in the liver to form glucose. The other is through transport via glutamine by reacting NH4 with glutamate.
!!Vector Norms
A vector norm must satisfy these four criteria:
#$$||\vec{x}|| \geq 0$$
#If $$||\vec{x}|| = 0$$, then $$\vec{x}=\vec{0}$$
#$$||\alpha\vec{x}|| = |\alpha| \cdot ||\vec{x}||$$
#$$||\vec{x}+\vec{y}|| \leq ||\vec{x}||+||\vec{y}||$$
!!!Examples
;$$L_p$$ Norm
:$$||\vec{x}||_p=(\sum|x_i|^p)^{1/p}$$
*Typically this norm is for $$p=2$$, but it is general.
*The p1 norm is simply the sum of all elements of the vector, and the p infinity norm is the maximum element in the vector.
!Matrix Norms
Examples of matrix norms:
#$$||A||_1=\max_j\sum_i|a_{i j}$$
#$$||A||_2=\sqrt{\sigma(A^TA)}$$ where $$\sigma$$ is the largest [[Eigenvalue]] of $$A^TA$$.
---
//See also//
:LN02:07
:[[Fourier Decomposition]]
:[[Finite Difference]]
!!Basic Equations
$$\frac{dP}{dt}=\frac{V_mNP}{k_s+N} - mP-ZR_m(1-e^{-\Lambda P}$$
$$\frac{dZ}{dt}=\gamma ZR_m(1-e^{-\Lambda P})-gZ$$
$$\frac{dN}{dt}=\frac{-V_mNP}{k_s+N}+mP+gZ+(1-\gamma)ZR(1-e^{-\Lambda P})$$
---
//See also//
:[[Lotka Volterra Model]]
:LN02:25
:Miller, Biological Oceanography
Nuclear decay is first order.
: $$\frac{dN}{dt} = -\lambda N$$
Therefore,
: $$ N(t) = N_0 e^{-\lambda t}$$
!!! Decay constant vs Halflife
Half-life ($$T_{1/2}$$) and the decay constant($$\lambda$$) are related by
: $$T_{1/2} = \ln(2)/\lambda = 0.693 / \lambda$$
Some common decay constants
|Nuclide|$$\lambda (day^{-1})$$| $$T_{1/2}$$ |
| $$^{234}Th$$ | 2.876e-2 | 24.1 d |
| $$^{230}Th$$ | 2.52e-8 | 75,400 y |
| $$^{229}Th$$ | 2.397e-7 | 7,917 y |
| $$^{232}Th$$ | NA | 1.4e10 y |
| $$^{238}U$$ | NA | 4.47e9 y |
!!Review of [[Carbonate System]]
* Can include a variety of phases including gases (e.g. $$CO_2$$) and solid (e.g. [[Dolomite]] - $$MgCa(CO_3)_2$$).
* Numerous species in seawater due to the high levels of cations and anions with which to react.
* Solving these systems with $$K$$, $$K_a$$, $$K_{sp}$$ and others are made easy with computational methods.
* [[Bjerrum Plot]]
!Application Submited Aug 12th. Check app [[here|https://apps.oti.fsu.edu/AdmissionsApplication/graduate/4828.part2]].
Op Amps are small electronic elements which takes an input and outputs at a high gain. For an opamp, the gain is many orders of magnitude which means that they almost always are built with negative feedback circuits.
I decided that the //Oru Kayak// makes a hell of a lot of sense for someone like me. It is a very portable, folding kayak. I didn't even know that they made such things until yesterday, but talk about the perfect kayak for around here where little exploratory trips are easy to come-by opportunities. At 26 lbs, it also promises to make a hike and kayak trip feasible. --- //See also// :[[Florida Adventure Ideas]]
Not much about the mechanism of this complex is known, but its function has been theorized since the 70s. In order to replenished the 2 electrons loss from the excited p680 chromophore, water is split yielding molecular oxygen, protons and electrons. The protons move into the lumen of the thylakoid promoting the proton gradient. The reactive center of this complex is a Mn Ca core. --- //See also// :[[Photosystem 2]]
''Partitioning Around Medoids'', otherwise known as PAM, is a well-behaved and self contained procedure that iteratively determines the most central data points as the basis for the groups. Okay, so what does that mean? Let’s start with an example in 2D.
<pre>
## Using cluster::pam we will ask it for 2 clusters
require(cluster)
pam.data = pam(data,2)
##Let's take a look at the results
color= c("purple", "blue")
plot(NULL, xlim=c(0,10), ylim=c(0,10), xlab="x", ylab="y", main="Clusters")
points(data, col=color[pam.data$clustering], pch=7)
points(pam.data$med, col='red', pch=15)
plot(pam.data) ## pam can generate it's own plots too.
</pre>
I’ve color coded the two clusters with purple and blue, respectively, along with the two Medoids in red. Visually this assignment looks quite accurate, but the choice of the medoid in the second groups seems a bit arbitrary. We’ll look into that right after we skim over how the algorithm works.
The way PAM works is through an iterative process of picking medoids and calculating scores based on distance. First the algorithm picks medoids from random, so in our case 2 points from the 10 in the data. It then groups the remaining points based on which points are closest and not yet assigned a group–much like captains picking teams for kickball. The total distance between the medoid and it’s group members is then calculated, and if a different member of the group offers a better score the medoids switches. Any switch brings us back to the beginning and new groups are picked based on the new medoids. This process continues until no better medoids are found.
One of the interesting aspects to this clustering methods involves the fact that the medoid is always an actual point. In fact that is where the term medoid comes from: median.
On aspect that we won’t cover here, but which almost all clustering algorithms do is [[Principal Coordinate Analysis]]. PCA is a technique to rotate and scale the data so that the variance within the data is best represented graphically. While nothing more than a way of representing data, it’s important to touch upon since the actual PAM plot will look different from the original because of it.
---
//See also//
:[[Clustering]]
!!For [[Finite Difference]] methods
Given a point and it's neighbors, e.g. $$f_{i+1}, f_i, f_{i-1}$$, the parabolic fit is simply:
:Constant Term
::$$c=f_i$$
:Linear Term
::$$b=\frac{f_{i+1}-f_{i-1}}{2\Delta x}$$
:Quadratic Term
::$$c=\frac{f_{i+1}+f_{i-1}-2f_i}{2\Delta x^2}$$
!!Other
From [[Stack Overflow|http://stackoverflow.com/questions/717762/how-to-calculate-the-vertex-of-a-parabola-given-three-points]] we have the following [[Fortran]] implementation:
<pre>
subroutine parabola_vertex(x1, y1, x2, y2, x3, y3)
real(dp), intent(in) :: x1, y1, x2, y2, x3, y3
real(dp) :: d, A, B, C
d = (x1 - x2) * (x1 - x3) * (x2 - x3)
A = (x3 * (y2 - y1) + x2 * (y1 - y3) + x1 * (y3 - y2)) / d
B = (x3**2 * (y1 - y2) + x2**2 * (y3 - y1) + x1**2 * (y2 - y3)) / d
C = (x2 * x3 * (x2 - x3) * y1 + x3 * x1 * (x3 - x1) * y2 + x1 * x2 * (x1 - x2) * y3) / d
end subroutine
</pre>
---
//See also//
:[[Techniques in CFD]]
:LN02:29
Oct 26, 2013 Although it is senior year, I am often reminded what it was like to be a freshman and meeting new people all the time. Truly, the number of people whom I am being introduced to has not dwindled as might be suspected, rather it’s quite the opposite. It really is nice to see that even in senior year--when we have less than eight months or so left--we are making new friends and are open to the diversity that comes with it. Regardless of the setting these conversations often turn to our future plans—we are seniors after all. And that’s is where I get a lot of practice telling my peace corps story. Whether it is after a 5k, at the pub, or even in class; the fact that I am taking part in the peace corps almost certainly comes up. Since many people don’t have a solid idea of what the Peace Corps does, let alone the logistics of the program, those are often the first questions I field. “How long is the commitment?” “Where will you go?” “When do you leave?” And inevitably this question arises: “what made you think of doing the Peace Corps?” A question that defies the short, one sentence answer that the others allowed, and one which will shape the entire conversation. This is the point where I can give a superficial answer, or I can give an honest answer. And here is my honest answer: I honestly didn’t know anything about the Peace Corps until about a year ago when a friend asked me about the Peace Corps assuming that I would be knowledgeable about the program. Well, it was this question which led me to seek-out some information regarding what the program actually does. My first stop was Wikipedia, of course, and then whatever random sites I stumbled upon. After reading about both the good and the bad things people were saying about the Peace Corps online, I was still intrigued and figured a book should be my next avenue of pursuit: I decided to read //Fiesta of Sunset// by Taylor Dibbert and //The Peace Corps: Misadventures in Love and Africa// by Andy Christofferson. Both turned out to be unbelievable narratives of their respective times in service. As it were, the two accounts couldn’t be more dissimilar: Andy taught chemistry in Africa while Taylor planned water systems in Guatemala. But what I saw in both of their experiences was a path directed by service, exchange, and hope. A path I could see myself walking. At this point I felt fairly confident that I had enough information to start my application process, but there was still one more thing to consult before I could confidently move forward. I knew my friends were sure to have a pertinent perspective and to raise important questions since they know me quite well. They know me so well in fact that some of them claimed to have foreseen my interest in the Peace Corps even before I knew anything about the program. Like I said, they know we well, perhaps too well. There are few things as motivating as having everyone support your plans even among doubt, and my choice to pursue the peace corps was no different. So many of the people I talked with, whether it be a professor, a friend, or a coworker, all said something akin to: “The peace corps? Yeah, that is most definitely you. I can see you doing that!” It was touching having all these people, whom I care deeply for, saying that I could do this. So with their benisons I started to slowly fill out the application--throwing my lot into an unknown future. Only time will show us how my adventure unfolds.
