From fa1fae7f7064a0674485a901576a0e955acd74c1 Mon Sep 17 00:00:00 2001 From: epictris Date: Tue, 27 Dec 2022 15:36:44 +1100 Subject: [PATCH] Initial commit --- .obsidian/app.json | 10 + .obsidian/appearance.json | 20 + .obsidian/community-plugins.json | 3 + .obsidian/core-plugins-migration.json | 29 + .obsidian/core-plugins.json | 21 + .obsidian/hotkeys.json | 1 + .../plugins/obsidian-dice-roller/data.json | 22 + .../plugins/obsidian-dice-roller/main.js | 5746 +++++++++++++++++ .../obsidian-dice-roller/manifest.json | 10 + .../plugins/obsidian-dice-roller/styles.css | 1 + .obsidian/snippets/canvas_styling.css | 917 +++ .obsidian/snippets/custom_fonts.css | 52 + .obsidian/starred.json | 3 + .obsidian/templates.json | 3 + .obsidian/themes/Minimal/manifest.json | 7 + .obsidian/themes/Minimal/theme.css | 1860 ++++++ .obsidian/workspace.json | 174 + Assets/background_notes.png | Bin 0 -> 4340291 bytes Assets/background_risklevel.png | Bin 0 -> 513004 bytes Assets/deathsaves_default.png | Bin 0 -> 1350464 bytes Assets/deathsaves_success.png | Bin 0 -> 1301770 bytes Assets/deathsavess_failure.png | Bin 0 -> 1319164 bytes Assets/header_engagements.svg | 1 + Assets/header_inventory.svg | 1 + Assets/header_risklevel.svg | 1 + Assets/profile_image.png | Bin 0 -> 173786 bytes Assets/stamp_ac.png | Bin 0 -> 23983 bytes Assets/stamp_init.png | Bin 0 -> 28457 bytes Assets/stamp_level.png | Bin 0 -> 559650 bytes Assets/stamp_maxhp.png | Bin 0 -> 30165 bytes Assets/stamp_proficiency.png | Bin 0 -> 29592 bytes Assets/stamp_speed.png | Bin 0 -> 26840 bytes Characters/Diero Falone/AC - Diero Falone.md | 2 + .../Ability Details 1 - Diero Falone.md | 16 + .../Ability Details 2 - Diero Falone.md | 15 + .../Diero Falone/Attacks - Diero Falone.md | 11 + Characters/Diero Falone/CP - Diero Falone.md | 1 + .../Diero Falone/Canvas - Diero Falone.canvas | 34 + .../Character Assessment - Diero Falone.md | 33 + .../Character Profile - Diero Falone.md | 15 + .../Death Saves - Diero Falone.md | 14 + Characters/Diero Falone/EP - Diero Falone.md | 1 + .../Diero Falone/Features - Diero Falone.md | 16 + Characters/Diero Falone/GP - Diero Falone.md | 1 + Characters/Diero Falone/HP - Diero Falone.md | 1 + .../Diero Falone/Heals Left - Diero Falone.md | 1 + .../Diero Falone/Hit Dice - Diero Falone.md | 4 + .../Diero Falone/Ideas - Diero Falone.md | 1 + .../Diero Falone/Init - Diero Falone.md | 2 + .../Diero Falone/Inventory - Diero Falone.md | 33 + .../Diero Falone/Level - Diero Falone.md | 6 + .../Max Hit Points - Diero Falone.md | 2 + .../Diero Falone/Notes - Diero Falone.md | 5 + Characters/Diero Falone/PP - Diero Falone.md | 1 + .../Proficiency - Diero Falone.md | 2 + .../Profile Image - Diero Falone.md | 4 + .../Random Cantrips - Diero Falone.md | 6 + .../Diero Falone/Risk Level - Diero Falone.md | 6 + Characters/Diero Falone/SP - Diero Falone.md | 1 + .../Diero Falone/Scroll - Diero Falone.md | 25 + .../Diero Falone/Speed - Diero Falone.md | 2 + .../Diero Falone/Temp HP - Diero Falone.md | 1 + Wiki/Condition - Invisible.md | 4 + Wiki/Eldritch Blast.md | 12 + Wiki/Expeditious Retreat.md | 11 + Wiki/Guidance.md | 11 + Wiki/Hellish Rebuke.md | 12 + Wiki/Invisibility.md | 12 + Wiki/Light.md | 14 + Wiki/Mage Hand.md | 13 + Wiki/Misty Step.md | 11 + Wiki/Prestidigitation.md | 18 + Wiki/Vicious Mockery.md | 11 + 73 files changed, 9273 insertions(+) create mode 100644 .obsidian/app.json create mode 100644 .obsidian/appearance.json create mode 100644 .obsidian/community-plugins.json create mode 100644 .obsidian/core-plugins-migration.json create mode 100644 .obsidian/core-plugins.json create mode 100644 .obsidian/hotkeys.json create mode 100644 .obsidian/plugins/obsidian-dice-roller/data.json create mode 100644 .obsidian/plugins/obsidian-dice-roller/main.js create mode 100644 .obsidian/plugins/obsidian-dice-roller/manifest.json create mode 100644 .obsidian/plugins/obsidian-dice-roller/styles.css create mode 100644 .obsidian/snippets/canvas_styling.css create mode 100644 .obsidian/snippets/custom_fonts.css create mode 100644 .obsidian/starred.json create mode 100644 .obsidian/templates.json create mode 100644 .obsidian/themes/Minimal/manifest.json create mode 100644 .obsidian/themes/Minimal/theme.css create mode 100644 .obsidian/workspace.json create mode 100644 Assets/background_notes.png create mode 100644 Assets/background_risklevel.png create mode 100644 Assets/deathsaves_default.png create mode 100644 Assets/deathsaves_success.png create mode 100644 Assets/deathsavess_failure.png create mode 100644 Assets/header_engagements.svg create mode 100644 Assets/header_inventory.svg create mode 100644 Assets/header_risklevel.svg create mode 100644 Assets/profile_image.png create mode 100644 Assets/stamp_ac.png create mode 100644 Assets/stamp_init.png create mode 100644 Assets/stamp_level.png create mode 100644 Assets/stamp_maxhp.png create mode 100644 Assets/stamp_proficiency.png create mode 100644 Assets/stamp_speed.png create mode 100644 Characters/Diero Falone/AC - Diero Falone.md create mode 100644 Characters/Diero Falone/Ability Details 1 - Diero Falone.md create mode 100644 Characters/Diero Falone/Ability Details 2 - Diero Falone.md create mode 100644 Characters/Diero Falone/Attacks - Diero Falone.md create mode 100644 Characters/Diero Falone/CP - Diero Falone.md create mode 100644 Characters/Diero Falone/Canvas - Diero Falone.canvas create mode 100644 Characters/Diero Falone/Character Assessment - Diero Falone.md create mode 100644 Characters/Diero Falone/Character Profile - Diero Falone.md create mode 100644 Characters/Diero Falone/Death Saves - Diero Falone.md create mode 100644 Characters/Diero Falone/EP - Diero Falone.md create mode 100644 Characters/Diero Falone/Features - Diero Falone.md create mode 100644 Characters/Diero Falone/GP - Diero Falone.md create mode 100644 Characters/Diero Falone/HP - Diero Falone.md create mode 100644 Characters/Diero Falone/Heals Left - Diero Falone.md create mode 100644 Characters/Diero Falone/Hit Dice - Diero Falone.md create mode 100644 Characters/Diero Falone/Ideas - Diero Falone.md create mode 100644 Characters/Diero Falone/Init - Diero Falone.md create mode 100644 Characters/Diero Falone/Inventory - Diero Falone.md create mode 100644 Characters/Diero Falone/Level - Diero Falone.md create mode 100644 Characters/Diero Falone/Max Hit Points - Diero Falone.md create mode 100644 Characters/Diero Falone/Notes - Diero Falone.md create mode 100644 Characters/Diero Falone/PP - Diero Falone.md create mode 100644 Characters/Diero Falone/Proficiency - Diero Falone.md create mode 100644 Characters/Diero Falone/Profile Image - Diero Falone.md create mode 100644 Characters/Diero Falone/Random Cantrips - Diero Falone.md create mode 100644 Characters/Diero Falone/Risk Level - Diero Falone.md create mode 100644 Characters/Diero Falone/SP - Diero Falone.md create mode 100644 Characters/Diero Falone/Scroll - Diero Falone.md create mode 100644 Characters/Diero Falone/Speed - Diero Falone.md create mode 100644 Characters/Diero Falone/Temp HP - Diero Falone.md create mode 100644 Wiki/Condition - Invisible.md create mode 100644 Wiki/Eldritch Blast.md create mode 100644 Wiki/Expeditious Retreat.md create mode 100644 Wiki/Guidance.md create mode 100644 Wiki/Hellish Rebuke.md create mode 100644 Wiki/Invisibility.md create mode 100644 Wiki/Light.md create mode 100644 Wiki/Mage Hand.md create mode 100644 Wiki/Misty Step.md create mode 100644 Wiki/Prestidigitation.md create mode 100644 Wiki/Vicious Mockery.md diff --git a/.obsidian/app.json b/.obsidian/app.json new file mode 100644 index 0000000..1c01f6f --- /dev/null +++ b/.obsidian/app.json @@ -0,0 +1,10 @@ +{ + "showFrontmatter": false, + "readableLineLength": true, + "showInlineTitle": false, + "attachmentFolderPath": "Assets", + "livePreview": false, + "alwaysUpdateLinks": true, + "smartIndentList": true, + "defaultViewMode": "preview" +} \ No newline at end of file diff --git a/.obsidian/appearance.json b/.obsidian/appearance.json new file mode 100644 index 0000000..c281e47 --- /dev/null +++ b/.obsidian/appearance.json @@ -0,0 +1,20 @@ +{ + "accentColor": "", + "cssTheme": "Minimal", + "theme": "obsidian", + "showViewHeader": true, + "nativeMenus": false, + "enabledCssSnippets": [ + "ITS Alternate Themes", + "custom", + "S - Callouts", + "Custom", + "CustomFonts", + "CustomCanvas", + "canvas_styling", + "custom_fonts" + ], + "interfaceFontFamily": "", + "textFontFamily": "", + "baseFontSize": 14 +} \ No newline at end of file diff --git a/.obsidian/community-plugins.json b/.obsidian/community-plugins.json new file mode 100644 index 0000000..65949b6 --- /dev/null +++ b/.obsidian/community-plugins.json @@ -0,0 +1,3 @@ +[ + "obsidian-dice-roller" +] \ No newline at end of file diff --git a/.obsidian/core-plugins-migration.json b/.obsidian/core-plugins-migration.json new file mode 100644 index 0000000..678708b --- /dev/null +++ b/.obsidian/core-plugins-migration.json @@ -0,0 +1,29 @@ +{ + "file-explorer": true, + "global-search": true, + "switcher": true, + "graph": true, + "backlink": true, + "outgoing-link": true, + "tag-pane": true, + "page-preview": true, + "daily-notes": true, + "templates": true, + "note-composer": true, + "command-palette": true, + "slash-command": false, + "editor-status": true, + "starred": true, + "markdown-importer": false, + "zk-prefixer": false, + "random-note": false, + "outline": true, + "word-count": true, + "slides": false, + "audio-recorder": false, + "workspaces": false, + "file-recovery": true, + "publish": false, + "sync": true, + "canvas": true +} \ No newline at end of file diff --git a/.obsidian/core-plugins.json b/.obsidian/core-plugins.json new file mode 100644 index 0000000..6b9107e --- /dev/null +++ b/.obsidian/core-plugins.json @@ -0,0 +1,21 @@ +[ + "file-explorer", + "global-search", + "switcher", + "graph", + "backlink", + "canvas", + "outgoing-link", + "tag-pane", + "page-preview", + "daily-notes", + "templates", + "note-composer", + "command-palette", + "editor-status", + "starred", + "outline", + "word-count", + "file-recovery", + "sync" +] \ No newline at end of file diff --git a/.obsidian/hotkeys.json b/.obsidian/hotkeys.json new file mode 100644 index 0000000..9e26dfe --- /dev/null +++ b/.obsidian/hotkeys.json @@ -0,0 +1 @@ +{} \ No newline at end of file diff --git a/.obsidian/plugins/obsidian-dice-roller/data.json b/.obsidian/plugins/obsidian-dice-roller/data.json new file mode 100644 index 0000000..1d911c3 --- /dev/null +++ b/.obsidian/plugins/obsidian-dice-roller/data.json @@ -0,0 +1,22 @@ +{ + "returnAllTags": false, + "rollLinksForTags": false, + "copyContentButton": false, + "customFormulas": [], + "displayFormulaForMod": false, + "displayResultsInline": false, + "displayLookupRoll": false, + "formulas": {}, + "persistResults": false, + "results": {}, + "defaultRoll": 1, + "defaultFace": 100, + "renderer": false, + "renderAllDice": false, + "renderTime": 2000, + "diceColor": "#fefcf6", + "textColor": "#000000", + "showLeafOnStartup": false, + "showDice": true, + "round": "None" +} \ No newline at end of file diff --git a/.obsidian/plugins/obsidian-dice-roller/main.js b/.obsidian/plugins/obsidian-dice-roller/main.js new file mode 100644 index 0000000..f15b0ed --- /dev/null +++ b/.obsidian/plugins/obsidian-dice-roller/main.js @@ -0,0 +1,5746 @@ +/* +THIS IS A GENERATED/BUNDLED FILE BY ESBUILD +if you want to view the source, please visit the github repository of this plugin +*/ + +var Bo=Object.create;var Kt=Object.defineProperty;var Po=Object.getOwnPropertyDescriptor;var Io=Object.getOwnPropertyNames;var ko=Object.getPrototypeOf,Uo=Object.prototype.hasOwnProperty;var Fi=n=>Kt(n,"__esModule",{value:!0});var M0=(n,e)=>()=>(e||n((e={exports:{}}).exports,e),e.exports),Oo=(n,e)=>{Fi(n);for(var t in e)Kt(n,t,{get:e[t],enumerable:!0})},Go=(n,e,t)=>{if(e&&typeof e=="object"||typeof e=="function")for(let i 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"ucy",\u0423:"Ucy",\u045E:"ubrcy",\u040E:"Ubrcy",\u0444:"fcy",\u0424:"Fcy",\u0445:"khcy",\u0425:"KHcy",\u0446:"tscy",\u0426:"TScy",\u0447:"chcy",\u0427:"CHcy",\u045F:"dzcy",\u040F:"DZcy",\u0448:"shcy",\u0428:"SHcy",\u0449:"shchcy",\u0429:"SHCHcy",\u044A:"hardcy",\u042A:"HARDcy",\u044B:"ycy",\u042B:"Ycy",\u044C:"softcy",\u042C:"SOFTcy",\u044D:"ecy",\u042D:"Ecy",\u044E:"yucy",\u042E:"YUcy",\u044F:"yacy",\u042F:"YAcy",\u2135:"aleph",\u2136:"beth",\u2137:"gimel",\u2138:"daleth"},l=/["&'<>`]/g,u={'"':""","&":"&","'":"'","<":"<",">":">","`":"`"},f=/&#(?:[xX][^a-fA-F0-9]|[^0-9xX])/,h=/[\0-\x08\x0B\x0E-\x1F\x7F-\x9F\uFDD0-\uFDEF\uFFFE\uFFFF]|[\uD83F\uD87F\uD8BF\uD8FF\uD93F\uD97F\uD9BF\uD9FF\uDA3F\uDA7F\uDABF\uDAFF\uDB3F\uDB7F\uDBBF\uDBFF][\uDFFE\uDFFF]|[\uD800-\uDBFF](?![\uDC00-\uDFFF])|(?:[^\uD800-\uDBFF]|^)[\uDC00-\uDFFF]/,m=/&(CounterClockwiseContourIntegral|DoubleLongLeftRightArrow|ClockwiseContourIntegral|NotNestedGreaterGreater|NotSquareSupersetEqual|DiacriticalDoubleAcute|NotRightTriangleEqual|NotSucceedsSlantEqual|NotPrecedesSlantEqual|CloseCurlyDoubleQuote|NegativeVeryThinSpace|DoubleContourIntegral|FilledVerySmallSquare|CapitalDifferentialD|OpenCurlyDoubleQuote|EmptyVerySmallSquare|NestedGreaterGreater|DoubleLongRightArrow|NotLeftTriangleEqual|NotGreaterSlantEqual|ReverseUpEquilibrium|DoubleLeftRightArrow|NotSquareSubsetEqual|NotDoubleVerticalBar|RightArrowLeftArrow|NotGreaterFullEqual|NotRightTriangleBar|SquareSupersetEqual|DownLeftRightVector|DoubleLongLeftArrow|leftrightsquigarrow|LeftArrowRightArrow|NegativeMediumSpace|blacktriangleright|RightDownVectorBar|PrecedesSlantEqual|RightDoubleBracket|SucceedsSlantEqual|NotLeftTriangleBar|RightTriangleEqual|SquareIntersection|RightDownTeeVector|ReverseEquilibrium|NegativeThickSpace|longleftrightarrow|Longleftrightarrow|LongLeftRightArrow|DownRightTeeVector|DownRightVectorBar|GreaterSlantEqual|SquareSubsetEqual|LeftDownVectorBar|LeftDoubleBracket|VerticalSeparator|rightleftharpoons|NotGreaterGreater|NotSquareSuperset|blacktriangleleft|blacktriangledown|NegativeThinSpace|LeftDownTeeVector|NotLessSlantEqual|leftrightharpoons|DoubleUpDownArrow|DoubleVerticalBar|LeftTriangleEqual|FilledSmallSquare|twoheadrightarrow|NotNestedLessLess|DownLeftTeeVector|DownLeftVectorBar|RightAngleBracket|NotTildeFullEqual|NotReverseElement|RightUpDownVector|DiacriticalTilde|NotSucceedsTilde|circlearrowright|NotPrecedesEqual|rightharpoondown|DoubleRightArrow|NotSucceedsEqual|NonBreakingSpace|NotRightTriangle|LessEqualGreater|RightUpTeeVector|LeftAngleBracket|GreaterFullEqual|DownArrowUpArrow|RightUpVectorBar|twoheadleftarrow|GreaterEqualLess|downharpoonright|RightTriangleBar|ntrianglerighteq|NotSupersetEqual|LeftUpDownVector|DiacriticalAcute|rightrightarrows|vartriangleright|UpArrowDownArrow|DiacriticalGrave|UnderParenthesis|EmptySmallSquare|LeftUpVectorBar|leftrightarrows|DownRightVector|downharpoonleft|trianglerighteq|ShortRightArrow|OverParenthesis|DoubleLeftArrow|DoubleDownArrow|NotSquareSubset|bigtriangledown|ntrianglelefteq|UpperRightArrow|curvearrowright|vartriangleleft|NotLeftTriangle|nleftrightarrow|LowerRightArrow|NotHumpDownHump|NotGreaterTilde|rightthreetimes|LeftUpTeeVector|NotGreaterEqual|straightepsilon|LeftTriangleBar|rightsquigarrow|ContourIntegral|rightleftarrows|CloseCurlyQuote|RightDownVector|LeftRightVector|nLeftrightarrow|leftharpoondown|circlearrowleft|SquareSuperset|OpenCurlyQuote|hookrightarrow|HorizontalLine|DiacriticalDot|NotLessGreater|ntriangleright|DoubleRightTee|InvisibleComma|InvisibleTimes|LowerLeftArrow|DownLeftVector|NotSubsetEqual|curvearrowleft|trianglelefteq|NotVerticalBar|TildeFullEqual|downdownarrows|NotGreaterLess|RightTeeVector|ZeroWidthSpace|looparrowright|LongRightArrow|doublebarwedge|ShortLeftArrow|ShortDownArrow|RightVectorBar|GreaterGreater|ReverseElement|rightharpoonup|LessSlantEqual|leftthreetimes|upharpoonright|rightarrowtail|LeftDownVector|Longrightarrow|NestedLessLess|UpperLeftArrow|nshortparallel|leftleftarrows|leftrightarrow|Leftrightarrow|LeftRightArrow|longrightarrow|upharpoonleft|RightArrowBar|ApplyFunction|LeftTeeVector|leftarrowtail|NotEqualTilde|varsubsetneqq|varsupsetneqq|RightTeeArrow|SucceedsEqual|SucceedsTilde|LeftVectorBar|SupersetEqual|hookleftarrow|DifferentialD|VerticalTilde|VeryThinSpace|blacktriangle|bigtriangleup|LessFullEqual|divideontimes|leftharpoonup|UpEquilibrium|ntriangleleft|RightTriangle|measuredangle|shortparallel|longleftarrow|Longleftarrow|LongLeftArrow|DoubleLeftTee|Poincareplane|PrecedesEqual|triangleright|DoubleUpArrow|RightUpVector|fallingdotseq|looparrowleft|PrecedesTilde|NotTildeEqual|NotTildeTilde|smallsetminus|Proportional|triangleleft|triangledown|UnderBracket|NotHumpEqual|exponentiale|ExponentialE|NotLessTilde|HilbertSpace|RightCeiling|blacklozenge|varsupsetneq|HumpDownHump|GreaterEqual|VerticalLine|LeftTeeArrow|NotLessEqual|DownTeeArrow|LeftTriangle|varsubsetneq|Intersection|NotCongruent|DownArrowBar|LeftUpVector|LeftArrowBar|risingdotseq|GreaterTilde|RoundImplies|SquareSubset|ShortUpArrow|No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oxDl:"\u2556",boxDL:"\u2557",boxdr:"\u250C",boxdR:"\u2552",boxDr:"\u2553",boxDR:"\u2554",boxh:"\u2500",boxH:"\u2550",boxhd:"\u252C",boxhD:"\u2565",boxHd:"\u2564",boxHD:"\u2566",boxhu:"\u2534",boxhU:"\u2568",boxHu:"\u2567",boxHU:"\u2569",boxminus:"\u229F",boxplus:"\u229E",boxtimes:"\u22A0",boxul:"\u2518",boxuL:"\u255B",boxUl:"\u255C",boxUL:"\u255D",boxur:"\u2514",boxuR:"\u2558",boxUr:"\u2559",boxUR:"\u255A",boxv:"\u2502",boxV:"\u2551",boxvh:"\u253C",boxvH:"\u256A",boxVh:"\u256B",boxVH:"\u256C",boxvl:"\u2524",boxvL:"\u2561",boxVl:"\u2562",boxVL:"\u2563",boxvr:"\u251C",boxvR:"\u255E",boxVr:"\u255F",boxVR:"\u2560",bprime:"\u2035",breve:"\u02D8",Breve:"\u02D8",brvbar:"\xA6",bscr:"\u{1D4B7}",Bscr:"\u212C",bsemi:"\u204F",bsim:"\u223D",bsime:"\u22CD",bsol:"\\",bsolb:"\u29C5",bsolhsub:"\u27C8",bull:"\u2022",bullet:"\u2022",bump:"\u224E",bumpe:"\u224F",bumpE:"\u2AAE",bumpeq:"\u224F",Bumpeq:"\u224E",cacute:"\u0107",Cacute:"\u0106",cap:"\u2229",Cap:"\u22D2",capand:"\u2A44",capbrcup:"\u2A49",capcap:"\u2A4B",capcup:"\u2A47",capdot:"\u2A40",CapitalDifferentialD:"\u2145",caps:"\u2229\uFE00",caret:"\u2041",caron:"\u02C7",Cayleys:"\u212D",ccaps:"\u2A4D",ccaron:"\u010D",Ccaron:"\u010C",ccedil:"\xE7",Ccedil:"\xC7",ccirc:"\u0109",Ccirc:"\u0108",Cconint:"\u2230",ccups:"\u2A4C",ccupssm:"\u2A50",cdot:"\u010B",Cdot:"\u010A",cedil:"\xB8",Cedilla:"\xB8",cemptyv:"\u29B2",cent:"\xA2",centerdot:"\xB7",CenterDot:"\xB7",cfr:"\u{1D520}",Cfr:"\u212D",chcy:"\u0447",CHcy:"\u0427",check:"\u2713",checkmark:"\u2713",chi:"\u03C7",Chi:"\u03A7",cir:"\u25CB",circ:"\u02C6",circeq:"\u2257",circlearrowleft:"\u21BA",circlearrowright:"\u21BB",circledast:"\u229B",circledcirc:"\u229A",circleddash:"\u229D",CircleDot:"\u2299",circledR:"\xAE",circledS:"\u24C8",CircleMinus:"\u2296",CirclePlus:"\u2295",CircleTimes:"\u2297",cire:"\u2257",cirE:"\u29C3",cirfnint:"\u2A10",cirmid:"\u2AEF",cirscir:"\u29C2",ClockwiseContourIntegral:"\u2232",CloseCurlyDoubleQuote:"\u201D",CloseCurlyQuote:"\u2019",clubs:"\u2663",clubsuit:"\u2663",colon:":",Colon:"\u2237",colone:"\u2254",Colone:"\u2A74",coloneq:"\u2254",comma:",",commat:"@",comp:"\u2201",compfn:"\u2218",complement:"\u2201",complexes:"\u2102",cong:"\u2245",congdot:"\u2A6D",Congruent:"\u2261",conint:"\u222E",Conint:"\u222F",ContourIntegral:"\u222E",copf:"\u{1D554}",Copf:"\u2102",coprod:"\u2210",Coproduct:"\u2210",copy:"\xA9",COPY:"\xA9",copysr:"\u2117",CounterClockwiseContourIntegral:"\u2233",crarr:"\u21B5",cross:"\u2717",Cross:"\u2A2F",cscr:"\u{1D4B8}",Cscr:"\u{1D49E}",csub:"\u2ACF",csube:"\u2AD1",csup:"\u2AD0",csupe:"\u2AD2",ctdot:"\u22EF",cudarrl:"\u2938",cudarrr:"\u2935",cuepr:"\u22DE",cuesc:"\u22DF",cularr:"\u21B6",cularrp:"\u293D",cup:"\u222A",Cup:"\u22D3",cupbrcap:"\u2A48",cupcap:"\u2A46",CupCap:"\u224D",cupcup:"\u2A4A",cupdot:"\u228D",cupor:"\u2A45",cups:"\u222A\uFE00",curarr:"\u21B7",curarrm:"\u293C",curlyeqprec:"\u22DE",curlyeqsucc:"\u22DF",curlyvee:"\u22CE",curlywedge:"\u22CF",curren:"\xA4",curvearrowleft:"\u21B6",curvearrowright:"\u21B7",cuvee:"\u22CE",cuwed:"\u22CF",cwconint:"\u2232",cwint:"\u2231",cylcty:"\u232D",dagger:"\u2020",Dagger:"\u2021",daleth:"\u2138",darr:"\u2193",dArr:"\u21D3",Darr:"\u21A1",dash:"\u2010",dashv:"\u22A3",Dashv:"\u2AE4",dbkarow:"\u290F",dblac:"\u02DD",dcaron:"\u010F",Dcaron:"\u010E",dcy:"\u0434",Dcy:"\u0414",dd:"\u2146",DD:"\u2145",ddagger:"\u2021",ddarr:"\u21CA",DDotrahd:"\u2911",ddotseq:"\u2A77",deg:"\xB0",Del:"\u2207",delta:"\u03B4",Delta:"\u0394",demptyv:"\u29B1",dfisht:"\u297F",dfr:"\u{1D521}",Dfr:"\u{1D507}",dHar:"\u2965",dharl:"\u21C3",dharr:"\u21C2",DiacriticalAcute:"\xB4",DiacriticalDot:"\u02D9",DiacriticalDoubleAcute:"\u02DD",DiacriticalGrave:"`",DiacriticalTilde:"\u02DC",diam:"\u22C4",diamond:"\u22C4",Diamond:"\u22C4",diamondsuit:"\u2666",diams:"\u2666",die:"\xA8",DifferentialD:"\u2146",digamma:"\u03DD",disin:"\u22F2",div:"\xF7",divide:"\xF7",divideontimes:"\u22C7",divonx:"\u22C7",djcy:"\u0452",DJcy:"\u0402",dlcorn:"\u231E",dlcrop:"\u230D",dollar:"$",dopf:"\u{1D555}",Dopf:"\u{1D53B}",dot:"\u02D9",Dot:"\xA8",DotDot:"\u20DC",doteq:"\u2250",doteqdot:"\u2251",DotEqual:"\u2250",dotminus:"\u2238",dotplus:"\u2214",dotsquare:"\u22A1",doublebarwedge:"\u2306",DoubleContourIntegral:"\u222F",DoubleDot:"\xA8",DoubleDownArrow:"\u21D3",DoubleLeftArrow:"\u21D0",DoubleLeftRightArrow:"\u21D4",DoubleLeftTee:"\u2AE4",DoubleLongLeftArrow:"\u27F8",DoubleLongLeftRightArrow:"\u27FA",DoubleLongRightArrow:"\u27F9",DoubleRightArrow:"\u21D2",DoubleRightTee:"\u22A8",DoubleUpArrow:"\u21D1",DoubleUpDownArrow:"\u21D5",DoubleVerticalBar:"\u2225",downarrow:"\u2193",Downarrow:"\u21D3",DownArrow:"\u2193",DownArrowBar:"\u2913",DownArrowUpArrow:"\u21F5",DownBreve:"\u0311",downdownarrows:"\u21CA",downharpoonleft:"\u21C3",downharpoonright:"\u21C2",DownLeftRightVector:"\u2950",DownLeftTeeVector:"\u295E",DownLeftVector:"\u21BD",DownLeftVectorBar:"\u2956",DownRightTeeVector:"\u295F",DownRightVector:"\u21C1",DownRightVectorBar:"\u2957",DownTee:"\u22A4",DownTeeArrow:"\u21A7",drbkarow:"\u2910",drcorn:"\u231F",drcrop:"\u230C",dscr:"\u{1D4B9}",Dscr:"\u{1D49F}",dscy:"\u0455",DScy:"\u0405",dsol:"\u29F6",dstrok:"\u0111",Dstrok:"\u0110",dtdot:"\u22F1",dtri:"\u25BF",dtrif:"\u25BE",duarr:"\u21F5",duhar:"\u296F",dwangle:"\u29A6",dzcy:"\u045F",DZcy:"\u040F",dzigrarr:"\u27FF",eacute:"\xE9",Eacute:"\xC9",easter:"\u2A6E",ecaron:"\u011B",Ecaron:"\u011A",ecir:"\u2256",ecirc:"\xEA",Ecirc:"\xCA",ecolon:"\u2255",ecy:"\u044D",Ecy:"\u042D",eDDot:"\u2A77",edot:"\u0117",eDot:"\u2251",Edot:"\u0116",ee:"\u2147",efDot:"\u2252",efr:"\u{1D522}",Efr:"\u{1D508}",eg:"\u2A9A",egrave:"\xE8",Egrave:"\xC8",egs:"\u2A96",egsdot:"\u2A98",el:"\u2A99",Element:"\u2208",elinters:"\u23E7",ell:"\u2113",els:"\u2A95",elsdot:"\u2A97",emacr:"\u0113",Emacr:"\u0112",empty:"\u2205",emptyset:"\u2205",EmptySmallSquare:"\u25FB",emptyv:"\u2205",EmptyVerySmallSquare:"\u25AB",emsp:"\u2003",emsp13:"\u2004",emsp14:"\u2005",eng:"\u014B",ENG:"\u014A",ensp:"\u2002",eogon:"\u0119",Eogon:"\u0118",eopf:"\u{1D556}",Eopf:"\u{1D53C}",epar:"\u22D5",eparsl:"\u29E3",eplus:"\u2A71",epsi:"\u03B5",epsilon:"\u03B5",Epsilon:"\u0395",epsiv:"\u03F5",eqcirc:"\u2256",eqcolon:"\u2255",eqsim:"\u2242",eqslantgtr:"\u2A96",eqslantless:"\u2A95",Equal:"\u2A75",equals:"=",EqualTilde:"\u2242",equest:"\u225F",Equilibrium:"\u21CC",equiv:"\u2261",equivDD:"\u2A78",eqvparsl:"\u29E5",erarr:"\u2971",erDot:"\u2253",escr:"\u212F",Escr:"\u2130",esdot:"\u2250",esim:"\u2242",Esim:"\u2A73",eta:"\u03B7",Eta:"\u0397",eth:"\xF0",ETH:"\xD0",euml:"\xEB",Euml:"\xCB",euro:"\u20AC",excl:"!",exist:"\u2203",Exists:"\u2203",expectation:"\u2130",exponentiale:"\u2147",ExponentialE:"\u2147",fallingdotseq:"\u2252",fcy:"\u0444",Fcy:"\u0424",female:"\u2640",ffilig:"\uFB03",fflig:"\uFB00",ffllig:"\uFB04",ffr:"\u{1D523}",Ffr:"\u{1D509}",filig:"\uFB01",FilledSmallSquare:"\u25FC",FilledVerySmallSquare:"\u25AA",fjlig:"fj",flat:"\u266D",fllig:"\uFB02",fltns:"\u25B1",fnof:"\u0192",fopf:"\u{1D557}",Fopf:"\u{1D53D}",forall:"\u2200",ForAll:"\u2200",fork:"\u22D4",forkv:"\u2AD9",Fouriertrf:"\u2131",fpartint:"\u2A0D",frac12:"\xBD",frac13:"\u2153",frac14:"\xBC",frac15:"\u2155",frac16:"\u2159",frac18:"\u215B",frac23:"\u2154",frac25:"\u2156",frac34:"\xBE",frac35:"\u2157",frac38:"\u215C",frac45:"\u2158",frac56:"\u215A",frac58:"\u215D",frac78:"\u215E",frasl:"\u2044",frown:"\u2322",fscr:"\u{1D4BB}",Fscr:"\u2131",gacute:"\u01F5",gamma:"\u03B3",Gamma:"\u0393",gammad:"\u03DD",Gammad:"\u03DC",gap:"\u2A86",gbreve:"\u011F",Gbreve:"\u011E",Gcedil:"\u0122",gcirc:"\u011D",Gcirc:"\u011C",gcy:"\u0433",Gcy:"\u0413",gdot:"\u0121",Gdot:"\u0120",ge:"\u2265",gE:"\u2267",gel:"\u22DB",gEl:"\u2A8C",geq:"\u2265",geqq:"\u2267",geqslant:"\u2A7E",ges:"\u2A7E",gescc:"\u2AA9",gesdot:"\u2A80",gesdoto:"\u2A82",gesdotol:"\u2A84",gesl:"\u22DB\uFE00",gesles:"\u2A94",gfr:"\u{1D524}",Gfr:"\u{1D50A}",gg:"\u226B",Gg:"\u22D9",ggg:"\u22D9",gimel:"\u2137",gjcy:"\u0453",GJcy:"\u0403",gl:"\u2277",gla:"\u2AA5",glE:"\u2A92",glj:"\u2AA4",gnap:"\u2A8A",gnapprox:"\u2A8A",gne:"\u2A88",gnE:"\u2269",gneq:"\u2A88",gneqq:"\u2269",gnsim:"\u22E7",gopf:"\u{1D558}",Gopf:"\u{1D53E}",grave:"`",GreaterEqual:"\u2265",GreaterEqualLess:"\u22DB",GreaterFullEqual:"\u2267",GreaterGreater:"\u2AA2",GreaterLess:"\u2277",GreaterSlantEqual:"\u2A7E",GreaterTilde:"\u2273",gscr:"\u210A",Gscr:"\u{1D4A2}",gsim:"\u2273",gsime