diff --git a/index.html b/index.html index 873c58f..c4bd689 100644 --- a/index.html +++ b/index.html @@ -1034,6 +1034,10 @@ button.sidebar-toggle{
  • THREE template #online
    • +
  • Trimsheet textures
    • + +
  • trimsheet.svg
    • +
  • Unlit textures
  • unlit.jpg
    • @@ -1046,8 +1050,12 @@ button.sidebar-toggle{
  • uv and texture scrolling
    • +
  • UV mirroring
    • +
  • UVMAP.png
    • +
  • uvmirror.svg
    • +
  • vector
  • vertical_fog.svg
    • @@ -1184,8 +1192,8 @@ button.sidebar-toggle{ {"created":"20230425164931250","title":"$:/state/folded/AFRAME template","text":"show","modified":"20230425164935940"}, {"created":"20230425164931250","title":"$:/state/folded/GLSL shader template","text":"show","modified":"20230425164939576"}, {"created":"20230424142403302","text":"checked","title":"$:/state/import/select-all","modified":"20230424142404392"}, -{"created":"20230423163640468","title":"$:/state/notebook-sidebar","text":"yes","modified":"20251007143548097"}, -{"created":"20230423163641722","title":"$:/state/notebook-sidebar-section","text":"Home","modified":"20251008110232423"}, +{"created":"20230423163640468","title":"$:/state/notebook-sidebar","text":"yes","modified":"20251021145527019"}, +{"created":"20230423163641722","title":"$:/state/notebook-sidebar-section","text":"Home","modified":"20251021152611410"}, {"created":"20230427102758222","title":"$:/state/plugin-info--1887569658-$:/plugins/ihm/tidgraph--50210113","text":"documentation","modified":"20230427102759911"}, {"created":"20230427092525294","title":"$:/state/plugin-info--391242618-$:/plugins/tiddlywiki/browser-storage","text":"yes","modified":"20230427092525375"}, {"created":"20230427093219686","title":"$:/state/plugin-info--391242618-$:/plugins/tiddlywiki/browser-storage--605768392","text":"settings","modified":"20230427094141558"}, @@ -1193,7 +1201,7 @@ button.sidebar-toggle{ {"created":"20240627123502664","title":"$:/state/plugin-info-1605320774-$:/themes/nico/notebook--1711715474","text":"contents","modified":"20240627123505187"}, {"created":"20230424093627704","title":"$:/state/plugin-info-833095967-Draft of '$:/core'---1604322978","text":"readme","modified":"20230424093629208"}, {"created":"20230423163649566","title":"$:/state/showeditpreview","text":"yes","modified":"20251008095541606"}, -{"created":"20230504174435745","title":"$:/state/sidebar","text":"“no”","modified":"20251007143545536"}, +{"created":"20230504174435745","title":"$:/state/sidebar","text":"“no”","modified":"20251021145522040"}, {"created":"20230423163453188","title":"$:/state/tab--1963855381","text":"$:/core/ui/ControlPanel/Palette","modified":"20240718192009185"}, {"created":"20230427092954391","title":"$:/state/tab--2112689675","text":"$:/core/ui/ControlPanel/Advanced","modified":"20250211170652750"}, {"created":"20230424093058379","title":"$:/state/tab--697582678","text":"$:/core/ui/ControlPanel/Settings/TiddlyWiki","modified":"20230427093030201"}, @@ -1260,7 +1268,7 @@ button.sidebar-toggle{ {"created":"20230622104329622","title":"$:/state/toc/Reference/js/AFRAME-THREE.js--403145756","text":"open","modified":"20230622104329622"}, {"created":"20230622111759784","title":"$:/state/toc/Reference/The parser-THREE.js--403145756","text":"open","modified":"20230622111759784"}, {"title":"$:/status/RequireReloadDueToPluginChange","text":"no"}, -{"title":"$:/StoryList","created":"20251007144357231","text":"","list":"[[XR Fragments]]","modified":"20251008105353017"}, +{"created":"20251021145530700","title":"$:/StoryList","text":"","list":"[[XR Fragments]]","modified":"20251021152612402"}, {"created":"20230423163445948","title":"$:/theme","text":"$:/themes/nico/notebook","modified":"20240718191943667"}, {"created":"20240627122947980","text":"{\n \"tiddlers\": {\n \"$:/themes/nico/notebook/LICENSE\": {\n \"title\": \"$:/themes/nico/notebook/LICENSE\",\n \"created\": \"20200419141443144\",\n \"modified\": \"20210118213330307\",\n \"tags\": \"\",\n \"type\": \"text/vnd.tiddlywiki\",\n \"text\": \"\\nMIT License Copyright (c) 2020 [[Nicolas Petton|https://nicolas.petton.fr]] nicolas@petton.fr\\n\\nPermission is hereby granted, free of charge, to any person obtaining a copy\\nof this software and associated documentation files (the \\\"Software\\\"), to deal\\nin the Software without restriction, including without limitation the rights\\nto use, copy, modify, merge, publish, distribute, sublicense, and/or sell\\ncopies of the Software, and to permit persons to whom the Software is furnished\\nto do so, subject to the following conditions:\\n\\nThe above copyright notice and this permission notice (including the next\\nparagraph) shall be included in all copies or substantial portions of the\\nSoftware.\\n\\nTHE SOFTWARE IS PROVIDED \\\"AS IS\\\", WITHOUT WARRANTY OF ANY KIND, EXPRESS OR\\nIMPLIED, INCLUDING BUT NOT LIMITED TO THE WARRANTIES OF MERCHANTABILITY, FITNESS\\nFOR A PARTICULAR PURPOSE AND NONINFRINGEMENT. IN NO EVENT SHALL THE AUTHORS\\nOR COPYRIGHT HOLDERS BE LIABLE FOR ANY CLAIM, DAMAGES OR OTHER LIABILITY,\\nWHETHER IN AN ACTION OF CONTRACT, TORT OR OTHERWISE, ARISING FROM, OUT OF\\nOR IN CONNECTION WITH THE SOFTWARE OR THE USE OR OTHER DEALINGS IN THE SOFTWARE.\\n\"\n },\n \"$:/themes/nico/notebook/themetweaks\": {\n \"title\": \"$:/themes/nico/notebook/themetweaks\",\n \"created\": \"20201217172915960\",\n \"modified\": \"20210123211851680\",\n \"tags\": \"$:/tags/ControlPanel/Appearance\",\n \"caption\": \"{{$:/language/ThemeTweaks/ThemeTweaks}}\",\n \"text\": \"\\\\define lingo-base() $:/language/ThemeTweaks/\\n\\nYou can tweak certain aspects of the ''Notebook'' theme.\\n\\n! \u003C\u003Clingo Options>>\\n\\n|\u003C$link to=\\\"$:/themes/nico/notebook/options/stickytitles\\\">\u003C\u003Clingo Options/StickyTitles>>\u003C/$link>\u003Cbr>//\u003C\u003Clingo Options/StickyTitles/Hint>>// |\u003C$select tiddler=\\\"$:/themes/nico/notebook/options/stickytitles\\\">\u003Coption value=\\\"no\\\">{{$:/language/No}}\u003C/option>\u003Coption value=\\\"yes\\\">{{$:/language/Yes}}\u003C/option>\u003C/$select> |\\n|\u003C$link to=\\\"$:/themes/tiddlywiki/vanilla/options/codewrapping\\\">\u003C\u003Clingo Options/CodeWrapping>>\u003C/$link> |\u003C$select tiddler=\\\"$:/themes/tiddlywiki/vanilla/options/codewrapping\\\">\u003Coption value=\\\"pre\\\">{{$:/language/No}}\u003C/option>\u003Coption value=\\\"pre-wrap\\\">{{$:/language/Yes}}\u003C/option>\u003C/$select> |\\n|\u003C$link to=\\\"$:/themes/nico/notebook/options/reveal-tiddler-controls-on-hover\\\">Reveal tiddler controls on mouseover\u003C/$link> |\u003C$select tiddler=\\\"$:/themes/nico/notebook/options/reveal-tiddler-controls-on-hover\\\">\u003Coption value=\\\"no\\\">{{$:/language/No}}\u003C/option>\u003Coption value=\\\"yes\\\">{{$:/language/Yes}}\u003C/option>\u003C/$select> |\\n\\n! \u003C\u003Clingo Settings>>\\n\\n|\u003C$link to=\\\"$:/themes/nico/notebook/settings/fontfamily\\\">\u003C\u003Clingo Settings/FontFamily>>\u003C/$link> |\u003C$edit-text tiddler=\\\"$:/themes/nico/notebook/settings/fontfamily\\\" default=\\\"\\\" tag=\\\"input\\\"/> | |\\n|\u003C$link to=\\\"$:/themes/nico/notebook/settings/codefontfamily\\\">\u003C\u003Clingo Settings/CodeFontFamily>>\u003C/$link> |\u003C$edit-text tiddler=\\\"$:/themes/nico/notebook/settings/codefontfamily\\\" default=\\\"\\\" tag=\\\"input\\\"/> | |\\n|\u003C$link to=\\\"$:/themes/nico/notebook/settings/editorfontfamily\\\">\u003C\u003Clingo Settings/EditorFontFamily>>\u003C/$link> |\u003C$edit-text tiddler=\\\"$:/themes/nico/notebook/settings/editorfontfamily\\\" default=\\\"\\\" tag=\\\"input\\\"/> | |\\n\\n! \u003C\u003Clingo Metrics>>\\n\\n|\u003C$link to=\\\"$:/themes/tiddlywiki/vanilla/metrics/fontsize\\\">\u003C\u003Clingo Metrics/FontSize>>\u003C/$link> |\u003C$edit-text tiddler=\\\"$:/themes/tiddlywiki/vanilla/metrics/fontsize\\\" default=\\\"\\\" tag=\\\"input\\\"/> |\\n|\u003C$link to=\\\"$:/themes/tiddlywiki/vanilla/metrics/lineheight\\\">\u003C\u003Clingo Metrics/LineHeight>>\u003C/$link> |\u003C$edit-text tiddler=\\\"$:/themes/tiddlywiki/vanilla/metrics/lineheight\\\" default=\\\"\\\" tag=\\\"input\\\"/> |\\n|\u003C$link to=\\\"$:/themes/tiddlywiki/vanilla/metrics/bodyfontsize\\\">\u003C\u003Clingo Metrics/BodyFontSize>>\u003C/$link> |\u003C$edit-text tiddler=\\\"$:/themes/nico/notebook/metrics/bodyfontsize\\\" default=\\\"\\\" tag=\\\"input\\\"/> |\\n|\u003C$link to=\\\"$:/themes/tiddlywiki/vanilla/metrics/bodylineheight\\\">\u003C\u003Clingo Metrics/BodyLineHeight>>\u003C/$link> |\u003C$edit-text tiddler=\\\"$:/themes/nico/notebook/metrics/bodylineheight\\\" default=\\\"\\\" tag=\\\"input\\\"/> |\\n|\u003C$link to=\\\"$:/themes/tiddlywiki/vanilla/metrics/sidebarbreakpoint\\\">\u003C\u003Clingo Metrics/SidebarBreakpoint>>\u003C/$link>\u003Cbr>//\u003C\u003Clingo Metrics/SidebarBreakpoint/Hint>>// |^\u003C$edit-text tiddler=\\\"$:/themes/tiddlywiki/vanilla/metrics/sidebarbreakpoint\\\" default=\\\"\\\" tag=\\\"input\\\"/> |\\n|\u003C$link to=\\\"$:/themes/nico/notebook/metrics/sidebar-width\\\">\u003C\u003Clingo Metrics/SidebarWidth>>\u003C/$link>\u003Cbr>//\u003C\u003Clingo Metrics/SidebarWidth/Hint>>// |^\u003C$edit-text tiddler=\\\"$:/themes/nico/notebook/metrics/sidebar-width\\\" default=\\\"\\\" tag=\\\"input\\\"/> |\\n|\u003C$link to=\\\"$:/themes/nico/notebook/metrics/story-width\\\">\u003C\u003Clingo Metrics/StoryWidth>>\u003C/$link>\u003Cbr>//\u003C\u003Clingo Metrics/StoryWidth/Hint>>// |^\u003C$edit-text tiddler=\\\"$:/themes/nico/notebook/metrics/story-width\\\" default=\\\"\\\" tag=\\\"input\\\"/> |\\n\\n\"\n },\n \"$:/themes/nico/notebook/base\": {\n \"title\": \"$:/themes/nico/notebook/base\",\n \"created\": \"20200419141443144\",\n \"modified\": \"20210120224227503\",\n \"tags\": \"$:/tags/Stylesheet\",\n \"type\": \"text/vnd.tiddlywiki\",\n \"text\": \"\\\\rules only filteredtranscludeinline transcludeinline macrodef macrocallinline\\n\\n\\\\define if-sidebar(text)\\n \u003C$reveal state=\\\"$:/state/notebook-sidebar\\\" type=\\\"match\\\" text=\\\"yes\\\">\\n $text$\\n \u003C/$reveal>\\n\\\\end\\n\\n\\\\define if-reveal-tiddler-controls-on-hover(text)\\n \u003C$reveal state=\\\"$:/themes/nico/notebook/options/reveal-tiddler-controls-on-hover\\\" type=\\\"match\\\" text=\\\"yes\\\">\\n $text$\\n \u003C/$reveal>\\n\\\\end\\n \\n/* Top and bottom bars */\\n\\n/* Hide the top-right bar */\\n.tc-topbar.tc-topbar-right {\\n display: none;\\n}\\n\\ndiv.tc-sidebar-header {\\n padding: 0;\\n min-height: 0;\\n}\\n\\n.tc-story-river {\\n padding: 6px 0 !important;\\n width: 100% !important;\\n max-width: {{$:/themes/nico/notebook/metrics/story-width}} !important;\\n margin: 0 auto !important;\\n margin-top: 34px !important;\\n}\\n\\ndiv.tc-tiddler-frame {\\n width: 100%;\\n margin: 20px 0;\\n background: \u003C\u003Ccolour tiddler-background>>;\\n box-shadow: 0 5px 20px rgba(0,0,0, 0.12);\\n border-radius: 6px;\\n padding: 42px 60px 60px 60px;\\n}\\n\\nh1.tc-site-title {\\n margin-top: 14px;\\n font-size: 1.5em !important;\\n}\\n\\n.nc-bar {\\n padding: 10px;\\n height: {{$:/themes/nico/notebook/metrics/topbar-height}};\\n background: \u003C\u003Ccolour page-background>>;\\n display: flex;\\n justify-content: space-between;\\n}\\n\\n.nc-topbar-wrapper {\\n position: fixed;\\n top: 0;\\n left: 0;\\n right: 0;\\n /* The z-index needs to be above the z-index used in tiddlers in zoomin view */\\n z-index: 501;\\n}\\n\\n.nc-bar.nc-topbar {\\n top: 0;\\n background: \u003C\u003Ccolour page-background>>ee;\\n max-width: calc({{$:/themes/nico/notebook/metrics/story-width}} + 40px);\\n padding: 10px 20px;\\n margin: 0 auto;\\n}\\n\\n.nc-bar.nc-bottombar {\\n position: fixed;\\n bottom: 0;\\n left: 0;\\n right: 0;\\n /* The z-index needs to be above the z-index used in tiddlers in zoomin view */\\n z-index: 501;\\n}\\n\\n.nc-bar .left svg {\\n fill: \u003C\u003Ccolour sidebar-controls-foreground>>;\\n}\\n\\n.nc-bar input[type=\\\"search\\\"] {\\n width: 200px;\\n padding: .6em 1em;\\n margin-top: -.2em;\\n background: \u003C\u003Ccolour sidebar-button-foreground>>44;\\n color: \u003C\u003Ccolour foreground>>cc;\\n transition: all ease-in .2s;\\n border: 1px solid transparent;\\n outline: 0;\\n}\\n\\n.nc-bar input[type=\\\"search\\\"]:focus {\\n width: 300px;\\n background: \u003C\u003Ccolour tiddler-background>>;\\n color: \u003C\u003Ccolour foreground>>;\\n border: 1px solid \u003C\u003Ccolour primary>>;\\n box-shadow: 0 0 .2rem 0 \u003C\u003Ccolour primary>>;\\n}\\n\\ninput[type=\\\"search\\\"]::-webkit-search-cancel-button {\\n -webkit-appearance: auto;\\n}\\n\\n.nc-bar .tc-block-dropdown.tc-search-drop-down {\\n margin-left: 0;\\n width: 400px;\\n border: 0;\\n box-shadow: 0 0 6px 0 rgba(0,0,0,.2);\\n border-radius: 6px;\\n padding: 20px 0;\\n}\\n\\n.nc-bar p {\\n margin: 0;\\n}\\n\\n.nc-bar .tc-page-controls {\\n margin-top: 0;\\n}\\n\\n.nc-bar .tc-page-controls button {\\n margin-right: .8em;\\n}\\n\\n.nc-bar .tc-page-controls button .tc-btn-text {\\n font-size: 14px;\\n}\\n\\n.nc-bar .tc-block-dropdown {\\n max-height: 70vh;\\n overflow: auto;\\n}\\n\\n@media (max-width: {{$:/themes/tiddlywiki/vanilla/metrics/sidebarbreakpoint}}) {\\n .nc-topbar {\\n display: none;\\n }\\n\\n .tc-story-river {\\n padding: 0 !important;\\n margin-top: 0 !important;\\n margin-bottom: 60px !important;\\n }\\n\\n div.tc-tiddler-frame {\\n margin: 0;\\n box-shadow: none;\\n border-radius: 0;\\n border-top: 0;\\n }\\n}\\n\\n@media (min-width: {{$:/themes/tiddlywiki/vanilla/metrics/sidebarbreakpoint}}) {\\n .nc-bottombar {\\n display: none;\\n }\\n}\\n\\n@media(max-width: 1100px) {\\n .nc-bar input[type=\\\"search\\\"] {\\n width: 200px;\\n }\\n}\\n\\n/* Sidebar */\\n\\n@keyframes sidebar-appear {\\n 0% {\\n left: -{{$:/themes/nico/notebook/metrics/sidebar-width}};\\n }\\n 100% {\\n left: 0;\\n }\\n}\\n\\n\u003C\u003Cif-sidebar \\\"\\\"\\\"\\n@media (min-width: {{$:/themes/tiddlywiki/vanilla/metrics/sidebarbreakpoint}}) {\\n .nc-sidebar {\\n animation: sidebar-appear .14s;\\n padding-top: 10px;\\n }\\n}\\n\\\"\\\"\\\">>\\n\\n.nc-sidebar {\\n background: \u003C\u003Ccolour tiddler-background>>;\\n border-right: 1px solid \u003C\u003Ccolour tiddler-border>>;\\n width: {{$:/themes/nico/notebook/metrics/sidebar-width}};\\n overflow-y: auto;\\n overflow-x: hidden;\\n z-index: 100;\\n}\\n\\n.nc-sidebar .segment {\\n border-bottom: 1px solid rgba(0,0,0,.1);\\n}\\n\\n.nc-sidebar ol {\\n margin: 0;\\n padding: 0;\\n list-style: none;\\n line-height: 1.8em;\\n}\\n\\n.nc-sidebar ol ol {\\n padding-left: 18px;\\n}\\n\\n@media (min-width: {{$:/themes/tiddlywiki/vanilla/metrics/sidebarbreakpoint}}) {\\n .mobile-only {\\n display: none;\\n }\\n}\\n\\n@media (max-width: {{$:/themes/tiddlywiki/vanilla/metrics/sidebarbreakpoint}}) {\\n .desktop-only {\\n display: none;\\n }\\n}\\n\\n.nc-sidebar h1.tc-site-title {\\n margin: 0;\\n}\\n\\n.nc-sidebar p {\\n margin: 6px 0;\\n}\\n\\n.nc-sidebar .tc-site-subtitle {\\n color: \u003C\u003Ccolour site-title-foreground>>;\\n}\\n\\n.nc-sidebar .section .label {\\n padding: 2px 0;\\n color: \u003C\u003Ccolour site-title-foreground>>;\\n fill: \u003C\u003Ccolour site-title-foreground>>;\\n font-weight: bold;\\n line-height: 1.6em;\\n display: block;\\n width: 100%;\\n text-align: left;\\n padding: 8px 15px;\\n border-radius: 0;\\n}\\n\\n.nc-sidebar .section:not(.open) .label:hover {\\n background: rgba(0,0,0,.06);\\n}\\n\\n.nc-sidebar .section.open .label {\\n color: \u003C\u003Ccolour tiddler-background>>;\\n fill: \u003C\u003Ccolour tiddler-background>>;\\n background: \u003C\u003Ccolour primary>>;\\n border-bottom: 1px solid rgba(0,0,0,.1);\\n}\\n\\n.nc-sidebar .section .label .caret {\\n display: inline-block;\\n width: 15px;\\n float: right;\\n}\\n\\n.nc-sidebar .content {\\n padding: 6px 15px;\\n font-size: 1em;\\n}\\n\\n.nc-sidebar .tc-tiddlylink {\\n color: \u003C\u003Ccolour primary>>;\\n}\\n\\n@media (min-width: {{$:/themes/tiddlywiki/vanilla/metrics/sidebarbreakpoint}}) {\\n .nc-sidebar {\\n position: fixed;\\n left: 0;\\n top: 0;\\n bottom: 0;\\n }\\n}\\n\\n\u003C\u003Cif-sidebar \\\"\\\"\\\"\\n@media (max-width: {{$:/themes/tiddlywiki/vanilla/metrics/sidebarbreakpoint}}) {\\n @keyframes sidebar-slide {\\n 0% {\\n left: -100vw;\\n }\\n 100% {\\n left: 0;\\n }\\n }\\n .nc-sidebar {\\n overflow: auto;\\n position: fixed;\\n width: 100%;\\n left: 0;\\n top: 0;\\n bottom: 48px;\\n z-index: 3000;\\n animation: sidebar-slide ease-in .2s;\\n animation-fill-mode: forwards;\\n }\\n}\\n\\n@media (min-width: {{$:/themes/tiddlywiki/vanilla/metrics/sidebarbreakpoint}}) {\\n .tc-page-container {\\n margin-left: {{$:/themes/nico/notebook/metrics/sidebar-width}} !important;\\n }\\n\\n .nc-topbar-wrapper {\\n left: {{$:/themes/nico/notebook/metrics/sidebar-width}};\\n }\\n}\\n\\\"\\\"\\\">>\\n\\n/* Animate the hamburger button */\\n\\n@keyframes menu-bars-1 {\\n 0% {}\\n 100% {\\n transform: rotate(-45deg) translateY(-10px) translateX(-6px);\\n fill: \u003C\u003Ccolour foreground>>;\\n }\\n}\\n\\n@keyframes menu-bars-2 {\\n 0% {}\\n 100% { opacity: 0; }\\n}\\n\\n@keyframes menu-bars-3 {\\n 0% {}\\n 100% {\\n transform: rotate(45deg) translateY(6px) translateX(2px);\\n fill: \u003C\u003Ccolour foreground>>;\\n }\\n}\\n\\n.sidebar-toggle {\\n /* position: fixed; */\\n /* top: 6px; */\\n /* left: 6px; */\\n /* z-index: 600; */\\n /* padding: 4px; */\\n /* border-radius: 8px; */\\n margin-right: 10px;\\n transition: all ease-in-out .2s;\\n fill: \u003C\u003Ccolour sidebar-controls-foreground>>;\\n}\\n\\n.sidebar-toggle:hover,\\n.sidebar-toggle.open {\\n fill: \u003C\u003Ccolour sidebar-controls-foreground-hover>>;\\n}\\n\\n/* @media (max-width: {{$:/themes/tiddlywiki/vanilla/metrics/sidebarbreakpoint}}) { */\\n/* .sidebar-toggle { */\\n/* top: auto; */\\n/* bottom: 10px; */\\n/* left: 10px; */\\n/* } */\\n/* } */\\n\\n.sidebar-toggle .bars .bar {\\n transform: rotate(0) translateY(0) translateX(0);\\n opacity: 1;\\n transform-origin: 20px 10px;\\n transition: transform 0.4s ease-in-out, opacity 0.2s ease-in-out, fill .4s ease-in-out;\\n}\\n\\n.sidebar-toggle .bars .bar:nth-of-type(3) {\\n transform-origin: 20px 20px;\\n}\\n\\n.sidebar-toggle.open .bars .bar:nth-of-type(1) {\\n animation: menu-bars-1 .6s;\\n animation-fill-mode: forwards;\\n}\\n.sidebar-toggle.open .bars .bar:nth-of-type(2) {\\n animation: menu-bars-2 .6s;\\n animation-fill-mode: forwards;\\n}\\n.sidebar-toggle.open .bars .bar:nth-of-type(3) {\\n animation: menu-bars-3 .6s;\\n animation-fill-mode: forwards;\\n}\\n\\n@media (max-width: {{$:/themes/tiddlywiki/vanilla/metrics/sidebarbreakpoint}}) {\\n div.tc-tiddler-frame {\\n padding: 14px;\\n }\\n}\\n\\n/* Inputs */\\n\\ninput, textarea {\\n transition: border .14s ease-in-out;\\n background: \u003C\u003Ccolour tiddler-editor-background>>;\\n border: 1px solid \u003C\u003Ccolour tiddler-editor-border>>;\\n padding: .5em;\\n border-radius: 4px;\\n}\\n\\ninput:focus, textarea:focus {\\n box-shadow: 0 0 0.2rem 0 \u003C\u003Ccolour primary>>;\\n outline: 0;\\n border-color: \u003C\u003Ccolour primary>>;\\n}\\n\\nbutton {\\n border-radius: 1.5em;\\n border: 1px solid #ccc;\\n background: \u003C\u003Ccolour tiddler-background>>;\\n padding: .3em 1em;\\n cursor: pointer;\\n transition: box-shadow ease-in .1s;\\n color: \u003C\u003Ccolor foreground>>;\\n}\\n\\nbutton:focus, button:active {\\n outline: 0 none;\\n}\\n\\nbutton.tc-btn-invisible {\\n border-radius: 0;\\n}\\n\\n.tc-editor-toolbar button,\\n.tc-editor-toolbar button.tc-btn-invisible {\\n border-radius: 3px;\\n background: \u003C\u003Ccolour tiddler-editor-background>>;\\n color: \u003C\u003Ccolour foreground>>;\\n fill: \u003C\u003Ccolour foreground>>;\\n border: 1px solid \u003C\u003Ccolour tiddler-editor-border>>;\\n}\\n\\n.tc-editor-toolbar button:hover,\\n.tc-editor-toolbar button:active {\\n border-color: \u003C\u003Ccolour primary>>;\\n background: \u003C\u003Ccolour primary>>;\\n color: \u003C\u003Ccolour background>>;\\n fill: \u003C\u003Ccolour background>>;\\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 transition: border .14s ease-in-out;\\n border: 1px solid \u003C\u003Ccolour tiddler-editor-border>>;\\n background: \u003C\u003Ccolour tiddler-editor-background>>;\\n padding: 4px;\\n border-radius: 4px;\\n}\\n\\n.tc-tiddler-frame input.tc-edit-texteditor:focus,\\n.tc-tiddler-frame textarea.tc-edit-texteditor:focus,\\n.tc-tiddler-frame iframe.tc-edit-texteditor:focus {\\n box-shadow: 0 0 0.2rem 0 \u003C\u003Ccolour primary>>;\\n outline: 0;\\n border-color: \u003C\u003Ccolour primary>>;\\n}\\n\\n.tc-tiddler-controls .tc-btn-text {\\n font-size: 16px;\\n}\\n\\n\u003C\u003Cif-reveal-tiddler-controls-on-hover \\\"\\\"\\\"\\n@media (min-width: {{$:/themes/tiddlywiki/vanilla/metrics/sidebarbreakpoint}}) {\\n .tc-tiddler-frame .tc-tiddler-controls svg {\\n opacity: 0;\\n transition: all .2s ease-in;\\n }\\n\\n .tc-tiddler-controls svg.tc-image-close-button,\\n .tc-tiddler-controls .py-toggle-todo-button svg,\\n .tc-tiddler-controls svg.tc-image-done-button,\\n .tc-tiddler-frame .tc-tiddler-controls:hover svg {\\n opacity: 1;\\n }\\n\\n .tc-tiddler-controls .py-toggle-todo-button .done svg {\\n fill: #2da562;\\n }\\n}\\n\\\"\\\"\\\">>\\n\\nbutton.tc-tag-label, span.tc-tag-label {\\n padding: 0.3em 1em !important;\\n}\\n\\n/* Fonts */\\n\\nhtml, body {\\n font-family: {{$:/themes/nico/notebook/settings/fontfamily}};\\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 font-family: {{$:/themes/nico/notebook/settings/editorfontfamily}};\\n}\\n\\npre, code {\\n font-family: {{$:/themes/nico/notebook/settings/codefontfamily}};\\n}\\n\\n.tc-titlebar, .tc-site-title {\\n font-size: 28px !important;\\n line-height: 34px !important;\\n font-weight: 600 !important;\\n letter-spacing: -0.5px !important;\\n}\\n\\nh1, h2, h3, h4, h5, h6 {\\n font-weight: 600;\\n}\\n\\n.tc-tiddler-body h1,\\n.tc-tiddler-body h2,\\n.tc-tiddler-preview-preview h1,\\n.tc-tiddler-preview-preview h2 {\\n font-weight: bold;\\n}\\n\\ndiv.tc-tiddler-frame .tc-tiddler-body {\\n font-size: {{$:/themes/nico/notebook/metrics/bodyfontsize}};\\n line-height: {{$:/themes/nico/notebook/metrics/bodylineheight}};\\n}\\n\\n/* Tabs */\\n\\ndiv.tc-tab-buttons {\\n margin-bottom: -4px;\\n}\\n\\ndiv.tc-tab-buttons button {\\n font-weight: bold;\\n font-size: 1.2em;\\n line-height: 1em;\\n padding: .6em .8em .4em .8em;\\n border: 0;\\n border-radius: 0;\\n background: transparent;\\n cursor: pointer;\\n transition: background ease-in .2s;\\n}\\n\\ndiv.tc-tab-buttons button:hover {\\n background: rgba(0,0,0,.03);\\n}\\n\\ndiv.tc-tab-buttons button.tc-tab-selected {\\n border: 0;\\n background: transparent;\\n border-bottom: 4px solid \u003C\u003Ccolour primary>>;\\n}\\n\\n/* Dropdowns */\\n\\n@keyframes pop {\\n 0% {\\n transform: scale(0.8);\\n opacity: 0;\\n }\\n\\n 80% {\\n transform: scale(1.03);\\n opacity: 1;\\n }\\n\\n 100% {\\n transform: scale(1);\\n opacity: 1;\\n }\\n}\\n\\n.tc-drop-down {\\n box-shadow: 0 0 10px rgba(0,0,0,.2);\\n border-radius: 6px;\\n padding: 10px 0 !important;\\n animation: pop .15s ease-in forwards;\\n}\\n\\n.tc-drop-down a, .tc-drop-down button {\\n padding: 3px 15px !important;\\n}\\n\\n.tc-search-results {\\n line-height: 2em;\\n}\\n\\n.tc-search-results em {\\n font-weight: bold;\\n font-style: normal;\\n}\\n\\n/* Draft list */\\n\\n.tc-drafts-list {\\n font-size: .9em;\\n left: auto;\\n right: 0;\\n}\\n\\n.tc-drafts-list a {\\n padding: 6px 12px;\\n font-weight: bold;\\n border-top-left-radius: 6px;\\n border-top-right-radius: 6px;\\n display: inline-block;\\n}\\n\\n.nc-refs {\\n color: #888;\\n font-size: .9em;\\n}\\n\\n.nc-refs h4 {\\n margin-bottom: 4px;\\n}\\n\\n.nc-post-created {\\n color: #acacac;\\n font-size: .8em;\\n}\\n\"\n },\n \"$:/themes/nico/notebook/changelog\": {\n \"title\": \"$:/themes/nico/notebook/changelog\",\n \"caption\": \"ChangeLog\",\n \"created\": \"20201217180707912\",\n \"modified\": \"20210202214001915\",\n \"tags\": \"\",\n \"type\": \"text/vnd.tiddlywiki\",\n \"text\": \"! 1.4.1\\n\\n!! Fixes\\n\\n* Fix the transclusion mode of sidebar sections\\n* Fix section title rendering for tiddlers without a caption field\\n* Fix the colour of links in the sidebar when using Notebook palettes with Vanilla\\n\\n! 1.4.0\\n\\n!! Features\\n\\n* New redesigned topbar layout\\n* Add a configuration setting for the story width\\n* Add support for keyboard navigation in the search dropdown\\n\\n! 1.3.6\\n\\n!! Improvements\\n\\n* Improve the style of tabs\\n* New animation for drop-downs\\n* Use a lighter page background colour in the beige palette\\n\\n!! Fixes\\n\\n* Fix the default ctrl+shift+F shortcut for focusing the search input\\n\\n! 1.3.5\\n\\n!! Features\\n\\n* Add an option to reveal tiddler controls on mouseover\\n\\n! 1.3.4\\n\\n!! Improvements\\n\\n* Add a keyboard shortcut (alt+shift+s) to toggle Notebook sidebar\\n* Add missing colours to tiddler editor fields in the dark palette\\n\\n!! Fixes\\n\\n* Fix the size of toolbar button labels when the $:/config/Toolbar/Text is set to yes\\n\\n! 1.3.3\\n\\n!! Improvements\\n\\n* Make the sidebar more generic by using the default sidebar sections\\n\\n! 1.3.2\\n\\n!! Improvements\\n\\n* Add colours for messages in the dark palette\\n* Add colours for notification in the dark palette\\n* Set colours for messages in the beige palette\\n\\n! 1.3.1\\n\\n!! Features\\n\\n* New font family settings distinct from the Vanilla theme\\n\\n!! Improvements\\n\\n* Use a slightly lighter colour as the search input background\\n* Improve contrast of sidebar buttons in the dark palette\\n\\n!! Fixes\\n\\n* Fix tiddler control button colours in all three palettes\\n* Fix tab colours in palette-dark\\n\\n! 1.3.0\\n\\n!! Improvements\\n\\n* New dark colour palette\\n* Use a darker color for tiddler subtitles\\n* Add back the WebKit search cancel button in search inputs\\n\\n!! Fixes\\n\\n* Fix the z-index of the topbar for the zoomin story view\\n* Fix the font weight of tiddler titles in edit mode\\n\\n! 1.2.0\\n\\n!! Improvements\\n\\n* Better support for dark colour palettes\\n\\n!! Fixes\\n\\n* Fix rendering of overflowing/wrapping text in the sidebar\\n\\n! 1.1.0\\n\\n!! Features\\n\\n* New theme tweaks tab dedicated to Notebook in the control panel\\n* Inputs in the edit template are now styled consistently with other inputs\\n\\n!! Fixes\\n\\n* Fixes the position of sticky tiddler titles when the option is turned on\\n\"\n },\n \"$:/config/ShortcutInfo/notebook-focus-search\": {\n \"title\": \"$:/config/ShortcutInfo/notebook-focus-search\",\n \"text\": \"Focus on the topbar search field\"\n },\n \"$:/config/shortcuts/notebook-focus-search\": {\n \"title\": \"$:/config/shortcuts/notebook-focus-search\",\n \"text\": \"ctrl+shift+F\"\n },\n \"$:/config/Search/AutoFocus\": {\n \"title\": \"$:/config/Search/AutoFocus\",\n \"text\": \"false\"\n },\n \"$:/config/shortcuts/sidebar-search\": {\n \"title\": \"$:/config/shortcuts/sidebar-search\",\n \"text\": \"\"\n },\n \"$:/themes/nico/notebook/images/bars\": {\n \"title\": \"$:/themes/nico/notebook/images/bars\",\n \"created\": \"20200428212322206\",\n \"modified\": \"20201210210231235\",\n \"type\": \"text/vnd.tiddlywiki\",\n \"text\": \"\u003Csvg class=\\\"bars\\\" height=\\\"21pt\\\" viewBox=\\\"0 0 42 42\\\" enable-background=\\\"new 0 0 32 22.5\\\" version=\\\"1.1\\\" xmlns=\\\"http://www.w3.org/2000/svg\\\">\\n \u003Cg class=\\\"svg-menu-toggle\\\" sketch:type=\\\"MSLayerGroup\\\">\\n \u003Crect class=\\\"bar\\\" x=\\\"8\\\" y=\\\"28\\\" width=\\\"26\\\" height=\\\"4\\\">\u003C/rect>\\n \u003Crect class=\\\"bar\\\" x=\\\"8\\\" y=\\\"19\\\" width=\\\"26\\\" height=\\\"4\\\">\u003C/rect>\\n \u003Crect class=\\\"bar\\\" x=\\\"8\\\" y=\\\"10\\\" width=\\\"26\\\" height=\\\"4\\\">\u003C/rect>\\n \u003C/g>\\n\u003C/svg>\\n\"\n },\n \"$:/themes/nico/notebook/images/caret-down\": {\n \"title\": \"$:/themes/nico/notebook/images/caret-down\",\n \"created\": \"20200429194348688\",\n \"modified\": \"20201210210230919\",\n \"type\": \"text/vnd.tiddlywiki\",\n \"text\": \"\u003Csvg width=\\\"6pt\\\" xmlns=\\\"http://www.w3.org/2000/svg\\\" viewBox=\\\"0 0 320 512\\\">\u003Cpath d=\\\"M31.3 192h257.3c17.8 0 26.7 21.5 14.1 34.1L174.1 354.8c-7.8 7.8-20.5 7.8-28.3 0L17.2 226.1C4.6 213.5 13.5 192 31.3 192z\\\"/>\u003C/svg>\\n\"\n },\n \"$:/themes/nico/notebook/images/caret-right\": {\n \"title\": \"$:/themes/nico/notebook/images/caret-right\",\n \"created\": \"20200429194305719\",\n \"modified\": \"20201210210230909\",\n \"type\": \"text/vnd.tiddlywiki\",\n \"text\": \"\u003Csvg width=\\\"4pt\\\" xmlns=\\\"http://www.w3.org/2000/svg\\\" viewBox=\\\"0 0 192 512\\\">\u003Cpath d=\\\"M0 384.662V127.338c0-17.818 21.543-26.741 34.142-14.142l128.662 128.662c7.81 7.81 7.81 20.474 0 28.284L34.142 398.804C21.543 411.404 0 402.48 0 384.662z\\\"/>\u003C/svg>\\n\"\n },\n \"$:/themes/nico/notebook/images/color-switch\": {\n \"title\": \"$:/themes/nico/notebook/images/color-switch\",\n \"created\": \"20201210170859810\",\n \"creator\": \"nico\",\n \"modified\": \"20201210205606403\",\n \"modifier\": \"nico\",\n \"tags\": \"\",\n \"type\": \"text/vnd.tiddlywiki\",\n \"text\": \"\u003Csvg width=\\\"20px\\\" height=\\\"20px\\\" viewBox=\\\"0 0 16 16\\\" class=\\\"bi bi-circle-half\\\" fill=\\\"currentColor\\\" xmlns=\\\"http://www.w3.org/2000/svg\\\">\\n \u003Cpath fill-rule=\\\"evenodd\\\" d=\\\"M8 15V1a7 7 0 1 1 0 14zm0 1A8 8 0 1 1 8 0a8 8 0 0 1 0 16z\\\"/>\\n\u003C/svg\\n\"\n },\n \"$:/themes/nico/notebook/metrics/bodyfontsize\": {\n \"title\": \"$:/themes/nico/notebook/metrics/bodyfontsize\",\n \"created\": \"20200428203454207\",\n \"modified\": \"20201210205606363\",\n \"tags\": \"\",\n \"type\": \"text/vnd.tiddlywiki\",\n \"text\": \"15px\\n\"\n },\n \"$:/themes/nico/notebook/metrics/bodylineheight\": {\n \"title\": \"$:/themes/nico/notebook/metrics/bodylineheight\",\n \"created\": \"20200428203454207\",\n \"modified\": \"20201210205606363\",\n \"tags\": \"\",\n \"type\": \"text/vnd.tiddlywiki\",\n \"text\": \"22px\"\n },\n \"$:/themes/nico/notebook/metrics/sidebar-width\": {\n \"title\": \"$:/themes/nico/notebook/metrics/sidebar-width\",\n \"created\": \"20200429144554294\",\n \"modified\": \"20201210210231246\",\n \"tags\": \"\",\n \"type\": \"text/vnd.tiddlywiki\",\n \"text\": \"350px\\n\"\n },\n \"$:/themes/nico/notebook/metrics/story-width\": {\n \"title\": \"$:/themes/nico/notebook/metrics/story-width\",\n \"created\": \"20210123210054185\",\n \"modified\": \"20210123211911688\",\n \"tags\": \"\",\n \"type\": \"text/vnd.tiddlywiki\",\n \"text\": \"800px\\n\"\n },\n \"$:/themes/nico/notebook/metrics/topbar-height\": {\n \"title\": \"$:/themes/nico/notebook/metrics/topbar-height\",\n \"created\": \"20200428203454207\",\n \"modified\": \"20201210205606363\",\n \"tags\": \"\",\n \"type\": \"text/vnd.tiddlywiki\",\n \"text\": \"52px\\n\"\n },\n \"$:/themes/nico/notebook/options/stickytitles\": {\n \"title\": \"$:/themes/nico/notebook/options/stickytitles\",\n \"text\": \"no\"\n },\n \"$:/themes/nico/notebook/options/codewrapping\": {\n \"title\": \"$:/themes/nico/notebook/options/codewrapping\",\n \"text\": \"pre-wrap\"\n },\n \"$:/themes/nico/notebook/options/reveal-tiddler-controls-on-hover\": {\n \"title\": \"$:/themes/nico/notebook/options/reveal-tiddler-controls-on-hover\",\n \"text\": \"no\"\n },\n \"$:/core/ui/PageTemplate/sidebar\": {\n \"title\": \"$:/core/ui/PageTemplate/sidebar\",\n \"created\": \"20200430072116835\",\n \"modified\": \"20201217174129501\",\n \"type\": \"text/vnd.tiddlywiki\",\n \"text\": \"\\\\whitespace trim\\n\\\\define config-title()\\n$:/config/SideBarSegments/Visibility/$(listItem)$\\n\\\\end\\n\\nOverwritten by $:/themes/nico/notebook so that the default sidebar does not get rendered.