While information for the various PEX plumbing options was not quite as available as I was hoping, I did eventually find some useful sites. So PEX piping comes in three grades based on the manufacturing technique used to extrude the piping. The PEX-A is most flexible and used for the expansion systems including the Wirsbo system yet is the most expensive option. PEX-B and PEX-C are less flexible and cheaper with superior pressure or chlorine resistance, respectively. PEX-B/C require the use of the crimping connection methods. Here is a useful youtube [[video|http://www.youtube.com/watch?v=q8J1yHRuFWs]] wherein the various connection methods are compared. Based on this and some other sites, I am inclined to go with a expansion method like the Wirsbo system. In getting a Wirsbo-like system, there are a few options for tools including the manual expander by Wirsbo or an electrical, 12V tool by Milwaukee. Price-wise they seem comparable, but I'm again inclined to the simpler method provided by manual tools. The Wirsbo extender can be gotten for ~$200 or less used on sites like [[ebay|http://www.ebay.com/itm/WIRSBO-UPONOR-PEX-PROPEX-EXPANDER-TOOL-1-2-3-4-1IN-HEADS-/201040499896?pt=LH_DefaultDomain_0&hash=item2ecef294b8]] (check [[here|http://www.ebay.com/sch/i.html?_kw=Wirsbo+Expander+Tool]] in general).
Two definitions/interpretations possible: # $$pH = p^aH = -\log((H^+))$$ # $$p^cH = -log([H^+])$$
!Applied * [[Earth Science PHD at BU]] * [[Oceanography at FSU]] * [[UMaine|http://umaine.edu/graduate/Graduate%20and%20Professional%20Degree%20Programs/graduate-and-professional]] * URI * UAF
''Pheophytin'' is the primary photoreceptor in both plants (PS 2) and in [[Purple Bacteria]] (RC P870). Chemically it is a [[Chlorophyll]] Molecule lacking a $$Mg^{2+}$$ coordinating ion. After receiving an electron from P680, pheophytin quickly transfers it onto [[Plastoquinone]].
---
//See also//
:[[Photosystem 2]]
:[[Pigment]]
:[[Plastoquinone]]
It has been observed in [[Bacteria]] that [[Phosphate]] is transported into the cell through two separate mechanisms depending on the concentration of phosphate in the environment. When phosphate concentrations are relatively high, there is a //low-affinity// membrane transport system that has been identified in [[E coli]] and which is believed to exist in all plankton. When phosphate concentrations fall (e.g. $$<20\mu M$$) a //high-affinity// membrane transport system is activated. This transporter is [[ATP]] driven. These systems have not been studied much in [[Eukaryotes]] but it is believed that they have similar systems for phosphate uptake. --- //See also// :[[Phosphorous]] :[[Transporter]] :[[Nutrients]] :LN02:26 :Miller, Biological Oceanography
;Energy of a Photon
: $$\epsilon = h\frac{c}{\lambda} = hc\nu$$
;Speed
:$$2.998\times 10^{8} m/s$$
---
//See also//
:[[Sun]]
!Z Scheme This is the tradition scheme of phosphorylation utilizing PS1 and PS2 to produce ATP, NADPH, and O2. <img src='http://chemwiki.ucdavis.edu/@api/deki/files/749/Z-scheme.png'> !Cyclic Cyclic phosphorylation is an alternative to the traditional //Z Scheme// that does not produce O2 or NADPH while phosphorylating ADP. This form of phosphorylation is seen when the plant requires ATP but does not have free NADP^^+^^ to reduce. ><img src='http://www.uic.edu/classes/bios/bios100/lectures/10_15_electron_cycling-L.jpg'> --- //See also// :[[Photosynthesis]] :[[C4 Photosynthesis]] :[[CAM Photosynthesis]]
[[Phytoplankton]] and [[Plants]] have a number of mechanisms to prevent damage by photonic processes on a range of time scales. ;Xanthophyll Cycle :By producing Zeaxanthin as a sacrificial substrate for reduction, the cell is able to control the flow of electrons quite well. This process is driven by [[ATP]] and operates well on a short time scale (do to the millisecond response). //See// [[Xanthophyll Cycle]] for more details. ;State Transition :By physically moving the [[Light Harvesting Complex]] away from [[Photosystem 2]] and over to [[Photosystem 1]] the cell is able to efficiently process the electrons and reduce the risk of a damaging jam. ;Failure :If the protection mechanisms fail to prevent damage to the D1 subunit of [[Photosystem 2]], then the entire complex is dismantled and a new D1 protein is required. This is both a costly and a relatively slow process. --- //See also// :LN02:36
A complex biochemical reaction wherein photonic energy is used to fix inorganic carbon into organic molecules. *[[Photosystem 2]] *[[Cytochrome b6f Complex]] *[[Photosystem 1]] *[[ATP Synthase]] *[[NADPH Reductase]] !!Mobile Elements *[[Qb]] - a [[Quinone]] *[[Plastoquinone]] *[[Ferredoxin]] !!Efficiency The ability for the photosynthetic components to carry out their function is highly dependent on the quantity and quality of light and nutrients received. Under high intensity the photochemical production is highly reduced. ;Quantity :Photochemistry - Heat - Fluorescence ;Low Light :97% ---- 2.5% ---- 0.5% ;High Light :0% ---- 95% ---- 5% Virtually all the energy, under high light conditions, is transferred to heat in order to prevent damage to the photosystem. --- //See also// :[[Autotrophy]] :[[Sun]] :LN02:46
The ''Photosynthetic Quotient'', or PQ, tells us about the physiological condition of the cells. It is the measure of O2 produced and the CO2 fixed. As such it is highly affected by a number of factors such as light stress ([[Mehler Reaction]]), or nutrient availability. One interesting use for this quantity, which can be measured in the field, is for estimating new vs recycle productivity (see //Uses//). !!Uses Measuring productivity (i.e. [[NCP]], [[GPP]], [[NPP]]) is important in understanding the nutrient cycling and the efficiency of the [[Biological Pump]]. By measuring the PQ of a community you are able to estimate the nitrogen source for that community. For areas where most PP is due to new production, the [[Nitrogen]] source will be [[Nitrate]] (NO3) which was remineralized at depth and upwelled. This nitrogen is fairly oxidized and therefore the PQ will be high. If most of the productivity is from regenerated sources then the nitrogen there is principally [[Ammonium|Ammonia]] which leads to a lower measured PQ. --- //See also// :[[Photosynthesis]] :LN03:11 :[[Fluorometer]]
''Photosystem 1'' is quite homologous to [[Photosystem 2]] in it's ability to shuttle electrons upon photonic excitation. PS1 receives the electrons at an already elevated state (relative to PS2) from [[Plastocyanin]] and then transfers excited electrons to [[Ferredoxin]]. The reaction center of PS1 is a P700 chlorophyll dimer (//see// [[Pigments]]). Within the system, there are three Iron Sulfur Complexes that direct the electron towards the [[Ferredoxin]] whose reducing power is then used to reduce NADP+ to NADPH via [[NADPH Reductase]]. [[Phylogenetic Analysis]] leads us to believe that PS1 developed from [[Green Sulfur Bacteria]]. --- //See also// :[[Photosynthesis]] :[[Photosystem 2]]
The first segment of the cellular machinery necessary for [[Photosynthesis]]. It is a complex of around 100 cofactors and coenzymes and is the initiating step for the light reactions of photophosphorylation and NADPH production. P680 is a dimer of chlorophyll molecules at the center of an array complex. Once excited, the 2 electrons (one from each chlorophyll) are used to reduce [[Pheophytin]], the primary electron acceptor. This protein quickly reduces [[Plastoquinone]] which is present within the [[Thylakoid Membrane]]. This shuttles the electrons from the PS2 complex to [[Cytochrome b6f Complex]]. !!Components #[[Oxygen Evolving Complex]] #[[P680|Pigment]] #[[Pheophytin]] #[[Plastoquinone]] --- //See also// :[[Sun]] :[[Pigments]] :[[Quantum Efficiency]]
;Chl a
*$$Mg^{2+}$$ core
*All groups of phototrophs
*Peak absorption at 430nm and 680nm
;Chl b
*Found in the [[Photosystem 2]] of land plants and [[Cyanobacteria]]
*Very similar to Chl a
;Chl c
*Found in Dinophyta and Phaeophyta (e.g. [[Diatom]], [[Dinoflagellate]])
;Carotenoids
*Found in many organisms including bacteria, plants, and phytoplankton. (e.g [[Dinoflagellates]])
*Two classes of compounds: Carotenes (no Oxygen) and Xanthophylls (with Oxygen)
*//e.g. Xanthophyll//
;Phycobilins
*Found in [[Cyanobacteria]] and Red Algae
*//e.g. Phycoerythrins and Phycocyanins//
---
//See also//
:[[Sun]]
If we begin with assumptions that the plankter is well approximated by a spherical particle acted on by laminar flow we arrive at this Stokes equation:
$$w_s=\frac{gd^2_s(\rho_c-\rho_w)}{18\eta}$$
;//Where//
:$$\eta$$ is the [[Hydraulic Viscosity|Absolute Viscosity]]
:$$d_s$$ is the diameter of the particle
But are our assumptions valid?
The //[[Laminar Flow]]// estimation has been show to be true for the vast majority of plankton species. For small to large plankton (with an exception for unusually large), the sinking leads to a [[Reynolds Number]] of $$Re < 0.1$$.
The //Spherical// assumption is much less founded. Ultimately the ''form resistance'' relative to spherical resistance can be found experimentally and used as a coefficient of correction $$\phi_s$$ for our naive formula above:
$$w_s = \phi_s w_{s, sphere}$$
!!Form Resistance Methods
!!!Spines
It turns out that spines do not slow sinking. Spines are useful for defense though.