:"\u2A8E",gsiml:"\u2A90",gt:">",Gt:"\u226B",GT:">",gtcc:"\u2AA7",gtcir:"\u2A7A",gtdot:"\u22D7",gtlPar:"\u2995",gtquest:"\u2A7C",gtrapprox:"\u2A86",gtrarr:"\u2978",gtrdot:"\u22D7",gtreqless:"\u22DB",gtreqqless:"\u2A8C",gtrless:"\u2277",gtrsim:"\u2273",gvertneqq:"\u2269\uFE00",gvnE:"\u2269\uFE00",Hacek:"\u02C7",hairsp:"\u200A",half:"\xBD",hamilt:"\u210B",hardcy:"\u044A",HARDcy:"\u042A",harr:"\u2194",hArr:"\u21D4",harrcir:"\u2948",harrw:"\u21AD",Hat:"^",hbar:"\u210F",hcirc:"\u0125",Hcirc:"\u0124",hearts:"\u2665",heartsuit:"\u2665",hellip:"\u2026",hercon:"\u22B9",hfr:"\u{1D525}",Hfr:"\u210C",HilbertSpace:"\u210B",hksearow:"\u2925",hkswarow:"\u2926",hoarr:"\u21FF",homtht:"\u223B",hookleftarrow:"\u21A9",hookrightarrow:"\u21AA",hopf:"\u{1D559}",Hopf:"\u210D",horbar:"\u2015",HorizontalLine:"\u2500",hscr:"\u{1D4BD}",Hscr:"\u210B",hslash:"\u210F",hstrok:"\u0127",Hstrok:"\u0126",HumpDownHump:"\u224E",HumpEqual:"\u224F",hybull:"\u2043",hyphen:"\u2010",iacute:"\xED",Iacute:"\xCD",ic:"\u2063",icirc:"\xEE",Icirc:"\xCE",icy:"\u0438",Icy:"\u0418",Idot:"\u0130",iecy:"\u0435",IEcy:"\u0415",iexcl:"\xA1",iff:"\u21D4",ifr:"\u{1D526}",Ifr:"\u2111",igrave:"\xEC",Igrave:"\xCC",ii:"\u2148",iiiint:"\u2A0C",iiint:"\u222D",iinfin:"\u29DC",iiota:"\u2129",ijlig:"\u0133",IJlig:"\u0132",Im:"\u2111",imacr:"\u012B",Imacr:"\u012A",image:"\u2111",ImaginaryI:"\u2148",imagline:"\u2110",imagpart:"\u2111",imath:"\u0131",imof:"\u22B7",imped:"\u01B5",Implies:"\u21D2",in:"\u2208",incare:"\u2105",infin:"\u221E",infintie:"\u29DD",inodot:"\u0131",int:"\u222B",Int:"\u222C",intcal:"\u22BA",integers:"\u2124",Integral:"\u222B",intercal:"\u22BA",Intersection:"\u22C2",intlarhk:"\u2A17",intprod:"\u2A3C",InvisibleComma:"\u2063",InvisibleTimes:"\u2062",iocy:"\u0451",IOcy:"\u0401",iogon:"\u012F",Iogon:"\u012E",iopf:"\u{1D55A}",Iopf:"\u{1D540}",iota:"\u03B9",Iota:"\u0399",iprod:"\u2A3C",iquest:"\xBF",iscr:"\u{1D4BE}",Iscr:"\u2110",isin:"\u2208",isindot:"\u22F5",isinE:"\u22F9",isins:"\u22F4",isinsv:"\u22F3",isinv:"\u2208",it:"\u2062",itilde:"\u0129",Itilde:"\u0128",iukcy:"\u0456",Iukcy:"\u0406",iuml:"\xEF",Iuml:"\xCF",jcirc:"\u0135",Jcirc:"\u0134",jcy:"\u0439",Jcy:"\u0419",jfr:"\u{1D527}",Jfr:"\u{1D50D}",jmath:"\u0237",jopf:"\u{1D55B}",Jopf:"\u{1D541}",jscr:"\u{1D4BF}",Jscr:"\u{1D4A5}",jsercy:"\u0458",Jsercy:"\u0408",jukcy:"\u0454",Jukcy:"\u0404",kappa:"\u03BA",Kappa:"\u039A",kappav:"\u03F0",kcedil:"\u0137",Kcedil:"\u0136",kcy:"\u043A",Kcy:"\u041A",kfr:"\u{1D528}",Kfr:"\u{1D50E}",kgreen:"\u0138",khcy:"\u0445",KHcy:"\u0425",kjcy:"\u045C",KJcy:"\u040C",kopf:"\u{1D55C}",Kopf:"\u{1D542}",kscr:"\u{1D4C0}",Kscr:"\u{1D4A6}",lAarr:"\u21DA",lacute:"\u013A",Lacute:"\u0139",laemptyv:"\u29B4",lagran:"\u2112",lambda:"\u03BB",Lambda:"\u039B",lang:"\u27E8",Lang:"\u27EA",langd:"\u2991",langle:"\u27E8",lap:"\u2A85",Laplacetrf:"\u2112",laquo:"\xAB",larr:"\u2190",lArr:"\u21D0",Larr:"\u219E",larrb:"\u21E4",larrbfs:"\u291F",larrfs:"\u291D",larrhk:"\u21A9",larrlp:"\u21AB",larrpl:"\u2939",larrsim:"\u2973",larrtl:"\u21A2",lat:"\u2AAB",latail:"\u2919",lAtail:"\u291B",late:"\u2AAD",lates:"\u2AAD\uFE00",lbarr:"\u290C",lBarr:"\u290E",lbbrk:"\u2772",lbrace:"{",lbrack:"[",lbrke:"\u298B",lbrksld:"\u298F",lbrkslu:"\u298D",lcaron:"\u013E",Lcaron:"\u013D",lcedil:"\u013C",Lcedil:"\u013B",lceil:"\u2308",lcub:"{",lcy:"\u043B",Lcy:"\u041B",ldca:"\u2936",ldquo:"\u201C",ldquor:"\u201E",ldrdhar:"\u2967",ldrushar:"\u294B",ldsh:"\u21B2",le:"\u2264",lE:"\u2266",LeftAngleBracket:"\u27E8",leftarrow:"\u2190",Leftarrow:"\u21D0",LeftArrow:"\u2190",LeftArrowBar:"\u21E4",LeftArrowRightArrow:"\u21C6",leftarrowtail:"\u21A2",LeftCeiling:"\u2308",LeftDoubleBracket:"\u27E6",LeftDownTeeVector:"\u2961",LeftDownVector:"\u21C3",LeftDownVectorBar:"\u2959",LeftFloor:"\u230A",leftharpoondown:"\u21BD",leftharpoonup:"\u21BC",leftleftarrows:"\u21C7",leftrightarrow:"\u2194",Leftrightarrow:"\u21D4",LeftRightArrow:"\u2194",leftrightarrows:"\u21C6",leftrightharpoons:"\u21CB",leftrightsquigarrow:"\u21AD",LeftRightVector:"\u294E",LeftTee:"\u22A3",LeftTeeArrow:"\u21A4",LeftTeeVector:"\u295A",leftthreetimes:"\u22CB",LeftTriangle:"\u22B2",LeftTriangleBar:"\u29CF",LeftTriangleEqual:"\u22B4",LeftUpDownVector:"\u2951",LeftUpTeeVector:"\u2960",LeftUpVector:"\u21BF",LeftUpVectorBar:"\u2958",LeftVector:"\u21BC",LeftVectorBar:"\u2952",leg:"\u22DA",lEg:"\u2A8B",leq:"\u2264",leqq:"\u2266",leqslant:"\u2A7D",les:"\u2A7D",lescc:"\u2AA8",lesdot:"\u2A7F",lesdoto:"\u2A81",lesdotor:"\u2A83",lesg:"\u22DA\uFE00",lesges:"\u2A93",lessapprox:"\u2A85",lessdot:"\u22D6",lesseqgtr:"\u22DA",lesseqqgtr:"\u2A8B",LessEqualGreater:"\u22DA",LessFullEqual:"\u2266",LessGreater:"\u2276",lessgtr:"\u2276",LessLess:"\u2AA1",lesssim:"\u2272",LessSlantEqual:"\u2A7D",LessTilde:"\u2272",lfisht:"\u297C",lfloor:"\u230A",lfr:"\u{1D529}",Lfr:"\u{1D50F}",lg:"\u2276",lgE:"\u2A91",lHar:"\u2962",lhard:"\u21BD",lharu:"\u21BC",lharul:"\u296A",lhblk:"\u2584",ljcy:"\u0459",LJcy:"\u0409",ll:"\u226A",Ll:"\u22D8",llarr:"\u21C7",llcorner:"\u231E",Lleftarrow:"\u21DA",llhard:"\u296B",lltri:"\u25FA",lmidot:"\u0140",Lmidot:"\u013F",lmoust:"\u23B0",lmoustache:"\u23B0",lnap:"\u2A89",lnapprox:"\u2A89",lne:"\u2A87",lnE:"\u2268",lneq:"\u2A87",lneqq:"\u2268",lnsim:"\u22E6",loang:"\u27EC",loarr:"\u21FD",lobrk:"\u27E6",longleftarrow:"\u27F5",Longleftarrow:"\u27F8",LongLeftArrow:"\u27F5",longleftrightarrow:"\u27F7",Longleftrightarrow:"\u27FA",LongLeftRightArrow:"\u27F7",longmapsto:"\u27FC",longrightarrow:"\u27F6",Longrightarrow:"\u27F9",LongRightArrow:"\u27F6",looparrowleft:"\u21AB",looparrowright:"\u21AC",lopar:"\u2985",lopf:"\u{1D55D}",Lopf:"\u{1D543}",loplus:"\u2A2D",lotimes:"\u2A34",lowast:"\u2217",lowbar:"_",LowerLeftArrow:"\u2199",LowerRightArrow:"\u2198",loz:"\u25CA",lozenge:"\u25CA",lozf:"\u29EB",lpar:"(",lparlt:"\u2993",lrarr:"\u21C6",lrcorner:"\u231F",lrhar:"\u21CB",lrhard:"\u296D",lrm:"\u200E",lrtri:"\u22BF",lsaquo:"\u2039",lscr:"\u{1D4C1}",Lscr:"\u2112",lsh:"\u21B0",Lsh:"\u21B0",lsim:"\u2272",lsime:"\u2A8D",lsimg:"\u2A8F",lsqb:"[",lsquo:"\u2018",lsquor:"\u201A",lstrok:"\u0142",Lstrok:"\u0141",lt:"<",Lt:"\u226A",LT:"<",ltcc:"\u2AA6",ltcir:"\u2A79",ltdot:"\u22D6",lthree:"\u22CB",ltimes:"\u22C9",ltlarr:"\u2976",ltquest:"\u2A7B",ltri:"\u25C3",ltrie:"\u22B4",ltrif:"\u25C2",ltrPar:"\u2996",lurdshar:"\u294A",luruhar:"\u2966",lvertneqq:"\u2268\uFE00",lvnE:"\u2268\uFE00",macr:"\xAF",male:"\u2642",malt:"\u2720",maltese:"\u2720",map:"\u21A6",Map:"\u2905",mapsto:"\u21A6",mapstodown:"\u21A7",mapstoleft:"\u21A4",mapstoup:"\u21A5",marker:"\u25AE",mcomma:"\u2A29",mcy:"\u043C",Mcy:"\u041C",mdash:"\u2014",mDDot:"\u223A",measuredangle:"\u2221",MediumSpace:"\u205F",Mellintrf:"\u2133",mfr:"\u{1D52A}",Mfr:"\u{1D510}",mho:"\u2127",micro:"\xB5",mid:"\u2223",midast:"*",midcir:"\u2AF0",middot:"\xB7",minus:"\u2212",minusb:"\u229F",minusd:"\u2238",minusdu:"\u2A2A",MinusPlus:"\u2213",mlcp:"\u2ADB",mldr:"\u2026",mnplus:"\u2213",models:"\u22A7",mopf:"\u{1D55E}",Mopf:"\u{1D544}",mp:"\u2213",mscr:"\u{1D4C2}",Mscr:"\u2133",mstpos:"\u223E",mu:"\u03BC",Mu:"\u039C",multimap:"\u22B8",mumap:"\u22B8",nabla:"\u2207",nacute:"\u0144",Nacute:"\u0143",nang:"\u2220\u20D2",nap:"\u2249",napE:"\u2A70\u0338",napid:"\u224B\u0338",napos:"\u0149",napprox:"\u2249",natur:"\u266E",natural:"\u266E",naturals:"\u2115",nbsp:"\xA0",nbump:"\u224E\u0338",nbumpe:"\u224F\u0338",ncap:"\u2A43",ncaron:"\u0148",Ncaron:"\u0147",ncedil:"\u0146",Ncedil:"\u0145",ncong:"\u2247",ncongdot:"\u2A6D\u0338",ncup:"\u2A42",ncy:"\u043D",Ncy:"\u041D",ndash:"\u2013",ne:"\u2260",nearhk:"\u2924",nearr:"\u2197",neArr:"\u21D7",nearrow:"\u2197",nedot:"\u2250\u0338",NegativeMediumSpace:"\u200B",NegativeThickSpace:"\u200B",NegativeThinSpace:"\u200B",NegativeVeryThinSpace:"\u200B",nequiv:"\u2262",nesear:"\u2928",nesim:"\u2242\u0338",NestedGreaterGreater:"\u226B",NestedLessLess:"\u226A",NewLine:` +`,nexist:"\u2204",nexists:"\u2204",nfr:"\u{1D52B}",Nfr:"\u{1D511}",nge:"\u2271",ngE:"\u2267\u0338",ngeq:"\u2271",ngeqq:"\u2267\u0338",ngeqslant:"\u2A7E\u0338",nges:"\u2A7E\u0338",nGg:"\u22D9\u0338",ngsim:"\u2275",ngt:"\u226F",nGt:"\u226B\u20D2",ngtr:"\u226F",nGtv:"\u226B\u0338",nharr:"\u21AE",nhArr:"\u21CE",nhpar:"\u2AF2",ni:"\u220B",nis:"\u22FC",nisd:"\u22FA",niv:"\u220B",njcy:"\u045A",NJcy:"\u040A",nlarr:"\u219A",nlArr:"\u21CD",nldr:"\u2025",nle:"\u2270",nlE:"\u2266\u0338",nleftarrow:"\u219A",nLeftarrow:"\u21CD",nleftrightarrow:"\u21AE",nLeftrightarrow:"\u21CE",nleq:"\u2270",nleqq:"\u2266\u0338",nleqslant:"\u2A7D\u0338",nles:"\u2A7D\u0338",nless:"\u226E",nLl:"\u22D8\u0338",nlsim:"\u2274",nlt:"\u226E",nLt:"\u226A\u20D2",nltri:"\u22EA",nltrie:"\u22EC",nLtv:"\u226A\u0338",nmid:"\u2224",NoBreak:"\u2060",NonBreakingSpace:"\xA0",nopf:"\u{1D55F}",Nopf:"\u2115",not:"\xAC",Not:"\u2AEC",NotCongruent:"\u2262",NotCupCap:"\u226D",NotDoubleVerticalBar:"\u2226",NotElement:"\u2209",NotEqual:"\u2260",NotEqualTilde:"\u2242\u0338",NotExists:"\u2204",NotGreater:"\u226F",NotGreaterEqual:"\u2271",NotGreaterFullEqual:"\u2267\u0338",NotGreaterGreater:"\u226B\u0338",NotGreaterLess:"\u2279",NotGreaterSlantEqual:"\u2A7E\u0338",NotGreaterTilde:"\u2275",NotHumpDownHump:"\u224E\u0338",NotHumpEqual:"\u224F\u0338",notin:"\u2209",notindot:"\u22F5\u0338",notinE:"\u22F9\u0338",notinva:"\u2209",notinvb:"\u22F7",notinvc:"\u22F6",NotLeftTriangle:"\u22EA",NotLeftTriangleBar:"\u29CF\u0338",NotLeftTriangleEqual:"\u22EC",NotLess:"\u226E",NotLessEqual:"\u2270",NotLessGreater:"\u2278",NotLessLess:"\u226A\u0338",NotLessSlantEqual:"\u2A7D\u0338",NotLessTilde:"\u2274",NotNestedGreaterGreater:"\u2AA2\u0338",NotNestedLessLess:"\u2AA1\u0338",notni:"\u220C",notniva:"\u220C",notnivb:"\u22FE",notnivc:"\u22FD",NotPrecedes:"\u2280",NotPrecedesEqual:"\u2AAF\u0338",NotPrecedesSlantEqual:"\u22E0",NotReverseElement:"\u220C",NotRightTriangle:"\u22EB",NotRightTriangleBar:"\u29D0\u0338",NotRightTriangleEqual:"\u22ED",NotSquareSubset:"\u228F\u0338",NotSquareSubsetEqual:"\u22E2",NotSquareSuperset:"\u2290\u0338",NotSquareSupersetEqual:"\u22E3",NotSubset:"\u2282\u20D2",NotSubsetEqual:"\u2288",NotSucceeds:"\u2281",NotSucceedsEqual:"\u2AB0\u0338",NotSucceedsSlantEqual:"\u22E1",NotSucceedsTilde:"\u227F\u0338",NotSuperset:"\u2283\u20D2",NotSupersetEqual:"\u2289",NotTilde:"\u2241",NotTildeEqual:"\u2244",NotTildeFullEqual:"\u2247",NotTildeTilde:"\u2249",NotVerticalBar:"\u2224",npar:"\u2226",nparallel:"\u2226",nparsl:"\u2AFD\u20E5",npart:"\u2202\u0338",npolint:"\u2A14",npr:"\u2280",nprcue:"\u22E0",npre:"\u2AAF\u0338",nprec:"\u2280",npreceq:"\u2AAF\u0338",nrarr:"\u219B",nrArr:"\u21CF",nrarrc:"\u2933\u0338",nrarrw:"\u219D\u0338",nrightarrow:"\u219B",nRightarrow:"\u21CF",nrtri:"\u22EB",nrtrie:"\u22ED",nsc:"\u2281",nsccue:"\u22E1",nsce:"\u2AB0\u0338",nscr:"\u{1D4C3}",Nscr:"\u{1D4A9}",nshortmid:"\u2224",nshortparallel:"\u2226",nsim:"\u2241",nsime:"\u2244",nsimeq:"\u2244",nsmid:"\u2224",nspar:"\u2226",nsqsube:"\u22E2",nsqsupe:"\u22E3",nsub:"\u2284",nsube:"\u2288",nsubE:"\u2AC5\u0338",nsubset:"\u2282\u20D2",nsubseteq:"\u2288",nsubseteqq:"\u2AC5\u0338",nsucc:"\u2281",nsucceq:"\u2AB0\u0338",nsup:"\u2285",nsupe:"\u2289",nsupE:"\u2AC6\u0338",nsupset:"\u2283\u20D2",nsupseteq:"\u2289",nsupseteqq:"\u2AC6\u0338",ntgl:"\u2279",ntilde:"\xF1",Ntilde:"\xD1",ntlg:"\u2278",ntriangleleft:"\u22EA",ntrianglelefteq:"\u22EC",ntriangleright:"\u22EB",ntrianglerighteq:"\u22ED",nu:"\u03BD",Nu:"\u039D",num:"#",numero:"\u2116",numsp:"\u2007",nvap:"\u224D\u20D2",nvdash:"\u22AC",nvDash:"\u22AD",nVdash:"\u22AE",nVDash:"\u22AF",nvge:"\u2265\u20D2",nvgt:">\u20D2",nvHarr:"\u2904",nvinfin:"\u29DE",nvlArr:"\u2902",nvle:"\u2264\u20D2",nvlt:"<\u20D2",nvltrie:"\u22B4\u20D2",nvrArr:"\u2903",nvrtrie:"\u22B5\u20D2",nvsim:"\u223C\u20D2",nwarhk:"\u2923",nwarr:"\u2196",nwArr:"\u21D6",nwarrow:"\u2196",nwnear:"\u2927",oacute:"\xF3",Oacute:"\xD3",oast:"\u229B",ocir:"\u229A",ocirc:"\xF4",Ocirc:"\xD4",ocy:"\u043E",Ocy:"\u041E",odash:"\u229D",odblac:"\u0151",Odblac:"\u0150",odiv:"\u2A38",odot:"\u2299",odsold:"\u29BC",oelig:"\u0153",OElig:"\u0152",ofcir:"\u29BF",ofr:"\u{1D52C}",Ofr:"\u{1D512}",ogon:"\u02DB",ograve:"\xF2",Ograve:"\xD2",ogt:"\u29C1",ohbar:"\u29B5",ohm:"\u03A9",oint:"\u222E",olarr:"\u21BA",olcir:"\u29BE",olcross:"\u29BB",oline:"\u203E",olt:"\u29C0",omacr:"\u014D",Omacr:"\u014C",omega:"\u03C9",Omega:"\u03A9",omicron:"\u03BF",Omicron:"\u039F",omid:"\u29B6",ominus:"\u2296",oopf:"\u{1D560}",Oopf:"\u{1D546}",opar:"\u29B7",OpenCurlyDoubleQuote:"\u201C",OpenCurlyQuote:"\u2018",operp:"\u29B9",oplus:"\u2295",or:"\u2228",Or:"\u2A54",orarr:"\u21BB",ord:"\u2A5D",order:"\u2134",orderof:"\u2134",ordf:"\xAA",ordm:"\xBA",origof:"\u22B6",oror:"\u2A56",orslope:"\u2A57",orv:"\u2A5B",oS:"\u24C8",oscr:"\u2134",Oscr:"\u{1D4AA}",oslash:"\xF8",Oslash:"\xD8",osol:"\u2298",otilde:"\xF5",Otilde:"\xD5",otimes:"\u2297",Otimes:"\u2A37",otimesas:"\u2A36",ouml:"\xF6",Ouml:"\xD6",ovbar:"\u233D",OverBar:"\u203E",OverBrace:"\u23DE",OverBracket:"\u23B4",OverParenthesis:"\u23DC",par:"\u2225",para:"\xB6",parallel:"\u2225",parsim:"\u2AF3",parsl:"\u2AFD",part:"\u2202",PartialD:"\u2202",pcy:"\u043F",Pcy:"\u041F",percnt:"%",period:".",permil:"\u2030",perp:"\u22A5",pertenk:"\u2031",pfr:"\u{1D52D}",Pfr:"\u{1D513}",phi:"\u03C6",Phi:"\u03A6",phiv:"\u03D5",phmmat:"\u2133",phone:"\u260E",pi:"\u03C0",Pi:"\u03A0",pitchfork:"\u22D4",piv:"\u03D6",planck:"\u210F",planckh:"\u210E",plankv:"\u210F",plus:"+",plusacir:"\u2A23",plusb:"\u229E",pluscir:"\u2A22",plusdo:"\u2214",plusdu:"\u2A25",pluse:"\u2A72",PlusMinus:"\xB1",plusmn:"\xB1",plussim:"\u2A26",plustwo:"\u2A27",pm:"\xB1",Poincareplane:"\u210C",pointint:"\u2A15",popf:"\u{1D561}",Popf:"\u2119",pound:"\xA3",pr:"\u227A",Pr:"\u2ABB",prap:"\u2AB7",prcue:"\u227C",pre:"\u2AAF",prE:"\u2AB3",prec:"\u227A",precapprox:"\u2AB7",preccurlyeq:"\u227C",Precedes:"\u227A",PrecedesEqual:"\u2AAF",PrecedesSlantEqual:"\u227C",PrecedesTilde:"\u227E",preceq:"\u2AAF",precnapprox:"\u2AB9",precneqq:"\u2AB5",precnsim:"\u22E8",precsim:"\u227E",prime:"\u2032",Prime:"\u2033",primes:"\u2119",prnap:"\u2AB9",prnE:"\u2AB5",prnsim:"\u22E8",prod:"\u220F",Product:"\u220F",profalar:"\u232E",profline:"\u2312",profsurf:"\u2313",prop:"\u221D",Proportion:"\u2237",Proportional:"\u221D",propto:"\u221D",prsim:"\u227E",prurel:"\u22B0",pscr:"\u{1D4C5}",Pscr:"\u{1D4AB}",psi:"\u03C8",Psi:"\u03A8",puncsp:"\u2008",qfr:"\u{1D52E}",Qfr:"\u{1D514}",qint:"\u2A0C",qopf:"\u{1D562}",Qopf:"\u211A",qprime:"\u2057",qscr:"\u{1D4C6}",Qscr:"\u{1D4AC}",quaternions:"\u210D",quatint:"\u2A16",quest:"?",questeq:"\u225F",quot:'"',QUOT:'"',rAarr:"\u21DB",race:"\u223D\u0331",racute:"\u0155",Racute:"\u0154",radic:"\u221A",raemptyv:"\u29B3",rang:"\u27E9",Rang:"\u27EB",rangd:"\u2992",range:"\u29A5",rangle:"\u27E9",raquo:"\xBB",rarr:"\u2192",rArr:"\u21D2",Rarr:"\u21A0",rarrap:"\u2975",rarrb:"\u21E5",rarrbfs:"\u2920",rarrc:"\u2933",rarrfs:"\u291E",rarrhk:"\u21AA",rarrlp:"\u21AC",rarrpl:"\u2945",rarrsim:"\u2974",rarrtl:"\u21A3",Rarrtl:"\u2916",rarrw:"\u219D",ratail:"\u291A",rAtail:"\u291C",ratio:"\u2236",rationals:"\u211A",rbarr:"\u290D",rBarr:"\u290F",RBarr:"\u2910",rbbrk:"\u2773",rbrace:"}",rbrack:"]",rbrke:"\u298C",rbrksld:"\u298E",rbrkslu:"\u2990",rcaron:"\u0159",Rcaron:"\u0158",rcedil:"\u0157",Rcedil:"\u0156",rceil:"\u2309",rcub:"}",rcy:"\u0440",Rcy:"\u0420",rdca:"\u2937",rdldhar:"\u2969",rdquo:"\u201D",rdquor:"\u201D",rdsh:"\u21B3",Re:"\u211C",real:"\u211C",realine:"\u211B",realpart:"\u211C",reals:"\u211D",rect:"\u25AD",reg:"\xAE",REG:"\xAE",ReverseElement:"\u220B",ReverseEquilibrium:"\u21CB",ReverseUpEquilibrium:"\u296F",rfisht:"\u297D",rfloor:"\u230B",rfr:"\u{1D52F}",Rfr:"\u211C",rHar:"\u2964",rhard:"\u21C1",rharu:"\u21C0",rharul:"\u296C",rho:"\u03C1",Rho:"\u03A1",rhov:"\u03F1",RightAngleBracket:"\u27E9",rightarrow:"\u2192",Rightarrow:"\u21D2",RightArrow:"\u2192",RightArrowBar:"\u21E5",RightArrowLeftArrow:"\u21C4",rightarrowtail:"\u21A3",RightCeiling:"\u2309",RightDoubleBracket:"\u27E7",RightDownTeeVector:"\u295D",RightDownVector:"\u21C2",RightDownVectorBar:"\u2955",RightFloor:"\u230B",rightharpoondown:"\u21C1",rightharpoonup:"\u21C0",rightleftarrows:"\u21C4",rightleftharpoons:"\u21CC",rightrightarrows:"\u21C9",rightsquigarrow:"\u219D",RightTee:"\u22A2",RightTeeArrow:"\u21A6",RightTeeVector:"\u295B",rightthreetimes:"\u22CC",RightTriangle:"\u22B3",RightTriangleBar:"\u29D0",RightTriangleEqual:"\u22B5",RightUpDownVector:"\u294F",RightUpTeeVector:"\u295C",RightUpVector:"\u21BE",RightUpVectorBar:"\u2954",RightVector:"\u21C0",RightVectorBar:"\u2953",ring:"\u02DA",risingdotseq:"\u2253",rlarr:"\u21C4",rlhar:"\u21CC",rlm:"\u200F",rmoust:"\u23B1",rmoustache:"\u23B1",rnmid:"\u2AEE",roang:"\u27ED",roarr:"\u21FE",robrk:"\u27E7",ropar:"\u2986",ropf:"\u{1D563}",Ropf:"\u211D",roplus:"\u2A2E",rotimes:"\u2A35",RoundImplies:"\u2970",rpar:")",rpargt:"\u2994",rppolint:"\u2A12",rrarr:"\u21C9",Rrightarrow:"\u21DB",rsaquo:"\u203A",rscr:"\u{1D4C7}",Rscr:"\u211B",rsh:"\u21B1",Rsh:"\u21B1",rsqb:"]",rsquo:"\u2019",rsquor:"\u2019",rthree:"\u22CC",rtimes:"\u22CA",rtri:"\u25B9",rtrie:"\u22B5",rtrif:"\u25B8",rtriltri:"\u29CE",RuleDelayed:"\u29F4",ruluhar:"\u2968",rx:"\u211E",sacute:"\u015B",Sacute:"\u015A",sbquo:"\u201A",sc:"\u227B",Sc:"\u2ABC",scap:"\u2AB8",scaron:"\u0161",Scaron:"\u0160",sccue:"\u227D",sce:"\u2AB0",scE:"\u2AB4",scedil:"\u015F",Scedil:"\u015E",scirc:"\u015D",Scirc:"\u015C",scnap:"\u2ABA",scnE:"\u2AB6",scnsim:"\u22E9",scpolint:"\u2A13",scsim:"\u227F",scy:"\u0441",Scy:"\u0421",sdot:"\u22C5",sdotb:"\u22A1",sdote:"\u2A66",searhk:"\u2925",searr:"\u2198",seArr:"\u21D8",searrow:"\u2198",sect:"\xA7",semi:";",seswar:"\u2929",setminus:"\u2216",setmn:"\u2216",sext:"\u2736",sfr:"\u{1D530}",Sfr:"\u{1D516}",sfrown:"\u2322",sharp:"\u266F",shchcy:"\u0449",SHCHcy:"\u0429",shcy:"\u0448",SHcy:"\u0428",ShortDownArrow:"\u2193",ShortLeftArrow:"\u2190",shortmid:"\u2223",shortparallel:"\u2225",ShortRightArrow:"\u2192",ShortUpArrow:"\u2191",shy:"\xAD",sigma:"\u03C3",Sigma:"\u03A3",sigmaf:"\u03C2",sigmav:"\u03C2",sim:"\u223C",simdot:"\u2A6A",sime:"\u2243",simeq:"\u2243",simg:"\u2A9E",simgE:"\u2AA0",siml:"\u2A9D",simlE:"\u2A9F",simne:"\u2246",simplus:"\u2A24",simrarr:"\u2972",slarr:"\u2190",SmallCircle:"\u2218",smallsetminus:"\u2216",smashp:"\u2A33",smeparsl:"\u29E4",smid:"\u2223",smile:"\u2323",smt:"\u2AAA",smte:"\u2AAC",smtes:"\u2AAC\uFE00",softcy:"\u044C",SOFTcy:"\u042C",sol:"/",solb:"\u29C4",solbar:"\u233F",sopf:"\u{1D564}",Sopf:"\u{1D54A}",spades:"\u2660",spadesuit:"\u2660",spar:"\u2225",sqcap:"\u2293",sqcaps:"\u2293\uFE00",sqcup:"\u2294",sqcups:"\u2294\uFE00",Sqrt:"\u221A",sqsub:"\u228F",sqsube:"\u2291",sqsubset:"\u228F",sqsubseteq:"\u2291",sqsup:"\u2290",sqsupe:"\u2292",sqsupset:"\u2290",sqsupseteq:"\u2292",squ:"\u25A1",square:"\u25A1",Square:"\u25A1",SquareIntersection:"\u2293",SquareSubset:"\u228F",SquareSubsetEqual:"\u2291",SquareSuperset:"\u2290",SquareSupersetEqual:"\u2292",SquareUnion:"\u2294",squarf:"\u25AA",squf:"\u25AA",srarr:"\u2192",sscr:"\u{1D4C8}",Sscr:"\u{1D4AE}",ssetmn:"\u2216",ssmile:"\u2323",sstarf:"\u22C6",star:"\u2606",Star:"\u22C6",starf:"\u2605",straightepsilon:"\u03F5",straightphi:"\u03D5",strns:"\xAF",sub:"\u2282",Sub:"\u22D0",subdot:"\u2ABD",sube:"\u2286",subE:"\u2AC5",subedot:"\u2AC3",submult:"\u2AC1",subne:"\u228A",subnE:"\u2ACB",subplus:"\u2ABF",subrarr:"\u2979",subset:"\u2282",Subset:"\u22D0",subseteq:"\u2286",subseteqq:"\u2AC5",SubsetEqual:"\u2286",subsetneq:"\u228A",subsetneqq:"\u2ACB",subsim:"\u2AC7",subsub:"\u2AD5",subsup:"\u2AD3",succ:"\u227B",succapprox:"\u2AB8",succcurlyeq:"\u227D",Succeeds:"\u227B",SucceedsEqual:"\u2AB0",SucceedsSlantEqual:"\u227D",SucceedsTilde:"\u227F",succeq:"\u2AB0",succnapprox:"\u2ABA",succneqq:"\u2AB6",succnsim:"\u22E9",succsim:"\u227F",SuchThat:"\u220B",sum:"\u2211",Sum:"\u2211",sung:"\u266A",sup:"\u2283",Sup:"\u22D1",sup1:"\xB9",sup2:"\xB2",sup3:"\xB3",supdot:"\u2ABE",supdsub:"\u2AD8",supe:"\u2287",supE:"\u2AC6",supedot:"\u2AC4",Superset:"\u2283",SupersetEqual:"\u2287",suphsol:"\u27C9",suphsub:"\u2AD7",suplarr:"\u297B",supmult:"\u2AC2",supne:"\u228B",supnE:"\u2ACC",supplus:"\u2AC0",supset:"\u2283",Supset:"\u22D1",supseteq:"\u2287",supseteqq:"\u2AC6",supsetneq:"\u228B",supsetneqq:"\u2ACC",supsim:"\u2AC8",supsub:"\u2AD4",supsup:"\u2AD6",swarhk:"\u2926",swarr:"\u2199",swArr:"\u21D9",swarrow:"\u2199",swnwar:"\u292A",szlig:"\xDF",Tab:" ",target:"\u2316",tau:"\u03C4",Tau:"\u03A4",tbrk:"\u23B4",tcaron:"\u0165",Tcaron:"\u0164",tcedil:"\u0163",Tcedil:"\u0162",tcy:"\u0442",Tcy:"\u0422",tdot:"\u20DB",telrec:"\u2315",tfr:"\u{1D531}",Tfr:"\u{1D517}",there4:"\u2234",therefore:"\u2234",Therefore:"\u2234",theta:"\u03B8",Theta:"\u0398",thetasym:"\u03D1",thetav:"\u03D1",thickapprox:"\u2248",thicksim:"\u223C",ThickSpace:"\u205F\u200A",thinsp:"\u2009",ThinSpace:"\u2009",thkap:"\u2248",thksim:"\u223C",thorn:"\xFE",THORN:"\xDE",tilde:"\u02DC",Tilde:"\u223C",TildeEqual:"\u2243",TildeFullEqual:"\u2245",TildeTilde:"\u2248",times:"\xD7",timesb:"\u22A0",timesbar:"\u2A31",timesd:"\u2A30",tint:"\u222D",toea:"\u2928",top:"\u22A4",topbot:"\u2336",topcir:"\u2AF1",topf:"\u{1D565}",Topf:"\u{1D54B}",topfork:"\u2ADA",tosa:"\u2929",tprime:"\u2034",trade:"\u2122",TRADE:"\u2122",triangle:"\u25B5",triangledown:"\u25BF",triangleleft:"\u25C3",trianglelefteq:"\u22B4",triangleq:"\u225C",triangleright:"\u25B9",trianglerighteq:"\u22B5",tridot:"\u25EC",trie:"\u225C",triminus:"\u2A3A",TripleDot:"\u20DB",triplus:"\u2A39",trisb:"\u29CD",tritime:"\u2A3B",trpezium:"\u23E2",tscr:"\u{1D4C9}",Tscr:"\u{1D4AF}",tscy:"\u0446",TScy:"\u0426",tshcy:"\u045B",TSHcy:"\u040B",tstrok:"\u0167",Tstrok:"\u0166",twixt:"\u226C",twoheadleftarrow:"\u219E",twoheadrightarrow:"\u21A0",uacute:"\xFA",Uacute:"\xDA",uarr:"\u2191",uArr:"\u21D1",Uarr:"\u219F",Uarrocir:"\u2949",ubrcy:"\u045E",Ubrcy:"\u040E",ubreve:"\u016D",Ubreve:"\u016C",ucirc:"\xFB",Ucirc:"\xDB",ucy:"\u0443",Ucy:"\u0423",udarr:"\u21C5",udblac:"\u0171",Udblac:"\u0170",udhar:"\u296E",ufisht:"\u297E",ufr:"\u{1D532}",Ufr:"\u{1D518}",ugrave:"\xF9",Ugrave:"\xD9",uHar:"\u2963",uharl:"\u21BF",uharr:"\u21BE",uhblk:"\u2580",ulcorn:"\u231C",ulcorner:"\u231C",ulcrop:"\u230F",ultri:"\u25F8",umacr:"\u016B",Umacr:"\u016A",uml:"\xA8",UnderBar:"_",UnderBrace:"\u23DF",UnderBracket:"\u23B5",UnderParenthesis:"\u23DD",Union:"\u22C3",UnionPlus:"\u228E",uogon:"\u0173",Uogon:"\u0172",uopf:"\u{1D566}",Uopf:"\u{1D54C}",uparrow:"\u2191",Uparrow:"\u21D1",UpArrow:"\u2191",UpArrowBar:"\u2912",UpArrowDownArrow:"\u21C5",updownarrow:"\u2195",Updownarrow:"\u21D5",UpDownArrow:"\u2195",UpEquilibrium:"\u296E",upharpoonleft:"\u21BF",upharpoonright:"\u21BE",uplus:"\u228E",UpperLeftArrow:"\u2196",UpperRightArrow:"\u2197",upsi:"\u03C5",Upsi:"\u03D2",upsih:"\u03D2",upsilon:"\u03C5",Upsilon:"\u03A5",UpTee:"\u22A5",UpTeeArrow:"\u21A5",upuparrows:"\u21C8",urcorn:"\u231D",urcorner:"\u231D",urcrop:"\u230E",uring:"\u016F",Uring:"\u016E",urtri:"\u25F9",uscr:"\u{1D4CA}",Uscr:"\u{1D4B0}",utdot:"\u22F0",utilde:"\u0169",Utilde:"\u0168",utri:"\u25B5",utrif:"\u25B4",uuarr:"\u21C8",uuml:"\xFC",Uuml:"\xDC",uwangle:"\u29A7",vangrt:"\u299C",varepsilon:"\u03F5",varkappa:"\u03F0",varnothing:"\u2205",varphi:"\u03D5",varpi:"\u03D6",varpropto:"\u221D",varr:"\u2195",vArr:"\u21D5",varrho:"\u03F1",varsigma:"\u03C2",varsubsetneq:"\u228A\uFE00",varsubsetneqq:"\u2ACB\uFE00",varsupsetneq:"\u228B\uFE00",varsupsetneqq:"\u2ACC\uFE00",vartheta:"\u03D1",vartriangleleft:"\u22B2",vartriangleright:"\u22B3",vBar:"\u2AE8",Vbar:"\u2AEB",vBarv:"\u2AE9",vcy:"\u0432",Vcy:"\u0412",vdash:"\u22A2",vDash:"\u22A8",Vdash:"\u22A9",VDash:"\u22AB",Vdashl:"\u2AE6",vee:"\u2228",Vee:"\u22C1",veebar:"\u22BB",veeeq:"\u225A",vellip:"\u22EE",verbar:"|",Verbar:"\u2016",vert:"|",Vert:"\u2016",VerticalBar:"\u2223",VerticalLine:"|",VerticalSeparator:"\u2758",VerticalTilde:"\u2240",VeryThinSpace:"\u200A",vfr:"\u{1D533}",Vfr:"\u{1D519}",vltri:"\u22B2",vnsub:"\u2282\u20D2",vnsup:"\u2283\u20D2",vopf:"\u{1D567}",Vopf:"\u{1D54D}",vprop:"\u221D",vrtri:"\u22B3",vscr:"\u{1D4CB}",Vscr:"\u{1D4B1}",vsubne:"\u228A\uFE00",vsubnE:"\u2ACB\uFE00",vsupne:"\u228B\uFE00",vsupnE:"\u2ACC\uFE00",Vvdash:"\u22AA",vzigzag:"\u299A",wcirc:"\u0175",Wcirc:"\u0174",wedbar:"\u2A5F",wedge:"\u2227",Wedge:"\u22C0",wedgeq:"\u2259",weierp:"\u2118",wfr:"\u{1D534}",Wfr:"\u{1D51A}",wopf:"\u{1D568}",Wopf:"\u{1D54E}",wp:"\u2118",wr:"\u2240",wreath:"\u2240",wscr:"\u{1D4CC}",Wscr:"\u{1D4B2}",xcap:"\u22C2",xcirc:"\u25EF",xcup:"\u22C3",xdtri:"\u25BD",xfr:"\u{1D535}",Xfr:"\u{1D51B}",xharr:"\u27F7",xhArr:"\u27FA",xi:"\u03BE",Xi:"\u039E",xlarr:"\u27F5",xlArr:"\u27F8",xmap:"\u27FC",xnis:"\u22FB",xodot:"\u2A00",xopf:"\u{1D569}",Xopf:"\u{1D54F}",xoplus:"\u2A01",xotime:"\u2A02",xrarr:"\u27F6",xrArr:"\u27F9",xscr:"\u{1D4CD}",Xscr:"\u{1D4B3}",xsqcup:"\u2A06",xuplus:"\u2A04",xutri:"\u25B3",xvee:"\u22C1",xwedge:"\u22C0",yacute:"\xFD",Yacute:"\xDD",yacy:"\u044F",YAcy:"\u042F",ycirc:"\u0177",Ycirc:"\u0176",ycy:"\u044B",Ycy:"\u042B",yen:"\xA5",yfr:"\u{1D536}",Yfr:"\u{1D51C}",yicy:"\u0457",YIcy:"\u0407",yopf:"\u{1D56A}",Yopf:"\u{1D550}",yscr:"\u{1D4CE}",Yscr:"\u{1D4B4}",yucy:"\u044E",YUcy:"\u042E",yuml:"\xFF",Yuml:"\u0178",zacute:"\u017A",Zacute:"\u0179",zcaron:"\u017E",Zcaron:"\u017D",zcy:"\u0437",Zcy:"\u0417",zdot:"\u017C",Zdot:"\u017B",zeetrf:"\u2128",ZeroWidthSpace:"\u200B",zeta:"\u03B6",Zeta:"\u0396",zfr:"\u{1D537}",Zfr:"\u2128",zhcy:"\u0436",ZHcy:"\u0416",zigrarr:"\u21DD",zopf:"\u{1D56B}",Zopf:"\u2124",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translate(-50%, -50%); + transform: translate(-50%, -50%); + -webkit-transform-origin: center center; + transform-origin: center center; +} + +.fa-layers-counter { + background-color: #ff253a; + border-radius: 1em; + -webkit-box-sizing: border-box; + box-sizing: border-box; + color: #fff; + height: 1.5em; + line-height: 1; + max-width: 5em; + min-width: 1.5em; + overflow: hidden; + padding: 0.25em; + right: 0; + text-overflow: ellipsis; + top: 0; + -webkit-transform: scale(0.25); + transform: scale(0.25); + -webkit-transform-origin: top right; + transform-origin: top right; +} + +.fa-layers-bottom-right { + bottom: 0; + right: 0; + top: auto; + -webkit-transform: scale(0.25); + transform: scale(0.25); + -webkit-transform-origin: bottom right; + transform-origin: bottom right; +} + +.fa-layers-bottom-left { + bottom: 0; + left: 0; + right: auto; + top: auto; + -webkit-transform: scale(0.25); + transform: scale(0.25); + -webkit-transform-origin: bottom left; + transform-origin: bottom left; +} + +.fa-layers-top-right { + right: 0; + top: 0; + -webkit-transform: scale(0.25); + transform: scale(0.25); + -webkit-transform-origin: top right; + transform-origin: top right; +} + +.fa-layers-top-left { + left: 0; + right: auto; + top: 0; + -webkit-transform: scale(0.25); + transform: scale(0.25); + -webkit-transform-origin: top left; + transform-origin: top left; +} + +.fa-lg { + font-size: 1.3333333333em; + line-height: 0.75em; + vertical-align: -0.0667em; +} + +.fa-xs { + font-size: 0.75em; +} + +.fa-sm { + font-size: 0.875em; +} + +.fa-1x { + font-size: 1em; +} + +.fa-2x { + font-size: 2em; +} + +.fa-3x { + font-size: 3em; +} + +.fa-4x { + font-size: 4em; +} + +.fa-5x { + font-size: 5em; +} + +.fa-6x { + font-size: 6em; +} + +.fa-7x { + font-size: 7em; +} + +.fa-8x { + font-size: 8em; +} + +.fa-9x { + font-size: 9em; +} + +.fa-10x { + font-size: 10em; +} + +.fa-fw { + text-align: center; + width: 1.25em; +} + +.fa-ul { + list-style-type: none; + margin-left: 2.5em; + padding-left: 0; +} +.fa-ul > li { + position: relative; +} + +.fa-li { + left: -2em; + position: absolute; + text-align: center; + width: 2em; + line-height: inherit; +} + +.fa-border { + border: solid 0.08em #eee; + border-radius: 0.1em; + padding: 0.2em 0.25em 0.15em; +} + +.fa-pull-left { + float: left; +} + +.fa-pull-right { + float: right; +} + +.fa.fa-pull-left, +.fas.fa-pull-left, +.far.fa-pull-left, +.fal.fa-pull-left, +.fab.fa-pull-left { + margin-right: 0.3em; +} +.fa.fa-pull-right, +.fas.fa-pull-right, +.far.fa-pull-right, +.fal.fa-pull-right, +.fab.fa-pull-right { + margin-left: 0.3em; +} + +.fa-spin { + -webkit-animation: fa-spin 2s infinite linear; + animation: fa-spin 2s infinite linear; +} + +.fa-pulse { + -webkit-animation: fa-spin 1s infinite steps(8); + animation: fa-spin 1s infinite steps(8); +} + +@-webkit-keyframes fa-spin { + 0% { + -webkit-transform: rotate(0deg); + transform: rotate(0deg); + } + 100% { + -webkit-transform: rotate(360deg); + transform: rotate(360deg); + } +} + +@keyframes fa-spin { + 0% { + -webkit-transform: rotate(0deg); + transform: rotate(0deg); + } + 100% { + -webkit-transform: rotate(360deg); + transform: rotate(360deg); + } +} +.fa-rotate-90 { + -ms-filter: "progid:DXImageTransform.Microsoft.BasicImage(rotation=1)"; + -webkit-transform: rotate(90deg); + transform: rotate(90deg); +} + +.fa-rotate-180 { + -ms-filter: "progid:DXImageTransform.Microsoft.BasicImage(rotation=2)"; + -webkit-transform: rotate(180deg); + transform: rotate(180deg); +} + +.fa-rotate-270 { + -ms-filter: "progid:DXImageTransform.Microsoft.BasicImage(rotation=3)"; + -webkit-transform: rotate(270deg); + transform: rotate(270deg); +} + +.fa-flip-horizontal { + -ms-filter: "progid:DXImageTransform.Microsoft.BasicImage(rotation=0, mirror=1)"; + -webkit-transform: scale(-1, 1); + transform: scale(-1, 1); +} + +.fa-flip-vertical { + -ms-filter: "progid:DXImageTransform.Microsoft.BasicImage(rotation=2, mirror=1)"; + -webkit-transform: scale(1, -1); + transform: scale(1, -1); +} + +.fa-flip-both, .fa-flip-horizontal.fa-flip-vertical { + -ms-filter: "progid:DXImageTransform.Microsoft.BasicImage(rotation=2, mirror=1)"; + -webkit-transform: scale(-1, -1); + transform: scale(-1, -1); +} + +:root .fa-rotate-90, +:root .fa-rotate-180, +:root .fa-rotate-270, +:root .fa-flip-horizontal, +:root .fa-flip-vertical, +:root .fa-flip-both { + -webkit-filter: none; + filter: none; +} + +.fa-stack { + display: inline-block; + height: 2em; + position: relative; + width: 2.5em; +} + +.fa-stack-1x, +.fa-stack-2x { + bottom: 0; + left: 0; + margin: auto; + position: absolute; + right: 0; + top: 0; +} + +.svg-inline--fa.fa-stack-1x { + height: 1em; + width: 1.25em; +} +.svg-inline--fa.fa-stack-2x { + height: 2em; + width: 2.5em; +} + +.fa-inverse { + color: #fff; +} + +.sr-only { + border: 0; + clip: rect(0, 0, 0, 0); + height: 1px; + margin: -1px; + overflow: hidden; + padding: 0; + position: absolute; + width: 1px; +} + +.sr-only-focusable:active, .sr-only-focusable:focus { + clip: auto; + height: auto; + margin: 0; + overflow: visible; + position: static; + width: auto; +} + +.svg-inline--fa .fa-primary { + fill: var(--fa-primary-color, currentColor); + opacity: 1; + opacity: var(--fa-primary-opacity, 1); +} + +.svg-inline--fa .fa-secondary { + fill: var(--fa-secondary-color, currentColor); + opacity: 0.4; + opacity: var(--fa-secondary-opacity, 0.4); +} + +.svg-inline--fa.fa-swap-opacity .fa-primary { + opacity: 0.4; + opacity: var(--fa-secondary-opacity, 0.4); +} + +.svg-inline--fa.fa-swap-opacity .fa-secondary { + opacity: 1; + opacity: var(--fa-primary-opacity, 1); +} + +.svg-inline--fa mask .fa-primary, +.svg-inline--fa mask .fa-secondary { + fill: black; +} + +.fad.fa-inverse { + color: #fff; +}`;function Lc(){var n=Xi,e=Zi,t=V2.familyPrefix,i=V2.replacementClass,a=Ec;if(t!==n||i!==e){var r=new RegExp("\\.".concat(n,"\\-"),"g"),s=new RegExp("\\--".concat(n,"\\-"),"g"),o=new 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Tc(),V2.autoA11y&&(f?p["aria-labelledby"]="".concat(V2.replacementClass,"-title-").concat(m||r6()):(p["aria-hidden"]="true",p.focusable="false")),Cc({icons:{main:va(E),mask:o?va(o.icon):{found:!1,width:null,height:null,icon:{}}},prefix:b,iconName:C,transform:F1({},F4,i),symbol:r,title:f,maskId:l,titleId:m,extra:{attributes:p,styles:A,classes:g}})})}});function H0(n,e){let t=Object.keys(e).map(i=>Rc(n,i,e[i]));return t.length===1?t[0]:function(){t.forEach(i=>i())}}function Rc(n,e,t){let i=n[e],a=n.hasOwnProperty(e),r=t(i);return i&&Object.setPrototypeOf(r,i),Object.setPrototypeOf(s,r),n[e]=s,o;function s(...c){return r===i&&n[e]===s&&o(),r.apply(this,c)}function o(){n[e]===s&&(a?n[e]=i:delete n[e]),r!==i&&(r=i,Object.setPrototypeOf(s,i||Function))}}var Vi=w2(Ma());var V0=/(?:(?\d+)[Dd])?#(?[\p{Letter}\p{Emoji_Presentation}\w/-]+)(?:\|(?[\+-]))?(?:\|(?[^\+-]+))?/u,ba=/(?.*)?(?:\[.*\]\(|\[\[)(?.+?)#?\^(?.+?)(?:\]\]|\))(?:\|(?
.+))?/,N0=/(?:(?\d+)[Dd])?(?:\[.*\]\(|\[\[)(?.+)(?:\]\]|\))\|?(?.+)?/;var De="dice-roller-icon",Te="dice-roller-copy";var g4=w2(require("obsidian"));var de=(a=>(a.None="None",a.Normal="Normal",a.Up="Up",a.Down="Down",a))(de||{}),f2=(i=>(i.None="None",i.Average="Average",i.Roll="Roll",i))(f2||{});function ya(n,e,t){[...n].slice(e).reverse().forEach(([a,r])=>{n.set(a+1,r)}),n.set(e,t)}var B4=w2(require("obsidian"));var R0=class extends B4.Events{constructor(e,t="",i=e.data.showDice){super();this.plugin=e;this.original=t;this.loaded=!1;this.containerEl=createSpan({cls:"dice-roller",attr:{"aria-label-position":"top","data-dice":this.original}});this.resultEl=this.containerEl.createSpan("dice-roller-result");if(i){let a=this.containerEl.createSpan({cls:"dice-roller-button"});(0,B4.setIcon)(a,De),a.onclick=this.onClick.bind(this)}else this.containerEl.addClass("no-icon");this.containerEl.onclick=this.onClick.bind(this)}setTooltip(){this.plugin.data.displayResultsInline||this.containerEl.setAttrs({"aria-label":this.tooltip})}getRandomBetween(e,t){let i=new Uint32Array(1);crypto.getRandomValues(i);let a=i[0]/(4294967295+1);return Math.floor(a*(t-e+1))+e}async render(){this.setTooltip(),await this.build()}async onClick(e){e.stopPropagation(),e.stopImmediatePropagation(),window.getSelection()?.isCollapsed&&await this.roll()}},Ca=class extends R0{constructor(e,t,i,a=e.data.showDice){super(e,t,a);this.plugin=e;this.original=t;this.lexemes=i;this.showDice=a;this.save=!1}get inlineText(){return`${this.tooltip.split(` +`).join(" -> ")} -> `}},v4=class extends Ca{},P4=class extends v4{constructor(e,t,i,a,r=e.data.showDice){super(e,t,[i],r);this.plugin=e;this.original=t;this.lexeme=i;this.source=a;this.watch=!0;this.getPath(),this.init=this.getFile()}async getFile(){if(this.file=this.plugin.app.metadataCache.getFirstLinkpathDest(this.path,this.source),!this.file||!(this.file instanceof B4.TFile))throw new Error("Could not load file.");await this.load()}},F0=class extends R0{constructor(e,t,i){super(e,"");this.options=t;this.rolls=i}get tooltip(){return`${this.options.toString()} + +${this.results.toString()}`}async roll(){let e=[...this.options];return this.results=[...Array(this.rolls)].map(()=>{let t=e[this.getRandomBetween(0,e.length-1)];return e.splice(e.indexOf(t),1),t}).filter(t=>t),this.render(),this.trigger("new-result"),this.result=this.results[0],this.results[0]}async build(){this.resultEl.empty(),this.resultEl.setText(this.results.toString())}};var k2=class{constructor(e,t={value:e,conditions:[],type:"dice"}){this.lexeme=t;this.modifiers=new Map;this.modifiersAllowed=!0;this.static=!1;this.conditions=[];this.fudge=!1;if(!/(\-?\d+)[dD]?(\d+|%|\[\d+,\s?\d+\])?/.test(e))throw new Error("Non parseable dice string passed to DiceRoll.");this.dice=e.split(" ").join(""),/^-?\d+(?:\.\d+)?$/.test(this.dice)&&(this.static=!0,this.modifiersAllowed=!1);let[,i,a=null,r=1]=this.dice.match(/(\-?\d+)[dD]\[?(?:(-?\d+)\s?,)?\s?(-?\d+|%|F)\]?/)||[,1,null,1];this.multiplier=i<0?-1:1,this.rolls=Math.abs(Number(i))||1,Number(r)<0&&!a&&(a=-1),r==="%"&&(r=100),r==="F"&&(r=1,a=-1,this.fudge=!0),Number(r)[o,{usable:!0,value:s,display:`${s}`,modifiers:new Set}]))}get text(){return`${this.result}`}get result(){return this.static?Number(this.dice):[...this.results].map(([,{usable:t,value:i}])=>t?i:0).reduce((t,i)=>t+i,0)}get display(){return this.static?`${this.result}`:`[${[...this.results].map(([,{modifiers:e,display:t}])=>`${t}${[...e].join("")}`).join(", ")}]`}get modifierText(){if(!this.modifiers.size)return"";let e=[...this.conditions].map(({value:i})=>i).join(""),t=[...this.modifiers].map(([i,{conditionals:a,value:r}])=>{let s=a.map(o=>o.value);return`${r}${s.join("")}`}).join("");return`${e}${t}`}keepLow(e=1){if(!this.modifiersAllowed){new g4.Notice("Modifiers are only allowed on dice rolls.");return}[...this.results].sort((t,i)=>t[1].value-i[1].value).slice(e-this.results.size).forEach(([t])=>{let i=this.results.get(t);i.usable=!1,i.modifiers.add("d"),this.results.set(t,{...i})})}keepHigh(e=1){if(!this.modifiersAllowed){new g4.Notice("Modifiers are only allowed on dice rolls.");return}[...this.results].sort((t,i)=>i[1].value-t[1].value).slice(e).forEach(([t])=>{let i=this.results.get(t);i.usable=!1,i.modifiers.add("d"),this.results.set(t,{...i})})}reroll(e,t){if(!this.modifiersAllowed){new g4.Notice("Modifiers are only allowed on dice rolls.");return}t.length||t.push({operator:"=",comparer:this.faces.min,value:""});let i=0,a=[...this.results].filter(([,{value:r}])=>this.checkCondition(r,t));for(;ithis.checkCondition(r,t)).length>0;)i++,a.map(([,r])=>{r.modifiers.add("r"),r.value=this.getRandomBetween(this.faces.min,this.faces.max)});a.forEach(([r,s])=>{this.results.set(r,s)})}explodeAndCombine(e,t){if(!this.modifiersAllowed){new g4.Notice("Modifiers are only allowed on dice rolls.");return}t.length||t.push({operator:"=",comparer:this.faces.max,value:""});let i=0;[...this.results].filter(([,{value:r}])=>this.checkCondition(r,t)).forEach(([r,s])=>{let o=this.getRandomBetween(this.faces.min,this.faces.max);for(i++,s.modifiers.add("!"),s.value+=o,s.display=`${s.value}`,this.results.set(r,s);ithis.checkCondition(r,t)),a=0;i.forEach(([r,s])=>{let o=s.value,c=0;for(;cthis.multiplier*this.getRandomBetween(this.faces.min,this.faces.max))}setResults(e){this.results=new Map([...e].map((t,i)=>[i,{usable:!0,value:t,display:`${t}`,modifiers:new Set}]))}applyModifiers(){for(let[e,t]of this.modifiers)this.applyModifier(e,t)}roll(){let e=this._roll();return this.results=new Map([...e].map((t,i)=>[i,{usable:!0,value:t,display:`${t}`,modifiers:new Set}])),this.applyModifiers(),this.conditions?.length&&this.applyConditions(),e}applyConditions(){for(let[e,t]of this.results){let i=this.conditions.find(({operator:r})=>r==="-="||r==="=-");if(i&&t.value===i.comparer){t.value=-1,t.modifiers.add("-");continue}this.checkCondition(t.value,this.conditions)?(t.modifiers.add("*"),t.value=1):t.usable=!1}}applyModifier(e,t){switch(e){case"sort":{let i;t.value=="sa"?i=[...this.results.values()].sort((a,r)=>a.value-r.value):i=[...this.results.values()].sort((a,r)=>r.value-a.value),this.results=new Map([...this.results.keys()].map(a=>[a,i[a]]));break}case"kh":{this.keepHigh(t.data);break}case"kl":{this.keepLow(t.data);break}case"!":{this.explode(t.data,t.conditionals);break}case"!!":{this.explodeAndCombine(t.data,t.conditionals);break}case"r":{this.reroll(t.data,t.conditionals);break}case"condition":}}checkCondition(e,t){return!t||!t.length?e:t.some(({operator:i,comparer:a})=>{if(Number.isNaN(e)||Number.isNaN(a))return!1;let r=!1;switch(i){case"=":r=e===a;break;case"!=":case"=!":r=e!==a;break;case"<":r=e":r=e>a;break;case">=":r=e>=a;break}return r})}allowAverage(){return!0}average(){return(this.faces.min+this.faces.max)/2}getRandomBetween(e,t){return Math.floor(Math.random()*(t-e+1))+e}},yt=class extends k2{constructor(e,t){super("3d6",t);this.dice=e;this.lexeme=t}get doubles(){return new Set([...this.results].map(([,{usable:e,value:t}])=>e?t:0)).size<3}get result(){return this.static?Number(this.dice):[...this.results].map(([,{usable:t,value:i}])=>t?i:0).reduce((t,i)=>t+i,0)}get display(){let e=[];for(let t of this.results){if(t[0]==0&&this.doubles){e.push(`${t[1].value}S`);continue}e.push(`${t[1].value}`)}return`[${e.join(", ")}]`}allowAverage(){return!1}},za=class extends k2{constructor(e,t){super(e,t);this.dice=e;this.lexeme=t;this.stack=[];let i=`${this.faces.max}`.split("");for(let a=0;aNumber(e.map(t=>t.result).join(""))).reduce((e,t)=>e+t)}get display(){return this.stack.map(e=>e.map(t=>t.result).join(",")).join("|")}roll(){return!this.stack||!this.stack.length?super.roll():(this.stack.forEach(e=>e.map(t=>t.roll())),[...this.stack.map(e=>e.map(t=>t.result)).flat()])}allowAverage(){return!1}},_2=class extends v4{constructor(e,t,i,a=e.data.showDice,r,s){super(e,t,i,a);this.plugin=e;this.original=t;this.lexemes=i;this.displayFixedText=!1;this.stunted="";this.shouldRender=!1;this.showFormula=!1;this.operators={"+":(e,t)=>e+t,"-":(e,t)=>e-t,"*":(e,t)=>e*t,"/":(e,t)=>e/t,"^":(e,t)=>Math.pow(e,t)};this.stack=[];this.stackCopy=[];this.dice=[];this.hasRunOnce=!1;this.fixedText=r,this.expectedValue=s,this.displayFixedText=this.fixedText!=="",this.loaded=!0,this.trigger("loaded")}get replacer(){return`${this.result}`}get resultText(){let e=[],t=0;return this.dice.forEach(i=>{let a=this.original.slice(t);e.push(a.slice(0,a.indexOf(i.lexeme.text)),i.display),t+=a.indexOf(i.lexeme.text)+i.lexeme.text.length+i.modifierText.length}),e.push(this.original.slice(t)),e.join("")}get tooltip(){return this._tooltip?this._tooltip:this.expectedValue===f2.Roll||this.shouldRender?this.displayFixedText?`${this.original} +${this.result} = ${this.resultText}`:`${this.original} +${this.resultText}`:this.expectedValue===f2.Average?this.displayFixedText?`${this.original} +${this.result} = average: ${this.resultText}`:`${this.original} +average: ${this.resultText}`:`${this.original} +empty`}allowAverage(){let e=t=>t.allowAverage();return this.dynamic.every(e)}async build(){if(this.expectedValue===f2.Average&&!this.shouldRender){if(this.allowAverage())for(let a of this.dynamic){let r=a.average();var e=Array(a.rolls).fill(r);a.setResults(e),this.recalculate()}else this.expectedValue=f2.Roll;this.result=Math.floor(this.result),this.setTooltip()}let t=this.result;switch(this.plugin.data.round){case de.None:{t=Math.trunc(t*100)/100;break}case de.Normal:{t=Math.round(t);break}case de.Up:{t=Math.ceil(t);break}case de.Down:{t=Math.floor(t);break}}let i;this.expectedValue===f2.None&&!this.shouldRender?(this.showDice?i=[""]:i=["\xA0"],this.showFormula&&i.unshift(this.original+" -> ")):(i=[`${t}`],this.showFormula&&i.unshift(this.inlineText)),this.expectedValue=f2.Roll,this.displayFixedText?this.resultEl.setText(this.fixedText):this.resultEl.setText(i.join("")+this.stunted)}async onClick(e){e.stopPropagation(),e.stopImmediatePropagation(),e.getModifierState("Alt")?this.expectedValue=f2.Average:e.getModifierState("Control")&&(this.expectedValue=f2.None),window.getSelection()?.isCollapsed&&await this.roll()}get dynamic(){return this.dice.filter(e=>!e.static)}get static(){return this.dice.filter(e=>e.static)}get isStatic(){return this.dice.every(e=>e.static)}async roll(){let e=0;this.stunted="";for(let t of this.lexemes)switch(t.type){case"+":case"-":case"*":case"/":case"^":case"math":let i=this.stack.pop(),a=this.stack.pop();if(!a){t.value==="-"&&(i=new k2(`-${i.dice}`,i.lexeme)),this.stackCopy.push(t.value),this.stack.push(i);continue}i.roll(),i instanceof yt&&i.doubles&&(this.stunted=` - ${i.results.get(0).value} Stunt Points`),a.roll(),a instanceof yt&&a.doubles&&(this.stunted=` - ${a.results.get(0).value} Stunt Points`);let r=this.operators[t.value](a.result,i.result);this.stackCopy.push(t.value),this.stack.push(new k2(`${r}`,t));break;case"kh":{let s=this.dice[e-1],o=t.value?Number(t.value):1;s.modifiers.set("kh",{data:o,conditionals:[],value:t.text});break}case"dl":{let s=this.dice[e-1],o=t.value?Number(t.value):1;o=s.results.size-o,s.modifiers.set("kh",{data:o,conditionals:[],value:t.text});break}case"kl":{let s=this.dice[e-1],o=t.value?Number(t.value):1;s.modifiers.set("kl",{data:o,conditionals:[],value:t.text});break}case"dh":{let s=this.dice[e-1],o=t.value?Number(t.value):1;o=s.results.size-o,s.modifiers.set("kl",{data:o,conditionals:[],value:t.text});break}case"!":{let s=this.dice[e-1],o=Number(t.value)||1;s.modifiers.set("!",{data:o,conditionals:t.conditions??[],value:t.text});break}case"!!":{let s=this.dice[e-1],o=Number(t.value)||1;s.modifiers.set("!!",{data:o,conditionals:t.conditions??[],value:t.text});break}case"r":{let s=this.dice[e-1],o=Number(t.value)||1;s.modifiers.set("r",{data:o,conditionals:t.conditions??[],value:t.text});break}case"sort":{let s=this.dice[e-1],o=Number(t.value);s.modifiers.set("sort",{data:o,conditionals:t.conditions??[],value:t.value});break}case"dice":{if(t.parenedDice&&/^d/.test(t.value)&&this.stack.length){let s=this.stack.pop();t.value=`${s.result}${t.value}`,this.dice[e]=new k2(t.value,t)}this.dice[e]||(this.dice[e]=new k2(t.value,t)),this.stack.push(this.dice[e]),this.stackCopy.push(this.dice[e]),e++;break}case"stunt":{this.dice[e]||(this.dice[e]=new yt(t.value,t)),this.stack.push(this.dice[e]),this.stackCopy.push(this.dice[e]),e++;break}case"%":{this.dice[e]||(this.dice[e]=new za(t.value,t)),this.stack.push(this.dice[e]),this.stackCopy.push(this.dice[e]),e++;break}}if(this.shouldRender&&this.hasRunOnce)await this.plugin.renderRoll(this),new g4.Notice(`${this.tooltip} + +Result: ${this.result}`);else{let t=this.stack.pop();t.roll(),t instanceof yt&&t.doubles&&(this.stunted=` - ${t.results.get(0).value} Stunt Points`),this.result=t.result,this._tooltip=null}return this.render(),this.trigger("new-result"),this.hasRunOnce=!0,this.result}recalculate(){let e=[],t=0;for(let i of this.stackCopy)if(typeof i=="string"){let a=e.pop(),r=e.pop();if(!r){i==="-"&&(a=new k2(`-${a.result}`,a.lexeme)),e.push(a);continue}let s=this.operators[i](r.result,a.result);e.push(new k2(`${s}`))}else e.push(i),i instanceof k2&&i.applyModifiers();e.length&&e[0]instanceof k2&&(e[0].applyModifiers(),t+=e[0].result),this.result=t}toResult(){return{type:"dice",result:this.result,tooltip:this.tooltip}}async applyResult(e){e.type==="dice"&&(e.result&&(this.result=e.result),e.tooltip&&(this._tooltip=e.tooltip),await this.render())}setResult(e){}};var n2=w2(require("obsidian"));function Fc(n){let e="",t="abcdefghijklmnopqrstuvwxyz0123456789",i=t.length;for(let a=0;a{o.stopPropagation(),navigator.clipboard.writeText(this.displayFromCache(...this.results).trim()).then(async()=>{new n2.Notice("Result copied to clipboard.")})}),(0,n2.setIcon)(this.copy,Te)}get replacer(){let e=this.getBlockId(this.result);return e?`![[${this.path}#^${e}]]`:""}get tooltip(){return`${this.original} +${this.path}`}async build(){if(this.resultEl.empty(),this.plugin.data.displayResultsInline&&this.inline&&this.resultEl.createSpan({text:this.inlineText}),!this.results||!this.results.length){this.resultEl.createDiv({cls:"dice-no-results",text:"No results."});return}this.plugin.data.copyContentButton&&this.copy.removeClass("no-show");for(let e of this.results){this.resultEl.onclick=async i=>{if(i&&i.getModifierState("Control")||i.getModifierState("Meta")){i.stopPropagation();return}};let t=this.resultEl.createDiv({cls:"markdown-embed"});if(!this.plugin.data.displayResultsInline){let i="type"in e?e.type:"List Item";t.setAttrs({"aria-label":`${this.file.basename}: ${i}`})}if(!e){t.createDiv({cls:"dice-no-results",text:"No results."});continue}if(n2.MarkdownRenderer.renderMarkdown(this.displayFromCache(e),t.createDiv(),this.source,null),this.plugin.data.copyContentButton&&this.results.length>1){let i=t.createDiv({cls:"dice-content-copy dice-roller-button",attr:{"aria-label":"Copy Contents"}});i.addEventListener("click",a=>{a.stopPropagation(),navigator.clipboard.writeText(this.displayFromCache(e).trim()).then(async()=>{new n2.Notice("Result copied to clipboard.")})}),(0,n2.setIcon)(i,Te)}}}async load(){await this.getOptions()}displayFromCache(...e){let t=[];for(let i of e)t.push(this.content.slice(i.position.start.offset,i.position.end.offset));return t.join(` + +`)}getBlockId(e){let t=this.cache.blocks??{},i=Object.entries(t).find(([a,r])=>Aa(r.position,e.position));if(!i){let a=`${Bc(4)}`,r=`${this.content.slice(0,this.result.position.end.offset+1)}^${a}${this.content.slice(this.result.position.end.offset)}`;return this.watch=!1,this.plugin.app.vault.modify(this.file,r),a}return i[0]}getPath(){let{groups:e}=this.lexeme.value.match(N0),{roll:t=1,link:i,types:a}=e;if(!i)throw new Error("Could not parse link.");this.rolls=(t&&!isNaN(Number(t))&&Number(t))??1,this.path=decodeURIComponent(i.replace(/(\[|\]|\(|\))/g,"")),this.types=a?.split(","),this.levels=a?.split(",").map(r=>/heading\-\d+/.test(r)?r.split("-").pop():null).filter(r=>r),this.types=a?.split(",").map(r=>/heading\-\d+/.test(r)?r.split("-").shift():r)}async getOptions(){if(this.cache=this.plugin.app.metadataCache.getFileCache(this.file),!this.cache||!this.cache.sections)throw new Error("Could not read file cache.");this.content=await this.plugin.app.vault.cachedRead(this.file),this.options=this.cache.sections.filter(({type:e,position:t})=>this.types?e=="heading"&&this.types.includes(e)&&this.levels.length?(this.cache.headings??[]).filter(({level:a})=>this.levels.includes(`${a}`)).some(({position:a})=>Aa(a,t)):this.types.includes(e):!["yaml","thematicBreak"].includes(e)),this.types&&this.types.includes("listItem")&&this.options.push(...this.cache.listItems),this.loaded=!0,this.trigger("loaded")}async roll(){return new Promise((e,t)=>{if(!this.loaded)this.on("loaded",()=>{let i=[...this.options];this.results=[...Array(this.rolls)].map(()=>{let a=i[this.getRandomBetween(0,i.length-1)];return i.splice(i.indexOf(a),1),a}).filter(a=>a),this.render(),this.trigger("new-result"),this.result=this.results[0],e(this.results[0])});else{let i=[...this.options];this.results=[...Array(this.rolls)].map(()=>{let a=i[this.getRandomBetween(0,i.length-1)];return i.splice(i.indexOf(a),1),a}).filter(a=>a),this.render(),this.trigger("new-result"),this.result=this.results[0],e(this.results[0])}})}toResult(){return{type:"section",result:this.results}}async applyResult(e){e.type==="section"&&(e.result&&(this.results=e.result),await this.render())}},o6=class extends v4{constructor(e,t,i,a,r=e.data.showDice){super(e,t,[i],r);this.plugin=e;this.original=t;this.lexeme=i;this.source=a;this.loaded=!1;if(!this.plugin.canUseDataview)throw new n2.Notice("A tag can only be rolled with the Dataview plugin enabled."),new Error("A tag can only be rolled with the Dataview plugin enabled.");this.containerEl.addClasses(["has-embed","markdown-embed"]);let{roll:s=1,tag:o,collapse:c,types:l}=i.value.match(V0).groups;this.collapse=c==="-"?!0:c==="+"?!1:!this.plugin.data.returnAllTags,this.tag=`#${o}`,this.rolls=Number(s),this.types=l,this.getFiles()}get replacer(){return this.result.replacer}get typeText(){return this.types?.length?