\\n\"\n },\n \"$:/themes/tiddlywiki/vanilla/themetweaks\": {\n \"title\": \"$:/themes/tiddlywiki/vanilla/themetweaks\",\n \"caption\": \"{{$:/language/ThemeTweaks/ThemeTweaks}}\",\n \"created\": \"20201217163834291\",\n \"modified\": \"20201217163914434\",\n \"type\": \"text/vnd.tiddlywiki\",\n \"text\": \"Overwritten by $:/themes/nico/notebook so that the Vanilla theme tweaks do not appear in the control panel. \"\n },\n \"$:/themes/nico/notebook/palettes/palette-beige\": {\n \"title\": \"$:/themes/nico/notebook/palettes/palette-beige\",\n \"text\": \"alert-background: #ffe476\\nalert-border: #b99e2f\\nalert-highlight: #881122\\nalert-muted-foreground: #b99e2f\\nbackground: #ffffff\\nblockquote-bar: \u003C\u003Ccolour muted-foreground>>\\nbutton-background:\\nbutton-foreground:\\nbutton-border:\\ncode-background: #f7f7f9\\ncode-border: #e1e1e8\\ncode-foreground: #dd1144\\ndirty-indicator: #c63636\\ndownload-background: #66cccc\\ndownload-foreground: \u003C\u003Ccolour background>>\\ndragger-background: \u003C\u003Ccolour foreground>>\\ndragger-foreground: \u003C\u003Ccolour background>>\\ndropdown-background: \u003C\u003Ccolour background>>\\ndropdown-border: #ddd\\ndropdown-tab-background-selected: #fff\\ndropdown-tab-background: #ececec\\ndropzone-background: #da8548\\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: #3F3B3B\\nmessage-background: #e6f5e8\\nmessage-border: #2b5532\\nmessage-foreground: #2b5532\\nmodal-backdrop: \u003C\u003Ccolour foreground>>\\nmodal-background: \u003C\u003Ccolour 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: #f5f5ee\\npre-background: #f6f6f6\\npre-border: #cccccc\\nprimary: #7f4bca\\nselect-tag-background:\\nselect-tag-foreground:\\nsidebar-button-foreground: #a6a69c\\nsidebar-controls-foreground-hover: #000000\\nsidebar-controls-foreground: \u003C\u003Ccolour sidebar-button-foreground>>\\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: \u003C\u003Ccolour tab-background>>\\nsidebar-tab-border-selected: \u003C\u003Ccolour tab-border-selected>>\\nsidebar-tab-border: \u003C\u003Ccolour tab-border>>\\nsidebar-tab-divider: \u003C\u003Ccolour tab-divider>>\\nsidebar-tab-foreground-selected: \u003C\u003Ccolour tab-foreground-selected>>\\nsidebar-tab-foreground: \u003C\u003Ccolour tab-foreground>>\\nsidebar-tiddler-link-foreground-hover: \u003C\u003Ccolour primary>>\\nsidebar-tiddler-link-foreground: \u003C\u003Ccolour tab-foreground>>\\nsite-title-foreground: #353748\\nstatic-alert-foreground: #aaaaaa\\ntab-background-selected: #ffffff\\ntab-background: #eeeeee\\ntab-border-selected: #cccccc\\ntab-border: #cccccc\\ntab-divider: #d8d8d8\\ntab-foreground-selected: \u003C\u003Ccolour foreground>>\\ntab-foreground: #888888\\ntable-border: #dddddd\\ntable-footer-background: #a8a8a8\\ntable-header-background: #f0f0f0\\ntag-background: #ffeedd\\ntag-foreground: #000\\ntiddler-background: \u003C\u003Ccolour background>>\\ntiddler-border: #dbdbc7;\\ntiddler-controls-foreground-hover: #888888;\\ntiddler-controls-foreground-selected: #888888;\\ntiddler-controls-foreground: #cccccc\\ntiddler-editor-background: \u003C\u003Ccolour background>>\\ntiddler-editor-border-image: #ffffff\\ntiddler-editor-border: rgba(0,0,0,.2)\\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: \u003C\u003Ccolour background>>\\ntiddler-link-foreground: \u003C\u003Ccolour primary>>\\ntiddler-subtitle-foreground: #aaaaaa\\ntiddler-title-foreground: #333\\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\",\n \"type\": \"application/x-tiddler-dictionary\",\n \"description\": \"A beige colour palette for Notebook\",\n \"name\": \"Notebook Beige\",\n \"tags\": \"$:/tags/Palette $:/tags/notebook/Palette\"\n },\n \"$:/themes/nico/notebook/palettes/palette-dark\": {\n \"title\": \"$:/themes/nico/notebook/palettes/palette-dark\",\n \"text\": \"alert-background: #643b43\\nalert-border: #3f181f\\nalert-highlight: #881122\\nalert-muted-foreground: #bc8b94\\nbackground: #383e49\\nblockquote-bar: \u003C\u003Ccolour muted-foreground>>\\nbutton-background:\\nbutton-border:\\nbutton-foreground:\\ncode-background: #2c323b\\ncode-border: #111\\ncode-foreground: #dd1144\\ndirty-indicator: #c63636\\ndownload-background: #98be65\\ndownload-foreground: \u003C\u003Ccolour background>>\\ndragger-background: \u003C\u003Ccolour foreground>>\\ndragger-foreground: \u003C\u003Ccolour background>>\\ndropdown-background: \u003C\u003Ccolour background>>\\ndropdown-border: #111\\ndropdown-tab-background-selected: #fff\\ndropdown-tab-background: #ececec\\ndropzone-background: #da8548\\nexternal-link-background-hover: inherit\\nexternal-link-background-visited: inherit\\nexternal-link-background: inherit\\nexternal-link-foreground-hover: inherit\\nexternal-link-foreground-visited: #61afef\\nexternal-link-foreground: #c678dd\\nforeground: #c8ced8\\nmessage-background: #2c323e\\nmessage-border: #111\\nmessage-foreground: #d5e2f1\\nmodal-backdrop: \u003C\u003Ccolour foreground>>\\nmodal-background: \u003C\u003Ccolour background>>\\nmodal-border: #999999\\nmodal-footer-background: #f5f5f5\\nmodal-footer-border: #dddddd\\nmodal-header-border: #eeeeee\\nmuted-foreground: #999999\\nnotification-background: #3a5e39\\nnotification-border: #192c19\\npage-background: #262b33\\npre-background: \u003C\u003Ccolour page-background>>\\npre-border: \u003C\u003Ccolour tiddler-border>>\\nprimary: #bf93ff\\nselect-tag-background:\\nselect-tag-foreground:\\nsidebar-button-foreground: #5e646f\\nsidebar-controls-foreground-hover: #cad2e5\\nsidebar-controls-foreground: \u003C\u003Ccolour sidebar-button-foreground>>\\nsidebar-foreground-shadow: rgba(255,255,255, 0.8)\\nsidebar-foreground: #cad2e5\\nsidebar-muted-foreground-hover: #444444\\nsidebar-muted-foreground: #c0c0c0\\nsidebar-tab-background-selected: \u003C\u003Ccolour tab-background-selected>>\\nsidebar-tab-background: \u003C\u003Ccolour tab-background>>\\nsidebar-tab-border-selected: \u003C\u003Ccolour tab-border-selected>>\\nsidebar-tab-border: \u003C\u003Ccolour tab-border>>\\nsidebar-tab-divider: \u003C\u003Ccolour tab-divider>>\\nsidebar-tab-foreground-selected: \u003C\u003Ccolour tab-foreground-selected>>\\nsidebar-tab-foreground: \u003C\u003Ccolour tab-foreground>>\\nsidebar-tiddler-link-foreground-hover: \u003C\u003Ccolour primary>>\\nsidebar-tiddler-link-foreground: \u003C\u003Ccolour tab-foreground>>\\nsite-title-foreground: \u003C\u003Ccolour foreground>>\\nstatic-alert-foreground: #aaaaaa\\ntab-background-selected: \u003C\u003Ccolour background>>\\ntab-background: \u003C\u003Ccolour page-background>>\\ntab-border-selected: \u003C\u003Ccolour foreground>>\\ntab-border: #cad2e5\\ntab-divider: #cad2e5\\ntab-foreground-selected: #ecf2ff\\ntab-foreground: #cad2e5\\ntable-border: #aaaaaa\\ntable-footer-background: #a8a8a8\\ntable-header-background: #262b33\\ntag-background: #fcb671\\ntag-foreground: #000\\ntiddler-background: \u003C\u003Ccolour background>>\\ntiddler-border: #111\\ntiddler-controls-foreground-hover: #cad2e5\\ntiddler-controls-foreground-selected: #cad2e5\\ntiddler-controls-foreground: #5e646f\\ntiddler-editor-background: \u003C\u003Ccolour background>>\\ntiddler-editor-border-image: #ffffff\\ntiddler-editor-border: rgba(255, 255, 255, 0.3)\\ntiddler-editor-fields-even: \u003C\u003Ccolour background>>\\ntiddler-editor-fields-odd: #2c323b\\ntiddler-info-background: #f8f8f8\\ntiddler-info-border: #dddddd\\ntiddler-info-tab-background: #f8f8f8\\ntiddler-link-background: \u003C\u003Ccolour background>>\\ntiddler-link-foreground: \u003C\u003Ccolour primary>>\\ntiddler-subtitle-foreground: #aaaaaa\\ntiddler-title-foreground: \u003C\u003Ccolour foreground>>\\ntoolbar-cancel-button:\\ntoolbar-close-button:\\ntoolbar-delete-button:\\ntoolbar-done-button:\\ntoolbar-edit-button:\\ntoolbar-info-button:\\ntoolbar-new-button:\\ntoolbar-options-button:\\ntoolbar-save-button:\\nuntagged-background: #999999\\nvery-muted-foreground: #888888\\n\",\n \"type\": \"application/x-tiddler-dictionary\",\n \"description\": \"A dark colour palette for Notebook\",\n \"name\": \"Notebook Dark\",\n \"tags\": \"$:/tags/Palette $:/tags/notebook/Palette\"\n },\n \"$:/themes/nico/notebook/palettes/palette-grey\": {\n \"title\": \"$:/themes/nico/notebook/palettes/palette-grey\",\n \"text\": \"alert-background: #ffe476\\nalert-border: #b99e2f\\nalert-highlight: #881122\\nalert-muted-foreground: #b99e2f\\nbackground: #ffffff\\nblockquote-bar: \u003C\u003Ccolour muted-foreground>>\\nbutton-background:\\nbutton-foreground:\\nbutton-border:\\ncode-background: #f7f7f9\\ncode-border: #e1e1e8\\ncode-foreground: #dd1144\\ndirty-indicator: #c63636\\ndownload-background: #66cccc\\ndownload-foreground: \u003C\u003Ccolour background>>\\ndragger-background: \u003C\u003Ccolour foreground>>\\ndragger-foreground: \u003C\u003Ccolour background>>\\ndropdown-background: \u003C\u003Ccolour background>>\\ndropdown-border: #ddd\\ndropdown-tab-background-selected: #fff\\ndropdown-tab-background: #ececec\\ndropzone-background: #da8548\\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: #283c46\\nmessage-background: #ecf2ff\\nmessage-border: #cfd6e6\\nmessage-foreground: #547599\\nmodal-backdrop: \u003C\u003Ccolour foreground>>\\nmodal-background: \u003C\u003Ccolour 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: #f4f4f4\\npre-background: #f6f6f6\\npre-border: #cccccc\\nprimary: #127edd\\nselect-tag-background:\\nselect-tag-foreground:\\nsidebar-button-foreground: #a6a69c\\nsidebar-controls-foreground-hover: #000000\\nsidebar-controls-foreground: \u003C\u003Ccolour sidebar-button-foreground>>\\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: \u003C\u003Ccolour tab-background>>\\nsidebar-tab-border-selected: \u003C\u003Ccolour tab-border-selected>>\\nsidebar-tab-border: \u003C\u003Ccolour