!!!Chain formation
Forming long chains of phytoplankton does not slow sinking through the water column--but rather--it speeds it up.
!!Living Plankton
Living plankton are able to effectively slow their sinking through the water column by up to 10x and commonly 2-4x.
---
//See also//
:[[Density of Phytoplankton]]
Pico: $$0.2-2\mu m$$ Nano: $$2-20\mu m$$ Micro: $$20-200\mu m$$ Meso: $$0.2-2mm$$ Macro: $$>2mm$$ --- //See also// :[[Plankton Taxonomy]] :[[Plankton Sinking]] :LN01-44
{{{ [tag[Bi321]] }}}
There are three categories of plants #''Non-vascular'' - Lack vascular tissue and include bryophytes, lycophytes, etc. #''Seedless vascular'' - Stuff like ferns where seeds have a tough protected layer #''Seed plants'' - Asexual reproduction, the more energetically efficient method, is beneficial in a static environment for which you're already suited to. In the vast majority of situation changer occur and therefore sexual reproduction has generally dominated. It is this trade-off that has lead to many organisms having both options. Asexual reproduction in plants is established by rhizomes, <<note "corms" "a large base underground that bud off new corms, think leek or onion">>, or <<note "plantlets" "Modified leaves">>. ''Spores'' can resist drying out and are surrounded by a coat of //sporopollenin//. Plants have two distinct multicellular forms, one of which is haploid and one that is diploid. The switch between these tow phases is called the <<note "Alternation of Generations" "Look for a multicellular haploid phase and diploid phase. If this occurs then you have alternation of generations, see [[wikipedia|http://en.wikipedia.org/wiki/Alternation_of_generations]]">>. ''Sporophytes'' undergo meiosis and produce spores. A ''spore'' grows up and out of the parent, haploid plant. The haploid phase of life is called a ''gametophyte''. Once fertilized, the zygote remains on the parent plant and nourished by special //transfer cells//. The zygote is diploid and results in a ''sporophyte''. Following meiosis we get haploid spores. These can grow through mitosis to form a haploid ''gametophyte''. The gametophyte can then form gametes that can be fertilized. ''Gametangia'' are specialized reproductive organs that are shared by all land plants. The male sperm-producing structure is called ''antheridium'' while the female is called ''archegonium''. In most species the two alternations look very different and is referred to as ''heteromorphic generations''. ''Bryophytes'' are non-vasculars and include plants like mosses[[*|http://en.wikipedia.org/wiki/Bryophyte]]. The green leafy part of the moss is the gametophyte producing eggs and sperm. The life cycle is dominated by the gametophyte phase. ''Lycophytes'' include club mosses and ferns (more vasculature) which have a life cycle dominated by sporophyte phase. Some species are <<note "heterosporous" "Two types os spores each able to produce one type of gametophyte">>, but most are //homosporous//. The sporophyte again grows up and out of the gametophyte but this time is __much__ larger.
;Gymnosperm :Plants that produce //naked// seeds such as pine cones (as opposed to angiosperms). ;Microsporangia :Produces pollen grains. ;Megasporangia :Produces female gametophytes ;Gameotophyte :The haploid gamete of the plant. ;Microspore : ;Pollen :A male gametophyte surrounded by a coat of ''sporopollenin''. ;Microsporangia :The structure that contains diploid cells called microsporocytes which then divide into haploid microspores and divide again(s) to form ''pollen grains'' ;Generative cell :Cell that divides to give sperm. ;Tube cell :Cell that makes pollen tube. ;Megasporangium :Structure that contains the megasporocytes. ;Megasporocyte :Each egg contains a cell called a megasporocytes. ;Micropyle :The opening that the pollen goes in through. ;Integument :The diploid cell layer that surrounds the seed. !!Angiosperm ;Sepals :Leaflike structures on the outside of the flower. ;Petals :Often brightly colored. ;Stamens :Hold the male gametophytes (pollen grains) and includes the Anther and Filament. ;Carpels :Produce female gametophytes and includes the stigma, style, and ovary.
--- //See also// :[[Pheophytin]] :[[Photosynthesis]] :[[Photosystem 2]]
!!Materials Per 8'x8' section: * 2"x4" --- //16(18) x 8' total- $3 per 8' = $48($54)// **(3x-4x) 8' --- Top and bottoms **(6x-12x) 16" --- Bottom cross members **(12x) 8' ---- Vert risers *2.5" construction screws *(4x) 4'x8' panels (~$10/ea) **[[OSB|http://www.homedepot.com/b/Lumber-Composites-Plywood/N-5yc1vZbqm7Z12kxZ1z11605?NCNI-5]] vs Plywood vs [[drywall|http://www.homedepot.com/p/Unbranded-UltraLight-48-in-x-8-ft-x-1-2-in-Gypsum-Panel-14113411708/204290022?N=5yc1vZbb52Z1z11605#]] *Paint (//~350 sq ft/gal = 2.5 panels//) **Base coat **Others *Blocks ($1-$1.50/ea) *Footers !!Tools *Drills -- several *Circular saw (Tom) *Roller, cover, pan *Paint brushes (variety) Tape rule -- Several *
$$\Delta^{2}\psi = \xi$$
---
//See also, [[The Basic Equations]]
As defined by the [[World Bank]]
''Purchasing Power Parity'' --- //See also// :[[GDP]] :[[HDI]]
Techniques * Being transparent * Stop feeding during day (gut content is visible) * [[DVM]] * Escape moves
Here's a general run down of where the priorities for the farm lie in terms of projects to be completed. #Exterior walls - This can be done in steps with one room completed at a time with priority going to finishing the first floor before the 2nd. ''Update:'' the second floor must be done at the same time, at least in prepping since the plaster will fall down behind the wall when removing. ##~~Door out back~~ ##~~Replace electrical lines throughout~~ ##Setup and layout of kitchen #Shore up the barn foundation #~~Setup first field of grapes~~ ##Setup rows and [[irrigation|Drip Irrigation System]] ##~~Plant first rows of vines~~ ##Plant millions of vines...
Prochlorococcus is a small ($$0.6\mu m$$) [[Cyanobacteria]] which is thought to be the most abundant in the worlds oceans. It is especially important in nutrient poor mid-ocean [[Gyres]] where they are plentiful. They are thought to (have?) produce(d) 50% of the worlds oxygen and use an unusual [[Pigment]], //Chl b//. --- //See also// :[[Phytoplankton]] :LN02:09 :[[Cyanobacteria]]
;Build a Shed :[[Plans by Black and Decker|http://www.blackanddecker.com/Step-By-Step-Detail.aspx?id=Blog:c2a72b18-629c-444d-a605-643c86467ba5Post:0dd297d2-2983-43d1-9813-13a0972c242e&bPage=1&cPage=1&topic=sheds]] --- //See also// :[[Adventure Ideas Abroad]] :[[Gear Ideas]] :[[Florida Adventure Ideas]]
<<<
Active fluorescence is used to estimate the quantum efficiency of charge separation in the photosystem II reaction centre (designated $$\Phi_{PSII}$$), which can be multiplied by the rate of light absorption to obtain the photosynthetic electron transfer rate through PSII ($$ETR_{PSII}$$).
<<< --- Chl a Fluorescence
---
//See also//
:[[Photosystem 2]]
:[[Phytoplankton]]
:[[Chlorophyll]]
:[[Fluorometer]]
:LN02:46
The ''R'' and ''K'' selection criteria are two poles based on a simple ecological model based on [[Growth Rate]] and [[Carrying Capacity]]. [[Diatom]]s are an example of an R selected species. --- //See also// :[[NPZ Model]] :[[Lotka Volterra Model]]
The ''R Value'' of a surface is given as the $$ R = \Delta T / \dot{Q} $$.
A great resource in estimating and calculating the ''R-Value'' of a certain setup can be found [[here|http://www.ecowho.com/tools/r_value_calculator.php]], at the Eco Who website. According to this site, I estimate that my double-pane basement windows have an ''R-Value'' of $$\approx 3.0$$.
According to this chart I found--[img[http://inspectapedia.com/BestPractices/Table3-4.jpg]]
An ''R-Value'' of between $$3-4$$ is fairly typical of a double pane window so I am confident that mine should work effectively.
!!See Also
* [[Insulative Glazing|https://en.wikipedia.org/wiki/Insulated_glazing]]
* [[R-value (insulation)|https://en.wikipedia.org/wiki/R-value_(insulation)]]
*[[ahotu Marathons|http://marathons.ahotu.com/calendar/new-england/trail]] - Great site for 2014-15 NE area *[[Running with Hayes|http://www.runningwithhaynes.com/2014/02/03/2014-new-england-trail-marathons-ultras/]] - 2014 NE ultras *[[Ghost Trail Calendar|https://sites.google.com/site/ghosttrainrailtrailrace/local-ultras]] - NE Ultras
;Seston :The total particulate matter in the ocean (both alive and dead) ;nekton :The animals in the ocean that are able to move.
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
The ratio of carbon:nitrogen:phosphorus in the vast majority of circumstances comes out to 106:16:1.
The question of the maintenance of the Redfield ratio has remained despite much discussion. Two classes of averaging may be responsible for the smoothing of the ratio gradients across space and time. ''Circulation'' averaging due to mixing along isopycnals may allow of the maintenance of the redfield ratio where local deviations occur (e.g. due to population). ''Temporal'' averaging suggests that redfield is a result of averaging across many species over their lifetimes. So a bloom on high N:P organisms leads to a remained of phosphate, which is subsequently drawn down by a low N:P species.
Deusch and _ 2011(?) found that circulation was the dominant driver in the southern ocean.
!!Redfield-Brzezinski Ratio
The //Redfield-Brzezinski Ratio// is an extension for [[Diatom]]s where in Silica, an essential requirement, is included in the ratio: 106:16:15:1.