`|${this.types}`:""}async getFiles(){if(!this.plugin.dataviewAPI){new n2.Notice("Dice Roller: Dataview must be installed and enabled to use tag rollers.");return}await this.plugin.dataviewReady();let e=await this.plugin.dataviewAPI.query(`list from ${this.tag}`);if(!e.successful)throw new Error(`No files found with that tag. Is the tag correct? + +`+this.tag);let t=new Set(e.value.values.reduce((a,r)=>(r.type=="file"&&a.push(r.path),a),[]));if(t&&t.delete(this.source),!t||!t.size)throw new Error(`No files found with that tag. Is the tag correct? + +`+this.tag);let i=Array.from(t).map(a=>`${this.rolls}d[[${a}]]${this.typeText}`);this.results=i.map(a=>new Ct(this.plugin,a,{...this.lexeme,value:a,type:"section"},this.source,!1)),this.loaded=!0,this.trigger("loaded")}async build(){if(this.resultEl.empty(),this.plugin.data.displayResultsInline&&this.resultEl.createSpan({text:this.inlineText}),this.collapse){this.chosen=this.random??this.getRandomBetween(0,this.results.length-1);let e=this.results[this.chosen];this.random=null;let t=this.resultEl.createDiv();t.createEl("h5",{cls:"dice-file-name",text:e.file.basename}),t.appendChild(e.containerEl)}else for(let e of this.results){let t=this.resultEl.createDiv();t.createEl("h5",{cls:"dice-file-name",text:e.file.basename}),t.appendChild(e.containerEl)}}async roll(){return new Promise((e,t)=>{this.loaded?(this.results.forEach(async i=>await i.roll()),this.render(),this.trigger("new-result"),this.result=this.results[0],e(this.result)):this.on("loaded",()=>{this.results.forEach(async i=>await i.roll()),this.render(),this.trigger("new-result"),this.result=this.results[0],e(this.result)})})}get tooltip(){return this.original}toResult(){return{type:"tag",random:this.chosen,result:Object.fromEntries(this.results.map(e=>[e.path,e.toResult()]))}}async applyResult(e){if(e.type==="tag"){if(e.result)for(let t in e.result){let i=this.results.find(a=>a.path===t);!i||i.applyResult(e.result[t])}e.random&&(this.random=e.random),await this.render()}}},c6=class extends v4{constructor(e,t,i,a,r=e.data.showDice){super(e,t,[i],r);this.plugin=e;this.original=t;this.lexeme=i;this.source=a;let{roll:s=1,tag:o}=i.value.match(V0).groups;this.tag=`#${o}`,this.rolls=(s&&!isNaN(Number(s))&&Number(s))??1,this.getFiles()}get replacer(){return`[[${this.result.basename}]]`}get tooltip(){return`${this.original} +${this.result.basename}`}async roll(){return new Promise((e,t)=>{this.loaded?(this.result=this.links[this.getRandomBetween(0,this.links.length-1)],this.render(),this.trigger("new-result"),e(this.result)):this.on("loaded",()=>{this.result=this.links[this.getRandomBetween(0,this.links.length-1)],this.render(),this.trigger("new-result"),e(this.result)})})}async build(){this.resultEl.empty(),this.plugin.data.displayResultsInline&&this.resultEl.createSpan({text:this.inlineText});let e=this.resultEl.createEl("a",{cls:"internal-link",text:this.result.basename});e.onclick=async t=>{t.stopPropagation(),this.plugin.app.workspace.openLinkText(this.result.path,this.plugin.app.workspace.getActiveFile()?.path,t.getModifierState("Control"))},e.onmouseenter=async t=>{this.plugin.app.workspace.trigger("link-hover",this,e,this.result.path,this.plugin.app.workspace.getActiveFile()?.path)}}async getFiles(){if(!this.plugin.dataviewAPI){new n2.Notice("Dice Roller: Dataview must be installed and enabled to use tag rollers.");return}await this.plugin.dataviewReady();let e=await this.plugin.dataviewAPI.query(`list from ${this.tag}`);if(!e.successful)throw new Error(`No files found with that tag. Is the tag correct? + +`+this.tag);let t=new Set(e.value.values.reduce((i,a)=>(a.type=="file"&&i.push(a.path),i),[]));if(t&&t.delete(this.source),!t||!t.size)throw new Error(`No files found with that tag. Is the tag correct? + +`+this.tag);this.links=Array.from(t).map(i=>this.plugin.app.metadataCache.getFirstLinkpathDest(i,this.source)),this.loaded=!0,this.trigger("loaded")}toResult(){return{type:"link",result:this.result.path}}async applyResult(e){if(e.type==="link"){if(e.result){let t=this.plugin.app.vault.getAbstractFileByPath(e.result);t&&t instanceof n2.TFile&&(this.result=t)}await this.render()}}},l6=class extends P4{constructor(e,t,i,a,r=!0,s=e.data.showDice){super(e,t,i,a,s);this.plugin=e;this.original=t;this.lexeme=i;this.inline=r;this.containerEl.addClasses(["has-embed","markdown-embed"]),this.resultEl.addClass("internal-embed"),this.resultEl.setAttrs({src:a}),this.copy=this.containerEl.createDiv({cls:"dice-content-copy dice-roller-button no-show",attr:{"aria-label":"Copy Contents"}}),this.copy.addEventListener("click",o=>{o.stopPropagation(),navigator.clipboard.writeText(this.results.join(` +`)).then(async()=>{new n2.Notice("Result copied to clipboard.")})}),(0,n2.setIcon)(this.copy,Te)}get replacer(){return this.result}get tooltip(){return`${this.original} +${this.path}`}async build(){if(this.resultEl.empty(),this.plugin.data.displayResultsInline&&this.inline&&this.resultEl.createSpan({text:this.inlineText}),!this.results||!this.results.length){this.resultEl.createDiv({cls:"dice-no-results",text:"No results."});return}this.plugin.data.copyContentButton&&this.copy.removeClass("no-show");for(let e of this.results){this.resultEl.onclick=async i=>{if(i&&i.getModifierState("Control")||i.getModifierState("Meta")){i.stopPropagation();return}};let t=this.resultEl.createDiv({cls:"markdown-embed"});if(!e){t.createDiv({cls:"dice-no-results",text:"No results."});continue}if(n2.MarkdownRenderer.renderMarkdown(e,t.createDiv(),this.source,null),this.plugin.data.copyContentButton&&this.results.length>1){let i=t.createDiv({cls:"dice-content-copy dice-roller-button",attr:{"aria-label":"Copy Contents"}});i.addEventListener("click",a=>{a.stopPropagation(),navigator.clipboard.writeText(e).then(async()=>{new n2.Notice("Result copied to clipboard.")})}),(0,n2.setIcon)(i,Te)}}}async load(){await this.getOptions()}getPath(){let{groups:e}=this.lexeme.value.match(N0),{roll:t=1,link:i,types:a}=e;if(!i)throw new Error("Could not parse link.");this.rolls=(t&&!isNaN(Number(t))&&Number(t))??1,this.path=i.replace(/(\[|\])/g,""),this.types=a?.split(",")}async getOptions(){if(this.content=await this.plugin.app.vault.cachedRead(this.file),!this.content)throw new Error("Could not read file cache.");this.options=this.content.trim().split(` +`).map(e=>e.trim()).filter(e=>e&&e.length),this.loaded=!0,this.trigger("loaded")}async roll(){return new Promise((e,t)=>{if(!this.loaded)this.on("loaded",()=>{let i=[...this.options];this.results=[...Array(this.rolls)].map(()=>{let a=i[this.getRandomBetween(0,i.length-1)];return i.splice(i.indexOf(a),1),a}).filter(a=>a),this.render(),this.trigger("new-result"),e(this.results[0])});else{let i=[...this.options];this.results=[...Array(this.rolls)].map(()=>{let a=i[this.getRandomBetween(0,i.length-1)];return i.splice(i.indexOf(a),1),a}).filter(a=>a),this.render(),this.trigger("new-result"),e(this.results[0])}})}toResult(){return{type:"section",result:this.results}}async applyResult(e){e.type==="section"&&(e.result&&(this.results=e.result),await this.render())}},Aa=(n,e)=>n.start.col==e.start.col&&n.start.line==e.start.line&&n.start.offset==e.start.offset;var x4=w2(require("obsidian"));var wa=class{constructor(){this.result="";this.combinedTooltip=""}},I4=class extends P4{constructor(){super(...arguments);this.combinedTooltip="";this.prettyTooltip=""}getPath(){let{groups:e}=this.lexeme.value.match(ba),{diceRoll:t="1",link:i,block:a,header:r}=e;if(!i||!a)throw new Error("Could not parse link.");let s=t.match(/(\d*?)[Dd]$/);if(s){let[,o="1"]=s;this.rollsFormula=o}else this.rollsFormula=t;this.rolls=1,this.path=decodeURIComponent(i.replace(/(\[|\]|\(|\))/g,"")),this.block=a.replace(/(\^|#)/g,"").trim().toLowerCase(),this.header=r}get tooltip(){return this.prettyTooltip}get replacer(){return this.result}async build(){this.resultEl.empty();let e=[this.result];this.plugin.data.displayResultsInline&&e.unshift(this.inlineText);let t=createSpan();await x4.MarkdownRenderer.renderMarkdown(e.join(""),t,this.source,null);let i=this.resultEl.createSpan("embedded-table-result");t.childElementCount==1&&t.firstElementChild instanceof HTMLParagraphElement?i.append(...Array.from(t.firstElementChild.childNodes)):i.append(...Array.from(t.childNodes))}prettify(e){let t=/(.*?)(\(|\)|;|\|\|)(.*)/,i=" ",a=0,r="",s=e,o;for(;o=s.match(t);){let[,c,l,u]=o;r+=c,l==")"?(a--,r+=` +`,r+=i.repeat(a),r+=")"):(l=="("?(a++,r+="("):l==";"?r+=",":l=="||"&&(r+="|"),r+=` +`,r+=i.repeat(a)),s=u}return r+=s,r}async getSubResult(e){let t=new wa;typeof e=="number"?t.result=e.toString():t.result=e;let i=[];if(typeof e=="string"){let a=/(?:\`dice:)(.*?)(?:\`)/g,r=e.matchAll(a);for(let s of r){let o=s[1].trim(),c=await this.plugin.getRoller(o,this.source);await c.roll();let l=await this.getSubResult(c.result),u;if(l.result instanceof x4.TFile?u=l.result.basename:u=l.result,t.result=t.result.replace(s[0],u),c instanceof I4)i.push(c.combinedTooltip);else{let[f,h]=c.tooltip.split(` +`);i.push(f+" --> "+h)}}}return t.combinedTooltip=i.join(";"),t}async getResult(){let e=[],t=[],i=this.original;if(this.rollsFormula)try{let a=await this.plugin.getRoller(this.rollsFormula,this.source);if(!(a instanceof _2))return this.prettyTooltip="TableRoller only supports dice rolls to select multiple elements.",new x4.Notice(this.prettyTooltip),"ERROR";let r=a;await r.roll(),this.rolls=r.result,r.isStatic||(i=i.replace(this.rollsFormula,`${this.rollsFormula.trim()} --> ${r.resultText} > `))}catch{return this.prettyTooltip=`TableRoller: '${this.rollsFormula}' is not a valid dice roll.`,new x4.Notice(this.prettyTooltip),"ERROR"}for(let a=0;au[1]===void 0&&c===u[0]||c>=u[0]&&u[1]>=c);l&&(r=this.lookupRoller.original.trim()+" --> "+`${this.lookupRoller.resultText}${this.header?" | "+this.header:""}`.trim(),o=l[1])}else{let c=[...this.options],l=this.getRandomBetween(0,c.length-1);r=c.length+" rows --> [row "+(l+1)+"]",o=c[l]}s=await this.getSubResult(o),e.push(s.result),s.combinedTooltip&&(r+=" > ("+s.combinedTooltip+")"),t.push(r)}return t.length==0?this.combinedTooltip=i:t.length==1?this.combinedTooltip=i+" "+t.join(""):this.combinedTooltip=i+" ==> ("+t.join(" ||")+")",this.prettyTooltip=this.prettify(this.combinedTooltip),e.join("||")}async roll(){return new Promise(async e=>{this.loaded?(this.result=await this.getResult(),this.render(),this.trigger("new-result"),e(this.result)):this.on("loaded",async()=>{this.result=await this.getResult(),this.render(),this.trigger("new-result"),e(this.result)})})}async load(){await this.getOptions()}async getOptions(){if(this.cache=this.plugin.app.metadataCache.getFileCache(this.file),!this.cache||!this.cache.blocks||!(this.block in this.cache.blocks))throw new Error(`Could not read file cache. Does the block reference exist? + +${this.path} > ${this.block}`);let e=this.cache.sections?.find(t=>t.position==this.cache.blocks[this.block].position);if(this.position=this.cache.blocks[this.block].position,this.content=(await this.plugin.app.vault.cachedRead(this.file))?.slice(this.position.start.offset,this.position.end.offset),e&&e.type==="list")this.options=this.content.split(` +`);else{let t=Ic(this.content);if(Object.keys(t.columns).length===2&&/dice:\s*([\s\S]+)\s*?/.test(Object.keys(t.columns)[0])){let i=await this.plugin.getRoller(Object.keys(t.columns)[0].split(":").pop(),this.source);i instanceof _2&&(this.lookupRoller=i,this.lookupRanges=t.rows.map(a=>{let[r,s]=a.replace(/\\\|/g,"{ESCAPED_PIPE}").split("|").map(l=>l.replace(/{ESCAPED_PIPE}/g,"\\|")).map(l=>l.trim()),[,o,c]=r.match(/(\d+)(?:[^\d]+?(\d+))?/)??[];if(!(!o&&!c))return[[Number(o),c?Number(c):void 0],s]}),this.isLookup=!0)}if(this.header&&t.columns[this.header])this.options=t.columns[this.header];else{if(this.header)throw new Error(`Header ${this.header} was not found in table ${this.path} > ${this.block}.`);this.options=t.rows}}this.loaded=!0,this.trigger("loaded")}toResult(){return{type:"table",result:this.result}}async applyResult(e){e.type==="table"&&(e.result&&(this.result=e.result),await this.render())}},Pc=/^\|?([\s\S]+?)\|?$/,_a=/\|/g;function Ic(n){let e=n.split(` +`),i=e.map(s=>(s.trim().match(Pc)??[,s.trim()])[1])[0].replace("\\|","{ESCAPED_PIPE}").split(_a),a=[],r=[];for(let s in i){let o=i[s];o.trim().length||(o=s),r.push([o.trim(),[]])}for(let s of e.slice(2)){let o=s.trim().replace(/\\\|/g,"{ESCAPED_PIPE}").split(_a).map(c=>c.replace(/{ESCAPED_PIPE}/g,"\\|")).map(c=>c.trim()).filter(c=>c.length);a.push(o.join(" | "));for(let c in o){let l=o[c].trim();!l.length||!r[c]||r[c][1].push(l)}}return{columns:Object.fromEntries(r),rows:a}}var D1=w2(require("obsidian"));var u6=class extends D1.PluginSettingTab{constructor(e,t){super(e,t);this.plugin=t;this.plugin=t}async display(){let{containerEl:e}=this;e.empty(),e.addClass("dice-roller-settings"),e.createEl("h2",{text:"Dice Roller Settings"}),this.buildGenerics(e.createDiv()),this.buildDisplay(e.createDiv()),this.buildDice(e.createDiv()),this.buildTables(e.createDiv()),this.buildSections(e.createDiv()),this.buildTags(e.createDiv()),this.buildView(e.createDiv()),this.buildRender(e.createDiv()),this.buildFormulaSettings(e.createDiv("dice-roller-setting-additional-container")),e.createDiv("coffee").createEl("a",{href:"https://www.buymeacoffee.com/valentine195"}).createEl("img",{attr:{src:"https://img.buymeacoffee.com/button-api/?text=Buy me a coffee&emoji=\u2615&slug=valentine195&button_colour=e3e7ef&font_colour=262626&font_family=Inter&outline_colour=262626&coffee_colour=ff0000"}})}buildGenerics(e){e.empty(),new D1.Setting(e).setName("Globally Save Results").setDesc(createFragment(t=>{t.createSpan({text:"Dice results will be saved by default. This can be overridden using "}),t.createEl("code",{text:"dice-: formula"}),t.createEl("p",{text:"Please note that the plugin will attempt to save the result but may not be able to."})})).addToggle(t=>{t.setValue(this.plugin.data.persistResults),t.onChange(async i=>{this.plugin.data.persistResults=i,await this.plugin.saveSettings()})})}buildDisplay(e){e.empty(),new D1.Setting(e).setHeading().setName("Dice Display"),new D1.Setting(e).setName("Display Formula With Results").setDesc("Both the formula and the results will both be displayed in preview mode.").addToggle(t=>{t.setValue(this.plugin.data.displayResultsInline),t.onChange(async i=>{this.plugin.data.displayResultsInline=i,await this.plugin.saveSettings()})}),new D1.Setting(e).setName("Display Dice Button With Results").setDesc("A dice button will appear next to results.").addToggle(t=>{t.setValue(this.plugin.data.showDice),t.onChange(async i=>{this.plugin.data.showDice=i,await this.plugin.saveSettings()})}),new D1.Setting(e).setName("Add Formula When Using Modify Dice").setDesc(createFragment(t=>{t.createSpan({text:"Both the formula and the results will both be added to the note when using "}),t.createEl("code",{text:"dice-mod"}),t.createSpan({text:"."})})).addToggle(t=>{t.setValue(this.plugin.data.displayFormulaForMod),t.onChange(async i=>{this.plugin.data.displayFormulaForMod=i,await this.plugin.saveSettings()})})}buildDice(e){e.empty(),new D1.Setting(e).setHeading().setName("Dice Rollers"),new D1.Setting(e).setName("Default Face").setDesc("Use this as the number of faces when it is omitted.").addText(t=>{t.setValue(`${this.plugin.data.defaultFace}`),t.inputEl.onblur=async()=>{isNaN(Number(t.inputEl.value))&&new D1.Notice("The default face must be a number."),this.plugin.data.defaultFace=Number(t.inputEl.value),await this.plugin.saveSettings()}}),new D1.Setting(e).setName("Round Results").setDesc("Determine the rounding behavior for dice results.").addDropdown(t=>{t.addOptions(de).setValue(this.plugin.data.round).onChange(i=>{this.plugin.data.round=i,this.plugin.saveSettings()})}),new D1.Setting(e).setName("Always Render Dice").setDesc(createFragment(t=>{t.createSpan({text:"Dice rolled in notes will always be rendered. Use the "}),t.createEl("code",{text:"|norender"}),t.createSpan({text:" flag to prevent it."})})).addToggle(t=>{t.setValue(this.plugin.data.renderAllDice).onChange(i=>{this.plugin.data.renderAllDice=i,this.plugin.saveSettings()})})}buildTables(e){e.empty(),new D1.Setting(e).setHeading().setName("Table Rollers"),new D1.Setting(e).setName("Display Lookup Table Roll").setDesc("Lookup table rolls will display the rolled number along with the result.").addToggle(t=>{t.setValue(this.plugin.data.displayLookupRoll),t.onChange(async i=>{this.plugin.data.displayLookupRoll=i,await this.plugin.saveSettings()})})}buildSections(e){e.empty(),new D1.Setting(e).setHeading().setName("Section Rollers"),new D1.Setting(e).setName("Add Copy Button to Section Results").setDesc("Randomly rolled sections will have a copy-content button to easy add result to clipboard.").addToggle(t=>{t.setValue(this.plugin.data.copyContentButton),t.onChange(async i=>{this.plugin.data.copyContentButton=i,await this.plugin.saveSettings()})})}buildTags(e){e.empty(),new D1.Setting(e).setHeading().setName("Tag Rollers"),new D1.Setting(e).setName("Roll All Files for Tags").setDesc("Return a result for each file when rolling tags.").addToggle(t=>{t.setValue(this.plugin.data.returnAllTags),t.onChange(async i=>{this.plugin.data.returnAllTags=i,await this.plugin.saveSettings()})}),new D1.Setting(e).setName("Always Return Links for Tags").setDesc("Enables random link rolling with the link parameter. Override by specifying a section type.").addToggle(t=>{t.setValue(this.plugin.data.rollLinksForTags),t.onChange(async i=>{this.plugin.data.rollLinksForTags=i,await this.plugin.saveSettings()})})}buildView(e){e.empty(),new D1.Setting(e).setHeading().setName("Dice View"),new D1.Setting(e).setName("Open Dice View on Startup").setDesc("The dice view can always be opened using the command from the command palette.").addToggle(t=>{t.setValue(this.plugin.data.showLeafOnStartup),t.onChange(async i=>{this.plugin.data.showLeafOnStartup=i,await this.plugin.saveSettings()})})}buildRender(e){e.empty(),new D1.Setting(e).setHeading().setName("Graphical Dice"),new D1.Setting(e).setName("Display graphics for Dice View Rolls").setDesc("Dice rolls from dice view will be displayed on screen.").addToggle(a=>{a.setValue(this.plugin.data.renderer),a.onChange(async r=>{this.plugin.data.renderer=r,await this.plugin.saveSettings()})}),new D1.Setting(e).setName("Display Time for Dice Graphics").setDesc("Rendered dice will stay on screen for this number of milliseconds. Leave blank to require a click to clear dice.").addText(a=>{a.inputEl.setAttr("type","number"),a.inputEl.onblur=r=>{Number(a.getValue())<0&&(new D1.Notice("Render time cannot be less than 0."),a.setValue("0"))},a.setValue(`${this.plugin.data.renderTime}`),a.onChange(async r=>{r&&Number(r)<0||isNaN(Number(r))||(this.plugin.data.renderTime=Number(r),await this.plugin.saveSettings())})}).addExtraButton(a=>{a.setIcon("reset").setTooltip("Reset to Default").onClick(async()=>{this.plugin.data.renderTime=h6.renderTime,await this.plugin.saveSettings(),this.buildRender(e)})}),new D1.Setting(e).setName("Dice Base Color").setDesc("Rendered dice will be this color.").controlEl.createEl("input",{type:"color",value:this.plugin.data.diceColor},a=>{a.value=this.plugin.data.diceColor,a.onchange=async({target:r})=>{let s=r.value;this.plugin.data.diceColor=s,await this.plugin.saveSettings(),this.plugin.app.workspace.trigger("dice-roller:update-colors")}}),new D1.Setting(e).setName("Dice Text Color").setDesc("Rendered dice will use this color for their numbers.").controlEl.createEl("input",{type:"color",value:this.plugin.data.textColor},a=>{a.value=this.plugin.data.textColor,a.onchange=async({target:r})=>{let s=r.value;!s||(this.plugin.data.textColor=s,await this.plugin.saveSettings(),this.plugin.app.workspace.trigger("dice-roller:update-colors"))}})}buildFormulaSettings(e){e.empty(),new D1.Setting(e).setHeading().setName("Saved Formulas");let t=e.createDiv();new D1.Setting(t).setName("Add Formula").setDesc("Add a new formula shortcut.").addButton(r=>r.setTooltip("Add Formula").setButtonText("+").onClick(async()=>{let o=await this.buildFormulaForm(t);o&&(this.plugin.data.formulas[o.alias]=o.formula,this.buildFormulaSettings(e),await this.plugin.saveSettings())}));let i=e.createDiv("additional"),a=this.plugin.data.formulas;for(let[r,s]of Object.entries(a)){let o=new D1.Setting(i).setName(r);o.controlEl.createSpan({text:s}),o.addExtraButton(c=>c.setIcon("pencil").setTooltip("Edit").onClick(async()=>{let l=await this.buildFormulaForm(t,{alias:r,formula:s});l&&(delete this.plugin.data.formulas[r],this.plugin.data.formulas[l.alias]=l.formula,this.buildFormulaSettings(e),await this.plugin.saveSettings())})).addExtraButton(c=>c.setIcon("trash").setTooltip("Delete").onClick(async()=>{delete this.plugin.data.formulas[r],await this.plugin.saveSettings(),this.buildFormulaSettings(e)}))}Object.values(a).length||i.createSpan({text:"Create a formula to see it here!",cls:"no-formulas"})}async buildFormulaForm(e,t={alias:null,formula:null}){return new Promise(i=>{let a=e.createDiv("add-new-formula"),r=a.createDiv("formula-data");new D1.Setting(r).setName("Alias").addText(o=>{o.setValue(t.alias).onChange(c=>t.alias=c)}),new D1.Setting(r).setName("Formula").addText(o=>{o.setValue(t.formula).onChange(c=>t.formula=c)});let s=a.createDiv("formula-buttons");new D1.Setting(s).addButton(o=>o.setCta().setButtonText("Save").onClick(async()=>{a.detach(),i(t)})).addExtraButton(o=>o.setIcon("cross").setTooltip("Cancel").onClick(()=>{a.detach(),i(null)}))})}};var E1=w2(require("obsidian"));var M4="DICE_ROLLER_VIEW",kc='',Uc='',Oc='',Gc='',qc='',Wc='',jc='';(0,E1.addIcon)("d4",kc);(0,E1.addIcon)("d6",Uc);(0,E1.addIcon)("d8",Oc);(0,E1.addIcon)("d10",Gc);(0,E1.addIcon)("d12",qc);(0,E1.addIcon)("d20",Wc);(0,E1.addIcon)("d100",jc);(0,E1.addIcon)("dice-roller-save",'');(0,E1.addIcon)("dice-roller-plus",'');(0,E1.addIcon)("dice-roller-minus",'');var Je=class extends E1.ItemView{constructor(e,t){super(t);this.plugin=e;this.leaf=t;this.dice=Je.DICE();this.custom="";this.adv=!1;this.dis=!1;this.add=0;this.contentEl.addClass("dice-roller-view"),this.registerEvent(this.plugin.app.workspace.on("dice-roller:update-colors",()=>{this.renderer.factory.updateColors()}))}static DICE(){return{d4:0,d6:0,d8:0,d10:0,d12:0,d20:0,d100:0}}get customFormulas(){return this.plugin.data.customFormulas}get renderer(){return this.plugin.renderer}async onOpen(){this.display()}async display(){this.contentEl.empty(),this.gridEl=this.contentEl.createDiv("dice-roller-grid"),this.formulaEl=this.contentEl.createDiv("dice-roller-formula");let e=this.contentEl.createDiv("dice-roller-results-container"),t=e.createDiv("dice-roller-results-header");t.createEl("h4",{text:"Results"}),new E1.ExtraButtonComponent(t.createDiv("clear-all")).setIcon("trash").setTooltip("Clear All").onClick(()=>{this.resultEl.empty(),this.resultEl.append(this.noResultsEl)}),this.resultEl=e.createDiv("dice-roller-results"),this.noResultsEl=this.resultEl.createSpan({text:"No results yet! Roll some dice to get started :)"}),this.buildButtons(),this.buildFormula()}buildButtons(){this.gridEl.empty();let e=this.gridEl.createDiv("dice-buttons");for(let o in this.dice){let c=new E1.ExtraButtonComponent(e.createDiv("dice-button")).setIcon(o);c.extraSettingsEl.onclick=async l=>{let u=l.getModifierState("Shift")?-1:1;this.dice[o]+=u,this.setFormula();let f=await this.plugin.getRoller(this.formulaComponent.inputEl.value,"view");f instanceof _2&&(this.stack=f)}}let t=this.gridEl.createDiv("advantage-disadvantage"),i=new E1.ButtonComponent(t).setButtonText("ADV").onClick(()=>{this.adv=!this.adv,this.dis=!1,this.adv?(i.setCta(),a.removeCta()):i.removeCta(),this.setFormula()}),a=new E1.ButtonComponent(t).setButtonText("DIS").onClick(()=>{this.dis=!this.dis,this.dis?(a.setCta(),i.removeCta()):a.removeCta(),this.adv=!1,this.setFormula()}),r=this.gridEl.createDiv("dice-context").createDiv("add-subtract");new E1.ExtraButtonComponent(r).setIcon("dice-roller-minus").onClick(()=>{this.add-=1,s.setValue(`${this.add}`),this.setFormula()});let s=new E1.TextComponent(r).setValue(`${this.add?this.add:""}`).onChange(o=>{isNaN(Number(o))||(this.add=Number(o)),this.setFormula()});if(new E1.ExtraButtonComponent(r).setIcon("dice-roller-plus").onClick(()=>{this.add+=1,s.setValue(`${this.add}`),this.setFormula()}),this.customFormulas.length){let o=this.gridEl.createDiv("dice-roller-results-container");o.createDiv("dice-roller-results-header").createEl("h4",{text:"Saved Formulas"});for(let l of this.customFormulas){let u=o.createDiv("dice-custom-formula-container"),f=u.createDiv("dice-custom-formula");new E1.ExtraButtonComponent(f).setIcon(De).setTooltip("Roll").onClick(()=>this.roll(l)),f.createSpan({text:l}),new E1.ExtraButtonComponent(u).setIcon("trash").setTooltip("Remove").onClick(()=>{this.plugin.data.customFormulas=this.plugin.data.customFormulas.filter(h=>h!=l),this.plugin.saveSettings(),this.buildButtons()})}}}async roll(e=this.formulaComponent.inputEl.value){if(!e)return;this.rollButton.setDisabled(!0);let t=await this.plugin.getRoller(e,"view");if(!