tab-border>>\\nsidebar-tab-divider: \u003C\u003Ccolour tab-divider>>\\nsidebar-tab-foreground-selected: \u003C\u003Ccolour tab-foreground-selected>>\\nsidebar-tab-foreground: \u003C\u003Ccolour tab-foreground>>\\nsidebar-tiddler-link-foreground-hover: \u003C\u003Ccolour primary>>\\nsidebar-tiddler-link-foreground: \u003C\u003Ccolour tab-foreground>>\\nsite-title-foreground: #353748\\nstatic-alert-foreground: #aaaaaa\\ntab-background-selected: #ffffff\\ntab-background: #eeeeee\\ntab-border-selected: #cccccc\\ntab-border: #cccccc\\ntab-divider: #d8d8d8\\ntab-foreground-selected: \u003C\u003Ccolour foreground>>\\ntab-foreground: #888888\\ntable-border: #dddddd\\ntable-footer-background: #a8a8a8\\ntable-header-background: #f0f0f0\\ntag-background: #ffeedd\\ntag-foreground: #000\\ntiddler-background: \u003C\u003Ccolour background>>\\ntiddler-border: #ddd\\ntiddler-controls-foreground-hover: #888888;\\ntiddler-controls-foreground-selected: #888888;\\ntiddler-controls-foreground: #cccccc\\ntiddler-editor-background: \u003C\u003Ccolour background>>\\ntiddler-editor-border-image: #ffffff\\ntiddler-editor-border: rgba(0,0,0,.2)\\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: \u003C\u003Ccolour background>>\\ntiddler-link-foreground: \u003C\u003Ccolour primary>>\\ntiddler-subtitle-foreground: #aaaaaa\\ntiddler-title-foreground: #333\\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\",\n \"type\": \"application/x-tiddler-dictionary\",\n \"description\": \"A grey color palette for Notebook\",\n \"name\": \"Notebook Grey\",\n \"tags\": \"$:/tags/Palette $:/tags/notebook/Palette\"\n },\n \"$:/themes/nico/notebook/settings/codefontfamily\": {\n \"title\": \"$:/themes/nico/notebook/settings/codefontfamily\",\n \"created\": \"20210101213404232\",\n \"modified\": \"20210101214210227\",\n \"tags\": \"\",\n \"type\": \"text/vnd.tiddlywiki\",\n \"text\": \"\\\"Fira Mono\\\",\\\"Liberation Mono\\\",Menlo,Courier,monospace\\n\"\n },\n \"$:/themes/nico/notebook/settings/fontfamily\": {\n \"title\": \"$:/themes/nico/notebook/settings/fontfamily\",\n \"created\": \"20210101213404232\",\n \"modified\": \"20210101213411800\",\n \"tags\": \"\",\n \"type\": \"text/vnd.tiddlywiki\",\n \"text\": \"\\\"Segoe UI\\\",Helvetica,Arial,sans-serif,\\\"Apple Color Emoji\\\",\\\"Segoe UI Emoji\\\",\\\"Segoe UI Symbol\\\"\\n\"\n },\n \"$:/themes/nico/notebook/shortcuts/notebook-focus-search\": {\n \"title\": \"$:/themes/nico/notebook/shortcuts/notebook-focus-search\",\n \"created\": \"20201210122048919\",\n \"key\": \"((notebook-focus-search))\",\n \"modified\": \"20210115130024907\",\n \"tags\": \"$:/tags/KeyboardShortcut\",\n \"type\": \"text/vnd.tiddlywiki\",\n \"text\": \"\u003C$action-sendmessage $message=\\\"tm-focus-selector\\\" $param=\\\".nc-topbar input\\\"/>\\n\"\n },\n \"$:/themes/nico/notebook/shortcuts/toggle-sidebar\": {\n \"title\": \"$:/themes/nico/notebook/shortcuts/toggle-sidebar\",\n \"created\": \"20210115130000707\",\n \"key\": \"((toggle-sidebar))\",\n \"modified\": \"20210115130021883\",\n \"tags\": \"$:/tags/KeyboardShortcut\",\n \"type\": \"text/vnd.tiddlywiki\",\n \"text\": \"\u003C$list\\n filter=\\\"[[$:/state/notebook-sidebar]is[missing]] [{$:/state/notebook-sidebar}removeprefix[yes]]\\\"\\n emptyMessage=\\\"\\\"\\\"\u003C$action-setfield $tiddler=\\\"$:/state/notebook-sidebar\\\" text=\\\"yes\\\"/>\\\"\\\"\\\"\\n>\\n \u003C$action-setfield $tiddler=\\\"$:/state/notebook-sidebar\\\" text=\\\"no\\\"/>\\n\u003C/$list>\\n\"\n },\n \"$:/themes/nico/notebook/stickytitles\": {\n \"title\": \"$:/themes/nico/notebook/stickytitles\",\n \"created\": \"20201217172915960\",\n \"modified\": \"20201217180034682\",\n \"tags\": \"$:/tags/Stylesheet\",\n \"text\": \"\u003C$reveal state=\\\"$:/themes/nico/notebook/options/stickytitles\\\" type=\\\"match\\\" text=\\\"yes\\\">\\n\\n.tc-tiddler-title {\\n position: -webkit-sticky;\\n position: -moz-sticky;\\n position: -o-sticky;\\n position: -ms-sticky;\\n position: sticky;\\n top: {{$:/themes/nico/notebook/metrics/topbar-height}};\\n background: \u003C\u003Ccolour tiddler-background>>;\\n z-index: 500;\\n}\\n\\n@media (max-width: {{$:/themes/tiddlywiki/vanilla/metrics/sidebarbreakpoint}}) {\\n .tc-tiddler-title {\\n top: 0;\\n }\\n}\\n\\n\u003C$list filter=\\\"[range[100]]\\\">\\n`.tc-story-river .tc-tiddler-frame:nth-child(100n+`\u003C$text text=\u003C\u003CcurrentTiddler>>/>`) {\\nz-index: `\u003C$text text={{{ [[200]subtract\u003CcurrentTiddler>] }}}/>`;\\n}\\n`\\n\u003C/$list>\\n\u003C/$reveal>\\n\"\n },\n \"$:/themes/nico/notebook/tags/Sidebar\": {\n \"title\": \"$:/themes/nico/notebook/tags/Sidebar\",\n \"created\": \"20200429164516951\",\n \"list\": \"$:/themes/nico/notebook/ui/Buttons/menu $:/themes/nico/notebook/ui/Sidebar/Headings $:/themes/nico/notebook/ui/Sidebar/Search $:/themes/nico/notebook/Sidebar/Sections\",\n \"modified\": \"20201210205606504\",\n \"type\": \"text/vnd.tiddlywiki\"\n },\n \"$:/themes/nico/notebook/tags/SidebarSection\": {\n \"title\": \"$:/themes/nico/notebook/tags/SidebarSection\",\n \"created\": \"20200429201017275\",\n \"list\": \"$:/themes/nico/notebook/ui/Sidebar/Open $:/themes/nico/notebook/ui/Sidebar/Recent $:/themes/nico/notebook/ui/Sidebar/Tools $:/themes/nico/notebook/ui/Sidebar/More\",\n \"modified\": \"20201210215658901\",\n \"type\": \"text/vnd.tiddlywiki\"\n },\n \"$:/themes/nico/notebook/ui/Bottombar\": {\n \"title\": \"$:/themes/nico/notebook/ui/Bottombar\",\n \"created\": \"20200429113453340\",\n \"modified\": \"20201210210230886\",\n \"tags\": \"$:/tags/PageTemplate\",\n \"type\": \"text/vnd.tiddlywiki\",\n \"text\": \"\u003C$reveal state=\\\"$:/state/notebook-bottombar\\\" type=\\\"match\\\" text=\\\"yes\\\" default=\\\"yes\\\" retain=\\\"yes\\\" animate=\\\"yes\\\">\\n \u003Cdiv class=\\\"nc-bar nc-bottombar\\\">\\n \u003C$list filter=\\\"[all[shadows+tiddlers]tag[$:/tags/NotebookTopbar]!has[draft.of]]\\\" variable=\\\"listItem\\\">\\n \u003C$reveal type=\\\"nomatch\\\" state=\u003C\u003Cconfig-title>> text=\\\"hide\\\" tag=\\\"div\\\">\\n \u003C$transclude tiddler=\u003C\u003ClistItem>> mode=\\\"block\\\"/>\\n \u003C/$reveal>\\n \u003C/$list>\\n \u003Cdiv class=\\\"left\\\">\\n {{$:/themes/nico/notebook/ui/Buttons/menu}}\\n \u003C/div>\\n \u003Cdiv class=\\\"right\\\">\\n {{$:/core/ui/SideBarSegments/page-controls}}\\n \u003C/div>\\n \u003C/div>\\n\u003C/$reveal>\\n\\n\"\n },\n \"$:/themes/nico/notebook/ui/Buttons/SwitchPalette\": {\n \"title\": \"$:/themes/nico/notebook/ui/Buttons/SwitchPalette\",\n \"created\": \"20201210171047824\",\n \"description\": \"Toggle between grey/beige colour palette\",\n \"modified\": \"20210118213335643\",\n \"tags\": \"$:/tags/PageControls\",\n \"type\": \"text/vnd.tiddlywiki\",\n \"text\": \"\u003Cspan class=\\\"desktop-only\\\">\\n \u003C$vars\\n palettes=\\\"[all[tiddlers+shadows]tag[$:/tags/notebook/Palette]]\\\"\\n popupTiddler=\u003C\u003Cqualify \\\"$:/state/notebook/palette-dropdown\\\">>\\n >\\n \u003C$button\\n popup=\u003C\u003CpopupTiddler>>\\n tooltip=\\\"Switch colours\\\"\\n aria-label=\\\"Switch colours\\\"\\n class=\u003C\u003Ctv-config-toolbar-class>>\\n >\\n \u003C$list filter=\\\"[\u003Ctv-config-toolbar-icons>match[yes]]\\\">\\n\\t{{$:/themes/nico/notebook/images/color-switch}}\\n \u003C/$list>\\n\\n \u003C$list filter=\\\"[\u003Ctv-config-toolbar-text>match[yes]]\\\">\\n\\t\u003Cspan class=\\\"tc-btn-text\\\">Switch colours\u003C/span>\\n \u003C/$list>\\n\\n \u003C$reveal state=\u003C\u003CpopupTiddler>> type=\\\"popup\\\" position=\\\"belowleft\\\" class=\\\"tc-drop-down\\\">\\n\\t\u003C$list filter=\u003C\u003Cpalettes>>>\\n\\t \u003C$button class=\\\"tc-btn-invisible\\\">\\n\\t {{!!name}}\\n\\t \u003C$action-setfield $tiddler=\\\"$:/palette\\\" text={{!!title}}/>\\n\\t \u003C/$button>\\n\\t\u003C/$list>\\n \u003C/$reveal>\\n\\n \u003C/$button>\\n \u003C/$vars>\\n\u003C/span>\\n\"\n },\n \"$:/themes/nico/notebook/ui/Buttons/menu\": {\n \"title\": \"$:/themes/nico/notebook/ui/Buttons/menu\",\n \"created\": \"20200429115248943\",\n \"modified\": \"20210124211756417\",\n \"tags\": \"\",\n \"type\": \"text/vnd.tiddlywiki\",\n \"text\": \"\u003C$reveal state=\\\"$:/state/notebook-sidebar\\\" type=\\\"match\\\" text=\\\"yes\\\" default=\\\"no\\\" retain=\\\"yes\\\" animate=\\\"no\\\">\\n \u003C$button set=\\\"$:/state/notebook-sidebar\\\" setTo=\\\"no\\\" tooltip=\\\"Toggle menu\\\" class=\\\"tc-btn-invisible sidebar-toggle open\\\">\\n {{$:/themes/nico/notebook/images/bars}}\\n \u003C/$button>\\n\u003C/$reveal>\\n\\n\u003C$reveal type=\\\"nomatch\\\" state=\\\"$:/state/notebook-sidebar\\\" text=\\\"yes\\\">\\n \u003C$button set=\\\"$:/state/notebook-sidebar\\\" setTo=\\\"yes\\\" tooltip=\\\"Toggle menu\\\" class=\\\"tc-btn-invisible sidebar-toggle\\\">\\n {{$:/themes/nico/notebook/images/bars}}\\n \u003C/$button>\\n\u003C/$reveal>\\n\"\n },\n \"$:/themes/nico/notebook/ui/Search\": {\n \"title\": \"$:/themes/nico/notebook/ui/Search\",\n \"created\": \"20200429191943257\",\n \"modified\": \"20210126170723413\",\n \"type\": \"text/vnd.tiddlywiki\",\n \"text\": \"\\\\define advanced-search-actions()\\n\u003C$action-setfield $tiddler=\\\"$:/temp/advancedsearch/input\\\" text={{$:/temp/notebook-search}}/>\\n\u003C$action-setfield $tiddler=\\\"$:/temp/advancedsearch/refresh\\\" text=\\\"yes\\\"/>\\n\u003C$action-navigate $to=\\\"$:/AdvancedSearch\\\"/>\\n\\\\end\\n\\n\\\\define input-accept-actions()\\n\u003C$list filter=\\\"[\u003C__tiddler__>get[text]!is[missing]] ~[\u003C__tiddler__>get[text]is[shadow]]\\\">\\n \u003C$action-navigate $to={{{ [\u003C__tiddler__>get[text]] }}}/>\\n \u003C$action-deletetiddler $filter=\\\"[[$:/temp/search]] [\u003CsearchTiddler>] [\u003CsearchListState>]\\\"/>\\n\u003C/$list>\\n\\\\end\\n\\n\\\\define cancel-search-actions()\\n\u003C$list filter=\\\"[\u003CsearchTiddler>get[text]!match{$:/temp/search}]\\\" emptyMessage=\\\"\\\"\\\"\u003C$action-deletetiddler $filter=\\\"[[$:/temp/search]] [\u003CsearchTiddler>] [\u003CsearchListState>]\\\"/>\\\"\\\"\\\">\\n \u003C$action-setfield $tiddler=\\\"$:/temp/search\\\" text={{{ [\u003CsearchTiddler>get[text]] }}}/>\\n \u003C$action-setfield $tiddler=\\\"$:/temp/search/refresh\\\" text=\\\"yes\\\"/>\u003C/$list>\\n\\\\end\\n\\n\u003C$vars editTiddler=\\\"$:/temp/search\\\"\\n searchTiddler=\\\"$:/temp/search/input\\\"\\n searchListState=\u003C\u003Cqualify \\\"$:/state/search-list/selected-item\\\">>>\\n \u003C$macrocall $name=\\\"keyboard-driven-input\\\"\\n\\t tiddler=\u003C\u003CeditTiddler>>\\n\\t storeTitle=\u003C\u003CsearchTiddler>>\\n\\t selectionStateTitle=\u003C\u003CsearchListState>>\\n\\t refreshTitle=\\\"$:/temp/search/refresh\\\"\\n\\t type=\\\"search\\\"\\n\\t tag=\\\"input\\\"\\n\\t focus={{$:/config/Search/AutoFocus}}\\n\\t focusPopup=\\\"$:/state/popup/notebook-search\\\"\\n\\t class=\\\"tc-popup-handle\\\"\\n\\t filterMinLength={{$:/config/Search/MinLength}}\\n\\t placeholder=\\\"Search...