!!Deviations from Redfield
To look at the deviations from Redfield, we first need to define a new metric $$N^* = [NO_3^-] - 16[PO_4^{3-}]$$. $$N^*$$ is a measure of the deviation of the N:P ratio relative to Redfield.
[[Denitrification]] in [[Anoxic]] waters and sediments leads to a drop in nitrate relative to phosphate (non-redfield) and therefore $$N^*$$ can be used as a proxy for denitrification within a water mass. Additionally, by using a [[Transient Tracer]], the age of the water mass can be found and the rate of denitrification can be calculated.
Besides denitrification, deviations of Redfield can be caused by several mechanisms. Since [[Diazotrophs]] fix nitrogen, their biomass has an elevated N:P ratio ranging from 25-50:1; so once their biomass is [[Remineralized]], the $$N^*$$ of the water column will increase.
Similarly, since [[Diatoms]] grow rapidly and often experience silica/phosphate limitation, their biomass has a N:P ratio closer to 12:1. The remineralization of diatom biomass leads to a decrease in $$N^*$$.
Atmospheric deposition can have very high N:P ratio (e.g. > 2000) and are generally elevated from Redfield. Additionally, riverine inputs are often non-redfield. The preferential remineralization of phosphate from [[POC]] can also lead to decreases in $$N^*$$.
Originally designed for use in computer models, $$P^* = [PO_4^{3-}] - [NO_3^-]/16$$ has also found use in determining dynamics in upwelling zones.
Under conditions of low blood sugar, both epinephrine and insulin are present in the blood stream. These bind to a receptor on the surface of the adipocyte cell which activates ''Adenylate cyclase'' to form cAMP. This activates ''PKA'' that phosphorylates both ''HS lipase'' and ''Perilipin'' thereby activating them. Perilipin goes on to activate ATGL which converts TAG to DAG. HS Lipase takes the DAG and forms MAG that is finally broken down by ''MAG Lipase'' leaving glycerol and 3 FAs. Glycerol is simply sent into the bloodstream to be processed by the liver, while the 3 FA chains are secreted and bound with blood albumin for transport. (See the [[diagram|Regulation of Lipid Metabolism in Adipocytes Diagram]]).
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
Check out my blog post [[here|http://tkelly.me/2014/09/the-basement-window-conundrum/]].
Ideas for research I would like to conduct. * [[Sopchoppy River Erosion Analysis]] * [[Scale in Digital Data]]
The ''Revelle Factor'' relates the change in atmospheric CO2 to that of the ocean as dictated by the carbonate chemistry of the water.
$$R = \frac{\Delta CO_2}{CO_2}\cdot \frac{DIC}{\Delta DIC}$$
---
//See also//
:[[Sea Water]]
The ''Reynolds Number'' is a dimensionless quantity that describes the ratio of the driving force to that of the viscous forces in [[Fluid Dynamics]]. A //Re// number of less than ~500 indicates, in general, a [[Laminar Flow]] within water. Likewise, a value of >2000 indicates a turbulent fluid flow in water.
$$Re=\frac{\rho ul_a}{\eta}=\frac{ul_a}{\nu}$$
;//Where//
:$$\rho$$ is the density of water (or the fluid).
:$$u$$ is the velocity of the flow.
:$$l_a$$ is the length available for the dissipation of the flow (the depth to which the turbulence can penetrate).
:$$\eta $$ is the //[[Absolute Viscosity]]// of the fluid. $$\eta = \frac{\tau}{\partial u/\partial z}$$.
:$$\nu$$ is the hydraulic viscosity, $$\frac{\eta}{\rho}$$.
As the driving force is elevated, there is a transition period where the flow is semi-turbulent and not well defined, when $$Re=500\rightarrow 2000$$.
To calculate the amount of Rhodamine WT that can be released upstream of a water treatment plant or similar dosage-restricted site, then use the following formula.
:$$V_s = 3.4\times 10^{-4}(Q_mL/\nu)^{0.94}C_p$$
Where
:$$V_s$$ is the maximum of 20% stock to dump (L)
:$$Q_m$$ is the max stream discharge (cfs)
:$$L$$ is the distance to the downstream site (ft)
:$$C_p$$ is the maximum concentration at that site (e.g. 10ppb)
:$$\nu$$ is the stream velocity (ft/s)
The ''Richardson Number'' is the ratio of the potential energy to the kinetic energy and is used to describe the stability of the system.
$$Ri = \frac{PE}{KE}=\frac{N^2}{(\partial u/\partial z)}$$
//Where//
:$$N$$ is the Brunt–Vaisala frequency and is the frequency at which a parcel of fluid will oscillate within the stable environment.
It is also, $$Ri = \frac{1}{Fr^2}$$ where $$Fr$$ is the [[Fronde Number]].
---
//See also//
:[[Froude Number]]
;Cost of gas :[[AAA Fuel Cost Calculator|http://fuelgaugereport.aaa.com/fuelcostcalculator/]] --- //See also// :[[Adventure Ideas Abroad]] :[[Florida Adventure Ideas]]
This is a parameter used in geophysical fluid modeling. It is important in understanding the variance of the coriolis effect with latitude.
$$\beta = \frac{\partial f}{\partial y}$$ where $$f = $$ [[Coriolis Parameter]].
Also, $$\beta = \frac{2\omega\cos(\phi)}{a}$$ with $$\omega =$$ earths rotation, $$\phi=$$ latitude and $$a=$$ radius of earth.
---
//See also//
:[[Rossby Waves]]
:[[Coriolis Parameter]]
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
!!Activity
Rubisco can function as either a carboxylase (Rxn 1) or as an [[Oxidase]] (Rxn 2).
#Ribulose-1,5-bisphosphate + CO2+H2O $$\rightarrow$$2 glycerate-3-P
#Ribulose-1,5,bisphosphate + O2 $$\rightarrow$$glycerate-3-P + glycolate-2-P
The selectivity factor, $$S_{rel}$$ is used as a metric of the efficiency of Rubisco activity with CO2 relative to O2. The higher the value, the better that Rubisco will perform under high O2 conditions.
:$$S_{rel}=\frac{K_{1/2}(O_2)\cdot k_{cat}(CO_2)}{K_{1/2}(CO_2)\cdot k_{cat}(O_2)}$$
!!Oxygen Intolerance
Rubisco's functioning requires low levels of O2 and higher levels of CO2. When CO2 concentrations drop to $$<10\mu M$$ and O2 concentrations within the cell exceed $$400\mu M$$, Rubisco functions as an [[Oxidase]] and catalyzes the oxidation of [[Ribulose bisPhosphate]] to [[CO2]].
The [[Glycolate]] formed by the oxidase activity (Rxn 2) inhibits Rubisco and requires [[Phosphoglycolate Phosphatase]] to destroy the Glycolate-3-P.
It is due to this intolerance that [[C4]] and [[CAM]] plants developed in climates that would stress the photosystem otherwise.
!!Forms
Four forms of Rubisco have been found and it is believed that it originated with a chemoautotrophic [[LUCA]].
*Form 1: [[Cyanobacteria]], algae, land plants (L8S8)
*Form 2: [[Dinoflagellates]], [[Chemoautotroph]]
*Form 3: [[Archaea]]
*Form 4:
---
//See also//
:[[Photosynthesis]]
:[[Calvin Cycle]]
:[[CCM]]
* [[Running Shoes]]
*[[Merrell Trail Glove 2|http://www.merrell.com/US/en-US/Product.mvc.aspx/31962M/82582/Mens/Barefoot-Run-Trail-Glove-2?dimensions=0]] * [[Altra Olympus|http://www.altrarunning.com/fitness/en/Altra/Men/olympus-men]]
Metrics in statistics can be grouped into two classes, ''sample'' measures and ''population'' measures depending on what they are attempting to describe. Sample measures attempt to describe data, whereas population measures attempt to describe the expected population composition (given some data).
:$$\bar{Y}$$ estimates $$\mu$$
:$$s^2$$ estimates $$\sigma^2$$
In addition to this, there are ''biased'' esimates and ''unbiased'' estimates depending on if how they treat the sample in relation to the population.
An ''unbiased'' estimate of the variance is given by $$s^2 = \frac{\Sigma Y^2}{n-1}$$ while the ''biased'' estimate is $$s^2 = \frac{\Sigma Y^2}{n}$$.
Not commonly known, but the standard deviation formula typically used (i.e. $$s = \sqrt\frac{\Sigma Y^2}{n-1}$$) is a biased estimate. Instead there is a correction factor $$C_n$$ that needs to be applied to get an unbiased estimate.
!! $$C_n = \frac{\sqrt\frac{n-1}{2} \Gamma(\frac{n-1}{2})}{\Gamma(n/2)}$$
where $$\Gamma(x)$$ is $$\int_o^1\ln(\frac{1}{x})^{n-1}dx$$, but for $$n>30$$ the correction factor can be approximated by $$C_n \approx 1+ \frac{1}{4(n-1)}$$.
---
//See also//
:[[#Statistics]]
:[[Mean]]
!School
!!Bi321
{{{[tag[Bi321]sort[name]]}}}
!!Sc097
{{{[tag[Sc097]]}}}
!!Bi429
{{{[tag[Bi429]]}}}
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
The ''salinity'' of sea water is $$35 \pm 3 g\cdot {Kg}^{-1}$$ on average. The concentration of dissolved CO2 is dependent on pH and temperature ($$23\mu M$$ and $$13\mu M$$ at 0 and 20C, respectively).
The mean turnover time for the oceans is estimated to be ~3800 years.
!!Light Attenuation
The light intensity at a certain depth of pure water can be estimated using the following formula.
$$I_z=I_0\cdot e^{-\epsilon z}$$ with $$\epsilon=\frac{\ln{I_0}-\ln{I_z}}{h(0-z)}$$
This simple model is not accurate since light is attenuated by a number of factors including frequency, angle of incidence, and composition of the water itself. Beyond that, the particulate matter of the water will also change the optical properties significantly.