(t instanceof _2)){new E1.Notice("The Dice View only supports dice rolls.");return}if(await t.roll(),!t.dice.length){new E1.Notice("Invalid formula.");return}try{this.plugin.data.renderer&&(this.addChild(this.renderer),this.renderer.setDice(t),await this.renderer.start(),t.recalculate())}catch(i){new E1.Notice("There was an error rendering the roll."),console.error(i)}this.rollButton.setDisabled(!1),this.addResult({result:t.result,original:t.original,resultText:t.resultText}),this.dice=Je.DICE(),this.add=null,this.adv=!1,this.dis=!1,this.buildButtons(),this.setFormula()}buildFormula(){this.formulaEl.empty(),this.formulaComponent=new E1.TextAreaComponent(this.formulaEl).setPlaceholder("Dice Formula"),this.formulaComponent.onChange((0,E1.debounce)(async t=>{},500,!0));let e=this.formulaEl.createDiv("action-buttons");this.saveButton=new E1.ButtonComponent(e).setIcon("plus-with-circle").setCta().setTooltip("Save Formula").onClick(()=>this.save()),this.saveButton.buttonEl.addClass("dice-roller-roll"),this.rollButton=new E1.ButtonComponent(e).setIcon(De).setCta().setTooltip("Roll").onClick(()=>this.roll()),this.rollButton.buttonEl.addClass("dice-roller-roll")}save(){!this.formulaComponent.inputEl.value||(this.plugin.data.customFormulas.push(this.formulaComponent.inputEl.value),this.buildButtons(),this.plugin.saveSettings())}addResult(e){this.noResultsEl&&this.noResultsEl.detach();let t=createDiv("view-result");t.createSpan({text:e.original}),t.createEl("strong",{text:`${e.result}`,attr:{"aria-label":e.resultText}});let i=t.createDiv("result-context");i.createEl("em",{text:new Date().toLocaleString()}),new E1.ExtraButtonComponent(i).setIcon("trash").onClick(()=>{t.detach(),this.resultEl.children.length===0&&this.resultEl.prepend(this.noResultsEl)}),new E1.ExtraButtonComponent(i).setIcon(Te).setTooltip("Copy Result").onClick(async()=>{await navigator.clipboard.writeText(`${e.result}`)}).extraSettingsEl.addClass("dice-content-copy"),new E1.ExtraButtonComponent(i).setIcon(De).setTooltip("Roll Again").onClick(()=>this.roll(e.original)).extraSettingsEl.addClass("dice-result-reroll"),this.resultEl.prepend(t)}get formulaString(){let e=[],t=Object.entries(this.dice).filter(([a,r])=>r!=0);if(!t.length)return"";t.sort((a,r)=>Number(r[0].slice(1))-Number(a[0].slice(1)));let i=t.shift();return e.push(`${i[1]}${i[0]}`),this.adv?e.push("kh"):this.dis&&e.push("dh"),t.length&&e.push(...t.map(([a,r])=>`${r>0?"+":"-"}${Math.abs(r)}${a}`)),this.add&&this.add!=0&&(e.push(this.add>0?"+":"-"),e.push(Math.abs(this.add))),e.join("")}setFormula(){this.formulaComponent.setValue(this.formulaString)}getDisplayText(){return"Dice Roller"}getViewType(){return M4}getIcon(){return De}async onClose(){await super.onClose(),this.renderer.unload()}};var Xt=w2(require("obsidian"));var S2=class{constructor(e=[0,0,0,0,0,0,0,0,0]){this.elements=void 0,this.elements=e}identity(){let e=this.elements;e[0]=1,e[1]=0,e[2]=0,e[3]=0,e[4]=1,e[5]=0,e[6]=0,e[7]=0,e[8]=1}setZero(){let e=this.elements;e[0]=0,e[1]=0,e[2]=0,e[3]=0,e[4]=0,e[5]=0,e[6]=0,e[7]=0,e[8]=0}setTrace(e){let t=this.elements;t[0]=e.x,t[4]=e.y,t[8]=e.z}getTrace(e=new y){let t=this.elements;return e.x=t[0],e.y=t[4],e.z=t[8],e}vmult(e,t=new y){let i=this.elements,a=e.x,r=e.y,s=e.z;return t.x=i[0]*a+i[1]*r+i[2]*s,t.y=i[3]*a+i[4]*r+i[5]*s,t.z=i[6]*a+i[7]*r+i[8]*s,t}smult(e){for(let t=0;t0){let r=1/a;this.x*=r,this.y*=r,this.z*=r}else this.x=0,this.y=0,this.z=0;return a}unit(e=new y){let t=this.x,i=this.y,a=this.z,r=Math.sqrt(t*t+i*i+a*a);return r>0?(r=1/r,e.x=t*r,e.y=i*r,e.z=a*r):(e.x=1,e.y=0,e.z=0),e}length(){let e=this.x,t=this.y,i=this.z;return Math.sqrt(e*e+t*t+i*i)}lengthSquared(){return this.dot(this)}distanceTo(e){let t=this.x,i=this.y,a=this.z,r=e.x,s=e.y,o=e.z;return Math.sqrt((r-t)*(r-t)+(s-i)*(s-i)+(o-a)*(o-a))}distanceSquared(e){let t=this.x,i=this.y,a=this.z,r=e.x,s=e.y,o=e.z;return(r-t)*(r-t)+(s-i)*(s-i)+(o-a)*(o-a)}scale(e,t=new y){let i=this.x,a=this.y,r=this.z;return t.x=e*i,t.y=e*a,t.z=e*r,t}vmul(e,t=new y){return t.x=e.x*this.x,t.y=e.y*this.y,t.z=e.z*this.z,t}addScaledVector(e,t,i=new y){return i.x=this.x+e*t.x,i.y=this.y+e*t.y,i.z=this.z+e*t.z,i}dot(e){return this.x*e.x+this.y*e.y+this.z*e.z}isZero(){return this.x===0&&this.y===0&&this.z===0}negate(e=new y){return e.x=-this.x,e.y=-this.y,e.z=-this.z,e}tangents(e,t){let i=this.length();if(i>0){let a=Zc,r=1/i;a.set(this.x*r,this.y*r,this.z*r);let s=Yc;Math.abs(a.x)<.9?(s.set(1,0,0),a.cross(s,e)):(s.set(0,1,0),a.cross(s,e)),a.cross(e,t)}else e.set(1,0,0),t.set(0,1,0)}toString(){return this.x+","+this.y+","+this.z}toArray(){return[this.x,this.y,this.z]}copy(e){return this.x=e.x,this.y=e.y,this.z=e.z,this}lerp(e,t,i){let a=this.x,r=this.y,s=this.z;i.x=a+(e.x-a)*t,i.y=r+(e.y-r)*t,i.z=s+(e.z-s)*t}almostEquals(e,t=1e-6){return!(Math.abs(this.x-e.x)>t||Math.abs(this.y-e.y)>t||Math.abs(this.z-e.z)>t)}almostZero(e=1e-6){return!(Math.abs(this.x)>e||Math.abs(this.y)>e||Math.abs(this.z)>e)}isAntiparallelTo(e,t){return this.negate(Sa),Sa.almostEquals(e,t)}clone(){return new y(this.x,this.y,this.z)}};y.ZERO=void 0;y.UNIT_X=void 0;y.UNIT_Y=void 0;y.UNIT_Z=void 0;y.ZERO=new y(0,0,0);y.UNIT_X=new y(1,0,0);y.UNIT_Y=new y(0,1,0);y.UNIT_Z=new y(0,0,1);var Zc=new y,Yc=new y,Sa=new y,E2=class{constructor(e={}){this.lowerBound=void 0,this.upperBound=void 0,this.lowerBound=new y,this.upperBound=new y,e.lowerBound&&this.lowerBound.copy(e.lowerBound),e.upperBound&&this.upperBound.copy(e.upperBound)}setFromPoints(e,t,i,a){let r=this.lowerBound,s=this.upperBound,o=i;r.copy(e[0]),o&&o.vmult(r,r),s.copy(r);for(let c=1;cs.x&&(s.x=l.x),l.xs.y&&(s.y=l.y),l.ys.z&&(s.z=l.z),l.z=r.x&&t.y<=a.y&&i.y>=r.y&&t.z<=a.z&&i.z>=r.z}getCorners(e,t,i,a,r,s,o,c){let l=this.lowerBound,u=this.upperBound;e.copy(l),t.set(u.x,l.y,l.z),i.set(u.x,u.y,l.z),a.set(l.x,u.y,u.z),r.set(u.x,l.y,u.z),s.set(l.x,u.y,l.z),o.set(l.x,l.y,u.z),c.copy(u)}toLocalFrame(e,t){let i=La,a=i[0],r=i[1],s=i[2],o=i[3],c=i[4],l=i[5],u=i[6],f=i[7];this.getCorners(a,r,s,o,c,l,u,f);for(let h=0;h!==8;h++){let m=i[h];e.pointToLocal(m,m)}return t.setFromPoints(i)}toWorldFrame(e,t){let i=La,a=i[0],r=i[1],s=i[2],o=i[3],c=i[4],l=i[5],u=i[6],f=i[7];this.getCorners(a,r,s,o,c,l,u,f);for(let h=0;h!==8;h++){let m=i[h];e.pointToWorld(m,m)}return t.setFromPoints(i)}overlapsRay(e){let{direction:t,from:i}=e,a=1/t.x,r=1/t.y,s=1/t.z,o=(this.lowerBound.x-i.x)*a,c=(this.upperBound.x-i.x)*a,l=(this.lowerBound.y-i.y)*r,u=(this.upperBound.y-i.y)*r,f=(this.lowerBound.z-i.z)*s,h=(this.upperBound.z-i.z)*s,m=Math.max(Math.max(Math.min(o,c),Math.min(l,u)),Math.min(f,h)),v=Math.min(Math.min(Math.max(o,c),Math.max(l,u)),Math.max(f,h));return!(v<0||m>v)}},Ea=new y,La=[new y,new y,new y,new y,new y,new y,new y,new y],B0=class{constructor(){this.matrix=void 0,this.matrix=[]}get(e,t){let{index:i}=e,{index:a}=t;if(a>i){let r=a;a=i,i=r}return this.matrix[(i*(i+1)>>1)+a-1]}set(e,t,i){let{index:a}=e,{index:r}=t;if(r>a){let s=r;r=a,a=s}this.matrix[(a*(a+1)>>1)+r-1]=i?1:0}reset(){for(let e=0,t=this.matrix.length;e!==t;e++)this.matrix[e]=0}setNumObjects(e){this.matrix.length=e*(e-1)>>1}},P0=class{constructor(){this._listeners=void 0}addEventListener(e,t){this._listeners===void 0&&(this._listeners={});let i=this._listeners;return i[e]===void 0&&(i[e]=[]),i[e].includes(t)||i[e].push(t),this}hasEventListener(e,t){if(this._listeners===void 0)return!1;let i=this._listeners;return!!(i[e]!==void 0&&i[e].includes(t))}hasAnyEventListener(e){return this._listeners===void 0?!1:this._listeners[e]!==void 0}removeEventListener(e,t){if(this._listeners===void 0)return this;let i=this._listeners;if(i[e]===void 0)return this;let a=i[e].indexOf(t);return a!==-1&&i[e].splice(a,1),this}dispatchEvent(e){if(this._listeners===void 0)return this;let i=this._listeners[e.type];if(i!==void 0){e.target=this;for(let a=0,r=i.length;a.499&&(i=2*Math.atan2(s,l),a=Math.PI/2,r=0),u<-.499&&(i=-2*Math.atan2(s,l),a=-Math.PI/2,r=0),i===void 0){let f=s*s,h=o*o,m=c*c;i=Math.atan2(2*o*l-2*s*c,1-2*h-2*m),a=Math.asin(2*u),r=Math.atan2(2*s*l-2*o*c,1-2*f-2*m)}break;default:throw new Error("Euler order "+t+" not supported yet.")}e.y=i,e.z=a,e.x=r}setFromEuler(e,t,i,a="XYZ"){let r=Math.cos(e/2),s=Math.cos(t/2),o=Math.cos(i/2),c=Math.sin(e/2),l=Math.sin(t/2),u=Math.sin(i/2);return a==="XYZ"?(this.x=c*s*o+r*l*u,this.y=r*l*o-c*s*u,this.z=r*s*u+c*l*o,this.w=r*s*o-c*l*u):a==="YXZ"?(this.x=c*s*o+r*l*u,this.y=r*l*o-c*s*u,this.z=r*s*u-c*l*o,this.w=r*s*o+c*l*u):a==="ZXY"?(this.x=c*s*o-r*l*u,this.y=r*l*o+c*s*u,this.z=r*s*u+c*l*o,this.w=r*s*o-c*l*u):a==="ZYX"?(this.x=c*s*o-r*l*u,this.y=r*l*o+c*s*u,this.z=r*s*u-c*l*o,this.w=r*s*o+c*l*u):a==="YZX"?(this.x=c*s*o+r*l*u,this.y=r*l*o+c*s*u,this.z=r*s*u-c*l*o,this.w=r*s*o-c*l*u):a==="XZY"&&(this.x=c*s*o-r*l*u,this.y=r*l*o-c*s*u,this.z=r*s*u+c*l*o,this.w=r*s*o+c*l*u),this}clone(){return new O1(this.x,this.y,this.z,this.w)}slerp(e,t,i=new O1){let a=this.x,r=this.y,s=this.z,o=this.w,c=e.x,l=e.y,u=e.z,f=e.w,h,m,v,g,x;return m=a*c+r*l+s*u+o*f,m<0&&(m=-m,c=-c,l=-l,u=-u,f=-f),1-m>1e-6?(h=Math.acos(m),v=Math.sin(h),g=Math.sin((1-t)*h)/v,x=Math.sin(t*h)/v):(g=1-t,x=t),i.x=g*a+x*c,i.y=g*r+x*l,i.z=g*s+x*u,i.w=g*o+x*f,i}integrate(e,t,i,a=new O1){let r=e.x*i.x,s=e.y*i.y,o=e.z*i.z,c=this.x,l=this.y,u=this.z,f=this.w,h=t*.5;return a.x+=h*(r*f+s*u-o*l),a.y+=h*(s*f+o*c-r*u),a.z+=h*(o*f+r*l-s*c),a.w+=h*(-r*c-s*l-o*u),a}},$c=new y,Kc=new y,Jc={SPHERE:1,PLANE:2,BOX:4,COMPOUND:8,CONVEXPOLYHEDRON:16,HEIGHTFIELD:32,PARTICLE:64,CYLINDER:128,TRIMESH:256},c1=class{constructor(e={}){this.id=void 0,this.type=void 0,this.boundingSphereRadius=void 0,this.collisionResponse=void 0,this.collisionFilterGroup=void 0,this.collisionFilterMask=void 0,this.material=void 0,this.body=void 0,this.id=c1.idCounter++,this.type=e.type||0,this.boundingSphereRadius=0,this.collisionResponse=e.collisionResponse?e.collisionResponse:!0,this.collisionFilterGroup=e.collisionFilterGroup!==void 0?e.collisionFilterGroup:1,this.collisionFilterMask=e.collisionFilterMask!==void 0?e.collisionFilterMask:-1,this.material=e.material?e.material:null,this.body=null}updateBoundingSphereRadius(){throw"computeBoundingSphereRadius() not implemented for shape type "+this.type}volume(){throw"volume() not implemented for shape type "+this.type}calculateLocalInertia(e,t){throw"calculateLocalInertia() not implemented for shape type "+this.type}calculateWorldAABB(e,t,i,a){throw"calculateWorldAABB() not implemented for shape type "+this.type}};c1.idCounter=0;c1.types=Jc;var N1=class{constructor(e={}){this.position=void 0,this.quaternion=void 0,this.position=new y,this.quaternion=new O1,e.position&&this.position.copy(e.position),e.quaternion&&this.quaternion.copy(e.quaternion)}pointToLocal(e,t){return N1.pointToLocalFrame(this.position,this.quaternion,e,t)}pointToWorld(e,t){return N1.pointToWorldFrame(this.position,this.quaternion,e,t)}vectorToWorldFrame(e,t=new y){return this.quaternion.vmult(e,t),t}static pointToLocalFrame(e,t,i,a=new y){return i.vsub(e,a),t.conjugate(Da),Da.vmult(a,a),a}static pointToWorldFrame(e,t,i,a=new y){return t.vmult(i,a),a.vadd(e,a),a}static vectorToWorldFrame(e,t,i=new y){return e.vmult(t,i),i}static vectorToLocalFrame(e,t,i,a=new y){return t.w*=-1,t.vmult(i,a),t.w*=-1,a}},Da=new O1,Qe=class extends c1{constructor(e={}){let{vertices:t=[],faces:i=[],normals:a=[],axes:r,boundingSphereRadius:s}=e;super({type:c1.types.CONVEXPOLYHEDRON});this.vertices=void 0,this.faces=void 0,this.faceNormals=void 0,this.worldVertices=void 0,this.worldVerticesNeedsUpdate=void 0,this.worldFaceNormals=void 0,this.worldFaceNormalsNeedsUpdate=void 0,this.uniqueAxes=void 0,this.uniqueEdges=void 0,this.vertices=t,this.faces=i,this.faceNormals=a,this.faceNormals.length===0&&this.computeNormals(),s?this.boundingSphereRadius=s:this.updateBoundingSphereRadius(),this.worldVertices=[],this.worldVerticesNeedsUpdate=!0,this.worldFaceNormals=[],this.worldFaceNormalsNeedsUpdate=!0,this.uniqueAxes=r?r.slice():null,this.uniqueEdges=[],this.computeEdges()}computeEdges(){let e=this.faces,t=this.vertices,i=this.uniqueEdges;i.length=0;let a=new y;for(let r=0;r!==e.length;r++){let s=e[r],o=s.length;for(let c=0;c!==o;c++){let l=(c+1)%o;t[s[c]].vsub(t[s[l]],a),a.normalize();let u=!1;for(let f=0;f!==i.length;f++)if(i[f].almostEquals(a)||i[f].almostEquals(a)){u=!0;break}u||i.push(a.clone())}}}computeNormals(){this.faceNormals.length=this.faces.length;for(let e=0;eh&&(h=g,f=v)}let m=[];for(let v=0;v=0&&this.clipFaceAgainstHull(s,e,t,m,o,c,l)}findSeparatingAxis(e,t,i,a,r,s,o,c){let l=new y,u=new y,f=new y,h=new y,m=new y,v=new y,g=Number.MAX_VALUE,x=this;if(x.uniqueAxes)for(let p=0;p!==x.uniqueAxes.length;p++){i.vmult(x.uniqueAxes[p],l);let d=x.testSepAxis(l,e,t,i,a,r);if(d===!1)return!1;d0&&s.negate(s),!0}testSepAxis(e,t,i,a,r,s){let o=this;Qe.project(o,e,i,a,I0),Qe.project(t,e,r,s,k0);let c=I0[0],l=I0[1],u=k0[0],f=k0[1];if(c0?1/t:0,this.material=e.material||null,this.linearDamping=typeof e.linearDamping=="number"?e.linearDamping:.01,this.type=t<=0?i1.STATIC:i1.DYNAMIC,typeof e.type==typeof i1.STATIC&&(this.type=e.type),this.allowSleep=typeof e.allowSleep!="undefined"?e.allowSleep:!0,this.sleepState=i1.AWAKE,this.sleepSpeedLimit=typeof e.sleepSpeedLimit!="undefined"?e.sleepSpeedLimit:.1,this.sleepTimeLimit=typeof e.sleepTimeLimit!="undefined"?e.sleepTimeLimit:1,this.timeLastSleepy=0,this.wakeUpAfterNarrowphase=!1,this.torque=new y,this.quaternion=new O1,this.initQuaternion=new O1,this.previousQuaternion=new O1,this.interpolatedQuaternion=new O1,e.quaternion&&(this.quaternion.copy(e.quaternion),this.initQuaternion.copy(e.quaternion),this.previousQuaternion.copy(e.quaternion),this.interpolatedQuaternion.copy(e.quaternion)),this.angularVelocity=new y,e.angularVelocity&&this.angularVelocity.copy(e.angularVelocity),this.initAngularVelocity=new y,this.shapes=[],this.shapeOffsets=[],this.shapeOrientations=[],this.inertia=new y,this.invInertia=new y,this.invInertiaWorld=new S2,this.invMassSolve=0,this.invInertiaSolve=new y,this.invInertiaWorldSolve=new S2,this.fixedRotation=typeof e.fixedRotation!="undefined"?e.fixedRotation:!1,this.angularDamping=typeof e.angularDamping!="undefined"?e.angularDamping:.01,this.linearFactor=new y(1,1,1),e.linearFactor&&this.linearFactor.copy(e.linearFactor),this.angularFactor=new y(1,1,1),e.angularFactor&&this.angularFactor.copy(e.angularFactor),this.aabb=new E2,this.aabbNeedsUpdate=!0,this.boundingRadius=0,this.wlambda=new y,this.isTrigger=Boolean(e.isTrigger),e.shape&&this.addShape(e.shape),this.updateMassProperties()}wakeUp(){let e=this.sleepState;this.sleepState=i1.AWAKE,this.wakeUpAfterNarrowphase=!1,e===i1.SLEEPING&&this.dispatchEvent(i1.wakeupEvent)}sleep(){this.sleepState=i1.SLEEPING,this.velocity.set(0,0,0),this.angularVelocity.set(0,0,0),this.wakeUpAfterNarrowphase=!1}sleepTick(e){if(this.allowSleep){let t=this.sleepState,i=this.velocity.lengthSquared()+this.angularVelocity.lengthSquared(),a=this.sleepSpeedLimit**2;t===i1.AWAKE&&ia?this.wakeUp():t===i1.SLEEPY&&e-this.timeLastSleepy>this.sleepTimeLimit&&(this.sleep(),this.dispatchEvent(i1.sleepEvent))}}updateSolveMassProperties(){this.sleepState===i1.SLEEPING||this.type===i1.KINEMATIC?(this.invMassSolve=0,this.invInertiaSolve.setZero(),this.invInertiaWorldSolve.setZero()):(this.invMassSolve=this.invMass,this.invInertiaSolve.copy(this.invInertia),this.invInertiaWorldSolve.copy(this.invInertiaWorld))}pointToLocalFrame(e,t=new y){return e.vsub(this.position,t),this.quaternion.conjugate().vmult(t,t),t}vectorToLocalFrame(e,t=new y){return this.quaternion.conjugate().vmult(e,t),t}pointToWorldFrame(e,t=new y){return this.quaternion.vmult(e,t),t.vadd(this.position,t),t}vectorToWorldFrame(e,t=new y){return this.quaternion.vmult(e,t),t}addShape(e,t,i){let a=new y,r=new O1;return t&&a.copy(t),i&&r.copy(i),this.shapes.push(e),this.shapeOffsets.push(a),this.shapeOrientations.push(r),this.updateMassProperties(),this.updateBoundingRadius(),this.aabbNeedsUpdate=!0,e.body=this,this}removeShape(e){let t=this.shapes.indexOf(e);return t===-1?(console.warn("Shape does not belong to the body"),this):(this.shapes.splice(t,1),this.shapeOffsets.splice(t,1),this.shapeOrientations.splice(t,1),this.updateMassProperties(),this.updateBoundingRadius(),this.aabbNeedsUpdate=!0,e.body=null,this)}updateBoundingRadius(){let e=this.shapes,t=this.shapeOffsets,i=e.length,a=0;for(let r=0;r!==i;r++){let s=e[r];s.updateBoundingSphereRadius();let o=t[r].length(),c=s.boundingSphereRadius;o+c>a&&(a=o+c)}this.boundingRadius=a}updateAABB(){let e=this.shapes,t=this.shapeOffsets,i=this.shapeOrientations,a=e.length,r=t7,s=i7,o=this.quaternion,c=this.aabb,l=a7;for(let u=0;u!==a;u++){let f=e[u];o.vmult(t[u],r),r.vadd(this.position,r),o.mult(i[u],s),f.calculateWorldAABB(r,s,l.lowerBound,l.upperBound),u===0?c.copy(l):c.extend(l)}this.aabbNeedsUpdate=!1}updateInertiaWorld(e){let t=this.invInertia;if(!(t.x===t.y&&t.y===t.z&&!e)){let i=r7,a=n7;i.setRotationFromQuaternion(this.quaternion),i.transpose(a),i.scale(t,i),i.mmult(a,this.invInertiaWorld)}}applyForce(e,t=new y){if(this.type!==i1.DYNAMIC)return;this.sleepState===i1.SLEEPING&&this.wakeUp();let i=s7;t.cross(e,i),this.force.vadd(e,this.force),this.torque.vadd(i,this.torque)}applyLocalForce(e,t=new y){if(this.type!==i1.DYNAMIC)return;let i=o7,a=c7;this.vectorToWorldFrame(e,i),this.vectorToWorldFrame(t,a),this.applyForce(i,a)}applyTorque(e){this.type===i1.DYNAMIC&&(this.sleepState===i1.SLEEPING&&this.wakeUp(),this.torque.vadd(e,this.torque))}applyImpulse(e,t=new y){if(this.type!==i1.DYNAMIC)return;this.sleepState===i1.SLEEPING&&this.wakeUp();let i=t,a=l7;a.copy(e),a.scale(this.invMass,a),this.velocity.vadd(a,this.velocity);let r=u7;i.cross(e,r),this.invInertiaWorld.vmult(r,r),this.angularVelocity.vadd(r,this.angularVelocity)}applyLocalImpulse(e,t=new y){if(this.type!==i1.DYNAMIC)return;let i=h7,a=f7;this.vectorToWorldFrame(e,i),this.vectorToWorldFrame(t,a),this.applyImpulse(i,a)}updateMassProperties(){let e=d7;this.invMass=this.mass>0?1/this.mass:0;let t=this.inertia,i=this.fixedRotation;this.updateAABB(),e.set((this.aabb.upperBound.x-this.aabb.lowerBound.x)/2,(this.aabb.upperBound.y-this.aabb.lowerBound.y)/2,(this.aabb.upperBound.z-this.aabb.lowerBound.z)/2),f6.calculateInertia(e,this.mass,t),this.invInertia.set(t.x>0&&!i?1/t.x:0,t.y>0&&!i?1/t.y:0,t.z>0&&!i?1/t.z:0),this.updateInertiaWorld(!0)}getVelocityAtWorldPoint(e,t){let i=new y;return e.vsub(this.position,i),this.angularVelocity.cross(i,t),this.velocity.vadd(t,t),t}integrate(e,t,i){if(this.previousPosition.copy(this.position),this.previousQuaternion.copy(this.quaternion),!(this.type===i1.DYNAMIC||this.type===i1.KINEMATIC)||this.sleepState===i1.SLEEPING)return;let a=this.velocity,r=this.angularVelocity,s=this.position,o=this.force,c=this.torque,l=this.quaternion,u=this.invMass,f=this.invInertiaWorld,h=this.linearFactor,m=u*e;a.x+=o.x*m*h.x,a.y+=o.y*m*h.y,a.z+=o.z*m*h.z;let v=f.elements,g=this.angularFactor,x=c.x*g.x,p=c.y*g.y,d=c.z*g.z;r.x+=e*(v[0]*x+v[1]*p+v[2]*d),r.y+=e*(v[3]*x+v[4]*p+v[5]*d),r.z+=e*(v[6]*x+v[7]*p+v[8]*d),s.x+=a.x*e,s.y+=a.y*e,s.z+=a.z*e,l.integrate(this.angularVelocity,e,this.angularFactor,l),t&&(i?l.normalizeFast():l.normalize()),this.aabbNeedsUpdate=!0,this.updateInertiaWorld()}};i1.idCounter=0;i1.COLLIDE_EVENT_NAME="collide";i1.DYNAMIC=U0.DYNAMIC;i1.STATIC=U0.STATIC;i1.KINEMATIC=U0.KINEMATIC;i1.AWAKE=O0.AWAKE;i1.SLEEPY=O0.SLEEPY;i1.SLEEPING=O0.SLEEPING;i1.wakeupEvent={type:"wakeup"};i1.sleepyEvent={type:"sleepy"};i1.sleepEvent={type:"sleep"};var t7=new y,i7=new O1,a7=new E2,r7=new S2,n7=new S2,s7=new y,o7=new y,c7=new y,l7=new y,u7=new y,h7=new y,f7=new y,d7=new y,Ta=class{constructor(){this.world=void 0,this.useBoundingBoxes=void 0,this.dirty=void 0,this.world=null,this.useBoundingBoxes=!1,this.dirty=!0}collisionPairs(e,t,i){throw new Error("collisionPairs not implemented for this BroadPhase class!")}needBroadphaseCollision(e,t){return!((e.collisionFilterGroup&t.collisionFilterMask)==0||(t.collisionFilterGroup&e.collisionFilterMask)==0||((e.type&i1.STATIC)!=0||e.sleepState===i1.SLEEPING)&&((t.type&i1.STATIC)!=0||t.sleepState===i1.SLEEPING))}intersectionTest(e,t,i,a){this.useBoundingBoxes?this.doBoundingBoxBroadphase(e,t,i,a):this.doBoundingSphereBroadphase(e,t,i,a)}doBoundingSphereBroadphase(e,t,i,a){let r=p7;t.position.vsub(e.position,r);let s=(e.boundingRadius+t.boundingRadius)**2;r.lengthSquared()i.lengthSquared()}aabbQuery(e,t,i){return console.warn(".aabbQuery is not implemented in this Broadphase subclass."),[]}},p7=new y,m7={keys:[]},v7=[],g7=[];var xf=new y,d6=class extends Ta{constructor(){super()}collisionPairs(e,t,i){let a=e.bodies,r=a.length,s,o;for(let c=0;c!==r;c++)for(let l=0;l!==c;l++)s=a[c],o=a[l],!!this.needBroadphaseCollision(s,o)&&this.intersectionTest(s,o,t,i)}aabbQuery(e,t,i=[]){for(let a=0;a{}}intersectWorld(e,t){return this.mode=t.mode||J1.ANY,this.result=t.result||new p6,this.skipBackfaces=!!t.skipBackfaces,this.collisionFilterMask=typeof t.collisionFilterMask!="undefined"?t.collisionFilterMask:-1,this.collisionFilterGroup=typeof t.collisionFilterGroup!="undefined"?t.collisionFilterGroup:-1,this.checkCollisionResponse=typeof t.checkCollisionResponse!="undefined"?t.checkCollisionResponse:!0,t.from&&this.from.copy(t.from),t.to&&this.to.copy(t.to),this.callback=t.callback||(()=>{}),this.hasHit=!1,this.result.reset(),this.updateDirection(),this.getAABB(Ia),q0.length=0,e.broadphase.aabbQuery(e,Ia,q0),this.intersectBodies(q0),this.hasHit}intersectBody(e,t){t&&(this.result=t,this.updateDirection());let i=this.checkCollisionResponse;if(i&&!e.collisionResponse||(this.collisionFilterGroup&e.collisionFilterMask)==0||(e.collisionFilterGroup&this.collisionFilterMask)==0)return;let a=x7,r=M7;for(let s=0,o=e.shapes.length;se.boundingSphereRadius)return;let o=this[e.type];o&&o.call(this,e,t,i,a,e)}_intersectBox(e,t,i,a,r){return this._intersectConvex(e.convexPolyhedronRepresentation,t,i,a,r)}_intersectPlane(e,t,i,a,r){let s=this.from,o=this.to,c=this.direction,l=new y(0,0,1);t.vmult(l,l);let u=new y;s.vsub(i,u);let f=u.dot(l);o.vsub(i,u);let h=u.dot(l);if(f*h>0||s.distanceTo(o)=0&&g<=1&&(s.lerp(o,g,m),m.vsub(i,v),v.normalize(),this.reportIntersection(v,m,r,a,-1)),this.result.shouldStop)return;x>=0&&x<=1&&(s.lerp(o,x,m),m.vsub(i,v),v.normalize(),this.reportIntersection(v,m,r,a,-1))}}_intersectConvex(e,t,i,a,r,s){let o=A7,c=Ua,l=s&&s.faceList||null,u=e.faces,f=e.vertices,h=e.faceNormals,m=this.direction,v=this.from,g=this.to,x=v.distanceTo(g),p=l?l.length:u.length,d=this.result;for(let A=0;!d.shouldStop&&Ax||this.reportIntersection(o,L2,r,a,b)}}}}_intersectTrimesh(e,t,i,a,r,s){let o=w7,c=T7,l=H7,u=Ua,f=_7,h=S7,m=E7,v=D7,g=L7,x=e.indices;e.vertices;let p=this.from,d=this.to,A=this.direction;l.position.copy(i),l.quaternion.copy(t),N1.vectorToLocalFrame(i,t,A,f),N1.pointToLocalFrame(i,t,p,h),N1.pointToLocalFrame(i,t,d,m),m.x*=e.scale.x,m.y*=e.scale.y,m.z*=e.scale.z,h.x*=e.scale.x,h.y*=e.scale.y,h.z*=e.scale.z,m.vsub(h,f),f.normalize();let b=h.distanceSquared(m);e.tree.rayQuery(this,l,c);for(let C=0,E=c.length;!this.result.shouldStop&&C!==E;C++){let T=c[C];e.getNormal(T,o),e.getVertex(x[T*3],Y2),Y2.vsub(h,u);let S=f.dot(o),P=o.dot(u)/S;if(P<0)continue;f.scale(P,L2),L2.vadd(h,L2),e.getVertex(x[T*3+1],me),e.getVertex(x[T*3+2],ve);let F=L2.distanceSquared(h);!(J1.pointInTriangle(L2,me,Y2,ve)||J1.pointInTriangle(L2,Y2,me,ve))||F>b||(N1.vectorToWorldFrame(t,o,g),N1.pointToWorldFrame(i,t,L2,v),this.reportIntersection(g,v,r,a,T))}c.length=0}reportIntersection(e,t,i,a,r){let s=this.from,o=this.to,c=s.distanceTo(t),l=this.result;if(!(this.skipBackfaces&&e.dot(this.direction)>0))switch(l.hitFaceIndex=typeof r!="undefined"?r:-1,this.mode){case J1.ALL:this.hasHit=!0,l.set(s,o,e,t,i,a,c),l.hasHit=!0,this.callback(l);break;case J1.CLOSEST:(c=0&&(f=r*l-s*o)>=0&&u+fT.maxForce&&(m=T.maxForce-x),A[E]+=m,v+=m>0?m:-m,T.addToWlambda(m)}if(v*ve;)t.pop();for(;t.length=0&&u.restitution>=0&&(o.restitution=l.restitution*u.restitution),o.si=r||i,o.sj=s||a,o}createFrictionEquationsFromContact(e,t){let i=e.bi,a=e.bj,r=e.si,s=e.sj,o=this.world,c=this.currentContactMaterial,l=c.friction,u=r.material||i.material,f=s.material||a.material;if(u&&f&&u.friction>=0&&f.friction>=0&&(l=u.friction*f.friction),l>0){let h=l*o.gravity.length(),m=i.invMass+a.invMass;m>0&&(m=1/m);let v=this.frictionEquationPool,g=v.length?v.pop():new Z0(i,a,h*m),x=v.length?v.pop():new Z0(i,a,h*m);return g.bi=x.bi=i,g.bj=x.bj=a,g.minForce=x.minForce=-h*m,g.maxForce=x.maxForce=h*m,g.ri.copy(e.ri),g.rj.copy(e.rj),x.ri.copy(e.ri),x.rj.copy(e.rj),e.ni.tangents(g.t,x.t),g.setSpookParams(c.frictionEquationStiffness,c.frictionEquationRelaxation,o.dt),x.setSpookParams(c.frictionEquationStiffness,c.frictionEquationRelaxation,o.dt),g.enabled=x.enabled=e.enabled,t.push(g,x),!0}return!1}createFrictionFromAverage(e){let t=this.result[this.result.length-1];if(!this.createFrictionEquationsFromContact(t,this.frictionResult)||e===1)return;let i=this.frictionResult[this.frictionResult.length-2],a=this.frictionResult[this.frictionResult.length-1];y4.setZero(),U4.setZero(),O4.setZero();let r=t.bi;t.bj;for(let o=0;o!==e;o++)t=this.result[this.result.length-1-o],t.bi!==r?(y4.vadd(t.ni,y4),U4.vadd(t.ri,U4),O4.vadd(t.rj,O4)):(y4.vsub(t.ni,y4),U4.vadd(t.rj,U4),O4.vadd(t.ri,O4));let s=1/e;U4.scale(s,i.ri),O4.scale(s,i.rj),a.ri.copy(i.ri),a.rj.copy(i.rj),y4.normalize(),y4.tangents(i.t,a.t)}getContacts(e,t,i,a,r,s,o){this.contactPointPool=r,this.frictionEquationPool=o,this.result=a,this.frictionResult=s;let c=$7,l=K7,u=Z7,f=Y7;for(let h=0,m=e.length;h!==m;h++){let v=e[h],g=t[h],x=null;v.material&&g.material&&(x=i.getContactMaterial(v.material,g.material)||null);let p=v.type&i1.KINEMATIC&&g.type&i1.STATIC||v.type&i1.STATIC&&g.type&i1.KINEMATIC||v.type&i1.KINEMATIC&&g.type&i1.KINEMATIC;for(let d=0;dA.boundingSphereRadius+C.boundingSphereRadius)continue;let E=null;A.material&&C.material&&(E=i.getContactMaterial(A.material,C.material)||null),this.currentContactMaterial=E||x||i.defaultContactMaterial;let T=A.type|C.type,S=this[T];if(S){let P=!1;A.type0){let W=yl,X=Cl;W.copy(m[(L+1)%3]),X.copy(m[(L+2)%3]);let Q=W.length(),a1=X.length();W.normalize(),X.normalize();let B=b6.dot(W),M1=b6.dot(X);if(B-Q&&M1-a1){let u1=Math.abs(O-Z-v);if((T===null||u1e.boundingSphereRadius+t.boundingSphereRadius)&&e.findSeparatingAxis(t,i,r,a,s,v,h,m)){let g=[],x=Gl;e.clipAgainstHull(i,r,t,a,s,v,-100,100,g);let p=0;for(let d=0;d!