\\\"\\n\\t inputAcceptActions=\u003C\u003Cinput-accept-actions>>\\n\\t inputCancelActions=\u003C\u003Ccancel-search-actions>>\\n\\t cancelPopups=\\\"yes\\\"\\n\\t configTiddlerFilter=\\\"[[$:/state/search/currentTab]!is[missing]get[text]] ~[{$:/config/SearchResults/Default}]\\\"\\n\\t />\\n \u003C$button\\n tooltip={{$:/language/Buttons/AdvancedSearch/Hint}}\\n aria-label={{$:/language/Buttons/AdvancedSearch/Caption}}\\n class=\\\"tc-btn-invisible tc-page-controls\\\"\\n >\\n {{$:/core/images/advanced-search-button}}\\n \u003C\u003Cadvanced-search-actions>>\\n \u003C/$button>\\n \u003C$reveal tag=\\\"div\\\" class=\\\"tc-block-dropdown-wrapper\\\" state=\\\"$:/state/popup/notebook-search\\\" type=\\\"nomatch\\\" text=\\\"\\\" default=\\\"\\\">\\n \u003C$list filter=\\\"[\u003CsearchTiddler>get[text]minlength{$:/config/Search/MinLength}limit[1]]\\\" emptyMessage=\\\"\\\" variable=\\\"listItem\\\">\\n \u003Cdiv class=\\\"tc-block-dropdown tc-search-drop-down\\\">\\n \u003C$tiddler tiddler=\u003C\u003CconfigTiddler>>>\\n {{$:/themes/nico/notebook/ui/Sidebar/SearchResults}}\\n \u003C/$tiddler>\\n \u003C/div>\\n \u003C/$list>\\n \u003C/$reveal>\\n\u003C/$vars>\\n\"\n },\n \"$:/themes/nico/notebook/ui/Sidebar/Headings\": {\n \"title\": \"$:/themes/nico/notebook/ui/Sidebar/Headings\",\n \"created\": \"20200429160014174\",\n \"modified\": \"20201210210231267\",\n \"tags\": \"$:/themes/nico/notebook/tags/Sidebar\",\n \"type\": \"text/vnd.tiddlywiki\",\n \"text\": \"\u003Cdiv class=\\\"segment\\\">\\n \u003Cdiv class=\\\"content\\\">\\n \u003Ch1 class=\\\"tc-site-title\\\">\\n {{$:/SiteTitle}}\\n \u003C/h1>\\n \u003Cdiv class=\\\"tc-site-subtitle\\\">\\n {{$:/SiteSubtitle}}\\n \u003C/div>\\n \u003C/div>\\n\u003C/div>\\n\"\n },\n \"$:/themes/nico/notebook/ui/Sidebar/Search\": {\n \"title\": \"$:/themes/nico/notebook/ui/Sidebar/Search\",\n \"created\": \"20200429191943257\",\n \"modified\": \"20210124220152702\",\n \"tags\": \"$:/themes/nico/notebook/tags/Sidebar\",\n \"type\": \"text/vnd.tiddlywiki\",\n \"text\": \"\u003Cdiv class=\\\"mobile-only\\\">\\n \u003Cdiv class=\\\"segment\\\">\\n \u003Cdiv class=\\\"content search\\\">\\n {{$:/themes/nico/notebook/ui/Search}}\\n \u003C/div>\\n \u003C/div>\\n\u003C/div>\\n\"\n },\n \"$:/themes/nico/notebook/ui/Sidebar/SearchResults\": {\n \"title\": \"$:/themes/nico/notebook/ui/Sidebar/SearchResults\",\n \"created\": \"20200429191943257\",\n \"modified\": \"20210126164631418\",\n \"tags\": \"\",\n \"type\": \"text/vnd.tiddlywiki\",\n \"text\": \"\\\\define searchResultList()\\n \u003Csmall>{{$:/language/Search/Matches/Title}}\u003C/small>\\n\\n \u003C$list filter=\\\"[!is[system]search:title{$(searchTiddler)$}sort[title]limit[250]]\\\">\\n \u003Cspan class={{{[\u003CcurrentTiddler>addsuffix[-primaryList]] -[\u003CsearchListState>get[text]] +[then[]else[tc-list-item-selected]] }}}>\\n \u003C$transclude tiddler=\\\"$:/core/ui/ListItemTemplate\\\"/>\\n \u003C/span>\\n \u003C/$list>\\n\\n \u003Csmall>{{$:/language/Search/Matches/All}}\u003C/small>\\n\\n \u003C$list filter=\\\"[!is[system]search{$(searchTiddler)$}sort[title]limit[250]]\\\">\\n \u003Cspan class={{{[\u003CcurrentTiddler>addsuffix[-secondaryList]] -[\u003CsearchListState>get[text]] +[then[]else[tc-list-item-selected]] }}}>\\n \u003C$transclude tiddler=\\\"$:/core/ui/ListItemTemplate\\\"/>\\n \u003C/span>\\n \u003C/$list>\\n\\\\end\\n\\n\u003Cdiv class=\\\"tc-search-results\\\">\\n \u003C\u003CsearchResultList>>\\n\u003C/div>\\n\"\n },\n \"$:/themes/nico/notebook/ui/Sidebar/SectionTemplate\": {\n \"title\": \"$:/themes/nico/notebook/ui/Sidebar/SectionTemplate\",\n \"created\": \"20200429161226897\",\n \"modified\": \"20210202213859460\",\n \"type\": \"text/vnd.tiddlywiki\",\n \"text\": \"\\\\define sidebarHeading()\\n\u003C$vars tv-wikilinks=\\\"no\\\">\\n \u003C$transclude field=\\\"caption\\\">\\n \u003C$view field=\\\"title\\\"/>\\n \u003C/$transclude>\\n\u003C/$vars>\\n\\\\end\\n\\n\u003C$reveal state=\\\"$:/state/notebook-sidebar-section\\\" type=\\\"match\\\" text=\u003C\u003CcurrentTiddler>> default=\\\"no\\\" animate=\\\"no\\\">\\n \u003Cdiv class=\\\"segment section open\\\">\\n \u003C$button set=\\\"$:/state/notebook-sidebar-section\\\" setTo=\\\"\\\" class=\\\"tc-btn-invisible label\\\">\\n \u003C\u003CsidebarHeading>>\\n \u003Cspan class=\\\"caret\\\">{{$:/themes/nico/notebook/images/caret-down}}\u003C/span>\\n \u003C/$button>\\n \u003Cdiv class=\\\"content\\\">\\n \u003C$transclude $tiddler=\u003C\u003CcurrentTiddler>> mode=\\\"block\\\"/>\\n \u003C/div>\\n \u003C/div>\\n\u003C/$reveal>\\n\u003C$reveal state=\\\"$:/state/notebook-sidebar-section\\\" type=\\\"nomatch\\\" text=\u003C\u003CcurrentTiddler>> default=\\\"yes\\\" animate=\\\"no\\\">\\n \u003Cdiv class=\\\"segment section\\\">\\n \u003C$button set=\\\"$:/state/notebook-sidebar-section\\\" setTo=\u003C\u003CcurrentTiddler>> class=\\\"tc-btn-invisible label\\\">\\n \u003C\u003CsidebarHeading>>\\n \u003Cspan class=\\\"caret\\\">{{$:/themes/nico/notebook/images/caret-right}}\u003C/span>\\n \u003C/$button>\\n \u003C/div>\\n\u003C/$reveal>\\n\"\n },\n \"$:/themes/nico/notebook/ui/Sidebar/Sections\": {\n \"title\": \"$:/themes/nico/notebook/ui/Sidebar/Sections\",\n \"created\": \"20200429163239707\",\n \"modified\": \"20210112213620486\",\n \"tags\": \"$:/themes/nico/notebook/tags/Sidebar\",\n \"type\": \"text/vnd.tiddlywiki\",\n \"text\": \"\u003C$list filter=\\\"[all[shadows+tiddlers]!has[draft.of]tag[$:/tags/SideBar]]\\\">\\n {{||$:/themes/nico/notebook/ui/Sidebar/SectionTemplate}}\\n\u003C/$list>\\n\"\n },\n \"$:/themes/nico/notebook/ui/Sidebar\": {\n \"title\": \"$:/themes/nico/notebook/ui/Sidebar\",\n \"created\": \"20200428201218885\",\n \"modified\": \"20210112213605486\",\n \"tags\": \"$:/tags/PageTemplate\",\n \"type\": \"text/vnd.tiddlywiki\",\n \"text\": \"\\\\whitespace trim\\n\\\\define config-title()\\n$:/config/SideBarSegments/Visibility/$(listItem)$\\n\\\\end\\n\\n\u003C$reveal state=\\\"$:/state/notebook-sidebar\\\" type=\\\"match\\\" text=\\\"yes\\\" default=\\\"no\\\" retain=\\\"yes\\\" animate=\\\"no\\\">\\n \u003C$scrollable fallthrough=\\\"no\\\">\\n \u003Cdiv class=\\\"nc-sidebar\\\">\\n \u003C$list filter=\\\"[all[shadows+tiddlers]tag[$:/themes/nico/notebook/tags/Sidebar]!has[draft.of]]\\\" variable=\\\"listItem\\\">\\n \u003C$reveal type=\\\"nomatch\\\" state=\u003C\u003Cconfig-title>> text=\\\"hide\\\" tag=\\\"div\\\">\\n \u003C$transclude tiddler=\u003C\u003ClistItem>> mode=\\\"inline\\\"/>\\n \u003C/$reveal>\\n \u003C/$list>\\n \u003C/div>\\n \u003C/$scrollable>\\n\u003C/$reveal>\\n\\n\"\n },\n \"$:/themes/nico/notebook/ui/Topbar\": {\n \"title\": \"$:/themes/nico/notebook/ui/Topbar\",\n \"created\": \"20200428203101797\",\n \"modified\": \"20210124213834458\",\n \"tags\": \"$:/tags/PageTemplate\",\n \"type\": \"text/vnd.tiddlywiki\",\n \"text\": \"\u003C$reveal state=\\\"$:/state/notebook-topbar\\\" type=\\\"match\\\" text=\\\"yes\\\" default=\\\"yes\\\" retain=\\\"yes\\\" animate=\\\"yes\\\">\\n \u003Cdiv class=\\\"nc-topbar-wrapper\\\">\\n \u003Cdiv class=\\\"nc-bar nc-topbar tc-adjust-top-of-scroll\\\">\\n \u003C$list filter=\\\"[all[shadows+tiddlers]tag[$:/tags/NotebookTopbar]!has[draft.of]]\\\" variable=\\\"listItem\\\">\\n \u003C$reveal type=\\\"nomatch\\\" state=\u003C\u003Cconfig-title>> text=\\\"hide\\\" tag=\\\"div\\\">\\n \u003C$transclude tiddler=\u003C\u003ClistItem>> mode=\\\"block\\\"/>\\n \u003C/$reveal>\\n \u003C/$list>\\n \u003Cdiv class=\\\"left\\\">\\n\\t{{$:/themes/nico/notebook/ui/Buttons/menu}}\\n {{$:/themes/nico/notebook/ui/Search}}\\n \u003C/div>\\n \u003Cdiv class=\\\"right\\\">\\n {{$:/core/ui/SideBarSegments/page-controls}}\\n \u003C/div>\\n \u003C/div>\\n \u003C/div>\\n\u003C/$reveal>\\n\\n\"\n }\n }\n}","bag":"default","revision":"0","version":"1.4.1","type":"application/json","title":"$:/themes/nico/notebook","source":"https://github.com/NicolasPetton/Notebook","plugin-type":"theme","name":"Notebook theme","list":"LICENSE changelog","description":"A clean, uncluttered TiddlyWiki theme","dependents":"$:/themes/tiddlywiki/vanilla $:/plugins/nico/notebook-mobile","core-version":">=5.1.22","author":"NicolasPetton","modified":"20240627123010609"}, {"created":"20200429144554294","title":"$:/themes/nico/notebook/metrics/sidebar-width","modified":"20230423163514560","tags":"","type":"text/vnd.tiddlywiki","text":"300px"}, @@ -1386,13 +1394,17 @@ button.sidebar-toggle{ {"created":"20230815155307052","text":"> ''IMPORTANT:'' `#pos=roomB` has been deprecated in favor of `#roomB` to simplify the spec.\n\nset the position of the camera ([[filtered|filters]] object(s)).