://See also:// Reynolds' Ecology of Phytoplankton.
!!Buffering
The carbonate system in the ocean is the primary dictator of the pH. The relationship between pH and the carbonate species can be seen in a [[Bjerrum Plot]].
[img[http://www.rocketscientistsjournal.com/2007/06/_res/W-G-7.jpg]]
While pH controls carbonate species, the concentration of [[DIC]] doesn't change with pH.
://See also//
:LN02:47
---
//See also//
:[[Air]]
:[[Earth]]
:[[Carbonate Chemistry]]
In a very broad sense, sea water consists of solutes, solids and colloids: * Salts * Metal ions * Organic matter * Gases * Sediments * Particulates Major elements: Cl, Na, Mg, SO4, Ca, K Minor Elemenrts: C, Br, N2, B, O2, etc. ;Conservative Behavior :Tracers that cannot be altered by biological processes due to the fast rate of return by physical processes. Impacted by geology (volcanic), continental weathering and deposition. Can be drawn down by biological processes on geological time scales, evaporative deposits, and by the sea floor interface. ;Non-conservative : Strongly impacted by biological processes. ;[[Law of Constant Proportions]] : The relative concentrations of major ions in sea water do not vary much even with large fluctuations in salinity.
A self-organizing map is a form of unsupervised machine learning which takes a set of high dimensional (>2) input vectors and generates a 2d surface which maintains topological features of the input vectors while isolating them to a lower dimensional space. !!Overview of implementation Initalization of 2d surface. Set the size of surface (X,Y) and to each node assign a randomly assigned initial state, W=(w1,w2,w3…). t = 0. Train on first input vector Q = (q1, q2…). Using a distance metric (e.g. euclidian metric d = sqrt((w1-q1)^2+(w2-q2)^2+….) ) compute the node which is at least distance from Q, Wq. The radius of influence for the learning algorithm is R = R0 * exp(-t/lambda). A new W* vector for all W in the radius, R, will be computed from the old vector W and the input vector Q. W* = (W*) +(Q - W*)*T0 * exp(-t * d(W, Wq)/lambda * 2 sigma). t += 1, and repeat (2) for all training vectors W. !!References *Theory: http://www.ai-junkie.com/ann/som/som1.html *Code: http://paraschopra.com/sourcecode/SOM/
Woodworking tools: * Band Saw * Drill Press * Belt Sander * Orbital Sander * Table Saw * Router * Skill Saw * Hand Plane * Set of Hand Awls * Power Drill Other * Angle Grinder * Recipricating Saw * Heat Gun * Glue Gun
//April 21, 2013// I am finding myself deeply impressed by my failure to understand and to cognate a substantive difference between simulated phenomenon and the actual phenomenon. Let me give you an example which may serve to confer my loss. First, in order to begin in the proper place, I must layout some axioms so to speak. #Any ‘physical’ property of an atom rests in the wave function for that atom. (All observables are manifestations of measurements on the wave function). #A system of two atoms can be measured in an identical way as a single atom, and all properties are dictated by the composition of the two individual wave functions for the atoms. #A system of n atoms is identical to a composite of an atom and a system of n-1 atoms. There, so consider a single atom in a box which we will call the test chamber. In this test chamber any and all tests can be performed to arbitrary accuracy (within the confines permitted by quantum mechanics). The results of any test a scientist wishes to perform can be displayed on a screen as clear as day. If an electron is placed in the chamber then the display might look something like: Charge: -1 Mass: 9.109 382 15(45)×10-31 kg Spin: ½ Velocity: 0.0 m/s (rel. to chamber) … … And the same sorts of test could be made of a proton, or a carbon atom, or a molecule. All sorts of more interesting questions arise when the object in the chamber becomes more complex and interesting. Observables for each particle remain confined to the aspects of the quantum wave function, but system phenomenon emerge such as temperature, flow, and pressure. Now, imagine the machine has been hacked and the screen no longer displays the results of experiments run in the test chamber but instead shows measurements taken through a software simulation. This isn’t just any simulation, this simulation runs on a computer capable of modeling quantum wave functions. So instead of merely being an approximation, this computer give perfect results. And it would be important to note here that instead of merely giving a list of numbers stored in its memory (but I suppose it could), it likely runs through the computations necessary to arrive at the output. This new system provides the same answers as the original test chamber did and no one knows the difference. As long as the computer knows, on a quantum level, what the sample placed into the test chamber consists of, then the computer can run all the tests on a simulated copy of the sample. The computer, in a very real way, formulates a virtual copy of any sample—a copy perfect to the smallest level: the quantum level. How is it we can call the first set of experiments before the ‘hack’ as Reality with a capital R, while the second set is merely a simulation and not real? If the machine was capable of analyzing a human being, and likewise it was able to simulate a human being, are not both sentient and likewise real?
non-linear learning
TBryceKelly's Notepad
Based off the [[first recipe|http://www.livestrong.com/article/458453-how-to-cook-rice-in-a-slow-cooker/]] that came up in my Google search, I figured I should try it out tonight. I put 2 cups of brown rice with 3.5 cups of water in the slow cooker. After cooking on high for three hours the rice should be finished. *2 C white (brown) rice *2.5 C (3.5 C) water (brown) *2 hr (3hr)
When designing a SNP Chip, the goal is to sample as much common variation within the population with an optimal number of oligos. With the projects such as HapMap and 1000 Genomes, it is now possible to design purpose built arrays targeted for specific populations. For example you can design an array to sample all common variation in Europeans [common variation can be defined for an level of MAF, e.g. >5% or >1% typically] with a computed number of SNPs with minimal redundancy and high cost-effectiveness due to known correlation patterns within genomic haplotypes.
Social Capital is tremendously important for a functioning, developed society. The transactions undertaken and the activities of the population are strongly underpinned by trust within the society. ''Narrow Trust'' is that which exists between family members only and does not extend outside that. This cripples society and leads to corruption and patronage. Social capital wasn't studied until the 1990s and it was developed as a response to hyper-gobalistic views where corporations were of primary focus. The book //Bowling Alone// sparked much controversy and discourse about this new field. Measuring trust is a difficult proposition since a large part of how people respond depend on how the question is asked or what they think of first.
$$NaHCO_3$$ --- //see also// : [[Carbonate System]]
!Federal Rebates & Incentives * A federal tax exemption for 30% of a PV system. See [[here|http://www.dsireusa.org/incentives/incentive.cfm?Incentive_Code=US37F&re=0&ee=0]]. (Expires 2016) * REAP program for agricultural and rural small businesses will cover upto 25% of a PV system cost. See [[here|http://www.dsireusa.org/incentives/incentive.cfm?Incentive_Code=US05F&re=0&ee=0]]. !State Rebates & Incentives * Property Tax Exemption. For the next 20 years there will be no property tax paid for the land used for the PV system. See [[here|http://www.dsireusa.org/incentives/incentive.cfm?Incentive_Code=MA01F&State=federal¤tpageid=1&ee=0&re=0]]. * Personal Income Tax Incentive. A personal income exemption of 15%--or $1000-- of the total project cost can be written off. See [[here|http://www.dsireusa.org/incentives/incentive.cfm?Incentive_Code=MA06F&State=federal¤tpageid=1&ee=0&re=0]] * Sales Tax Exemption. No sales tax on system. See [[here|http://www.dsireusa.org/incentives/incentive.cfm?Incentive_Code=MA05F&State=federal¤tpageid=1&ee=0&re=0]]. * Solar rebate for sysems between 1kw - 15kw systems. See [[here|http://www.dsireusa.org/incentives/incentive.cfm?Incentive_Code=MA71F&re=1&ee=1]]. * SREC-1 & 2 rebates. These are paid based on total annual production and are $0.523/kWh and $0.375/kWh respectively. See [[here|http://www.dsireusa.org/incentives/incentive.cfm?Incentive_Code=MA98F&State=federal¤tpageid=1&ee=0&re=0]]. !Resources and Sites * [[dsireuse.org site|http://www.dsireusa.org/incentives/homeowner.cfm?state=MA&re=0&ee=0]]
The ''Sopchoppy River'' is located in the [[Apalachicola National Forest]] and continues into the [[St Marks Wildlife Refuge]]. The lower river is a designated paddling trail (see map [[here|http://www.dep.state.fl.us/gwt/guide/designated_paddle/sopchoppy_guide.pdf]]) and hosts a camp area along the river. It is my sense that this section of the river is over crowded campared to the upstream. The [[Florida National Scenic Trail]] intersects and runs parallel to the Sopchoppy River for a period of time. The head of the paddling trail is [[here|http://bit.ly/1vo2GL0]]; and based on my sense, I would want to hike/kayak the section north of there. The river and trail meander together for a good 4 or 5 miles before splitting (see [[here|http://bit.ly/1vo2MCi]]) which would make for a great upriver kayak overnight. I don't know what the flow of the river looks like, so I'm not sure if a upriver trip is feasible. If the rivers around here are any indication, the water is largely stagnate/slow moving which would be perfect. --- //See also// :[[Florida Adventure Ideas]]
While the location my end up being different than that of the Sopchoppy, right now that is the only location I can envision (//Update. The location will not be the Sopchoppy, but rather a rainwater runoff channel somewhere around town. That way there is some relevance as to the study, but this may also change.//). My idea is that I can use a suite of simple tools to measure the impact of stormwater influx to the erosion of the channel. --- //See also// :[[Research Ideas]]
!!!Symmetric Matrix All of the [[Eigenvalue]]s of a symmetric matrix are real. --- //See also// :[[Linear Algebra]]
When dealing with situations where processes on different levels operate at different scales, it may be useful integrate their time scales separately. For example, surface waves and internal ocean waves travel at much different speeds (20x), so in the model progress 20 steps in the internal wave layer for every 1 step of the surface wave layer. --- //See also// :[[The Basic Equations]] :[[Finite Difference]] :LN02-03
This [[Rail Trail]] extends from near FSU to St Mark's, about 20 miles. [[St Marks Wildlife Refuge]] [[TODO]] --- //See also// :[[Florida Adventure Ideas]]
--- //See also// :[[St Mark Rail Trail]]
The [[Finite Difference]] approximation is stable if $$Z_j^i=U_j^i-u_j^i$$ remains bounded as $$n\rightarrow infinity$$ for a fixed $$\Delta t$$. --- //See also// :[[Consistency]] :[[Convergence]] :LN01:34
[[TODO]]
!!Ellipticals
The velocity profile due to waves decays as a function of $$\exp(kz)$$ in deep water. In shallow water, particles still move in the direction of the wave due to the sea level induced pressure and the wave ellipticals become flattened due to the bottom boundary condition $$\vec{w} = 0$$.