==g.length;d++){if(f)return!0;let A=this.createContactEquation(o,c,e,t,l,u),b=A.ri,C=A.rj;v.negate(A.ni),g[d].normal.negate(x),x.scale(g[d].depth,x),g[d].point.vadd(x,b),C.copy(g[d].point),b.vsub(i,b),C.vsub(a,C),b.vadd(i,b),b.vsub(o.position,b),C.vadd(a,C),C.vsub(c.position,C),this.result.push(A),p++,this.enableFrictionReduction||this.createFrictionEquationsFromContact(A,this.frictionResult)}this.enableFrictionReduction&&p&&this.createFrictionFromAverage(p)}}sphereConvex(e,t,i,a,r,s,o,c,l,u,f){let h=this.v3pool;i.vsub(a,El);let m=t.faceNormals,v=t.faces,g=t.vertices,x=e.radius,p=!1;for(let d=0;d!==g.length;d++){let A=g[d],b=Hl;s.vmult(A,b),a.vadd(b,b);let C=Tl;if(b.vsub(i,C),C.lengthSquared()0){let D=[];for(let z=0,H=C.length;z!==H;z++){let V=h.get();s.vmult(g[C[z]],V),a.vadd(V,V),D.push(V)}if(Ml(D,E,i)){if(f)return!0;p=!0;let z=this.createContactEquation(o,c,e,t,l,u);E.scale(-x,z.ri),E.negate(z.ni);let H=h.get();E.scale(-F,H);let V=h.get();E.scale(-x,V),i.vsub(a,z.rj),z.rj.vadd(V,z.rj),z.rj.vadd(H,z.rj),z.rj.vadd(a,z.rj),z.rj.vsub(c.position,z.rj),z.ri.vadd(i,z.ri),z.ri.vsub(o.position,z.ri),h.release(H),h.release(V),this.result.push(z),this.createFrictionEquationsFromContact(z,this.frictionResult);for(let L=0,N=D.length;L!==N;L++)h.release(D[L]);return}else for(let z=0;z!==C.length;z++){let H=h.get(),V=h.get();s.vmult(g[C[(z+1)%C.length]],H),s.vmult(g[C[(z+2)%C.length]],V),a.vadd(H,H),a.vadd(V,V);let L=Ll;V.vsub(H,L);let N=Dl;L.unit(N);let U=h.get(),Z=h.get();i.vsub(H,Z);let O=Z.dot(N);N.scale(O,U),U.vadd(H,U);let W=h.get();if(U.vsub(i,W),O>0&&O*Oh.length||A>h[0].length)return;p<0&&(p=0),d<0&&(d=0),A<0&&(A=0),b<0&&(b=0),p>=h.length&&(p=h.length-1),d>=h.length&&(d=h.length-1),b>=h[0].length&&(b=h[0].length-1),A>=h[0].length&&(A=h[0].length-1);let C=[];t.getRectMinMax(p,A,d,b,C);let E=C[0],T=C[1];if(x.z-m>T||x.z+m2)return}}boxHeightfield(e,t,i,a,r,s,o,c,l,u,f){return e.convexPolyhedronRepresentation.material=e.material,e.convexPolyhedronRepresentation.collisionResponse=e.collisionResponse,this.convexHeightfield(e.convexPolyhedronRepresentation,t,i,a,r,s,o,c,e,t,f)}convexHeightfield(e,t,i,a,r,s,o,c,l,u,f){let h=t.data,m=t.elementSize,v=e.boundingSphereRadius,g=Jl,x=Ql,p=Kl;N1.pointToLocalFrame(a,s,i,p);let d=Math.floor((p.x-v)/m)-1,A=Math.ceil((p.x+v)/m)+1,b=Math.floor((p.y-v)/m)-1,C=Math.ceil((p.y+v)/m)+1;if(A<0||C<0||d>h.length||b>h[0].length)return;d<0&&(d=0),A<0&&(A=0),b<0&&(b=0),C<0&&(C=0),d>=h.length&&(d=h.length-1),A>=h.length&&(A=h.length-1),C>=h[0].length&&(C=h[0].length-1),b>=h[0].length&&(b=h[0].length-1);let E=[];t.getRectMinMax(d,b,A,C,E);let T=E[0],S=E[1];if(!(p.z-v>S||p.z+v0&&V<0&&(x.vsub(h,p),g.copy(v),g.normalize(),L=p.dot(g),g.scale(L,p),p.vadd(h,p),p.distanceTo(x)0&&i===!0||u<=0&&i===!1){i===null&&(i=u>0);continue}else return!1}return!0}var b6=new y,bl=new y,yl=new y,Cl=new y,zl=[new y,new y,new y,new y,new y,new y],Al=new y,wl=new y,_l=new y,Sl=new y,El=new y,Ll=new y,Dl=new y,Tl=new y,Hl=new y,Vl=new y,Nl=new y,Rl=new y,Fl=new y,Bl=new y,Pl=new y,Il=new y,kl=new y,Ul=new y,Ol=new y,Gl=new y,ql=new y,Wl=new y,jl=new y,Xl=new y,Ar=new O1,Zl=new y,Yl=new y,wr=new y,$l=new y,Kl=new y,Jl=new y,Ql=[0],e9=new y,t9=new y,Y0=class{constructor(){this.current=void 0,this.previous=void 0,this.current=[],this.previous=[]}getKey(e,t){if(ta[r];)r++;if(i!==a[r]){for(let s=a.length-1;s>=r;s--)a[s+1]=a[s];a[r]=i}}tick(){let e=this.current;this.current=this.previous,this.previous=e,this.current.length=0}getDiff(e,t){let i=this.current,a=this.previous,r=i.length,s=a.length,o=0;for(let c=0;ca[o];)o++;l=u===a[o],l||_r(e,u)}o=0;for(let c=0;ci[o];)o++;l=i[o]===u,l||_r(t,u)}}};function _r(n,e){n.push((e&4294901760)>>16,e&65535)}var Sr=class{constructor(){this.data={keys:[]}}get(e,t){if(e>t){let i=t;t=e,e=i}return this.data[e+"-"+t]}set(e,t,i){if(e>t){let r=t;t=e,e=r}let a=e+"-"+t;this.get(e,t)||this.data.keys.push(a),this.data[a]=i}reset(){let e=this.data,t=e.keys;for(;t.length>0;){let i=t.pop();delete e[i]}}},$0=class extends P0{constructor(e={}){super();this.dt=void 0,this.allowSleep=void 0,this.contacts=void 0,this.frictionEquations=void 0,this.quatNormalizeSkip=void 0,this.quatNormalizeFast=void 0,this.time=void 0,this.stepnumber=void 0,this.default_dt=void 0,this.nextId=void 0,this.gravity=void 0,this.broadphase=void 0,this.bodies=void 0,this.hasActiveBodies=void 0,this.solver=void 0,this.constraints=void 0,this.narrowphase=void 0,this.collisionMatrix=void 0,this.collisionMatrixPrevious=void 0,this.bodyOverlapKeeper=void 0,this.shapeOverlapKeeper=void 0,this.materials=void 0,this.contactmaterials=void 0,this.contactMaterialTable=void 0,this.defaultMaterial=void 0,this.defaultContactMaterial=void 0,this.doProfiling=void 0,this.profile=void 0,this.accumulator=void 0,this.subsystems=void 0,this.addBodyEvent=void 0,this.removeBodyEvent=void 0,this.idToBodyMap=void 0,this.dt=-1,this.allowSleep=!!e.allowSleep,this.contacts=[],this.frictionEquations=[],this.quatNormalizeSkip=e.quatNormalizeSkip!==void 0?e.quatNormalizeSkip:0,this.quatNormalizeFast=e.quatNormalizeFast!==void 0?e.quatNormalizeFast:!1,this.time=0,this.stepnumber=0,this.default_dt=1/60,this.nextId=0,this.gravity=new y,e.gravity&&this.gravity.copy(e.gravity),this.broadphase=e.broadphase!==void 0?e.broadphase:new d6,this.bodies=[],this.hasActiveBodies=!1,this.solver=e.solver!==void 0?e.solver:new Za,this.constraints=[],this.narrowphase=new Cr(this),this.collisionMatrix=new B0,this.collisionMatrixPrevious=new B0,this.bodyOverlapKeeper=new Y0,this.shapeOverlapKeeper=new Y0,this.materials=[],this.contactmaterials=[],this.contactMaterialTable=new Sr,this.defaultMaterial=new Ve("default"),this.defaultContactMaterial=new He(this.defaultMaterial,this.defaultMaterial,{friction:.3,restitution:0}),this.doProfiling=!1,this.profile={solve:0,makeContactConstraints:0,broadphase:0,integrate:0,narrowphase:0},this.accumulator=0,this.subsystems=[],this.addBodyEvent={type:"addBody",body:null},this.removeBodyEvent={type:"removeBody",body:null},this.idToBodyMap={},this.broadphase.setWorld(this)}getContactMaterial(e,t){return this.contactMaterialTable.get(e.id,t.id)}numObjects(){return this.bodies.length}collisionMatrixTick(){let e=this.collisionMatrixPrevious;this.collisionMatrixPrevious=this.collisionMatrix,this.collisionMatrix=e,this.collisionMatrix.reset(),this.bodyOverlapKeeper.tick(),this.shapeOverlapKeeper.tick()}addConstraint(e){this.constraints.push(e)}removeConstraint(e){let t=this.constraints.indexOf(e);t!==-1&&this.constraints.splice(t,1)}rayTest(e,t,i){i instanceof p6?this.raycastClosest(e,t,{skipBackfaces:!0},i):this.raycastAll(e,t,{skipBackfaces:!0},i)}raycastAll(e,t,i={},a){return i.mode=J1.ALL,i.from=e,i.to=t,i.callback=a,K0.intersectWorld(this,i)}raycastAny(e,t,i={},a){return i.mode=J1.ANY,i.from=e,i.to=t,i.result=a,K0.intersectWorld(this,i)}raycastClosest(e,t,i={},a){return i.mode=J1.CLOSEST,i.from=e,i.to=t,i.result=a,K0.intersectWorld(this,i)}addBody(e){this.bodies.includes(e)||(e.index=this.bodies.length,this.bodies.push(e),e.world=this,e.initPosition.copy(e.position),e.initVelocity.copy(e.velocity),e.timeLastSleepy=this.time,e instanceof i1&&(e.initAngularVelocity.copy(e.angularVelocity),e.initQuaternion.copy(e.quaternion)),this.collisionMatrix.setNumObjects(this.bodies.length),this.addBodyEvent.body=e,this.idToBodyMap[e.id]=e,this.dispatchEvent(this.addBodyEvent))}removeBody(e){e.world=null;let t=this.bodies.length-1,i=this.bodies,a=i.indexOf(e);if(a!==-1){i.splice(a,1);for(let r=0;r!==i.length;r++)i[r].index=r;this.collisionMatrix.setNumObjects(t),this.removeBodyEvent.body=e,delete this.idToBodyMap[e.id],this.dispatchEvent(this.removeBodyEvent)}}getBodyById(e){return this.idToBodyMap[e]}getShapeById(e){let t=this.bodies;for(let i=0;i=e&&re*1e3)););this.accumulator=this.accumulator%e;let s=this.accumulator/e;for(let o=0;o!==this.bodies.length;o++){let c=this.bodies[o];c.previousPosition.lerp(c.position,s,c.interpolatedPosition),c.previousQuaternion.slerp(c.quaternion,s,c.interpolatedQuaternion),c.previousQuaternion.normalize()}this.time+=t}}internalStep(e){this.dt=e;let t=this.contacts,i=s9,a=o9,r=this.numObjects(),s=this.bodies,o=this.solver,c=this.gravity,l=this.doProfiling,u=this.profile,f=i1.DYNAMIC,h=-1/0,m=this.constraints,v=n9;c.length();let g=c.x,x=c.y,p=c.z,d=0;for(l&&(h=s2.now()),d=0;d!==r;d++){let z=s[d];if(z.type===f){let H=z.force,V=z.mass;H.x+=V*g,H.y+=V*x,H.z+=V*p}}for(let z=0,H=this.subsystems.length;z!==H;z++)this.subsystems[z].update();l&&(h=s2.now()),i.length=0,a.length=0,this.broadphase.collisionPairs(this,i,a),l&&(u.broadphase=s2.now()-h);let A=m.length;for(d=0;d!==A;d++){let z=m[d];if(!z.collideConnected)for(let H=i.length-1;H>=0;H-=1)(z.bodyA===i[H]&&z.bodyB===a[H]||z.bodyB===i[H]&&z.bodyA===a[H])&&(i.splice(H,1),a.splice(H,1))}this.collisionMatrixTick(),l&&(h=s2.now());let b=r9,C=t.length;for(d=0;d!==C;d++)b.push(t[d]);t.length=0;let E=this.frictionEquations.length;for(d=0;d!==E;d++)v.push(this.frictionEquations[d]);for(this.frictionEquations.length=0,this.narrowphase.getContacts(i,a,this,t,b,this.frictionEquations,v),l&&(u.narrowphase=s2.now()-h),l&&(h=s2.now()),d=0;d=0&&L.material.friction>=0&&V.material.friction*L.material.friction,V.material.restitution>=0&&L.material.restitution>=0&&(H.restitution=V.material.restitution*L.material.restitution)),o.addEquation(H),V.allowSleep&&V.type===i1.DYNAMIC&&V.sleepState===i1.SLEEPING&&L.sleepState===i1.AWAKE&&L.type!==i1.STATIC){let O=L.velocity.lengthSquared()+L.angularVelocity.lengthSquared(),W=L.sleepSpeedLimit**2;O>=W*2&&(V.wakeUpAfterNarrowphase=!0)}if(L.allowSleep&&L.type===i1.DYNAMIC&&L.sleepState===i1.SLEEPING&&V.sleepState===i1.AWAKE&&V.type!==i1.STATIC){let O=V.velocity.lengthSquared()+V.angularVelocity.lengthSquared(),W=V.sleepSpeedLimit**2;O>=W*2&&(L.wakeUpAfterNarrowphase=!0)}this.collisionMatrix.set(V,L,!0),this.collisionMatrixPrevious.get(V,L)||(At.body=L,At.contact=H,V.dispatchEvent(At),At.body=V,L.dispatchEvent(At)),this.bodyOverlapKeeper.set(V.id,L.id),this.shapeOverlapKeeper.set(N.id,U.id)}for(this.emitContactEvents(),l&&(u.makeContactConstraints=s2.now()-h,h=s2.now()),d=0;d!==r;d++){let z=s[d];z.wakeUpAfterNarrowphase&&(z.wakeUp(),z.wakeUpAfterNarrowphase=!1)}for(A=m.length,d=0;d!==A;d++){let z=m[d];z.update();for(let H=0,V=z.equations.length;H!==V;H++){let L=z.equations[H];o.addEquation(L)}}o.solve(e,this),l&&(u.solve=s2.now()-h),o.removeAllEquations();let S=Math.pow;for(d=0;d!==r;d++){let z=s[d];if(z.type&f){let H=S(1-z.linearDamping,e),V=z.velocity;V.scale(H,V);let L=z.angularVelocity;if(L){let N=S(1-z.angularDamping,e);L.scale(N,L)}}}for(this.dispatchEvent(a9),d=0;d!==r;d++){let z=s[d];z.preStep&&z.preStep.call(z)}l&&(h=s2.now());let F=this.stepnumber%(this.quatNormalizeSkip+1)==0,M=this.quatNormalizeFast;for(d=0;d!==r;d++)s[d].integrate(e,F,M);for(this.clearForces(),this.broadphase.dirty=!0,l&&(u.integrate=s2.now()-h),this.stepnumber+=1,this.dispatchEvent(i9),d=0;d!==r;d++){let z=s[d],H=z.postStep;H&&H.call(z)}let D=!0;if(this.allowSleep)for(D=!1,d=0;d!==r;d++){let z=s[d];z.sleepTick(this.time),z.sleepState!==i1.SLEEPING&&(D=!0)}this.hasActiveBodies=D}emitContactEvents(){let e=this.hasAnyEventListener("beginContact"),t=this.hasAnyEventListener("endContact");if((e||t)&&this.bodyOverlapKeeper.getDiff(Re,Fe),e){for(let r=0,s=Re.length;rDate.now()-n}var i9={type:"postStep"},a9={type:"preStep"},At={type:i1.COLLIDE_EVENT_NAME,body:null,contact:null},r9=[],n9=[],s9=[],o9=[],Re=[],Fe=[],wt={type:"beginContact",bodyA:null,bodyB:null},_t={type:"endContact",bodyA:null,bodyB:null},Be={type:"beginShapeContact",bodyA:null,bodyB:null,shapeA:null,shapeB:null},Pe={type:"endShapeContact",bodyA:null,bodyB:null,shapeA:null,shapeB:null};var q1=class{constructor(e=0,t=0,i=0,a=1){this.x=e,this.y=t,this.z=i,this.w=a}get width(){return this.z}set width(e){this.z=e}get height(){return this.w}set height(e){this.w=e}set(e,t,i,a){return this.x=e,this.y=t,this.z=i,this.w=a,this}setScalar(e){return this.x=e,this.y=e,this.z=e,this.w=e,this}setX(e){return this.x=e,this}setY(e){return this.y=e,this}setZ(e){return this.z=e,this}setW(e){return this.w=e,this}setComponent(e,t){switch(e){case 0:this.x=t;break;case 1:this.y=t;break;case 2:this.z=t;break;case 3:this.w=t;break;default:throw new Error("index is out of range: "+e)}return this}getComponent(e){switch(e){case 0:return this.x;case 1:return this.y;case 2:return this.z;case 3:return this.w;default:throw new Error("index is out of range: "+e)}}clone(){return new this.constructor(this.x,this.y,this.z,this.w)}copy(e){return this.x=e.x,this.y=e.y,this.z=e.z,this.w=e.w!==void 0?e.w:1,this}add(e,t){return t!==void 0?(console.warn("THREE.Vector4: .add() now only accepts one argument. Use .addVectors( a, b ) instead."),this.addVectors(e,t)):(this.x+=e.x,this.y+=e.y,this.z+=e.z,this.w+=e.w,this)}addScalar(e){return this.x+=e,this.y+=e,this.z+=e,this.w+=e,this}addVectors(e,t){return this.x=e.x+t.x,this.y=e.y+t.y,this.z=e.z+t.z,this.w=e.w+t.w,this}addScaledVector(e,t){return this.x+=e.x*t,this.y+=e.y*t,this.z+=e.z*t,this.w+=e.w*t,this}sub(e,t){return t!==void 0?(console.warn("THREE.Vector4: .sub() now only accepts one argument. Use .subVectors( a, b ) instead."),this.subVectors(e,t)):(this.x-=e.x,this.y-=e.y,this.z-=e.z,this.w-=e.w,this)}subScalar(e){return this.x-=e,this.y-=e,this.z-=e,this.w-=e,this}subVectors(e,t){return this.x=e.x-t.x,this.y=e.y-t.y,this.z=e.z-t.z,this.w=e.w-t.w,this}multiply(e){return this.x*=e.x,this.y*=e.y,this.z*=e.z,this.w*=e.w,this}multiplyScalar(e){return this.x*=e,this.y*=e,this.z*=e,this.w*=e,this}applyMatrix4(e){let t=this.x,i=this.y,a=this.z,r=this.w,s=e.elements;return this.x=s[0]*t+s[4]*i+s[8]*a+s[12]*r,this.y=s[1]*t+s[5]*i+s[9]*a+s[13]*r,this.z=s[2]*t+s[6]*i+s[10]*a+s[14]*r,this.w=s[3]*t+s[7]*i+s[11]*a+s[15]*r,this}divideScalar(e){return this.multiplyScalar(1/e)}setAxisAngleFromQuaternion(e){this.w=2*Math.acos(e.w);let t=Math.sqrt(1-e.w*e.w);return t<1e-4?(this.x=1,this.y=0,this.z=0):(this.x=e.x/t,this.y=e.y/t,this.z=e.z/t),this}setAxisAngleFromRotationMatrix(e){let t,i,a,r,s=.01,o=.1,c=e.elements,l=c[0],u=c[4],f=c[8],h=c[1],m=c[5],v=c[9],g=c[2],x=c[6],p=c[10];if(Math.abs(u-h)b&&A>C?AC?b>8&255]+d2[n>>16&255]+d2[n>>24&255]+"-"+d2[e&255]+d2[e>>8&255]+"-"+d2[e>>16&15|64]+d2[e>>24&255]+"-"+d2[t&63|128]+d2[t>>8&255]+"-"+d2[t>>16&255]+d2[t>>24&255]+d2[i&255]+d2[i>>8&255]+d2[i>>16&255]+d2[i>>24&255]).toUpperCase()}function D2(n,e,t){return Math.max(e,Math.min(t,n))}function Er(n,e){return(n%e+e)%e}function C6(n,e,t){return(1-t)*n+t*e}function J0(n){return(n&n-1)==0&&n!==0}function Lr(n){return Math.pow(2,Math.floor(Math.log(n)/Math.LN2))}var xe=class{constructor(e=0,t=0,i=0,a=1){this._x=e,this._y=t,this._z=i,this._w=a}static slerp(e,t,i,a){return console.warn("THREE.Quaternion: Static .slerp() has been deprecated. Use qm.slerpQuaternions( qa, qb, t ) instead."),i.slerpQuaternions(e,t,a)}static slerpFlat(e,t,i,a,r,s,o){let c=i[a+0],l=i[a+1],u=i[a+2],f=i[a+3],h=r[s+0],m=r[s+1],v=r[s+2],g=r[s+3];if(o===0){e[t+0]=c,e[t+1]=l,e[t+2]=u,e[t+3]=f;return}if(o===1){e[t+0]=h,e[t+1]=m,e[t+2]=v,e[t+3]=g;return}if(f!==g||c!==h||l!==m||u!==v){let x=1-o,p=c*h+l*m+u*v+f*g,d=p>=0?1:-1,A=1-p*p;if(A>Number.EPSILON){let C=Math.sqrt(A),E=Math.atan2(C,p*d);x=Math.sin(x*E)/C,o=Math.sin(o*E)/C}let b=o*d;if(c=c*x+h*b,l=l*x+m*b,u=u*x+v*b,f=f*x+g*b,x===1-o){let C=1/Math.sqrt(c*c+l*l+u*u+f*f);c*=C,l*=C,u*=C,f*=C}}e[t]=c,e[t+1]=l,e[t+2]=u,e[t+3]=f}static multiplyQuaternionsFlat(e,t,i,a,r,s){let o=i[a],c=i[a+1],l=i[a+2],u=i[a+3],f=r[s],h=r[s+1],m=r[s+2],v=r[s+3];return e[t]=o*v+u*f+c*m-l*h,e[t+1]=c*v+u*h+l*f-o*m,e[t+2]=l*v+u*m+o*h-c*f,e[t+3]=u*v-o*f-c*h-l*m,e}get x(){return this._x}set x(e){this._x=e,this._onChangeCallback()}get y(){return this._y}set y(e){this._y=e,this._onChangeCallback()}get z(){return this._z}set z(e){this._z=e,this._onChangeCallback()}get w(){return this._w}set w(e){this._w=e,this._onChangeCallback()}set(e,t,i,a){return this._x=e,this._y=t,this._z=i,this._w=a,this._onChangeCallback(),this}clone(){return new this.constructor(this._x,this._y,this._z,this._w)}copy(e){return this._x=e.x,this._y=e.y,this._z=e.z,this._w=e.w,this._onChangeCallback(),this}setFromEuler(e,t){if(!(e&&e.isEuler))throw new Error("THREE.Quaternion: .setFromEuler() now expects an Euler rotation rather than a Vector3 and order.");let i=e._x,a=e._y,r=e._z,s=e._order,o=Math.cos,c=Math.sin,l=o(i/2),u=o(a/2),f=o(r/2),h=c(i/2),m=c(a/2),v=c(r/2);switch(s){case"XYZ":this._x=h*u*f+l*m*v,this._y=l*m*f-h*u*v,this._z=l*u*v+h*m*f,this._w=l*u*f-h*m*v;break;case"YXZ":this._x=h*u*f+l*m*v,this._y=l*m*f-h*u*v,this._z=l*u*v-h*m*f,this._w=l*u*f+h*m*v;break;case"ZXY":this._x=h*u*f-l*m*v,this._y=l*m*f+h*u*v,this._z=l*u*v+h*m*f,this._w=l*u*f-h*m*v;break;case"ZYX":this._x=h*u*f-l*m*v,this._y=l*m*f+h*u*v,this._z=l*u*v-h*m*f,this._w=l*u*f+h*m*v;break;case"YZX":this._x=h*u*f+l*m*v,this._y=l*m*f+h*u*v,this._z=l*u*v-h*m*f,this._w=l*u*f-h*m*v;break;case"XZY":this._x=h*u*f-l*m*v,this._y=l*m*f-h*u*v,this._z=l*u*v+h*m*f,this._w=l*u*f+h*m*v;break;default:console.warn("THREE.Quaternion: .setFromEuler() encountered an unknown order: "+s)}return t!==!1&&this._onChangeCallback(),this}setFromAxisAngle(e,t){let i=t/2,a=Math.sin(i);return this._x=e.x*a,this._y=e.y*a,this._z=e.z*a,this._w=Math.cos(i),this._onChangeCallback(),this}setFromRotationMatrix(e){let t=e.elements,i=t[0],a=t[4],r=t[8],s=t[1],o=t[5],c=t[9],l=t[2],u=t[6],f=t[10],h=i+o+f;if(h>0){let m=.5/Math.sqrt(h+1);this._w=.25/m,this._x=(u-c)*m,this._y=(r-l)*m,this._z=(s-a)*m}else if(i>o&&i>f){let m=2*Math.sqrt(1+i-o-f);this._w=(u-c)/m,this._x=.25*m,this._y=(a+s)/m,this._z=(r+l)/m}else if(o>f){let m=2*Math.sqrt(1+o-i-f);this._w=(r-l)/m,this._x=(a+s)/m,this._y=.25*m,this._z=(c+u)/m}else{let m=2*Math.sqrt(1+f-i-o);this._w=(s-a)/m,this._x=(r+l)/m,this._y=(c+u)/m,this._z=.25*m}return this._onChangeCallback(),this}setFromUnitVectors(e,t){let i=e.dot(t)+1;return iMath.abs(e.z)?(this._x=-e.y,this._y=e.x,this._z=0,this._w=i):(this._x=0,this._y=-e.z,this._z=e.y,this._w=i)):(this._x=e.y*t.z-e.z*t.y,this._y=e.z*t.x-e.x*t.z,this._z=e.x*t.y-e.y*t.x,this._w=i),this.normalize()}angleTo(e){return 2*Math.acos(Math.abs(D2(this.dot(e),-1,1)))}rotateTowards(e,t){let i=this.angleTo(e);if(i===0)return this;let a=Math.min(1,t/i);return this.slerp(e,a),this}identity(){return this.set(0,0,0,1)}invert(){return this.conjugate()}conjugate(){return this._x*=-1,this._y*=-1,this._z*=-1,this._onChangeCallback(),this}dot(e){return this._x*e._x+this._y*e._y+this._z*e._z+this._w*e._w}lengthSq(){return this._x*this._x+this._y*this._y+this._z*this._z+this._w*this._w}length(){return Math.sqrt(this._x*this._x+this._y*this._y+this._z*this._z+this._w*this._w)}normalize(){let e=this.length();return e===0?(this._x=0,this._y=0,this._z=0,this._w=1):(e=1/e,this._x=this._x*e,this._y=this._y*e,this._z=this._z*e,this._w=this._w*e),this._onChangeCallback(),this}multiply(e,t){return t!==void 0?(console.warn("THREE.Quaternion: .multiply() now only accepts one argument. Use .multiplyQuaternions( a, b ) instead."),this.multiplyQuaternions(e,t)):this.multiplyQuaternions(this,e)}premultiply(e){return this.multiplyQuaternions(e,this)}multiplyQuaternions(e,t){let i=e._x,a=e._y,r=e._z,s=e._w,o=t._x,c=t._y,l=t._z,u=t._w;return this._x=i*u+s*o+a*l-r*c,this._y=a*u+s*c+r*o-i*l,this._z=r*u+s*l+i*c-a*o,this._w=s*u-i*o-a*c-r*l,this._onChangeCallback(),this}slerp(e,t){if(t===0)return this;if(t===1)return this.copy(e);let i=this._x,a=this._y,r=this._z,s=this._w,o=s*e._w+i*e._x+a*e._y+r*e._z;if(o<0?(this._w=-e._w,this._x=-e._x,this._y=-e._y,this._z=-e._z,o=-o):this.copy(e),o>=1)return this._w=s,this._x=i,this._y=a,this._z=r,this;let c=1-o*o;if(c<=Number.EPSILON){let m=1-t;return this._w=m*s+t*this._w,this._x=m*i+t*this._x,this._y=m*a+t*this._y,this._z=m*r+t*this._z,this.normalize(),this._onChangeCallback(),this}let l=Math.sqrt(c),u=Math.atan2(l,o),f=Math.sin((1-t)*u)/l,h=Math.sin(t*u)/l;return this._w=s*f+this._w*h,this._x=i*f+this._x*h,this._y=a*f+this._y*h,this._z=r*f+this._z*h,this._onChangeCallback(),this}slerpQuaternions(e,t,i){return this.copy(e).slerp(t,i)}random(){let e=Math.random(),t=Math.sqrt(1-e),i=Math.sqrt(e),a=2*Math.PI*Math.random(),r=2*Math.PI*Math.random();return this.set(t*Math.cos(a),i*Math.sin(r),i*Math.cos(r),t*Math.sin(a))}equals(e){return e._x===this._x&&e._y===this._y&&e._z===this._z&&e._w===this._w}fromArray(e,t=0){return this._x=e[t],this._y=e[t+1],this._z=e[t+2],this._w=e[t+3],this._onChangeCallback(),this}toArray(e=[],t=0){return e[t]=this._x,e[t+1]=this._y,e[t+2]=this._z,e[t+3]=this._w,e}fromBufferAttribute(e,t){return this._x=e.getX(t),this._y=e.getY(t),this._z=e.getZ(t),this._w=e.getW(t),this}_onChange(e){return this._onChangeCallback=e,this}_onChangeCallback(){}};xe.prototype.isQuaternion=!0;var k=class{constructor(e=0,t=0,i=0){this.x=e,this.y=t,this.z=i}set(e,t,i){return i===void 0&&(i=this.z),this.x=e,this.y=t,this.z=i,this}setScalar(e){return this.x=e,this.y=e,this.z=e,this}setX(e){return this.x=e,this}setY(e){return this.y=e,this}setZ(e){return this.z=e,this}setComponent(e,t){switch(e){case 0:this.x=t;break;case 1:this.y=t;break;case 2:this.z=t;break;default:throw new Error("index is out of range: "+e)}return this}getComponent(e){switch(e){case 0:return this.x;case 1:return this.y;case 2:return this.z;default:throw new Error("index is out of range: "+e)}}clone(){return new this.constructor(this.x,this.y,this.z)}copy(e){return this.x=e.x,this.y=e.y,this.z=e.z,this}add(e,t){return t!==void 0?(console.warn("THREE.Vector3: .add() now only accepts one argument. 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t.set((e.x-this.min.x)/(this.max.x-this.min.x),(e.y-this.min.y)/(this.max.y-this.min.y),(e.z-this.min.z)/(this.max.z-this.min.z))}intersectsBox(e){return!(e.max.xthis.max.x||e.max.ythis.max.y||e.max.zthis.max.z)}intersectsSphere(e){return this.clampPoint(e.center,w4),w4.distanceToSquared(e.center)<=e.radius*e.radius}intersectsPlane(e){let t,i;return e.normal.x>0?(t=e.normal.x*this.min.x,i=e.normal.x*this.max.x):(t=e.normal.x*this.max.x,i=e.normal.x*this.min.x),e.normal.y>0?(t+=e.normal.y*this.min.y,i+=e.normal.y*this.max.y):(t+=e.normal.y*this.max.y,i+=e.normal.y*this.min.y),e.normal.z>0?(t+=e.normal.z*this.min.z,i+=e.normal.z*this.max.z):(t+=e.normal.z*this.max.z,i+=e.normal.z*this.min.z),t<=-e.constant&&i>=-e.constant}intersectsTriangle(e){if(this.isEmpty())return!1;this.getCenter(Bt),R6.subVectors(this.max,Bt),W4.subVectors(e.a,Bt),j4.subVectors(e.b,Bt),X4.subVectors(e.c,Bt),n4.subVectors(j4,W4),s4.subVectors(X4,j4),_4.subVectors(W4,X4);let t=[0,-n4.z,n4.y,0,-s4.z,s4.y,0,-_4.z,_4.y,n4.z,0,-n4.x,s4.z,0,-s4.x,_4.z,0,-_4.x,-n4.y,n4.x,0,-s4.y,s4.x,0,-_4.y,_4.x,0];return!R3(t,W4,j4,X4,R6)||(t=[1,0,0,0,1,0,0,0,1],!R3(t,W4,j4,X4,R6))?!1:(F6.crossVectors(n4,s4),t=[F6.x,F6.y,F6.z],R3(t,W4,j4,X4,R6))}clampPoint(e,t){return t.copy(e).clamp(this.min,this.max)}distanceToPoint(e){return w4.copy(e).clamp(this.min,this.max).sub(e).length()}getBoundingSphere(e){return this.getCenter(e.center),e.radius=this.getSize(w4).length()*.5,e}intersect(e){return this.min.max(e.min),this.max.min(e.max),this.isEmpty()&&this.makeEmpty(),this}union(e){return this.min.min(e.min),this.max.max(e.max),this}applyMatrix4(e){return this.isEmpty()?this:(qe[0].set(this.min.x,this.min.y,this.min.z).applyMatrix4(e),qe[1].set(this.min.x,this.min.y,this.max.z).applyMatrix4(e),qe[2].set(this.min.x,this.max.y,this.min.z).applyMatrix4(e),qe[3].set(this.min.x,this.max.y,this.max.z).applyMatrix4(e),qe[4].set(this.max.x,this.min.y,this.min.z).applyMatrix4(e),qe[5].set(this.max.x,this.min.y,this.max.z).applyMatrix4(e),qe[6].set(this.max.x,this.max.y,this.min.z).applyMatrix4(e),qe[7].set(this.max.x,this.max.y,this.max.z).applyMatrix4(e),this.setFromPoints(qe),this)}translate(e){return this.min.add(e),this.max.add(e),this}equals(e){return e.min.equals(this.min)&&e.max.equals(this.max)}};Ge.prototype.isBox3=!0;var qe=[new k,new k,new k,new k,new k,new k,new k,new k],w4=new k,N3=new Ge,W4=new k,j4=new k,X4=new k,n4=new k,s4=new k,_4=new k,Bt=new k,R6=new k,F6=new k,S4=new k;function R3(n,e,t,i,a){for(let r=0,s=n.length-3;r<=s;r+=3){S4.fromArray(n,r);let o=a.x*Math.abs(S4.x)+a.y*Math.abs(S4.y)+a.z*Math.abs(S4.z),c=e.dot(S4),l=t.dot(S4),u=i.dot(S4);if(Math.max(-Math.max(c,l,u),Math.min(c,l,u))>o)return!1}return!0}var F2=class{addEventListener(e,t){this._listeners===void 0&&(this._listeners={});let i=this._listeners;i[e]===void 0&&(i[e]=[]),i[e].indexOf(t)===-1&&i[e].push(t)}hasEventListener(e,t){if(this._listeners===void 0)return!1;let i=this._listeners;return i[e]!==void 0&&i[e].indexOf(t)!==-1}removeEventListener(e,t){if(this._listeners===void 0)return;let a=this._listeners[e];if(a!==void 0){let r=a.indexOf(t);r!==-1&&a.splice(r,1)}}dispatchEvent(e){if(this._listeners===void 0)return;let i=this._listeners[e.type];if(i!==void 0){e.target=this;let a=i.slice(0);for(let r=0,s=a.length;rthis.radius*this.radius&&(t.sub(this.center).normalize(),t.multiplyScalar(this.radius).add(this.center)),t}getBoundingBox(e){return this.isEmpty()?