\n\n| fragment | type | functionality |\n| \u003Cb>#roomB\u003C/b> | string | position camera to position of object with name `roomB` |\n| \u003Cb>#cam2\u003C/b> | string | position camera to position of camera with name `cam02`, and make it active camera [follow animation e.g.] |\n\n> the usercamera (default at `0,0,0`) is repositioned to the ''origin'' and ''upvector'' of the target object (1.6m height is added ''in VR only'')\n\nAnd to enable VR elevators e.g.:\n\n> the camera is attach/parented to that object (so it animates along with the object)\n\n\n\nYou can add this URI Fragment to the top-level URLbar, or as [[href]] value (to trigger via click) in a 3D model Editor (Blender e.g.):\u003Cbr>\u003Cbr>\n\n\u003Cdiv style=\"max-width:600px\">\n\u003C$videojs controls=\"controls\" aspectratio=\"16:9\" preload=\"auto\" poster=\"\" fluid=\"fluid\" class=\"vjs-big-play-centered\">\n \u003Csource src=\"https://coderofsalvation.codeberg.page/xrfragment.media/gettingstarted2024.mp4#t=295\" type=\"video/mp4\"/>\n\u003C/$videojs>\n\u003C/div>\n\n\u003Ch2>Developers only:\u003C/h2>\n\n[[» example implementation|https://github.com/coderofsalvation/xrfragment/blob/main/src/3rd/js/three/xrf/pos.js]]\u003Cbr>\n[[» discussion|https://github.com/coderofsalvation/xrfragment/issues/5]]\u003Cbr>\n\n!Spec\n\nBelow is the related section of the spec (full spec here: \u003Ca href=\"doc/RFC_XR_Fragments.html\" target=\"_blank\">HTML\u003C/a>, \u003Ca href=\"doc/RFC_XR_Fragments.txt\" target=\"_blank\">TXT\u003C/a>)\n\n\u003Ciframe sandbox=\"allow-scripts\" src=\"doc/RFC_XR_Fragments.html#navigating-3d\" frameborder=\"0\" class=\"spec\">\u003C/iframe>\n","tags":"level1 [[📜 level1: URL]] href","title":"teleport camera","modified":"20250928085400473","type":"text/vnd.tiddlywiki"}, {"created":"20230426160615931","text":"\u003Cdiv class=\"scene\">\u003C/div>\n\n\u003C\u003Cscript>>\n\u003Cscript>\n $scene = document.querySelector(\".scene\")\n\tscene = new THREE.Scene();\n camera = new THREE.PerspectiveCamera( 75, $scene.offsetWidth / $scene.offsetHeight, 0.1, 1000 );\n\n\trenderer = new THREE.WebGLRenderer();\n renderer.setSize( $scene.offsetWidth, $scene.offsetHeight );\n $scene.appendChild( renderer.domElement );\n\t\n\tvar geometry = new THREE.BoxGeometry( 1, 1, 1 );\n\tvar material = new THREE.MeshBasicMaterial( { color: 0x0a84ff } );\n\tvar cube = new THREE.Mesh( geometry, material );\n\tscene.add( cube );\n\tscene.background = new THREE.Color( 0x18181c );\n\n\tcamera.position.z = 2;\n\n\tfunction animate() {\n\t\trequestAnimationFrame( animate );\n\n\t\tcube.rotation.x += 0.004;\n\t\tcube.rotation.y += 0.004;\n\n\t\trenderer.render( scene, camera );\n\t}\n\n\tanimate();\t\n\tlog(\"hello world\")\n\u003C/script>","title":"THREE template","modified":"20230523125639178","tags":""}, {"created":"20230425154949623","text":"\u003Cscript async src=\"https://unpkg.com/es-module-shims@1.6.3/dist/es-module-shims.js\">\u003C/script>\n\n\u003Cscript type=\"importmap\">\n{\n\t\"imports\": {\n\t\t\"three\": \"https://unpkg.com/three@0.151.3/build/three.module.js\",\n\t\t\t\"three/addons/\": \"https://unpkg.com/three@0.151.3/examples/jsm/\"\n\t}\n}\n\u003C/script>\n\n\u003Cscript type=\"module\">\nimport * as THREE from 'three';\n\nimport { BoxLineGeometry } from 'three/addons/geometries/BoxLineGeometry.js';\nimport { VRButton } from 'three/addons/webxr/VRButton.js';\nimport { XRControllerModelFactory } from 'three/addons/webxr/XRControllerModelFactory.js';\n\nlet camera, scene, raycaster, renderer;\nlet controller1, controller2;\nlet controllerGrip1, controllerGrip2;\n\nlet room, marker, floor, baseReferenceSpace;\n\nlet INTERSECTION;\nconst tempMatrix = new THREE.Matrix4();\n\ninit();\nanimate();\n\nfunction init() {\n\n\tscene = new THREE.Scene();\n\tscene.background = new THREE.Color( 0x505050 );\n\n\tcamera = new THREE.PerspectiveCamera( 50, window.innerWidth / window.innerHeight, 0.1, 10 );\n\tcamera.position.set( 0, 1, 3 );\n\n\troom = new THREE.LineSegments(\n\t\t\tnew BoxLineGeometry( 6, 6, 6, 10, 10, 10 ).translate( 0, 3, 0 ),\n\t\t\tnew THREE.LineBasicMaterial( { color: 0x808080 } )\n\t\t\t);\n\tscene.add( room );\n\n\tscene.add( new THREE.HemisphereLight( 0x606060, 0x404040 ) );\n\n\tconst light = new THREE.DirectionalLight( 0xffffff );\n\tlight.position.set( 1, 1, 1 ).normalize();\n\tscene.add( light );\n\n\tmarker = new THREE.Mesh(\n\t\t\tnew THREE.CircleGeometry( 0.25, 32 ).rotateX( - Math.PI / 2 ),\n\t\t\tnew THREE.MeshBasicMaterial( { color: 0x808080 } )\n\t\t\t);\n\tscene.add( marker );\n\n\tfloor = new THREE.Mesh(\n\t\t\tnew THREE.PlaneGeometry( 4.8, 4.8, 2, 2 ).rotateX( - Math.PI / 2 ),\n\t\t\tnew THREE.MeshBasicMaterial( { color: 0x808080, transparent: true, opacity: 0.25 } )\n\t\t\t);\n\tscene.add( floor );\n\n\traycaster = new THREE.Raycaster();\n\n\trenderer = new THREE.WebGLRenderer( { antialias: true } );\n\trenderer.setPixelRatio( window.devicePixelRatio );\n\trenderer.setSize( window.innerWidth, window.innerHeight );\n\trenderer.outputEncoding = THREE.sRGBEncoding;\n\n\trenderer.xr.addEventListener( 'sessionstart', () => baseReferenceSpace = renderer.xr.getReferenceSpace() );\n\trenderer.xr.enabled = true;\n\n\tdocument.body.appendChild( renderer.domElement );\n\tdocument.body.appendChild( VRButton.createButton( renderer ) );\n\n\t// controllers\n\n\tfunction onSelectStart() {\n\n\t\tthis.userData.isSelecting = true;\n\n\t}\n\n\tfunction onSelectEnd() {\n\n\t\tthis.userData.isSelecting = false;\n\n\t\tif ( INTERSECTION ) {\n\n\t\t\tconst offsetPosition = { x: - INTERSECTION.x, y: - INTERSECTION.y, z: - INTERSECTION.z, w: 1 };\n\t\t\tconst offsetRotation = new THREE.Quaternion();\n\t\t\tconst transform = new XRRigidTransform( offsetPosition, offsetRotation );\n\t\t\tconst teleportSpaceOffset = baseReferenceSpace.getOffsetReferenceSpace( transform );\n\n\t\t\trenderer.xr.setReferenceSpace( teleportSpaceOffset );\n\n\t\t}\n\n\t}\n\n\tcontroller1 = renderer.xr.getController( 0 );\n\tcontroller1.addEventListener( 'selectstart', onSelectStart );\n\tcontroller1.addEventListener( 'selectend', onSelectEnd );\n\tcontroller1.addEventListener( 'connected', function ( event ) {\n\n\t\t\tthis.add( buildController( event.data ) );\n\n\t\t\t} );\n\tcontroller1.addEventListener( 'disconnected', function () {\n\n\t\t\tthis.remove( this.children[ 0 ] );\n\n\t\t\t} );\n\tscene.add( controller1 );\n\n\tcontroller2 = renderer.xr.getController( 1 );\n\tcontroller2.addEventListener( 'selectstart', onSelectStart );\n\tcontroller2.addEventListener( 'selectend', onSelectEnd );\n\tcontroller2.addEventListener( 'connected', function ( event ) {\n\n\t\t\tthis.add( buildController( event.data ) );\n\n\t\t\t} );\n\tcontroller2.addEventListener( 'disconnected', function () {\n\n\t\t\tthis.remove( this.children[ 0 ] );\n\n\t\t\t} );\n\tscene.add( controller2 );\n\n\t// The XRControllerModelFactory will automatically fetch controller models\n\t// that match what the user is holding as closely as possible. The models\n\t// should be attached to the object returned from getControllerGrip in\n\t// order to match the orientation of the held device.\n\n\tconst controllerModelFactory = new XRControllerModelFactory();\n\n\tcontrollerGrip1 = renderer.xr.getControllerGrip( 0 );\n\tcontrollerGrip1.add( controllerModelFactory.createControllerModel( controllerGrip1 ) );\n\tscene.add( controllerGrip1 );\n\n\tcontrollerGrip2 = renderer.xr.getControllerGrip( 1 );\n\tcontrollerGrip2.add( controllerModelFactory.createControllerModel( controllerGrip2 ) );\n\tscene.add( controllerGrip2 );\n\n\t//\n\n\twindow.addEventListener( 'resize', onWindowResize, false );\n\n}\n\nfunction buildController( data ) {\n\n\tlet geometry, material;\n\n\tswitch ( data.targetRayMode ) {\n\n\t\tcase 'tracked-pointer':\n\n\t\t\tgeometry = new THREE.BufferGeometry();\n\t\t\tgeometry.setAttribute( 'position', new THREE.Float32BufferAttribute( [ 0, 0, 0, 0, 0, - 1 ], 3 ) );\n\t\t\tgeometry.setAttribute( 'color', new THREE.Float32BufferAttribute( [ 0.5, 0.5, 0.5, 0, 0, 0 ], 3 ) );\n\n\t\t\tmaterial = new THREE.LineBasicMaterial( { vertexColors: true, blending: THREE.AdditiveBlending } );\n\n\t\t\treturn new THREE.Line( geometry, material );\n\n\t\tcase 'gaze':\n\n\t\t\tgeometry = new THREE.RingGeometry( 0.02, 0.04, 32 ).translate( 0, 0, - 1 );\n\t\t\tmaterial = new THREE.MeshBasicMaterial( { opacity: 0.5, transparent: true } );\n\t\t\treturn new THREE.Mesh( geometry, material );\n\n\t}\n\n}\n\nfunction onWindowResize() {\n\n\tcamera.aspect = window.innerWidth / window.innerHeight;\n\tcamera.updateProjectionMatrix();\n\n\trenderer.setSize( window.innerWidth, window.innerHeight );\n\n}\n\n//\n\nfunction animate() {\n\trenderer.setAnimationLoop( render );\n}\n\nfunction render() {\n\n\tINTERSECTION = undefined;\n\n\tif ( controller1.userData.isSelecting === true ) {\n\t\ttempMatrix.identity().extractRotation( controller1.matrixWorld );\n\t\traycaster.ray.origin.setFromMatrixPosition( controller1.matrixWorld );\n\t\traycaster.ray.direction.set( 0, 0, - 1 ).applyMatrix4( tempMatrix );\n\t\tconst intersects = raycaster.intersectObjects( [ floor ] );\n\t\tif ( intersects.length > 0 ) {\n\t\t\tINTERSECTION = intersects[ 0 ].point;\n\t\t}\n\t} else if ( controller2.userData.isSelecting === true ) {\n\t\ttempMatrix.identity().extractRotation( controller2.matrixWorld );\n\t\traycaster.ray.origin.setFromMatrixPosition( controller2.matrixWorld );\n\t\traycaster.ray.direction.set( 0, 0, - 1 ).applyMatrix4( tempMatrix );\n\t\tconst intersects = raycaster.intersectObjects( [ floor ] );\n\t\tif ( intersects.length > 0 ) {\n\t\t\tINTERSECTION = intersects[ 0 ].point;\n\t\t}\n\t}\n\n\tif ( INTERSECTION ) marker.position.copy( INTERSECTION );\n\tmarker.visible = INTERSECTION !== undefined;\n\trenderer.render( scene, camera );\n\n}\n\n\u003C/script>\n","tags":"","title":"THREE template #online","modified":"20230523125650516","type":"text/html"}, +{"created":"20251021145538862","text":"> How to get things done without endlessly adding geometry/textures which bloat your 3D file?\n\n''Answer'': trim sheets\n\n!! 🧩 What’s a Trim Sheet?\n\nA ''trim sheet'' is a single texture packed with reusable material details — panels, bolts, edges, decals, etc.\nYou ''UV-map'' parts of your model onto sections of this sheet, instead of giving every object its own texture.\n\n[img[trimsheet.svg]]\n\n> think of it as a ''stylesheet''\n\n---\n\n!! ⚡ Superproductivity Benefits\n\n!!! One Texture, Endless Variety\n\n* Reuse trims across models for walls, pipes, floors, props.\n* Mix different UV regions for quick visual variety.\n* Perfect for modular environment design.\n\n!!! 2. ''Fast & Consistent''\n\n* Edit one sheet → update all assets instantly.\n* Consistent texel density and material look across your whole scene.\n* Less time baking or re-exporting textures.\n\n---\n\n!! 📦 Tiny File Size Advantages\n\n* Fewer materials = fewer draw calls.\n* Shared texture = better batching and rendering performance.\n\n> read [[Why small file-size matters]] in XR\n\n---\n\n!! 🧠 Simple Blender Workflow\n\n1. Create your trimsheet in GIMP (put textures together into 1 file)\n\n2. Import your trim sheet.\n\n3. UV-map meshes to the desired trims.\n\n4. Align borders in the UV Editor.\n\n5. Done — detailed results from one small texture!\n\n---\n\n!! ✅ TL;DR\n\n| Benefit | Why It Matters |\n| ''Speed'' | Texture fast, reuse everything |\n| ''Consistency'' | Shared style across assets |\n| ''Efficiency'' | Small files, fast rendering |\n\n!! Free blender addons\n\n* https://extensions.blender.org/add-ons/magic-uv\n* https://github.com/LaXHeXLuX/Trimmer\n","tags":"[[Best practices]]","title":"Trimsheet textures","modified":"20251021152558850","type":"text/vnd.tiddlywiki"}, +{"title":"trimsheet.svg","text":"\u003C?xml version=\"1.0\" standalone=\"no\"?