Stokes Drift is the shift in the wavelength or energy of a emitted photon relative to the absorbed photon. --- //See also// :[[Sun]] :[[Photon]] :[[Fluorometer]]
''Strontium'' is the 15th most common element in the earth's crust. Given it's position below [[Calcium]] in the periodic table, it behaves chemically much like Calcium. It's concentration in sea water is roughly $$82-90\mu M$$ whereas Calcium is approximately $$9-12 mM$$. !Acantharea This class of organism is know by their distinctive skeletons formed from Strontium Sulfate crystals. (//See the wikipedia article// [[here|https://en.wikipedia.org/wiki/Acantharea]]). !Isotopes Strontium 90 is a radioactive isotope of Strontium with a halflife of 28.8 years. It decays into [[Yttrium 90|Yttrium]] which has a halflife of 64 hours before undergoing [[Beta Decay]] into [[Zirconium]] 90. --- //See also// :[[Yttrium]]
!Sunlight
The energy from the sun varies with latitude and season, but the "solar constant" is $$~1.36kW m^{-2}$$ (*typical value for scale).
;Photon Flux Density
:$$1.77 \times 10^{21}m^{-2}s^{-1} = 2.94 mmol/s$$
;Energy of a Photon
://See// [[Photon]]
;Mass
:$$2\times 10^33 g$$
---
//See also//
:[[Photon]]
:[[Solar System]]
Two sets of similar frequency waves from different storms interfere with one another. :$$\eta = 2A\cos(\delta\omega t)\cos(\omega t)$$ Again we see a slowly varying $$\cos(\delta\omega t)$$ term that is the frequency of the 'beat'. --- //See also// :[[Group Velocity]]
''Thalassiosira pseudonana'' is a [[Diatom]].
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
Below are the four central techniques of ''Computational Fluid Dynamics'':
;[[Finite Difference]]
Since $$f'(x)=\lim_{\Delta x \to 0}{\frac{f(x+\Delta x) - f(x)}{\Delta x}}$$, the finite difference equivalent yields:
$$f'(x)=\lim_{\Delta x \to 0}{\frac{f(x+\Delta x) - f(x)}{\Delta x}}+O(\Delta x)$$
;[[Finite Elements]]
This was designed for regions with complex geometry and basically breaks the region up into small elements, typically triangles. While good for that use, it is difficult to pick your mesh.
;[[Finite Volume]]
This method solves for the integral equations of the quantities involved. Since it obeys conservation (of mass, charge, etc) it found great use in aerodynamics, but it has since seen relevance in hydrodynamics.
;[[Spectral Methods]]
By using periodic functions this method is the only one where there are no boundary conditions to worry about and therefore it is very applicable to atmospheric and geological modeling.
$$f=\sum{g(x)}$$
:Where $$g(x)$$ are periodic functions.
When using threaded connections between metal plumbing components either teflon tape or pipe dope are required in order to form a water tight seal. Teflon tape ([[wiki|http://en.wikipedia.org/wiki/Thread_seal_tape]] has been the traditional method [//see 1//] of ensuring the gaps between the threading are filled. Pipe dope ([[wiki|http://en.wikipedia.org/wiki/Pipe_dope]] is the newer method and promisses a good seal with the convenience of a quick-applied paste. Teflon tape is a great method for joining water, drains, compressors, and the like, but only when applied correctly. If the tape isn't applied with the correct rotation then it will gum up when the two pieces are joined. Other than that, this method is very clean and simple. Pipe dope is a suitable method for just about all applications. In some states, pipe dope is required for joining pipes for use in natural gas lines. Pipe dope is also a quicker proposition per its pasty consistency, but this also leads to more mess than the tape in virtually all applications. !!Notes #Pipe dope is apparently the older method, with teflon tape being the new alternative (relatively) //per [[this|http://www.ehow.com/about_5685731_pipe-dope-vs_-teflon-tape.html]]//.
To begin with lets define: velocity vector $$ \vec{v} = (u, v)$$.
Through [[Navier Stokes Equation]]:
$$\rho (\frac{\partial\vec{v}}{\partial t} + \vec{v} \cdot \Delta \vec{v}) = -\Delta p + \nu\Delta^{2} \vec{v}$$
We get two equations of $$(u,v,p)$$ and therefore need three equations. For this we have the [[Continuity Equation]]:
$$\Delta\vec{v} = 0$$ or $$\frac{\partial u}{\partial x}+\frac{\partial v}{\partial y} = 0$$
Now we have three equations and three unknowns. To simplify we let:
$$\xi = \frac{\partial v}{\partial x} - \frac{\partial u}{\partial y}$$
This is also known as the [[Vorticity]].
But using the vorticity we arrive at:
$$\frac{\partial \xi}{\partial t} + u\frac{\partial \xi}{\partial x} + \frac{\partial \xi}{\partial y} = \nu (\frac{\partial^{2}\xi}{\partial x^{2}} + \frac{\partial^{2} \xi}{\partial y^{2}})$$
This can be thought of as three parts: the //unsteady// term, the //advective// term and the //viscous// term. As a //parabolic equation//, it is also known as an ''initial value problem''.
Now if we let $$\frac{\partial \psi}{\partial x} = v$$ and $$\frac{\partial \psi}{\partial y} = -u$$ then:
$$\Delta^{2}\psi = \xi$$, the [[Poisson Equation]].
The [[Poisson Equation]] is an analytical equation and therefore known as a ''boundary valued problem''.
---
Now we can move forward with thinking about our implementation.
__Step 1:__ Move $$\frac{\partial \xi}{\partial t}$$ forward in time by $$\Delta t$$. Thus, $$\xi_{old}(t) \rightarrow \xi_{new}(t+\Delta t)$$.
__Step 2:__ Need $$u(t+\Delta t)$$ and $$v(t+\Delta t)$$. Get that by [[Poisson Equation]] via $$\psi$$.
$$\Delta^{2}\psi = \xi \rightarrow \psi_{t+\Delta t}$$
__Step 3:__ Extract, $$\psi_{(t+\Delta t)} \rightarrow u(t+\Delta t)$$ and $$v(t+\Delta t) $$
__Step 4:__ $$\xi(t + 2\Delta t)...$$
Linnaeus, The Ceconomy of Nature (1749)
Linnaeus sees the study of nature as a holy occupation for "a greater subject than this [nature] cannot be found" (I). He next proceeds to lay out the organization of the planet into three kingdoms: fossil, vegetable, and animal, each of which provides nourishment for the following kingdom. Likewise the fossil kingdom can is organized into strata by rock types. While it is clear that Linnaeus had a very complex idea of earth systems and their interconnected dichotomy, he also evidently saw the earth as largely static. There is no mention of change except for when rapid rivers cut into the soft sides of a valley.
A central issue in biomedicine is in elucidating and assaying effects between diseases, physiological pathways, and small molecule therapeutics. In many cases, if this set of connections were known, the pipeline to useful, efficient disease treatments could be developed. This paper suggests using DNA expression microarrays to generate this "Connectivity Map". [They also say that other techniques (genomic signatures) may be used such as methylation patterns, metabolite profiles, et cetera but that only microarray expression profiles offer the complexity, high throughput, low cost, and robustness to be of general use]. The way in which microarray data can be used to 'connect' diseases with physiological pathways and with therapies is by the creation of a database [akin to genbank] to match expression profiles with specific environments.
The expression data will come from cultures in order to guarantee the generality and robustness of the process [a choice I can imagine many objections to, such as how biologically relevant mammalian tissue cultures really are].
To begin their analysis, the authors first ran a wide variety of drugs and "drug-like 'tools'" through the cultures and ran their expression profiles. Some of the drugs they looked at included anti diabetics [to see if drugs of differing targets yet same downstream actions produced similar profiles], antisychotics [to look at short vs chronic effects notable in these drugs], and various others such as COX2 inhibitors [target not expressed in all cell types]. The cell lineages used were biased for 'easy to work with strains' which included MCF7 [breast cancer line].
The expression profile pipeline they developed was able to identify and group profiles resulting from drugs with similar mechanism of action and to identify unknown mechanisms of actions [found gedunin is a HSP90 inhibitor]. The correlations appeared to be reliable across "settings" and "cell types" yet limitations due to few cell lineages was also apparent. Perhaps the weakest link in the study, that I noticed, was their lack of test statistics in correlating expression profiles in the database. Their method relied on a boolean metric [+,-,0,X] which could not deliver significance values [p-values]. This precludes rigorous analysis of their results.
!!Reference
:Lamb, J. et al. The Connectivity Map: using gene-expression signatures to connect small molecules, genes, and disease. Science 313, 1929–1935 (2006).
//The Kepler Project// is the name of a writing project I set out to write in the month of November. While I did not complete my novel, or really even get close, I still managed to learn a lot about the process and gain confidence in my ability to take on a project that large. For the project I built my own workflow with scalability in mind. Each chapter I wrote as a single txt file with [[Latex]] markup. These were then uploaded to Overleaf and compiled into a single document (see [[here|https://www.overleaf.com/1736787mjgyhj]]).