(e.makeEmpty(),e):(e.set(this.center,this.center),e.expandByScalar(this.radius),e)}applyMatrix4(e){return this.center.applyMatrix4(e),this.radius=this.radius*e.getMaxScaleOnAxis(),this}translate(e){return this.center.add(e),this}expandByPoint(e){F3.subVectors(e,this.center);let t=F3.lengthSq();if(t>this.radius*this.radius){let i=Math.sqrt(t),a=(i-this.radius)*.5;this.center.add(F3.multiplyScalar(a/i)),this.radius+=a}return this}union(e){return this.center.equals(e.center)===!0?B6.set(0,0,1).multiplyScalar(e.radius):B6.subVectors(e.center,this.center).normalize().multiplyScalar(e.radius),this.expandByPoint(E8.copy(e.center).add(B6)),this.expandByPoint(E8.copy(e.center).sub(B6)),this}equals(e){return e.center.equals(this.center)&&e.radius===this.radius}clone(){return new this.constructor().copy(this)}};var k1=class{constructor(){this.elements=[1,0,0,0,0,1,0,0,0,0,1,0,0,0,0,1],arguments.length>0&&console.error("THREE.Matrix4: the constructor no longer reads arguments. use .set() instead.")}set(e,t,i,a,r,s,o,c,l,u,f,h,m,v,g,x){let p=this.elements;return p[0]=e,p[4]=t,p[8]=i,p[12]=a,p[1]=r,p[5]=s,p[9]=o,p[13]=c,p[2]=l,p[6]=u,p[10]=f,p[14]=h,p[3]=m,p[7]=v,p[11]=g,p[15]=x,this}identity(){return this.set(1,0,0,0,0,1,0,0,0,0,1,0,0,0,0,1),this}clone(){return new k1().fromArray(this.elements)}copy(e){let t=this.elements,i=e.elements;return t[0]=i[0],t[1]=i[1],t[2]=i[2],t[3]=i[3],t[4]=i[4],t[5]=i[5],t[6]=i[6],t[7]=i[7],t[8]=i[8],t[9]=i[9],t[10]=i[10],t[11]=i[11],t[12]=i[12],t[13]=i[13],t[14]=i[14],t[15]=i[15],this}copyPosition(e){let t=this.elements,i=e.elements;return t[12]=i[12],t[13]=i[13],t[14]=i[14],this}setFromMatrix3(e){let t=e.elements;return this.set(t[0],t[3],t[6],0,t[1],t[4],t[7],0,t[2],t[5],t[8],0,0,0,0,1),this}extractBasis(e,t,i){return e.setFromMatrixColumn(this,0),t.setFromMatrixColumn(this,1),i.setFromMatrixColumn(this,2),this}makeBasis(e,t,i){return this.set(e.x,t.x,i.x,0,e.y,t.y,i.y,0,e.z,t.z,i.z,0,0,0,0,1),this}extractRotation(e){let t=this.elements,i=e.elements,a=1/Z4.setFromMatrixColumn(e,0).length(),r=1/Z4.setFromMatrixColumn(e,1).length(),s=1/Z4.setFromMatrixColumn(e,2).length();return t[0]=i[0]*a,t[1]=i[1]*a,t[2]=i[2]*a,t[3]=0,t[4]=i[4]*r,t[5]=i[5]*r,t[6]=i[6]*r,t[7]=0,t[8]=i[8]*s,t[9]=i[9]*s,t[10]=i[10]*s,t[11]=0,t[12]=0,t[13]=0,t[14]=0,t[15]=1,this}makeRotationFromEuler(e){e&&e.isEuler||console.error("THREE.Matrix4: .makeRotationFromEuler() now expects a Euler rotation rather than a Vector3 and order.");let t=this.elements,i=e.x,a=e.y,r=e.z,s=Math.cos(i),o=Math.sin(i),c=Math.cos(a),l=Math.sin(a),u=Math.cos(r),f=Math.sin(r);if(e.order==="XYZ"){let h=s*u,m=s*f,v=o*u,g=o*f;t[0]=c*u,t[4]=-c*f,t[8]=l,t[1]=m+v*l,t[5]=h-g*l,t[9]=-o*c,t[2]=g-h*l,t[6]=v+m*l,t[10]=s*c}else if(e.order==="YXZ"){let h=c*u,m=c*f,v=l*u,g=l*f;t[0]=h+g*o,t[4]=v*o-m,t[8]=s*l,t[1]=s*f,t[5]=s*u,t[9]=-o,t[2]=m*o-v,t[6]=g+h*o,t[10]=s*c}else if(e.order==="ZXY"){let h=c*u,m=c*f,v=l*u,g=l*f;t[0]=h-g*o,t[4]=-s*f,t[8]=v+m*o,t[1]=m+v*o,t[5]=s*u,t[9]=g-h*o,t[2]=-s*l,t[6]=o,t[10]=s*c}else if(e.order==="ZYX"){let h=s*u,m=s*f,v=o*u,g=o*f;t[0]=c*u,t[4]=v*l-m,t[8]=h*l+g,t[1]=c*f,t[5]=g*l+h,t[9]=m*l-v,t[2]=-l,t[6]=o*c,t[10]=s*c}else if(e.order==="YZX"){let h=s*c,m=s*l,v=o*c,g=o*l;t[0]=c*u,t[4]=g-h*f,t[8]=v*f+m,t[1]=f,t[5]=s*u,t[9]=-o*u,t[2]=-l*u,t[6]=m*f+v,t[10]=h-g*f}else if(e.order==="XZY"){let h=s*c,m=s*l,v=o*c,g=o*l;t[0]=c*u,t[4]=-f,t[8]=l*u,t[1]=h*f+g,t[5]=s*u,t[9]=m*f-v,t[2]=v*f-m,t[6]=o*u,t[10]=g*f+h}return t[3]=0,t[7]=0,t[11]=0,t[12]=0,t[13]=0,t[14]=0,t[15]=1,this}makeRotationFromQuaternion(e){return this.compose(l9,e,u9)}lookAt(e,t,i){let a=this.elements;return B2.subVectors(e,t),B2.lengthSq()===0&&(B2.z=1),B2.normalize(),o4.crossVectors(i,B2),o4.lengthSq()===0&&(Math.abs(i.z)===1?B2.x+=1e-4:B2.z+=1e-4,B2.normalize(),o4.crossVectors(i,B2)),o4.normalize(),P6.crossVectors(B2,o4),a[0]=o4.x,a[4]=P6.x,a[8]=B2.x,a[1]=o4.y,a[5]=P6.y,a[9]=B2.y,a[2]=o4.z,a[6]=P6.z,a[10]=B2.z,this}multiply(e,t){return t!==void 0?(console.warn("THREE.Matrix4: .multiply() now only accepts one argument. Use .multiplyMatrices( a, b ) instead."),this.multiplyMatrices(e,t)):this.multiplyMatrices(this,e)}premultiply(e){return this.multiplyMatrices(e,this)}multiplyMatrices(e,t){let i=e.elements,a=t.elements,r=this.elements,s=i[0],o=i[4],c=i[8],l=i[12],u=i[1],f=i[5],h=i[9],m=i[13],v=i[2],g=i[6],x=i[10],p=i[14],d=i[3],A=i[7],b=i[11],C=i[15],E=a[0],T=a[4],S=a[8],P=a[12],F=a[1],M=a[5],D=a[9],z=a[13],H=a[2],V=a[6],L=a[10],N=a[14],U=a[3],Z=a[7],O=a[11],W=a[15];return r[0]=s*E+o*F+c*H+l*U,r[4]=s*T+o*M+c*V+l*Z,r[8]=s*S+o*D+c*L+l*O,r[12]=s*P+o*z+c*N+l*W,r[1]=u*E+f*F+h*H+m*U,r[5]=u*T+f*M+h*V+m*Z,r[9]=u*S+f*D+h*L+m*O,r[13]=u*P+f*z+h*N+m*W,r[2]=v*E+g*F+x*H+p*U,r[6]=v*T+g*M+x*V+p*Z,r[10]=v*S+g*D+x*L+p*O,r[14]=v*P+g*z+x*N+p*W,r[3]=d*E+A*F+b*H+C*U,r[7]=d*T+A*M+b*V+C*Z,r[11]=d*S+A*D+b*L+C*O,r[15]=d*P+A*z+b*N+C*W,this}multiplyScalar(e){let t=this.elements;return t[0]*=e,t[4]*=e,t[8]*=e,t[12]*=e,t[1]*=e,t[5]*=e,t[9]*=e,t[13]*=e,t[2]*=e,t[6]*=e,t[10]*=e,t[14]*=e,t[3]*=e,t[7]*=e,t[11]*=e,t[15]*=e,this}determinant(){let e=this.elements,t=e[0],i=e[4],a=e[8],r=e[12],s=e[1],o=e[5],c=e[9],l=e[13],u=e[2],f=e[6],h=e[10],m=e[14],v=e[3],g=e[7],x=e[11],p=e[15];return v*(+r*c*f-a*l*f-r*o*h+i*l*h+a*o*m-i*c*m)+g*(+t*c*m-t*l*h+r*s*h-a*s*m+a*l*u-r*c*u)+x*(+t*l*f-t*o*m-r*s*f+i*s*m+r*o*u-i*l*u)+p*(-a*o*u-t*c*f+t*o*h+a*s*f-i*s*h+i*c*u)}transpose(){let e=this.elements,t;return t=e[1],e[1]=e[4],e[4]=t,t=e[2],e[2]=e[8],e[8]=t,t=e[6],e[6]=e[9],e[9]=t,t=e[3],e[3]=e[12],e[12]=t,t=e[7],e[7]=e[13],e[13]=t,t=e[11],e[11]=e[14],e[14]=t,this}setPosition(e,t,i){let a=this.elements;return e.isVector3?(a[12]=e.x,a[13]=e.y,a[14]=e.z):(a[12]=e,a[13]=t,a[14]=i),this}invert(){let e=this.elements,t=e[0],i=e[1],a=e[2],r=e[3],s=e[4],o=e[5],c=e[6],l=e[7],u=e[8],f=e[9],h=e[10],m=e[11],v=e[12],g=e[13],x=e[14],p=e[15],d=f*x*l-g*h*l+g*c*m-o*x*m-f*c*p+o*h*p,A=v*h*l-u*x*l-v*c*m+s*x*m+u*c*p-s*h*p,b=u*g*l-v*f*l+v*o*m-s*g*m-u*o*p+s*f*p,C=v*f*c-u*g*c-v*o*h+s*g*h+u*o*x-s*f*x,E=t*d+i*A+a*b+r*C;if(E===0)return this.set(0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0);let T=1/E;return e[0]=d*T,e[1]=(g*h*r-f*x*r-g*a*m+i*x*m+f*a*p-i*h*p)*T,e[2]=(o*x*r-g*c*r+g*a*l-i*x*l-o*a*p+i*c*p)*T,e[3]=(f*c*r-o*h*r-f*a*l+i*h*l+o*a*m-i*c*m)*T,e[4]=A*T,e[5]=(u*x*r-v*h*r+v*a*m-t*x*m-u*a*p+t*h*p)*T,e[6]=(v*c*r-s*x*r-v*a*l+t*x*l+s*a*p-t*c*p)*T,e[7]=(s*h*r-u*c*r+u*a*l-t*h*l-s*a*m+t*c*m)*T,e[8]=b*T,e[9]=(v*f*r-u*g*r-v*i*m+t*g*m+u*i*p-t*f*p)*T,e[10]=(s*g*r-v*o*r+v*i*l-t*g*l-s*i*p+t*o*p)*T,e[11]=(u*o*r-s*f*r-u*i*l+t*f*l+s*i*m-t*o*m)*T,e[12]=C*T,e[13]=(u*g*a-v*f*a+v*i*h-t*g*h-u*i*x+t*f*x)*T,e[14]=(v*o*a-s*g*a-v*i*c+t*g*c+s*i*x-t*o*x)*T,e[15]=(s*f*a-u*o*a+u*i*c-t*f*c-s*i*h+t*o*h)*T,this}scale(e){let t=this.elements,i=e.x,a=e.y,r=e.z;return t[0]*=i,t[4]*=a,t[8]*=r,t[1]*=i,t[5]*=a,t[9]*=r,t[2]*=i,t[6]*=a,t[10]*=r,t[3]*=i,t[7]*=a,t[11]*=r,this}getMaxScaleOnAxis(){let e=this.elements,t=e[0]*e[0]+e[1]*e[1]+e[2]*e[2],i=e[4]*e[4]+e[5]*e[5]+e[6]*e[6],a=e[8]*e[8]+e[9]*e[9]+e[10]*e[10];return Math.sqrt(Math.max(t,i,a))}makeTranslation(e,t,i){return this.set(1,0,0,e,0,1,0,t,0,0,1,i,0,0,0,1),this}makeRotationX(e){let t=Math.cos(e),i=Math.sin(e);return this.set(1,0,0,0,0,t,-i,0,0,i,t,0,0,0,0,1),this}makeRotationY(e){let t=Math.cos(e),i=Math.sin(e);return this.set(t,0,i,0,0,1,0,0,-i,0,t,0,0,0,0,1),this}makeRotationZ(e){let t=Math.cos(e),i=Math.sin(e);return this.set(t,-i,0,0,i,t,0,0,0,0,1,0,0,0,0,1),this}makeRotationAxis(e,t){let i=Math.cos(t),a=Math.sin(t),r=1-i,s=e.x,o=e.y,c=e.z,l=r*s,u=r*o;return this.set(l*s+i,l*o-a*c,l*c+a*o,0,l*o+a*c,u*o+i,u*c-a*s,0,l*c-a*o,u*c+a*s,r*c*c+i,0,0,0,0,1),this}makeScale(e,t,i){return this.set(e,0,0,0,0,t,0,0,0,0,i,0,0,0,0,1),this}makeShear(e,t,i,a,r,s){return this.set(1,i,r,0,e,1,s,0,t,a,1,0,0,0,0,1),this}compose(e,t,i){let a=this.elements,r=t._x,s=t._y,o=t._z,c=t._w,l=r+r,u=s+s,f=o+o,h=r*l,m=r*u,v=r*f,g=s*u,x=s*f,p=o*f,d=c*l,A=c*u,b=c*f,C=i.x,E=i.y,T=i.z;return a[0]=(1-(g+p))*C,a[1]=(m+b)*C,a[2]=(v-A)*C,a[3]=0,a[4]=(m-b)*E,a[5]=(1-(h+p))*E,a[6]=(x+d)*E,a[7]=0,a[8]=(v+A)*T,a[9]=(x-d)*T,a[10]=(1-(h+g))*T,a[11]=0,a[12]=e.x,a[13]=e.y,a[14]=e.z,a[15]=1,this}decompose(e,t,i){let a=this.elements,r=Z4.set(a[0],a[1],a[2]).length(),s=Z4.set(a[4],a[5],a[6]).length(),o=Z4.set(a[8],a[9],a[10]).length();this.determinant()<0&&(r=-r),e.x=a[12],e.y=a[13],e.z=a[14],ee.copy(this);let l=1/r,u=1/s,f=1/o;return ee.elements[0]*=l,ee.elements[1]*=l,ee.elements[2]*=l,ee.elements[4]*=u,ee.elements[5]*=u,ee.elements[6]*=u,ee.elements[8]*=f,ee.elements[9]*=f,ee.elements[10]*=f,t.setFromRotationMatrix(ee),i.x=r,i.y=s,i.z=o,this}makePerspective(e,t,i,a,r,s){s===void 0&&console.warn("THREE.Matrix4: .makePerspective() has been redefined and has a new signature. Please check the docs.");let o=this.elements,c=2*r/(t-e),l=2*r/(i-a),u=(t+e)/(t-e),f=(i+a)/(i-a),h=-(s+r)/(s-r),m=-2*s*r/(s-r);return o[0]=c,o[4]=0,o[8]=u,o[12]=0,o[1]=0,o[5]=l,o[9]=f,o[13]=0,o[2]=0,o[6]=0,o[10]=h,o[14]=m,o[3]=0,o[7]=0,o[11]=-1,o[15]=0,this}makeOrthographic(e,t,i,a,r,s){let o=this.elements,c=1/(t-e),l=1/(i-a),u=1/(s-r),f=(t+e)*c,h=(i+a)*l,m=(s+r)*u;return o[0]=2*c,o[4]=0,o[8]=0,o[12]=-f,o[1]=0,o[5]=2*l,o[9]=0,o[13]=-h,o[2]=0,o[6]=0,o[10]=-2*u,o[14]=-m,o[3]=0,o[7]=0,o[11]=0,o[15]=1,this}equals(e){let t=this.elements,i=e.elements;for(let a=0;a<16;a++)if(t[a]!==i[a])return!1;return!0}fromArray(e,t=0){for(let i=0;i<16;i++)this.elements[i]=e[i+t];return this}toArray(e=[],t=0){let i=this.elements;return e[t]=i[0],e[t+1]=i[1],e[t+2]=i[2],e[t+3]=i[3],e[t+4]=i[4],e[t+5]=i[5],e[t+6]=i[6],e[t+7]=i[7],e[t+8]=i[8],e[t+9]=i[9],e[t+10]=i[10],e[t+11]=i[11],e[t+12]=i[12],e[t+13]=i[13],e[t+14]=i[14],e[t+15]=i[15],e}};k1.prototype.isMatrix4=!0;var Z4=new k,ee=new k1,l9=new k(0,0,0),u9=new k(1,1,1),o4=new k,P6=new k,B2=new k;var L8=new k1,D8=new xe,c4=class{constructor(e=0,t=0,i=0,a=c4.DefaultOrder){this._x=e,this._y=t,this._z=i,this._order=a}get x(){return this._x}set x(e){this._x=e,this._onChangeCallback()}get y(){return this._y}set y(e){this._y=e,this._onChangeCallback()}get z(){return this._z}set z(e){this._z=e,this._onChangeCallback()}get order(){return this._order}set order(e){this._order=e,this._onChangeCallback()}set(e,t,i,a=this._order){return this._x=e,this._y=t,this._z=i,this._order=a,this._onChangeCallback(),this}clone(){return new this.constructor(this._x,this._y,this._z,this._order)}copy(e){return this._x=e._x,this._y=e._y,this._z=e._z,this._order=e._order,this._onChangeCallback(),this}setFromRotationMatrix(e,t=this._order,i=!0){let a=e.elements,r=a[0],s=a[4],o=a[8],c=a[1],l=a[5],u=a[9],f=a[2],h=a[6],m=a[10];switch(t){case"XYZ":this._y=Math.asin(D2(o,-1,1)),Math.abs(o)<.9999999?(this._x=Math.atan2(-u,m),this._z=Math.atan2(-s,r)):(this._x=Math.atan2(h,l),this._z=0);break;case"YXZ":this._x=Math.asin(-D2(u,-1,1)),Math.abs(u)<.9999999?(this._y=Math.atan2(o,m),this._z=Math.atan2(c,l)):(this._y=Math.atan2(-f,r),this._z=0);break;case"ZXY":this._x=Math.asin(D2(h,-1,1)),Math.abs(h)<.9999999?(this._y=Math.atan2(-f,m),this._z=Math.atan2(-s,l)):(this._y=0,this._z=Math.atan2(c,r));break;case"ZYX":this._y=Math.asin(-D2(f,-1,1)),Math.abs(f)<.9999999?(this._x=Math.atan2(h,m),this._z=Math.atan2(c,r)):(this._x=0,this._z=Math.atan2(-s,l));break;case"YZX":this._z=Math.asin(D2(c,-1,1)),Math.abs(c)<.9999999?(this._x=Math.atan2(-u,l),this._y=Math.atan2(-f,r)):(this._x=0,this._y=Math.atan2(o,m));break;case"XZY":this._z=Math.asin(-D2(s,-1,1)),Math.abs(s)<.9999999?(this._x=Math.atan2(h,l),this._y=Math.atan2(o,r)):(this._x=Math.atan2(-u,m),this._y=0);break;default:console.warn("THREE.Euler: .setFromRotationMatrix() encountered an unknown order: "+t)}return this._order=t,i===!0&&this._onChangeCallback(),this}setFromQuaternion(e,t,i){return L8.makeRotationFromQuaternion(e),this.setFromRotationMatrix(L8,t,i)}setFromVector3(e,t=this._order){return this.set(e.x,e.y,e.z,t)}reorder(e){return D8.setFromEuler(this),this.setFromQuaternion(D8,e)}equals(e){return e._x===this._x&&e._y===this._y&&e._z===this._z&&e._order===this._order}fromArray(e){return this._x=e[0],this._y=e[1],this._z=e[2],e[3]!==void 0&&(this._order=e[3]),this._onChangeCallback(),this}toArray(e=[],t=0){return e[t]=this._x,e[t+1]=this._y,e[t+2]=this._z,e[t+3]=this._order,e}toVector3(e){return e?e.set(this._x,this._y,this._z):new k(this._x,this._y,this._z)}_onChange(e){return this._onChangeCallback=e,this}_onChangeCallback(){}};c4.prototype.isEuler=!0;c4.DefaultOrder="XYZ";c4.RotationOrders=["XYZ","YZX","ZXY","XZY","YXZ","ZYX"];var Pt=class{constructor(){this.mask=1|0}set(e){this.mask=(1<>>0}enable(e){this.mask|=1<0&&console.error("THREE.Matrix3: the constructor no longer reads arguments. use .set() instead.")}set(e,t,i,a,r,s,o,c,l){let u=this.elements;return u[0]=e,u[1]=a,u[2]=o,u[3]=t,u[4]=r,u[5]=c,u[6]=i,u[7]=s,u[8]=l,this}identity(){return this.set(1,0,0,0,1,0,0,0,1),this}copy(e){let t=this.elements,i=e.elements;return t[0]=i[0],t[1]=i[1],t[2]=i[2],t[3]=i[3],t[4]=i[4],t[5]=i[5],t[6]=i[6],t[7]=i[7],t[8]=i[8],this}extractBasis(e,t,i){return e.setFromMatrix3Column(this,0),t.setFromMatrix3Column(this,1),i.setFromMatrix3Column(this,2),this}setFromMatrix4(e){let t=e.elements;return this.set(t[0],t[4],t[8],t[1],t[5],t[9],t[2],t[6],t[10]),this}multiply(e){return this.multiplyMatrices(this,e)}premultiply(e){return this.multiplyMatrices(e,this)}multiplyMatrices(e,t){let i=e.elements,a=t.elements,r=this.elements,s=i[0],o=i[3],c=i[6],l=i[1],u=i[4],f=i[7],h=i[2],m=i[5],v=i[8],g=a[0],x=a[3],p=a[6],d=a[1],A=a[4],b=a[7],C=a[2],E=a[5],T=a[8];return r[0]=s*g+o*d+c*C,r[3]=s*x+o*A+c*E,r[6]=s*p+o*b+c*T,r[1]=l*g+u*d+f*C,r[4]=l*x+u*A+f*E,r[7]=l*p+u*b+f*T,r[2]=h*g+m*d+v*C,r[5]=h*x+m*A+v*E,r[8]=h*p+m*b+v*T,this}multiplyScalar(e){let t=this.elements;return t[0]*=e,t[3]*=e,t[6]*=e,t[1]*=e,t[4]*=e,t[7]*=e,t[2]*=e,t[5]*=e,t[8]*=e,this}determinant(){let e=this.elements,t=e[0],i=e[1],a=e[2],r=e[3],s=e[4],o=e[5],c=e[6],l=e[7],u=e[8];return t*s*u-t*o*l-i*r*u+i*o*c+a*r*l-a*s*c}invert(){let e=this.elements,t=e[0],i=e[1],a=e[2],r=e[3],s=e[4],o=e[5],c=e[6],l=e[7],u=e[8],f=u*s-o*l,h=o*c-u*r,m=l*r-s*c,v=t*f+i*h+a*m;if(v===0)return this.set(0,0,0,0,0,0,0,0,0);let g=1/v;return e[0]=f*g,e[1]=(a*l-u*i)*g,e[2]=(o*i-a*s)*g,e[3]=h*g,e[4]=(u*t-a*c)*g,e[5]=(a*r-o*t)*g,e[6]=m*g,e[7]=(i*c-l*t)*g,e[8]=(s*t-i*r)*g,this}transpose(){let e,t=this.elements;return e=t[1],t[1]=t[3],t[3]=e,e=t[2],t[2]=t[6],t[6]=e,e=t[5],t[5]=t[7],t[7]=e,this}getNormalMatrix(e){return this.setFromMatrix4(e).invert().transpose()}transposeIntoArray(e){let t=this.elements;return e[0]=t[0],e[1]=t[3],e[2]=t[6],e[3]=t[1],e[4]=t[4],e[5]=t[7],e[6]=t[2],e[7]=t[5],e[8]=t[8],this}setUvTransform(e,t,i,a,r,s,o){let c=Math.cos(r),l=Math.sin(r);return this.set(i*c,i*l,-i*(c*s+l*o)+s+e,-a*l,a*c,-a*(-l*s+c*o)+o+t,0,0,1),this}scale(e,t){let i=this.elements;return i[0]*=e,i[3]*=e,i[6]*=e,i[1]*=t,i[4]*=t,i[7]*=t,this}rotate(e){let t=Math.cos(e),i=Math.sin(e),a=this.elements,r=a[0],s=a[3],o=a[6],c=a[1],l=a[4],u=a[7];return a[0]=t*r+i*c,a[3]=t*s+i*l,a[6]=t*o+i*u,a[1]=-i*r+t*c,a[4]=-i*s+t*l,a[7]=-i*o+t*u,this}translate(e,t){let i=this.elements;return i[0]+=e*i[2],i[3]+=e*i[5],i[6]+=e*i[8],i[1]+=t*i[2],i[4]+=t*i[5],i[7]+=t*i[8],this}equals(e){let t=this.elements,i=e.elements;for(let a=0;a<9;a++)if(t[a]!==i[a])return!1;return!0}fromArray(e,t=0){for(let i=0;i<9;i++)this.elements[i]=e[i+t];return this}toArray(e=[],t=0){let i=this.elements;return e[t]=i[0],e[t+1]=i[1],e[t+2]=i[2],e[t+3]=i[3],e[t+4]=i[4],e[t+5]=i[5],e[t+6]=i[6],e[t+7]=i[7],e[t+8]=i[8],e}clone(){return new this.constructor().fromArray(this.elements)}};r2.prototype.isMatrix3=!0;var h9=0,T8=new k,Y4=new xe,je=new k1,I6=new k,It=new k,f9=new k,d9=new xe,H8=new k(1,0,0),V8=new k(0,1,0),N8=new k(0,0,1),p9={type:"added"},R8={type:"removed"},j1=class extends F2{constructor(){super();Object.defineProperty(this,"id",{value:h9++}),this.uuid=Ie(),this.name="",this.type="Object3D",this.parent=null,this.children=[],this.up=j1.DefaultUp.clone();let e=new k,t=new c4,i=new xe,a=new k(1,1,1);function r(){i.setFromEuler(t,!1)}function s(){t.setFromQuaternion(i,void 0,!1)}t._onChange(r),i._onChange(s),Object.defineProperties(this,{position:{configurable:!0,enumerable:!0,value:e},rotation:{configurable:!0,enumerable:!0,value:t},quaternion:{configurable:!0,enumerable:!0,value:i},scale:{configurable:!0,enumerable:!0,value:a},modelViewMatrix:{value:new k1},normalMatrix:{value:new r2}}),this.matrix=new k1,this.matrixWorld=new k1,this.matrixAutoUpdate=j1.DefaultMatrixAutoUpdate,this.matrixWorldNeedsUpdate=!1,this.layers=new Pt,this.visible=!0,this.castShadow=!1,this.receiveShadow=!1,this.frustumCulled=!0,this.renderOrder=0,this.animations=[],this.userData={}}onBeforeRender(){}onAfterRender(){}applyMatrix4(e){this.matrixAutoUpdate&&this.updateMatrix(),this.matrix.premultiply(e),this.matrix.decompose(this.position,this.quaternion,this.scale)}applyQuaternion(e){return this.quaternion.premultiply(e),this}setRotationFromAxisAngle(e,t){this.quaternion.setFromAxisAngle(e,t)}setRotationFromEuler(e){this.quaternion.setFromEuler(e,!0)}setRotationFromMatrix(e){this.quaternion.setFromRotationMatrix(e)}setRotationFromQuaternion(e){this.quaternion.copy(e)}rotateOnAxis(e,t){return Y4.setFromAxisAngle(e,t),this.quaternion.multiply(Y4),this}rotateOnWorldAxis(e,t){return Y4.setFromAxisAngle(e,t),this.quaternion.premultiply(Y4),this}rotateX(e){return this.rotateOnAxis(H8,e)}rotateY(e){return this.rotateOnAxis(V8,e)}rotateZ(e){return this.rotateOnAxis(N8,e)}translateOnAxis(e,t){return T8.copy(e).applyQuaternion(this.quaternion),this.position.add(T8.multiplyScalar(t)),this}translateX(e){return this.translateOnAxis(H8,e)}translateY(e){return this.translateOnAxis(V8,e)}translateZ(e){return this.translateOnAxis(N8,e)}localToWorld(e){return e.applyMatrix4(this.matrixWorld)}worldToLocal(e){return e.applyMatrix4(je.copy(this.matrixWorld).invert())}lookAt(e,t,i){e.isVector3?I6.copy(e):I6.set(e,t,i);let a=this.parent;this.updateWorldMatrix(!0,!1),It.setFromMatrixPosition(this.matrixWorld),this.isCamera||this.isLight?je.lookAt(It,I6,this.up):je.lookAt(I6,It,this.up),this.quaternion.setFromRotationMatrix(je),a&&(je.extractRotation(a.matrixWorld),Y4.setFromRotationMatrix(je),this.quaternion.premultiply(Y4.invert()))}add(e){if(arguments.length>1){for(let t=0;t1){for(let i=0;i0){a.children=[];for(let o=0;o0){a.animations=[];for(let o=0;o0&&(i.geometries=o),c.length>0&&(i.materials=c),l.length>0&&(i.textures=l),u.length>0&&(i.images=u),f.length>0&&(i.shapes=f),h.length>0&&(i.skeletons=h),m.length>0&&(i.animations=m)}return i.object=a,i;function s(o){let c=[];for(let l in o){let u=o[l];delete u.metadata,c.push(u)}return c}}clone(e){return new this.constructor().copy(this,e)}copy(e,t=!0){if(this.name=e.name,this.up.copy(e.up),this.position.copy(e.position),this.rotation.order=e.rotation.order,this.quaternion.copy(e.quaternion),this.scale.copy(e.scale),this.matrix.copy(e.matrix),this.matrixWorld.copy(e.matrixWorld),this.matrixAutoUpdate=e.matrixAutoUpdate,this.matrixWorldNeedsUpdate=e.matrixWorldNeedsUpdate,this.layers.mask=e.layers.mask,this.visible=e.visible,this.castShadow=e.castShadow,this.receiveShadow=e.receiveShadow,this.frustumCulled=e.frustumCulled,this.renderOrder=e.renderOrder,this.userData=JSON.parse(JSON.stringify(e.userData)),t===!0)for(let i=0;i=0;--e)if(n[e]>65535)return!0;return!1}function E4(n){return document.createElementNS("http://www.w3.org/1999/xhtml",n)}var m9=0,G2=new k1,B3=new j1,$4=new k,P2=new Ge,kt=new Ge,c2=new k,b2=class extends F2{constructor(){super();Object.defineProperty(this,"id",{value:m9++}),this.uuid=Ie(),this.name="",this.type="BufferGeometry",this.index=null,this.attributes={},this.morphAttributes={},this.morphTargetsRelative=!1,this.groups=[],this.boundingBox=null,this.boundingSphere=null,this.drawRange={start:0,count:1/0},this.userData={}}getIndex(){return this.index}setIndex(e){return Array.isArray(e)?this.index=new(k6(e)?Ft:Rt)(e,1):this.index=e,this}getAttribute(e){return this.attributes[e]}setAttribute(e,t){return this.attributes[e]=t,this}deleteAttribute(e){return delete this.attributes[e],this}hasAttribute(e){return this.attributes[e]!==void 0}addGroup(e,t,i=0){this.groups.push({start:e,count:t,materialIndex:i})}clearGroups(){this.groups=[]}setDrawRange(e,t){this.drawRange.start=e,this.drawRange.count=t}applyMatrix4(e){let t=this.attributes.position;t!==void 0&&(t.applyMatrix4(e),t.needsUpdate=!0);let i=this.attributes.normal;if(i!==void 0){let r=new r2().getNormalMatrix(e);i.applyNormalMatrix(r),i.needsUpdate=!0}let a=this.attributes.tangent;return a!==void 0&&(a.transformDirection(e),a.needsUpdate=!0),this.boundingBox!==null&&this.computeBoundingBox(),this.boundingSphere!==null&&this.computeBoundingSphere(),this}applyQuaternion(e){return G2.makeRotationFromQuaternion(e),this.applyMatrix4(G2),this}rotateX(e){return G2.makeRotationX(e),this.applyMatrix4(G2),this}rotateY(e){return G2.makeRotationY(e),this.applyMatrix4(G2),this}rotateZ(e){return G2.makeRotationZ(e),this.applyMatrix4(G2),this}translate(e,t,i){return G2.makeTranslation(e,t,i),this.applyMatrix4(G2),this}scale(e,t,i){return G2.makeScale(e,t,i),this.applyMatrix4(G2),this}lookAt(e){return B3.lookAt(e),B3.updateMatrix(),this.applyMatrix4(B3.matrix),this}center(){return this.computeBoundingBox(),this.boundingBox.getCenter($4).negate(),this.translate($4.x,$4.y,$4.z),this}setFromPoints(e){let t=[];for(let i=0,a=e.length;i0&&(e.userData=this.userData),this.parameters!==void 0){let c=this.parameters;for(let l in c)c[l]!==void 0&&(e[l]=c[l]);return e}e.data={attributes:{}};let t=this.index;t!==null&&(e.data.index={type:t.array.constructor.name,array:Array.prototype.slice.call(t.array)});let i=this.attributes;for(let c in i){let l=i[c];e.data.attributes[c]=l.toJSON(e.data)}let a={},r=!1;for(let c in this.morphAttributes){let l=this.morphAttributes[c],u=[];for(let f=0,h=l.length;f0&&(a[c]=u,r=!0)}r&&(e.data.morphAttributes=a,e.data.morphTargetsRelative=this.morphTargetsRelative);let s=this.groups;s.length>0&&(e.data.groups=JSON.parse(JSON.stringify(s)));let o=this.boundingSphere;return o!==null&&(e.data.boundingSphere={center:o.center.toArray(),radius:o.radius}),e}clone(){return new this.constructor().copy(this)}copy(e){this.index=null,this.attributes={},this.morphAttributes={},this.groups=[],this.boundingBox=null,this.boundingSphere=null;let t={};this.name=e.name;let i=e.index;i!==null&&this.setIndex(i.clone(t));let a=e.attributes;for(let l in a){let u=a[l];this.setAttribute(l,u.clone(t))}let r=e.morphAttributes;for(let l in r){let u=[],f=r[l];for(let h=0,m=f.length;h0!=e>0&&this.version++,this._alphaTest=e}onBuild(){}onBeforeRender(){}onBeforeCompile(){}customProgramCacheKey(){return this.onBeforeCompile.toString()}setValues(e){if(e!==void 0)for(let t in e){let i=e[t];if(i===void 0){console.warn("THREE.Material: '"+t+"' parameter is undefined.");continue}if(t==="shading"){console.warn("THREE."+this.type+": .shading has been removed. Use the boolean .flatShading instead."),this.flatShading=i===Rr;continue}let a=this[t];if(a===void 0){console.warn("THREE."+this.type+": '"+t+"' is not a property of this material.");continue}a&&a.isColor?a.set(i):a&&a.isVector3&&i&&i.isVector3?a.copy(i):this[t]=i}}toJSON(e){let t=e===void 0||typeof e=="string";t&&(e={textures:{},images:{}});let i={metadata:{version:4.5,type:"Material",generator:"Material.toJSON"}};i.uuid=this.uuid,i.type=this.type,this.name!==""&&(i.name=this.name),this.color&&this.color.isColor&&(i.color=this.color.getHex()),this.roughness!==void 0&&(i.roughness=this.roughness),this.metalness!==void 0&&(i.metalness=this.metalness),this.sheen!==void 0&&(i.sheen=this.sheen),this.sheenColor&&this.sheenColor.isColor&&(i.sheenColor=this.sheenColor.getHex()),this.sheenRoughness!==void 0&&(i.sheenRoughness=this.sheenRoughness),this.emissive&&this.emissive.isColor&&(i.emissive=this.emissive.getHex()),this.emissiveIntensity&&this.emissiveIntensity!==1&&(i.emissiveIntensity=this.emissiveIntensity),this.specular&&this.specular.isColor&&(i.specular=this.specular.getHex()),this.specularIntensity!==void 0&&(i.specularIntensity=this.specularIntensity),this.specularColor&&this.specularColor.isColor&&(i.specularColor=this.specularColor.getHex()),this.shininess!==void 0&&(i.shininess=this.shininess),this.clearcoat!==void 0&&(i.clearcoat=this.clearcoat),this.clearcoatRoughness!