>\n\u003C!DOCTYPE svg PUBLIC \"-//W3C//DTD SVG 1.1//EN\" \"http://www.w3.org/Graphics/SVG/1.1/DTD/svg11.dtd\">\n\u003Csvg version=\"1.1\" xmlns=\"http://www.w3.org/2000/svg\" viewBox=\"0 0 530.4122228067371 415\" width=\"530.4122228067371\" height=\"415\">\u003C!-- svg-source:excalidraw -->\u003Cmetadata>\u003C/metadata>\u003Cdefs>\u003Cstyle class=\"style-fonts\">\n @font-face { font-family: Excalifont; src: 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Nope..too expensive (but I've got a texture for you)\n\n[img[unlit.jpg]]\n\n> The above scene results in a ''9 kilobytes'' 3D file-size [ [[.glb|https://coderofsalvation.codeberg.page/xrfragment.media/example/unlit.glb]] [[.blend|https://coderofsalvation.codeberg.page/xrfragment.media/example/unlit.blend]] ] using a texture as color-lookup table.\n\nWith unlit materials we achieve:\n\n* a gradient horizon mapped onto a sphere (orange area)\n* a plane with an (unlit) checkers pattern\n* a unlit cube\n\n\n> Read more about saving unlit materials into glTF ''3D files'' for Blender [[here|https://docs.blender.org/manual/en/latest/addons/import_export/scene_gltf2.html#exporting-a-shadeless-unlit-material]]\n\nTo render all objects in our 3D file, we ''don't need to introduce more'' resource-heavy [[lights|Lights]].\u003Cbr>Instead we use an ''single unlit'' texture as a color lookup table (via uvmapping).\n\nUtilizing ''unlit materials'' for distant or intrinsically bright objects in ''Extended Reality (XR)'' is a critical optimization strategy because it drastically reduces the ''computational burden'' on resource-constrained mobile VR/AR devices.\n\nUnlike ''lit materials'', which require the GPU to perform expensive, real-time lighting calculations \n\n> including determining light direction, shadows, specularity, and reflections for every pixel of every mesh under the influence of every light \n\nAn unlit shader renders the object using only the texture's raw color (or its ''emissive color''), bypassing these complex and time-consuming processes entirely. \n\nThis is especially advantageous for far-off background elements, which lose visual detail at a distance, and for objects that are meant to *be* the light source (like the sun, stars, or a neon sign), where lighting calculations are redundant or undesirable.\n\nIntroducing ''multiple real-time light sources'' is highly detrimental to performance in XR, as the rendering cost often multiplies with each light affecting a surface, potentially causing the scene to drop below the minimum required frame rate (e.g., and leading to user discomfort or motion sickness (\"jank\").\n","tags":"[[Best practices]]","title":"Unlit textures","modified":"20251008101740242","type":"text/vnd.tiddlywiki"}, 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","type":"image/jpeg"}, {"created":"20240207134625973","text":"Fragment's can be dynamic thanks to URI Templating [RFC6570](https://www.rfc-editor.org/rfc/rfc6570).\n\u003Cbr>\nThis allows for dynamic and reactive fragments in `src` and `href`.\u003Cbr>\n\n> NOTE 1: the domain+path of an URL cannot be modified\n\n> NOTE 2: `src`, `href` and `tag` object metadata is mutable, however default metadata (`#`) not.\n\nHere are some examples:\n\u003Cbr>\u003Cbr>\n\n## dynamic teleports (escape-room)\n\n```\n\n foo.usdz \n │ \n ├── ◻ level2\n │ \n └── ◻ level1\n |\n ├── ◻ secretbutton \n │ └ href: #nextlevel=level2\n │ \n └── ◻ exitdoor\n └ href: #pos={nextlevel}\n\n```\n\n\n## a simple videoplayer\n\n```\n\n foo.usdz \n │ \n │ \n ├── ◻ stopbutton \n │ ├ #: #-stopbutton\n │ └ href: #player=stop&-stopbutton (stop and hide stop-button)\n │ \n └── ◻ plane \n ├ play: #t=l:0,10\n ├ stop: #t=0,0\n ├ href: #player=play&stopbutton (play and show stop-button)\n └ src: cat.mp4#{player}\n\n\n```\n","tags":"[[🧪 experimental]] [[🧪 levelX: non-normative metadata]]","title":"URI templates (reactivity)","modified":"20250906075907414","type":"text/markdown"}, {"created":"20250922143321132","text":"\u003C?xml version=\"1.0\" standalone=\"no\"?>\n\u003C!DOCTYPE svg PUBLIC \"-//W3C//DTD SVG 1.1//EN\" \"http://www.w3.org/Graphics/SVG/1.1/DTD/svg11.dtd\">\n\u003Csvg version=\"1.1\" xmlns=\"http://www.w3.org/2000/svg\" viewBox=\"0 0 1037.856674194336 533.4166015625001\" width=\"1037.856674194336\" height=\"533.4166015625001\">\u003C!-- svg-source:excalidraw -->\u003Cmetadata>\u003C/metadata>\u003Cdefs>\u003Csymbol id=\"image-520278b6766a4fdb09f19a8b1c1bc79938cc6ff5\">\u003Cimage 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moment [[GLSL|https://www.khronos.org/opengl/wiki/Core_Language_(GLSL)]] is supported in the XR Fragment demo-viewer:\n\n`src`: `https://foo.com/my.frag`\n\n> this will sidecar-load `https://foo.com/my.vert` (if exist)\n\n! Uniforms\n\nAs per the XR Fragment spec, these can be modified using the `u:\u003Cname>` fragment, for example:\n\u003Cbr>\u003Cbr>\n* `src`: `https://foo.com/my.frag#u:speed=0.2,0.4`\n\n> these can be manipulated via href-clicks and [[URI Fragment Templates|https://www.rfc-editor.org/rfc/rfc6570]]:\n\n* `src`: `https://foo.com/my.frag#{uspeed}`\n* `uspeed_slow`: `0.2,0.4`\n* `uspeed_fast`: `0.2,0.4`\n* `href`: `xrf://uspeed=uspeed_slow`\n","tags":"[[🧪 experimental]]","title":"using shaders","modified":"20250902143004769","type":"text/vnd.tiddlywiki"}, {"created":"20240328173212858","text":"> An Easy ''nocode'' way to add metadata is [[by adding custom properties in blender e.g.|https://docs.blender.org/manual/en/2.79/data_system/custom_properties.html]]. Basically:\n\u003Cbr>\u003Cbr>\nCreate a plane or box-object with a texture-material, and add the following metadata:\n\n* `#`:`#uv=0,0,0.1,0.1`\n\n> Profit! this will position the uv-coords initially at `0,0` and scroll `0.1` in the `u` and `v` direction.\n\nRead more about [[#uv|#uv 🌱]]\n\n> NOTE: combine it with [[Reactivity / URI templating]] if you want the user to control/change presets.","tags":"[[🧪 experimental]]","title":"uv and texture scrolling","modified":"20250902143004770"}, +{"created":"20251021151850837","text":"> How to save up to 50% of your textures?\n\n''Answer'': by using mirrored uv-mapping\n\n[img[uvmirror.svg]]\n\n> read more on [[Trimsheet textures here]]\n\n!! 🧩 What are mirrored UV's?\n\nMirroring ''UV coordinates'' lets you reuse the same texture space for symmetrical parts of a model — perfect for quads or triangles that share mirrored geometry. \n\nThis effectively ''halves your texture usage'', saving up to ''50% of file size'' while keeping visual detail identical on both sides. \n\nBeyond optimization, mirrored and tiled UVs can be arranged to create ''kaleidoscopic or fractal-like patterns'', producing complex, symmetrical designs from a single small texture — ideal for stylized or modular environments in Blender.\n\n!! Free blender addons\n\n* https://extensions.blender.org/add-ons/magic-uv\n* https://github.com/LaXHeXLuX/Trimmer\n","tags":"[[Best practices]]","title":"UV mirroring","modified":"20251021152542762","type":"text/vnd.tiddlywiki"}, 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31.46, 3.73 28.05, 2.06 24.78 C0.4 21.51, -0.5 16.54, 0.25 13.12 C0.99 9.71, 3.81 6.58, 6.51 4.28 C9.21 1.99, 14.8 -0.12, 16.43 -0.66 C18.06 -1.2, 16.48 0.73, 16.3 1.03\" stroke=\"#343a40\" stroke-width=\"2\" fill=\"none\">\u003C/path>\u003C/g>\u003Cg transform=\"translate(382.2060368731261 212.4836702954899) rotate(0 170.46082240648997 60.66485225505443)\">\u003Ctext x=\"0\" y=\"28.504391912908243\" font-family=\"Excalifont, Xiaolai, sans-serif, Segoe UI Emoji\" font-size=\"32.35458786936236px\" fill=\"#1e1e1e\" text-anchor=\"start\" style=\"white-space: pre;\" direction=\"ltr\" dominant-baseline=\"alphabetic\">uv-map your geometry\u003C/text>\u003Ctext x=\"0\" y=\"68.9476267496112\" font-family=\"Excalifont, Xiaolai, sans-serif, Segoe UI Emoji\" font-size=\"32.35458786936236px\" fill=\"#1e1e1e\" text-anchor=\"start\" style=\"white-space: pre;\" direction=\"ltr\" dominant-baseline=\"alphabetic\">in a mirrored way\u003C/text>\u003Ctext x=\"0\" y=\"109.39086158631416\" font-family=\"Excalifont, Xiaolai, sans-serif, Segoe UI Emoji\" font-size=\"32.35458786936236px\" fill=\"#1e1e1e\" text-anchor=\"start\" style=\"white-space: pre;\" direction=\"ltr\" dominant-baseline=\"alphabetic\">\u003C/text>\u003C/g>\u003C/svg>","type":"image/svg+xml"}, {"created":"20230427204906096","text":"comma-separated coordinates e.g. which after parsing can be accessed using `.x`, `.y`, `.z` etc.\n\n| type | example |\n|-|-|\n| vector2 | `1.2,3` or `0.4,0.6` | \n| vector3 | `1.2,3,4` or `0.4,0.6,5` | \n\nhere are some interactive examples:\n\n\u003Cdiv>\n \u003Ctextarea spellcheck=\"false\" autofocus class=\"sandboxify\">frags = {}\nok = xrfragment.Parser.parse('pos','1.2,2,3',frags)\nconsole.log( frags.pos.z )\n\n\u003C/textarea>\n\t\u003Cpre class=\"result\">\u003C/pre>\n\u003C/div>\n","tags":"","title":"vector","modified":"20230427205327718","type":"text/markdown"}, {"title":"vertical_fog.svg","text":"\u003C?xml version=\"1.0\" standalone=\"no\"?>\n\u003C!DOCTYPE svg 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fill=\"none\">\u003C/path>\u003C/g>\u003C/g>\u003Cmask>\u003C/mask>\u003C/svg>","type":"image/svg+xml"}, {"created":"20250904105246150","text":"> **NOTE**: a subtitle-file allows for hasslefree [XR movies](#XR%20Movies) optimized for accessibility (screenreader, text-to-speech)\n\nSubtitle files must be provided as [sidecar-files](#📜%20level0:%20File) either in:\n\n* standard SRT format (with the header renamed to WEBVTT, and `.srt` to `.vtt`)\n* WebVTT format (`.vtt`), in which case only the SRT-equivalent subset of features will be processed. Specifically, the parser recognizes plain cue blocks consisting of an optional identifier, a start --> end timestamp line, and unstyled text. Any additional WebVTT features such as styling, positioning, regions, notes, or metadata will be ignored.\n\n## Example .vtt file\n\n```\nWEBVTT\n\n1\n00:00:01.000 --> 00:00:04.000\nHello, world!\n\n2\n00:00:05.000 --> 00:00:07.000\nThis is an example subtitle.\n```\n\n","tags":"","title":"WebVTT subtitles","modified":"20250904105904428","type":"text/markdown"},