An independent game being produced by Jon Blow. Also being worked on by Casey Muratori.
Thermogenin, also known as //Uncoupling Protein 1//, is a membrane protein found in brown adipose tissue and is the chief mechanism for non-shivering heat production in mammals. It leverages the proton potential gradient between the inner and outer membrane space of the mitochondria to produce thermal energy. Here is a depiction of the signaling cascade, note the FA involvement. <img src='http://upload.wikimedia.org/wikipedia/commons/thumb/6/68/ThermogeneseAdipozyten-en.svg/500px-ThermogeneseAdipozyten-en.svg.png'>
;TAN1604 :Backgrounds in progress ;CCE P1604 : Backgrounds completed Jan ;CSNOW : Backgrounds completed Jan (? check dates) ;Calcofi 1611SR : Counted 2 times at least
; LMG 2015 : Currently in progress extracting. : //2 sets completed.// ; Pal 2014 : Extractions Done. ;Pal 2013 :Extractions Done.
The formula for ingrowth correction is:
$$A = e^{\lambda(t_1-t_0)}\left[ A' - A_D(1-e^{-\lambda(t_1-t_0)}) \right]$$
where
:$$A = $$ activity at collection ($$t_1$$)
:$$A'=$$ activity at midpoint of filtration ($$t_0$$)
:$$A_D=$$ activity of $$^{238}U$$ or deep water sample (equilibrium), see [[Uranium Salinity Relationship]].
:$$\lambda=0.02876 [d^{-1}]$$, the decay constant
::- van def Loeff et al. (2006)
!!! Error Analysis
$$\frac{\sigma_A}{A} = \sqrt{
(\frac{\sigma_A'}{A'})^2+(\frac{\sigma_{A_D}}{A_D})^2
}
A simple one-box model for Thorium Scavenging:
$$\frac{\partial A_{Th}}{\partial t} = \lambda A_U - \lambda A_{Th} - P + V$$
where
: Activities are in $$dpm \cdot m^{-2}$$
:$$P$$ is the net removal flux
: $$V$$ is the new advective/diffusive input flux
!! Steady State with no A/D
:$$\frac{\partial A_{Th}}{\partial t} = 0 = \lambda A_U - \lambda A_{Th} - D$$
Which can be simplified to,
:$$D = \lambda (A_U - A_{Th})$$
The ''Thylakoid Membrane'' separates the [[Chloroplast]]'s Stroma from the thylakoid lumen. It is inside this membrane, within the lumen, that the proton gradient is formed which drives [[ATP Synthase]]. --- //See also// :[[Photosynthesis]] :[[Endosymbiosis Theory]]
!!My Works !!Rig Here is a DIY time lapse slide that I really want to build: [[Instructables|http://www.instructables.com/id/DIY-motorized-moving-timelapse-camera-dolly-with-A/step7/First-tries-and-todo/]].
I've setup my main site and blog over at [[http://tkelly.me/]].
Today's clouds are a shift from CPU intensive tasks to Data intensive tasks. While there is certainly a spectrum of usage cases, in most areas the computation is not as rate-limiting as the data IO is. The clouds of today embody four common traits #Massive scale #On demand access #Data intensive #New programing paradigms On demand access has changed the way users interact with the cloud on a fundamental level. Now we only pay for what we use and there a numerous ''public clouds'' which can be used by anyone. #Haas (Hardware as a service): security risk #Iaas (infrastructure as a service): Uses virtual disks and machines #Paas (Platform as a service): e.g. Google App Engine #Saas (Software as a service): e.g. Office 360 !!Efficiency Metrics ;Water Use Efficiency (WUE) :WUE = Annual water usage / IT Equipment Energy ;Power Usage Efficiency (PUE) :PUE = Total Facility Power / IT Equipment Energy ::Google has lowest of 1.11 !!New Paradigms For example MapReduce and Sawzall leverage parallel programing ideas into clouds while Cassandra (which is 2400x faster than MySQL) makes improvements in key lookup tasks.
List of pages I need to work on.
# Desktop for office # Flash cards for Plankton, Amino Acids, Minerals, Nitrogen Cycle, etc # Shiny App for Sven # Cleanup Thorium Code # ~~Plot disequilibriums~~ # ~~Look at data Mike sent~~ # ~~Respond to Paige?~~ # ~~Download Rome~~ # ~~Download Prometheus~~ # Remove [[DRM]] --- !! Updates 2/14/17 # Elementary desktop environment # Plots for Alina # PAL17 samples to beta counter # Breakup database into multiple tables
In some ways it is better to embrace the unknown rather than try to dictate it. The mystery of when or how you’re going to die rather than try and take every possible treatment options. Rather than see it as a problem to be solved, see it as an experience/passively. Tuesdays with Morrie * Structure vs Agency * We need to separate ourselves form the culture and live aesthetically and ascetically. * Men become more feminine as they age and women more masculine. * Living funeral * Sociological themes in TwM ** The function of religion during the process of death (and spiritualism) ** Frontstage vs backstage Senicide, Thalikoothal, Geronticide * Ritual killing based on the inability of the elderly to carry their weight. Do not go gentle into that good night by Dylan Thomas <<< Do not go gentle into that good night, Old age should burn and rave at close of day; Rage, rage against the dying of the light. Though wise men at their end know dark is right, Because their words had forked no lightning they Do not go gentle into that good night. Good men, the last wave by, crying how bright Their frail deeds might have danced in a green bay, Rage, rage against the dying of the light. Wild men who caught and sang the sun in flight, And learn, too late, they grieved it on its way, Do not go gentle into that good night. Grave men, near death, who see with blinding sight Blind eyes could blaze like meteors and be gay, Rage, rage against the dying of the light. And you, my father, there on the sad height, Curse, bless, me now with your fierce tears, I pray. Do not go gentle into that good night. Rage, rage against the dying of the light >>> !!Feb 4th, 2014 Elisabeth Kubler-Ross A very controversial and well known figure. She started the whole death and dying field. Born and raised in Switzerland, then went to U Chicago for graduate work. Not only do the dying have a lot to teach us, they also have very real psychological needs. The dying don’t want to be left alone, rather they want to be around those they love yet privacy is important. [aside: Human potential movement – yoga, health foods, organic, etc] Her model is the 5 stages of dealing with impending death. [Wiki:Five Stages of Grief]: # First there is the shock of the idea leading to denial # Anger # Bargaining # Depression # Acceptance Are there psychological techniques that can extend/enhance your life? Avery Weisman Claims that the stages are not what Elisabeth would claim # Awareness # Acceptance ... !!Feb 6, 2014 By forming stages, it caused unintended stresses on the patients and caregivers if the final stage of acceptance was not found quickly or at all. This model only for a subsection of the population in a subset of times. Shneidman says that the dying person feels a hive of emotions – emotions coming and going constantly, continuously shifting and changing. Kuble-Ross’s use of language isn’t precise enough for rigorous academic use. Some say that she had an axe to grind, an idea that she had the argument supported by the data she found. Shanti NiLaya = Casa del salud ''TODAYS TOPIC'' Premodern dying vs Modern Dying: Premodern refers to the religious rituals and fellowship that surrounded death. Modern dying refers heavily to both the technology and the bureaucracy that surround death. Rather than just focusing on the quality of life issues that the premodern dealt with, we are now focused on maintaining life and protection from legal suits. Record keeping has become central. Erving Goffman Total institutions are those where every aspect of your life is controlled and limited! These conditions are especially acute in terms of privacy and connectedness. The impersonal treatment leads to loss of social stress relief. Who has the most to fear from dying, afterlife or nothing? Fear of dying vs fear of being dead Passing on: the social organization of dying (David Sudnow) Ethnographic study of wards where death is common. He observes the work patterns in that ward and then asks ‘why is it being done this way’? He noticed that a goal of some of the workers was efficiency.
The number of jobs and taste where a tractor would come in hand are numerous and extend far beyond the jobs that come quickly to the mind. Many owners have attested to continually finding new projects and tasks perfectly suited to the tractor. So what to look for and what makes sense for a property of our size. Tractors are roughly classified into 5 catagories (Lawn and Garden, Sub-compact, Compact, Utility, and Harvester)[[*|http://www.horsekeeping.com/horse_management/tractor-size.htm]]. Based on our needs, the sub-compact and compact classes will be perfect. This corresponds to a 15-45 HP tractor with loader and PTO. The sub-compact will have a smaller engine and tires, but offers more economical options in the $8-12k range ($4-10k used). Both classes come in both 2wd and 4wd models, with a premium placed on 4wd (obviously). For our uses a 2wd model would be adequate, and 4wd would not be worth the premium in most cases. !!Links #[[http://www.tractorhouse.com/]]
!!Great Locations around the Boston area * [[Hale Reservation|https://www.google.com/maps/place/Trustees+of+Reservations+-+Powisset+Farm/@42.2251843,-71.2404914,14z/data=!4m2!3m1!1s0x0:0x5322d956921ae0fa]] - Trail Running, W Boston * [[Blue Hills|https://www.google.com/maps/place/Blue+Hills+Reservation/@42.212959,-71.08129,14z/data=!4m2!3m1!1s0x89e37de3ca7d9d77:0xf76fd9980d6a8aca]] - Trail Running, S Boston * [[The Fells|https://www.google.com/maps/place/Middlesex+Fells+Reservation/@42.4423064,-71.1114879,14z/data=!4m5!1m2!2m1!1sfells+boston!3m1!1s0x0:0x113818341c20f351]] - Trail Running, N Boston [[http://postholer.com/gmap/gmap.php?trail=lt&dist=1]]
These are conservative tracers with atmospheric sources with known concentration timelines. For example. R-12 and SF6.
Descartes, 1629
Written as part of Le Monde, but Descartes knew it was too controversial to possibly publish so he removed it and kept it hidden.
It starts by describing the body as a machine: the same as any man-made, mechanical machine except for being God-made and therefore much subtler and grander. Blood is moved by the heat of the heart and provides the force, or ‘animal spirits’, to permit motion. These spirits then travel via the nerves to change the shape of the muscles, i.e. motion. Nerves are seen as small fibers or tubes which can open, expand and close like a hose to control the flow of the animal spirit.
Nerves also permit the reverse motion where motion causes the spirit to travel back through the nerves which can then affect change in other nerves. Descartes is describing reactions and reflexes here. The whole process is completely mechanistic, in fact, Descartes details the whole body as nothing but a propagation of spirits through set pathways. [Freewill?] The senses are relative where an intensification or remission of the level of spirit in a nerve will cause a sensation such as hot and cold.
The conscious states of sleep and alertness are also described by the presence or relative lack of spirit in the brain fibers. Memory formation is the alteration and impregnation of sensory input on the brain’s fibers.
Descartes concludes with a statement supporting his assumptions and providing plausibility to his argument. He says, “Nature always acts by the simplest and easiest means.”
I've planted two of these around my patio (Apr 10, 2015). ;Conditions :Full sun - partial shade :Hardy in zones 7-11 :Medium drought tolerant :Cut back to 4" in the Fall --- //See also// :[[Huttersfield Project Ideas]] :[[http://tkelly.me/2015/04/saturday-gardening/]] :[[#Plants]]
The local difference, $$Z$$, between the [[Finite Difference]] approximation and the taylor series representation. $$Z_j^i = U_j^i-u_j^i$$ //Where// :$$U$$ is the exact solution :$$u$$ is the Finite Difference approximation --- //See also// :[[Finite Difference]] :[[Lax and Richmayer Theorem]] :LN01:03
In ''Turbulent Flow'' the [[Vorticity]] is non-zero and there emerge a spectrum of eddies of different sizes, or wavenumber. Flows can be thought of, in general, as consisting of two orthogonal basis, or components, namely the bulk flow ([[Laminar Flow]]) and the turbulent component.
If we assume [[Isotropic]], [[Homogenous]], and [[Incompressible]] turbulent flow, then via the [[Continuity Equation]] the momentum conservation is:
:$$\frac{\partial \vec{u}}{\partial t} + (\vec{u}\cdot\vec{\Delta})\vec{u} = \frac{1}{\rho}\vec{\Delta}P+\nu \vec{\Delta}^2\vec{u}$$
//Where//
:$$\nu$$ is the [[Kinematic Viscosity|Absolute Viscosity]]
---
//See also//
:[[Laminar Flow]]
:[[Kelvin-Helmholtz Instability]]
:[[Reynolds Number]]
Here are some links to random shows. * True Detective * [[Pokemon|http://pokemonepisode.org/episode-2-pokemon-emergency/#video]] (2) * [[Yugioh|http://www.cartoon-world.tv/yu-gi-oh-episode-6/]] (6) * [[SGU|http://watchseries.lt/episode/stargate_universe_s1_e3.html]] (3) * House of Cards * Sherlock
http://images.slideplayer.com/16/4957080/slides/slide_12.jpg
Just as the last scheme this one is an extension of FTCS wherein diffusion is used to control the instabilities. Upstream Differencing, also know as the Donor Cell scheme, attempts to reduce the displacement of the gain from 1 as we shall see. The standard form is quite similar to the Diffusive Scheme except for the coefficient of the last term.
:$$U^{n+1}_i = U^n_i-\frac{\lambda}{2}(U^n_{i+1}-U^n_{i-1}) + \frac{|\lambda|}{2}(U^n_{i+1}+U^n_{i-1}-2U^n_i)$$
!!Phase Error
:$$R_\theta = -\left(\frac{1}{6}-\frac{|\lambda|}{2}+\frac{\lambda^2}{3}\right) k^2 \Delta x^2...$$
---
//See also//
:[[Lax Weidroff Scheme]]
:[[FTCS]]
:[[Diffusive Scheme]]
:LN02:40
$$^{238}U (dpm\cdot L^{-1}) = 0.0704 \times Salinity$$
:- van def Loeff et al. (2006)
!!Light Source The source of the UV and visible spectrum of light in the spectrometer depends on the wavelength of light desired. For approximately 175nm - 350nm a low pressure hydrogen lamp can be used, while for 350nm to 2500nm a regular tungsten bulb can be used.
:$$R_{ij}(r) = <u'_i(\vec{x}) u'_j(\vec{x}+\vec{r})>$$
The ''Trace'' of the correlation tensor is given as the sum of all values of $$R_{ii}(r)$$. As r goes to 0 and $$R(x)\rightarrow <|\vec{u}'|^2>$$, then we can define the ''correlation length'' which is roughly the length scale of the largest [[Eddies]] cause by the turbulence.
:$$\Lambda_t=\frac{1}{R(0)}\int_0^{!}R(r)dr$$
---
//See also//
:Chapter 7, Basic Turbulence
:[[Autocorrelation]]
The placement of the vineyard is of prime importance since this is the aspect which will most directly and unalterably impact the quality and flavor of the wine. Traditionally vineyards have always been placed on the relatively infertile hillsides where exposure and soil conditions lead to high quality wine. Rocky soil and harsh conditions limit the growth of the vines and the size of the grape bunches which decreases the yield yet enhances the flavor and sugar content of the resulting juice. Hillsides also help the grapes in spring thaw when the cold air has somewhere lower in the valley to fall to. The downside to hillside vineyards is the logistical issues the novel topography presents to efficiency minded endeavors. The elevation change is difficult on man and machine alike. Flat ground vineyards can produce high quality wines as well, but the vines will need to be pruned frequently. Sun exposure is key for fruit production and flavor so a sunny, southwest facing slope is key. Sun can burn the grapes if overly exposed, but in general more sun the better. Wind is also a factor to be considered. Moderation is the best bet since wind is a valuable asset against mold and mildew, but too much wind will inhibit photosynthesis by closing the stoma. A cover crop will help prevent erosion and can be anything such as grasses, vetch, and clover. Spacing of the vines is very important and the aspect where the most variability comes in. Some people use 12' between rows, and some all the way down to 3'. Twelve feet will allow pickup's and any tractor down it, six to eight foot spacing will permit small tractor access, and then anything smaller that four feet will prevent even ATVs from accessing the rows. Space between vine's within a row is also critical and largely depends on the expected vigor <<< Vineyards should be efficient to farm, and vine spacing should be based on the anticipated vigor of the vineyard. What does this mean to you? The amount of work you will have to put into your vineyard is dictated by how well you match vine vigor (as expressed by soil fertility and climate) to a trellising and spacing arrangement that harnesses that vigor into an appropriate “system.” <<< !!Links #[[https://winemakermag.com/559-plan-your-first-vineyard]]
Check out the [[Fretless Finger Chords|http://www.fretlessfingerguides.com/how_to_use_it.html]] site, it's very well setup. --- //See also// :[[Violin]]
:LN02:17
!!2 Dimensions
:$$\xi = \frac{\partial v}{\partial x} - \frac{\partial u}{\partial y}$$
!!3 Dimensions
:$$\xi = \vec{\Delta} \times \vec{u}$$
---
//See also, [[The Basic Equations]]
Waves travel faster in deeper water and this causes waves to bend and for heights and energy to change depending on where you are in the bay.
:$$c = \sqrt{gH}$$ in shallow water
;Angular Frequency
:$$\omega$$
;Wave Number
:$$k$$
;Period
:$$T=\frac{2\pi}{\omega}$$
;Wavelength
:$$\lambda=\frac{2\pi}{k}$$
!Wind
The stronger the wind the higher the waves due to the increased energy in the system. The higher the wind, the higher the wave speed $$c$$. When $$c \leq U$$ then additional energy can be transferred to the wave.
:$$T \leq U\cdot2\pi/g$$
So period can be higher with higher wind speed $$U$$, and $$c = \omega/k = ?$$. The longer the fetch, the bigger the waves until you reach a ''fully developed'' sea.
;Fully Developed Sea
:When the energy supplied by the fetch and wind speed are equal to the energy loss by wave breaking.
---
//See also//
:[[#OCP5050]]
:[[Dispersion Relationship]]
Harvey wrote //The Sun the Microcosm// in 1629 to describe his research in the circulation of blood through the body. He had to fight the ingrained, prevailing medical theory of his day: Galian Theory. The theory of Galen holds that the heart and lungs are intimately connected and together bring heat and vital spirits to the rest of the body. Firstly, food is digested into a usable form, blood, by the liver [an organ of key importance] before being shuttled to the heart to provide it with heat. The lungs added the vital spirits before being sent off into the rest of the body to be consumed by the tissues. There was no loop in Galian theory for blood is made and destroyed in a one way path. Harvey found mathematically that this was impossible. He also argued that the valved in veins permit flow only away from the extremities back towards the heart. Therefore he postulated the existence of small, microscopic tubes [capillaries] which permitted flow between the arteries and veins. He demonstrated evidence for this using the veins of the forearm.
Although proceeding quite scientifically and in a mechanistic vein, so to speak, Harvey was very much a vitalist. He saw the heart as a sun; and just as the sun warms the water to drive the meteorological cycle, the heart drives the circulatory cycle.
Yttrium is an element. !!Isotopes --- //See also// :[[Strontium]]
!!Measurement According to this [[site|http://www.ajaxrentals.com/xrf-detection-limits-by-element.html]], the LOD for a [[XRF]] spectrometer is approximately 10-100ppm. Given that the concentration of Yttrium in [[Sea Water]] is anywhere from 70-200 pmol per Kg, that means that I would need a LOD of ~2ppb to resolve the Yttrium. --- //See also// :[[Thorium]] :[[Yttrium]] :[[Sea Water]] :LN02:48