==void 0&&(i.clearcoatRoughness=this.clearcoatRoughness),this.clearcoatMap&&this.clearcoatMap.isTexture&&(i.clearcoatMap=this.clearcoatMap.toJSON(e).uuid),this.clearcoatRoughnessMap&&this.clearcoatRoughnessMap.isTexture&&(i.clearcoatRoughnessMap=this.clearcoatRoughnessMap.toJSON(e).uuid),this.clearcoatNormalMap&&this.clearcoatNormalMap.isTexture&&(i.clearcoatNormalMap=this.clearcoatNormalMap.toJSON(e).uuid,i.clearcoatNormalScale=this.clearcoatNormalScale.toArray()),this.map&&this.map.isTexture&&(i.map=this.map.toJSON(e).uuid),this.matcap&&this.matcap.isTexture&&(i.matcap=this.matcap.toJSON(e).uuid),this.alphaMap&&this.alphaMap.isTexture&&(i.alphaMap=this.alphaMap.toJSON(e).uuid),this.lightMap&&this.lightMap.isTexture&&(i.lightMap=this.lightMap.toJSON(e).uuid,i.lightMapIntensity=this.lightMapIntensity),this.aoMap&&this.aoMap.isTexture&&(i.aoMap=this.aoMap.toJSON(e).uuid,i.aoMapIntensity=this.aoMapIntensity),this.bumpMap&&this.bumpMap.isTexture&&(i.bumpMap=this.bumpMap.toJSON(e).uuid,i.bumpScale=this.bumpScale),this.normalMap&&this.normalMap.isTexture&&(i.normalMap=this.normalMap.toJSON(e).uuid,i.normalMapType=this.normalMapType,i.normalScale=this.normalScale.toArray()),this.displacementMap&&this.displacementMap.isTexture&&(i.displacementMap=this.displacementMap.toJSON(e).uuid,i.displacementScale=this.displacementScale,i.displacementBias=this.displacementBias),this.roughnessMap&&this.roughnessMap.isTexture&&(i.roughnessMap=this.roughnessMap.toJSON(e).uuid),this.metalnessMap&&this.metalnessMap.isTexture&&(i.metalnessMap=this.metalnessMap.toJSON(e).uuid),this.emissiveMap&&this.emissiveMap.isTexture&&(i.emissiveMap=this.emissiveMap.toJSON(e).uuid),this.specularMap&&this.specularMap.isTexture&&(i.specularMap=this.specularMap.toJSON(e).uuid),this.specularIntensityMap&&this.specularIntensityMap.isTexture&&(i.specularIntensityMap=this.specularIntensityMap.toJSON(e).uuid),this.specularColorMap&&this.specularColorMap.isTexture&&(i.specularColorMap=this.specularColorMap.toJSON(e).uuid),this.envMap&&this.envMap.isTexture&&(i.envMap=this.envMap.toJSON(e).uuid,this.combine!==void 0&&(i.combine=this.combine)),this.envMapIntensity!==void 0&&(i.envMapIntensity=this.envMapIntensity),this.reflectivity!==void 0&&(i.reflectivity=this.reflectivity),this.refractionRatio!==void 0&&(i.refractionRatio=this.refractionRatio),this.gradientMap&&this.gradientMap.isTexture&&(i.gradientMap=this.gradientMap.toJSON(e).uuid),this.transmission!==void 0&&(i.transmission=this.transmission),this.transmissionMap&&this.transmissionMap.isTexture&&(i.transmissionMap=this.transmissionMap.toJSON(e).uuid),this.thickness!==void 0&&(i.thickness=this.thickness),this.thicknessMap&&this.thicknessMap.isTexture&&(i.thicknessMap=this.thicknessMap.toJSON(e).uuid),this.attenuationDistance!==void 0&&(i.attenuationDistance=this.attenuationDistance),this.attenuationColor!==void 0&&(i.attenuationColor=this.attenuationColor.getHex()),this.size!==void 0&&(i.size=this.size),this.shadowSide!==null&&(i.shadowSide=this.shadowSide),this.sizeAttenuation!==void 0&&(i.sizeAttenuation=this.sizeAttenuation),this.blending!==A4&&(i.blending=this.blending),this.side!==ke&&(i.side=this.side),this.vertexColors&&(i.vertexColors=!0),this.opacity<1&&(i.opacity=this.opacity),this.transparent===!0&&(i.transparent=this.transparent),i.depthFunc=this.depthFunc,i.depthTest=this.depthTest,i.depthWrite=this.depthWrite,i.colorWrite=this.colorWrite,i.alphaWrite=this.alphaWrite,i.stencilWrite=this.stencilWrite,i.stencilWriteMask=this.stencilWriteMask,i.stencilFunc=this.stencilFunc,i.stencilRef=this.stencilRef,i.stencilFuncMask=this.stencilFuncMask,i.stencilFail=this.stencilFail,i.stencilZFail=this.stencilZFail,i.stencilZPass=this.stencilZPass,this.rotation&&this.rotation!==0&&(i.rotation=this.rotation),this.polygonOffset===!0&&(i.polygonOffset=!0),this.polygonOffsetFactor!==0&&(i.polygonOffsetFactor=this.polygonOffsetFactor),this.polygonOffsetUnits!==0&&(i.polygonOffsetUnits=this.polygonOffsetUnits),this.linewidth&&this.linewidth!==1&&(i.linewidth=this.linewidth),this.dashSize!==void 0&&(i.dashSize=this.dashSize),this.gapSize!==void 0&&(i.gapSize=this.gapSize),this.scale!==void 0&&(i.scale=this.scale),this.dithering===!0&&(i.dithering=!0),this.alphaTest>0&&(i.alphaTest=this.alphaTest),this.alphaToCoverage===!0&&(i.alphaToCoverage=this.alphaToCoverage),this.premultipliedAlpha===!0&&(i.premultipliedAlpha=this.premultipliedAlpha),this.wireframe===!0&&(i.wireframe=this.wireframe),this.wireframeLinewidth>1&&(i.wireframeLinewidth=this.wireframeLinewidth),this.wireframeLinecap!=="round"&&(i.wireframeLinecap=this.wireframeLinecap),this.wireframeLinejoin!=="round"&&(i.wireframeLinejoin=this.wireframeLinejoin),this.flatShading===!0&&(i.flatShading=this.flatShading),this.visible===!1&&(i.visible=!1),this.toneMapped===!1&&(i.toneMapped=!1),JSON.stringify(this.userData)!=="{}"&&(i.userData=this.userData);function a(r){let s=[];for(let o in r){let c=r[o];delete c.metadata,s.push(c)}return s}if(t){let r=a(e.textures),s=a(e.images);r.length>0&&(i.textures=r),s.length>0&&(i.images=s)}return i}clone(){return new this.constructor().copy(this)}copy(e){this.name=e.name,this.fog=e.fog,this.blending=e.blending,this.side=e.side,this.vertexColors=e.vertexColors,this.opacity=e.opacity,this.transparent=e.transparent,this.blendSrc=e.blendSrc,this.blendDst=e.blendDst,this.blendEquation=e.blendEquation,this.blendSrcAlpha=e.blendSrcAlpha,this.blendDstAlpha=e.blendDstAlpha,this.blendEquationAlpha=e.blendEquationAlpha,this.depthFunc=e.depthFunc,this.depthTest=e.depthTest,this.depthWrite=e.depthWrite,this.stencilWriteMask=e.stencilWriteMask,this.stencilFunc=e.stencilFunc,this.stencilRef=e.stencilRef,this.stencilFuncMask=e.stencilFuncMask,this.stencilFail=e.stencilFail,this.stencilZFail=e.stencilZFail,this.stencilZPass=e.stencilZPass,this.stencilWrite=e.stencilWrite;let t=e.clippingPlanes,i=null;if(t!==null){let a=t.length;i=new Array(a);for(let r=0;r!==a;++r)i[r]=t[r].clone()}return this.clippingPlanes=i,this.clipIntersection=e.clipIntersection,this.clipShadows=e.clipShadows,this.shadowSide=e.shadowSide,this.colorWrite=e.colorWrite,this.alphaWrite=e.alphaWrite,this.precision=e.precision,this.polygonOffset=e.polygonOffset,this.polygonOffsetFactor=e.polygonOffsetFactor,this.polygonOffsetUnits=e.polygonOffsetUnits,this.dithering=e.dithering,this.alphaTest=e.alphaTest,this.alphaToCoverage=e.alphaToCoverage,this.premultipliedAlpha=e.premultipliedAlpha,this.visible=e.visible,this.toneMapped=e.toneMapped,this.userData=JSON.parse(JSON.stringify(e.userData)),this}dispose(){this.dispatchEvent({type:"dispose"})}set needsUpdate(e){e===!0&&this.version++}};T2.prototype.isMaterial=!0;var Ut=class extends T2{constructor(e){super();this.type="MeshPhongMaterial",this.color=new x1(16777215),this.specular=new x1(1118481),this.shininess=30,this.map=null,this.lightMap=null,this.lightMapIntensity=1,this.aoMap=null,this.aoMapIntensity=1,this.emissive=new x1(0),this.emissiveIntensity=1,this.emissiveMap=null,this.bumpMap=null,this.bumpScale=1,this.normalMap=null,this.normalMapType=H6,this.normalScale=new z1(1,1),this.displacementMap=null,this.displacementScale=1,this.displacementBias=0,this.specularMap=null,this.alphaMap=null,this.envMap=null,this.combine=G4,this.reflectivity=1,this.refractionRatio=.98,this.wireframe=!1,this.wireframeLinewidth=1,this.wireframeLinecap="round",this.wireframeLinejoin="round",this.flatShading=!1,this.setValues(e)}copy(e){return super.copy(e),this.color.copy(e.color),this.specular.copy(e.specular),this.shininess=e.shininess,this.map=e.map,this.lightMap=e.lightMap,this.lightMapIntensity=e.lightMapIntensity,this.aoMap=e.aoMap,this.aoMapIntensity=e.aoMapIntensity,this.emissive.copy(e.emissive),this.emissiveMap=e.emissiveMap,this.emissiveIntensity=e.emissiveIntensity,this.bumpMap=e.bumpMap,this.bumpScale=e.bumpScale,this.normalMap=e.normalMap,this.normalMapType=e.normalMapType,this.normalScale.copy(e.normalScale),this.displacementMap=e.displacementMap,this.displacementScale=e.displacementScale,this.displacementBias=e.displacementBias,this.specularMap=e.specularMap,this.alphaMap=e.alphaMap,this.envMap=e.envMap,this.combine=e.combine,this.reflectivity=e.reflectivity,this.refractionRatio=e.refractionRatio,this.wireframe=e.wireframe,this.wireframeLinewidth=e.wireframeLinewidth,this.wireframeLinecap=e.wireframeLinecap,this.wireframeLinejoin=e.wireframeLinejoin,this.flatShading=e.flatShading,this}};Ut.prototype.isMeshPhongMaterial=!0;var Xe=new k,P3=new k,U6=new k,l4=new k,I3=new k,O6=new k,k3=new k,U3=class{constructor(e=new k,t=new k(0,0,-1)){this.origin=e,this.direction=t}set(e,t){return this.origin.copy(e),this.direction.copy(t),this}copy(e){return this.origin.copy(e.origin),this.direction.copy(e.direction),this}at(e,t){return t.copy(this.direction).multiplyScalar(e).add(this.origin)}lookAt(e){return this.direction.copy(e).sub(this.origin).normalize(),this}recast(e){return this.origin.copy(this.at(e,Xe)),this}closestPointToPoint(e,t){t.subVectors(e,this.origin);let i=t.dot(this.direction);return i<0?t.copy(this.origin):t.copy(this.direction).multiplyScalar(i).add(this.origin)}distanceToPoint(e){return Math.sqrt(this.distanceSqToPoint(e))}distanceSqToPoint(e){let t=Xe.subVectors(e,this.origin).dot(this.direction);return t<0?this.origin.distanceToSquared(e):(Xe.copy(this.direction).multiplyScalar(t).add(this.origin),Xe.distanceToSquared(e))}distanceSqToSegment(e,t,i,a){P3.copy(e).add(t).multiplyScalar(.5),U6.copy(t).sub(e).normalize(),l4.copy(this.origin).sub(P3);let r=e.distanceTo(t)*.5,s=-this.direction.dot(U6),o=l4.dot(this.direction),c=-l4.dot(U6),l=l4.lengthSq(),u=Math.abs(1-s*s),f,h,m,v;if(u>0)if(f=s*c-o,h=s*o-c,v=r*u,f>=0)if(h>=-v)if(h<=v){let g=1/u;f*=g,h*=g,m=f*(f+s*h+2*o)+h*(s*f+h+2*c)+l}else h=r,f=Math.max(0,-(s*h+o)),m=-f*f+h*(h+2*c)+l;else h=-r,f=Math.max(0,-(s*h+o)),m=-f*f+h*(h+2*c)+l;else h<=-v?(f=Math.max(0,-(-s*r+o)),h=f>0?-r:Math.min(Math.max(-r,-c),r),m=-f*f+h*(h+2*c)+l):h<=v?(f=0,h=Math.min(Math.max(-r,-c),r),m=h*(h+2*c)+l):(f=Math.max(0,-(s*r+o)),h=f>0?r:Math.min(Math.max(-r,-c),r),m=-f*f+h*(h+2*c)+l);else h=s>0?-r:r,f=Math.max(0,-(s*h+o)),m=-f*f+h*(h+2*c)+l;return i&&i.copy(this.direction).multiplyScalar(f).add(this.origin),a&&a.copy(U6).multiplyScalar(h).add(P3),m}intersectSphere(e,t){Xe.subVectors(e.center,this.origin);let i=Xe.dot(this.direction),a=Xe.dot(Xe)-i*i,r=e.radius*e.radius;if(a>r)return null;let s=Math.sqrt(r-a),o=i-s,c=i+s;return o<0&&c<0?null:o<0?this.at(c,t):this.at(o,t)}intersectsSphere(e){return this.distanceSqToPoint(e.center)<=e.radius*e.radius}distanceToPlane(e){let t=e.normal.dot(this.direction);if(t===0)return e.distanceToPoint(this.origin)===0?0:null;let i=-(this.origin.dot(e.normal)+e.constant)/t;return i>=0?i:null}intersectPlane(e,t){let i=this.distanceToPlane(e);return i===null?null:this.at(i,t)}intersectsPlane(e){let t=e.distanceToPoint(this.origin);return t===0||e.normal.dot(this.direction)*t<0}intersectBox(e,t){let i,a,r,s,o,c,l=1/this.direction.x,u=1/this.direction.y,f=1/this.direction.z,h=this.origin;return l>=0?(i=(e.min.x-h.x)*l,a=(e.max.x-h.x)*l):(i=(e.max.x-h.x)*l,a=(e.min.x-h.x)*l),u>=0?(r=(e.min.y-h.y)*u,s=(e.max.y-h.y)*u):(r=(e.max.y-h.y)*u,s=(e.min.y-h.y)*u),i>s||r>a||((r>i||i!==i)&&(i=r),(s=0?(o=(e.min.z-h.z)*f,c=(e.max.z-h.z)*f):(o=(e.max.z-h.z)*f,c=(e.min.z-h.z)*f),i>c||o>a)||((o>i||i!==i)&&(i=o),(c=0?i:a,t)}intersectsBox(e){return this.intersectBox(e,Xe)!==null}intersectTriangle(e,t,i,a,r){I3.subVectors(t,e),O6.subVectors(i,e),k3.crossVectors(I3,O6);let s=this.direction.dot(k3),o;if(s>0){if(a)return null;o=1}else if(s<0)o=-1,s=-s;else return null;l4.subVectors(this.origin,e);let c=o*this.direction.dot(O6.crossVectors(l4,O6));if(c<0)return null;let l=o*this.direction.dot(I3.cross(l4));if(l<0||c+l>s)return null;let u=-o*l4.dot(k3);return u<0?null:this.at(u/s,r)}applyMatrix4(e){return this.origin.applyMatrix4(e),this.direction.transformDirection(e),this}equals(e){return e.origin.equals(this.origin)&&e.direction.equals(this.direction)}clone(){return new this.constructor().copy(this)}};var te=new k,Ze=new k,O3=new k,Ye=new k,K4=new k,J4=new k,F8=new k,G3=new k,q3=new k,W3=new k,ie=class{constructor(e=new k,t=new k,i=new k){this.a=e,this.b=t,this.c=i}static getNormal(e,t,i,a){a.subVectors(i,t),te.subVectors(e,t),a.cross(te);let r=a.lengthSq();return r>0?a.multiplyScalar(1/Math.sqrt(r)):a.set(0,0,0)}static getBarycoord(e,t,i,a,r){te.subVectors(a,t),Ze.subVectors(i,t),O3.subVectors(e,t);let s=te.dot(te),o=te.dot(Ze),c=te.dot(O3),l=Ze.dot(Ze),u=Ze.dot(O3),f=s*l-o*o;if(f===0)return r.set(-2,-1,-1);let h=1/f,m=(l*c-o*u)*h,v=(s*u-o*c)*h;return r.set(1-m-v,v,m)}static containsPoint(e,t,i,a){return this.getBarycoord(e,t,i,a,Ye),Ye.x>=0&&Ye.y>=0&&Ye.x+Ye.y<=1}static getUV(e,t,i,a,r,s,o,c){return this.getBarycoord(e,t,i,a,Ye),c.set(0,0),c.addScaledVector(r,Ye.x),c.addScaledVector(s,Ye.y),c.addScaledVector(o,Ye.z),c}static isFrontFacing(e,t,i,a){return te.subVectors(i,t),Ze.subVectors(e,t),te.cross(Ze).dot(a)<0}set(e,t,i){return this.a.copy(e),this.b.copy(t),this.c.copy(i),this}setFromPointsAndIndices(e,t,i,a){return this.a.copy(e[t]),this.b.copy(e[i]),this.c.copy(e[a]),this}setFromAttributeAndIndices(e,t,i,a){return this.a.fromBufferAttribute(e,t),this.b.fromBufferAttribute(e,i),this.c.fromBufferAttribute(e,a),this}clone(){return new this.constructor().copy(this)}copy(e){return this.a.copy(e.a),this.b.copy(e.b),this.c.copy(e.c),this}getArea(){return te.subVectors(this.c,this.b),Ze.subVectors(this.a,this.b),te.cross(Ze).length()*.5}getMidpoint(e){return e.addVectors(this.a,this.b).add(this.c).multiplyScalar(1/3)}getNormal(e){return ie.getNormal(this.a,this.b,this.c,e)}getPlane(e){return e.setFromCoplanarPoints(this.a,this.b,this.c)}getBarycoord(e,t){return ie.getBarycoord(e,this.a,this.b,this.c,t)}getUV(e,t,i,a,r){return ie.getUV(e,this.a,this.b,this.c,t,i,a,r)}containsPoint(e){return ie.containsPoint(e,this.a,this.b,this.c)}isFrontFacing(e){return ie.isFrontFacing(this.a,this.b,this.c,e)}intersectsBox(e){return e.intersectsTriangle(this)}closestPointToPoint(e,t){let i=this.a,a=this.b,r=this.c,s,o;K4.subVectors(a,i),J4.subVectors(r,i),G3.subVectors(e,i);let c=K4.dot(G3),l=J4.dot(G3);if(c<=0&&l<=0)return t.copy(i);q3.subVectors(e,a);let u=K4.dot(q3),f=J4.dot(q3);if(u>=0&&f<=u)return t.copy(a);let h=c*f-u*l;if(h<=0&&c>=0&&u<=0)return s=c/(c-u),t.copy(i).addScaledVector(K4,s);W3.subVectors(e,r);let m=K4.dot(W3),v=J4.dot(W3);if(v>=0&&m<=v)return t.copy(r);let g=m*l-c*v;if(g<=0&&l>=0&&v<=0)return o=l/(l-v),t.copy(i).addScaledVector(J4,o);let x=u*v-m*f;if(x<=0&&f-u>=0&&m-v>=0)return F8.subVectors(r,a),o=(f-u)/(f-u+(m-v)),t.copy(a).addScaledVector(F8,o);let p=1/(x+g+h);return s=g*p,o=h*p,t.copy(i).addScaledVector(K4,s).addScaledVector(J4,o)}equals(e){return e.a.equals(this.a)&&e.b.equals(this.b)&&e.c.equals(this.c)}};var Q4=class extends T2{constructor(e){super();this.type="MeshBasicMaterial",this.color=new x1(16777215),this.map=null,this.lightMap=null,this.lightMapIntensity=1,this.aoMap=null,this.aoMapIntensity=1,this.specularMap=null,this.alphaMap=null,this.envMap=null,this.combine=G4,this.reflectivity=1,this.refractionRatio=.98,this.wireframe=!1,this.wireframeLinewidth=1,this.wireframeLinecap="round",this.wireframeLinejoin="round",this.setValues(e)}copy(e){return super.copy(e),this.color.copy(e.color),this.map=e.map,this.lightMap=e.lightMap,this.lightMapIntensity=e.lightMapIntensity,this.aoMap=e.aoMap,this.aoMapIntensity=e.aoMapIntensity,this.specularMap=e.specularMap,this.alphaMap=e.alphaMap,this.envMap=e.envMap,this.combine=e.combine,this.reflectivity=e.reflectivity,this.refractionRatio=e.refractionRatio,this.wireframe=e.wireframe,this.wireframeLinewidth=e.wireframeLinewidth,this.wireframeLinecap=e.wireframeLinecap,this.wireframeLinejoin=e.wireframeLinejoin,this}};Q4.prototype.isMeshBasicMaterial=!0;var B8=new k1,et=new U3,j3=new We,u4=new k,h4=new k,f4=new k,X3=new k,Z3=new k,Y3=new k,G6=new k,q6=new k,W6=new k,j6=new z1,X6=new z1,Z6=new z1,$3=new k,Y6=new k,l2=class extends j1{constructor(e=new b2,t=new Q4){super();this.type="Mesh",this.geometry=e,this.material=t,this.updateMorphTargets()}copy(e){return super.copy(e),e.morphTargetInfluences!==void 0&&(this.morphTargetInfluences=e.morphTargetInfluences.slice()),e.morphTargetDictionary!==void 0&&(this.morphTargetDictionary=Object.assign({},e.morphTargetDictionary)),this.material=e.material,this.geometry=e.geometry,this}updateMorphTargets(){let e=this.geometry;if(e.isBufferGeometry){let t=e.morphAttributes,i=Object.keys(t);if(i.length>0){let a=t[i[0]];if(a!==void 0){this.morphTargetInfluences=[],this.morphTargetDictionary={};for(let r=0,s=a.length;r0&&console.error("THREE.Mesh.updateMorphTargets() no longer supports THREE.Geometry. Use THREE.BufferGeometry instead.")}}raycast(e,t){let i=this.geometry,a=this.material,r=this.matrixWorld;if(a===void 0||(i.boundingSphere===null&&i.computeBoundingSphere(),j3.copy(i.boundingSphere),j3.applyMatrix4(r),e.ray.intersectsSphere(j3)===!1)||(B8.copy(r).invert(),et.copy(e.ray).applyMatrix4(B8),i.boundingBox!==null&&et.intersectsBox(i.boundingBox)===!1))return;let s;if(i.isBufferGeometry){let o=i.index,c=i.attributes.position,l=i.morphAttributes.position,u=i.morphTargetsRelative,f=i.attributes.uv,h=i.attributes.uv2,m=i.groups,v=i.drawRange;if(o!==null)if(Array.isArray(a))for(let g=0,x=m.length;gt.far?null:{distance:l,point:Y6.clone(),object:n}}function $6(n,e,t,i,a,r,s,o,c,l,u,f){u4.fromBufferAttribute(a,l),h4.fromBufferAttribute(a,u),f4.fromBufferAttribute(a,f);let h=n.morphTargetInfluences;if(r&&h){G6.set(0,0,0),q6.set(0,0,0),W6.set(0,0,0);for(let v=0,g=r.length;v2048||t.height>2048?(console.warn("THREE.ImageUtils.getDataURL: Image converted to jpg for performance reasons",e),t.toDataURL("image/jpeg",.6)):t.toDataURL("image/png")}static sRGBToLinear(e){if(typeof HTMLImageElement!="undefined"&&e instanceof HTMLImageElement||typeof HTMLCanvasElement!="undefined"&&e instanceof HTMLCanvasElement||typeof ImageBitmap!="undefined"&&e instanceof ImageBitmap){let t=E4("canvas");t.width=e.width,t.height=e.height;let i=t.getContext("2d");i.drawImage(e,0,0,e.width,e.height);let a=i.getImageData(0,0,e.width,e.height),r=a.data;for(let s=0;s1)switch(this.wrapS){case Ht:e.x=e.x-Math.floor(e.x);break;case o2:e.x=e.x<0?0:1;break;case Vt:Math.abs(Math.floor(e.x)%2)===1?e.x=Math.ceil(e.x)-e.x:e.x=e.x-Math.floor(e.x);break}if(e.y<0||e.y>1)switch(this.wrapT){case Ht:e.y=e.y-Math.floor(e.y);break;case o2:e.y=e.y<0?0:1;break;case Vt:Math.abs(Math.floor(e.y)%2)===1?e.y=Math.ceil(e.y)-e.y:e.y=e.y-Math.floor(e.y);break}return this.flipY&&(e.y=1-e.y),e}set needsUpdate(e){e===!0&&this.version++}};$1.DEFAULT_IMAGE=void 0;$1.DEFAULT_MAPPING=c3;$1.prototype.isTexture=!0;function K3(n){return typeof HTMLImageElement!="undefined"&&n instanceof HTMLImageElement||typeof HTMLCanvasElement!="undefined"&&n instanceof HTMLCanvasElement||typeof ImageBitmap!="undefined"&&n instanceof ImageBitmap?Ot.getDataURL(n):n.data?{data:Array.prototype.slice.call(n.data),width:n.width,height:n.height,type:n.data.constructor.name}:(console.warn("THREE.Texture: Unable to serialize Texture."),{})}var P8={specular:1515554,color:15790320,shininess:60,flatShading:!0},q2={diceColor:"#202020",textColor:"#ffffff"},ae=class{constructor(e,t,i={diceColor:"#202020",textColor:"#aaaaaa"}){this.w=e;this.h=t;this.options=i;this.scale=50;this.labels=[" ","0","1","2","3","4","5","6","7","8","9","10","11","12","13","14","15","16","17","18","19","20"];this.fontFace="Arial";this.options={...q2,...i}}setColor({diceColor:e,textColor:t}){e&&(this.options.diceColor=e),t&&(this.options.textColor=t)}get radius(){return this.scale*this.scaleFactor}get diceColor(){return this.options.diceColor}get textColor(){return this.options.textColor}get buffer(){return this.geometry.geometry}create(){this.textureSize=this.calculateTextureSize(this.scale/2+this.scale*this.margin)*2;let e=this.getGeometry(),t=this.getMaterials();return this.geometry=new l2(e,t),this.geometry.receiveShadow=!0,this.geometry.castShadow=!0,this.body.position.set(0+this.radius*2*Math.random(),0+this.radius*2*Math.random(),0+this.radius*4),this.body.velocity.x=500*Math.random()*2-1,this.body.velocity.y=500*Math.random()*2-1,this.body.angularVelocity.x=100*Math.random(),this.body.angularVelocity.y=100*Math.random(),this}getGeometry(){let e=new Array(this.vertices.length);for(let i=0;i=0&&u=0&&l!==c+1?o.unshift([r,l],[s,u]):o.push([r,l],[s,u]),c=l)}o.length===4&&i.push([i[o[0][0]][o[0][1]],i[o[1][0]][o[1][1]],i[o[3][0]][o[3][1]],i[o[2][0]][o[2][1]],-1])}for(let r=0;r=0&&u<4){--u==-1&&(u=3);let f=i[l][u];if(s.indexOf(f)>=0){o.push(f);break}}}--c}o.push(-1),i.push(o)}return{vectors:t,faces:i}}makeGeometry(e,t){let i=new b2;for(let f=0;f1&&(o=o/l.length,s.font=`${o}pt '${this.fontFace}'`,c=s.measureText("M").width*1.2,a-=c*l.length/2);for(let f=0,h=l.length;f0?-1:1)*.9,y:this.h*(r.y>0?-1:1)*.9,z:Math.random()*200+200},o=Math.abs(r.x/r.y);o>1?s.y/=o:s.x*=o;let c=this.makeRandomVector(a),l={x:c.x*i,y:c.y*i,z:-10},u={x:-(Math.random()*r.y*5+this.inertia*r.y),y:Math.random()*r.x*5+this.inertia*r.x,z:0},f={x:Math.random(),y:Math.random(),z:Math.random(),w:Math.random()};return{pos:s,velocity:l,angular:u,axis:f}}makeRandomVector(e){let t=Math.random()*Math.PI/5-Math.PI/5/2,i={x:e.x*Math.cos(t)-e.y*Math.sin(t),y:e.x*Math.sin(t)+e.y*Math.cos(t)};return i.x==0&&(i.x=.01),i.y==0&&(i.y=.01),i}get buffer(){return this.geometry.geometry}get result(){return this.getUpsideValue()}getUpsideValue(){let e=new k(0,0,this.sides==4?-1:1),t,i=Math.PI*2,a=this.buffer.getAttribute("normal").array;for(let s=0,o=this.buffer.groups.length;sthis.sides;)s-=this.sides;for(;s<1;)s+=this.sides;t.groups[a].materialIndex=s+1}}this.updateMaterialsForValue(e-i),this.geometry.geometry=t}resetBody(){this.body.vlambda=new y,this.body.position=new y,this.body.previousPosition=new y,this.body.initPosition=new y,this.body.velocity=new y,this.body.initVelocity=new y,this.body.force=new y,this.body.torque=new y,this.body.quaternion=new O1,this.body.initQuaternion=new O1,this.body.angularVelocity=new y,this.body.initAngularVelocity=new y,this.body.interpolatedPosition=new y,this.body.interpolatedQuaternion=new O1,this.body.inertia=new y,this.body.invInertia=new y,this.body.invInertiaWorld=new S2,this.body.invInertiaSolve=new y,this.body.invInertiaWorldSolve=new S2,this.body.wlambda=new y,this.body.updateMassProperties()}updateMaterialsForValue(e){}set(){this.geometry.position.set(this.body.position.x,this.body.position.y,this.body.position.z),this.geometry.quaternion.set(this.body.quaternion.x,this.body.quaternion.y,this.body.quaternion.z,this.body.quaternion.w)}create(){this.body.position.set(this.vector.pos.x,this.vector.pos.y,this.vector.pos.z),this.body.quaternion.setFromAxisAngle(new y(this.vector.axis.x,this.vector.axis.y,this.vector.axis.z),this.vector.axis.w*Math.PI*2),this.body.angularVelocity.set(this.vector.angular.x,this.vector.angular.y,this.vector.angular.z),this.body.velocity.set(this.vector.velocity.x,this.vector.velocity.y,this.vector.velocity.z),this.body.linearDamping=.1,this.body.angularDamping=.1}},mi=class extends L4{constructor(e,t,i,a){super(e,t,i);this.w=e;this.h=t;this.data=i;this.sides=20;this.inertia=6;a&&(this.vector=this.generateVector(a)),this.create()}},vi=class extends L4{constructor(e,t,i,a){super(e,t,i);this.w=e;this.h=t;this.data=i;this.sides=12;this.inertia=8;a&&(this.vector=this.generateVector(a)),this.create()}},D4=class extends L4{constructor(e,t,i,a,r=!1){super(e,t,i);this.w=e;this.h=t;this.data=i;this.isPercentile=r;this.sides=10;this.inertia=9;a&&(this.vector=this.generateVector(a)),this.create()}},gi=class extends L4{constructor(e,t,i,a){super(e,t,i);this.w=e;this.h=t;this.data=i;this.sides=8;this.inertia=10;a&&(this.vector=this.generateVector(a)),this.create()}},xi=class extends L4{constructor(e,t,i,a){super(e,t,i);this.w=e;this.h=t;this.data=i;this.sides=6;this.inertia=13;a&&(this.vector=this.generateVector(a)),this.create()}},Mi=class extends L4{constructor(e,t,i,a){super(e,t,i);this.w=e;this.h=t;this.data=i;this.sides=4;this.inertia=5;a&&(this.vector=this.generateVector(a)),this.create()}};var bi=new k,b9=new k,y9=new r2,re=class{constructor(e=new k(1,0,0),t=0){this.normal=e,this.constant=t}set(e,t){return 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h=i.get(l);(!h||h.version0?1:-1,u.push(Z.x,Z.y,Z.z),f.push(X/T),f.push(1-O/S),N+=1}}for(let O=0;O0&&(t.defines=this.defines),t.vertexShader=this.vertexShader,t.fragmentShader=this.fragmentShader;let i={};for(let a in this.extensions)this.extensions[a]===!0&&(i[a]=!0);return Object.keys(i).length>0&&(t.extensions=i),t}};ne.prototype.isShaderMaterial=!0;var G8=` +#ifdef USE_ALPHAMAP + + diffuseColor.a *= texture2D( alphaMap, vUv ).g; + +#endif +`;var q8=` +#ifdef USE_ALPHAMAP + + uniform sampler2D alphaMap; + +#endif +`;var W8=` +#ifdef USE_ALPHATEST + + if ( diffuseColor.a < alphaTest ) discard; + +#endif +`;var j8=` +#ifdef USE_ALPHATEST + uniform float alphaTest; +#endif +`;var X8=` +#ifdef USE_AOMAP + + // reads channel R, compatible with a combined OcclusionRoughnessMetallic (RGB) texture + float ambientOcclusion = ( texture2D( aoMap, vUv2 ).r - 1.0 ) * aoMapIntensity + 1.0; + + reflectedLight.indirectDiffuse *= ambientOcclusion; + + #if defined( USE_ENVMAP ) && defined( STANDARD ) + + float dotNV = saturate( dot( geometry.normal, geometry.viewDir ) ); + + reflectedLight.indirectSpecular *= computeSpecularOcclusion( dotNV, ambientOcclusion, material.roughness ); + + #endif + +#endif +`;var Z8=` +#ifdef USE_AOMAP + + uniform sampler2D aoMap; + uniform float aoMapIntensity; + +#endif +`;var Y8=` +vec3 transformed = vec3( position ); +`;var $8=` +vec3 objectNormal = vec3( normal ); + +#ifdef USE_TANGENT + + vec3 objectTangent = vec3( tangent.xyz ); + +#endif +`;var K8=` + +vec3 BRDF_Lambert( const in vec3 diffuseColor ) { + + return RECIPROCAL_PI * diffuseColor; + +} // validated + +vec3 F_Schlick( const in vec3 f0, const in float f90, const in float dotVH ) { + + // Original approximation by Christophe Schlick '94 + // float fresnel = pow( 1.0 - dotVH, 5.0 ); + + // Optimized variant (presented by Epic at SIGGRAPH '13) + // https://cdn2.unrealengine.com/Resources/files/2013SiggraphPresentationsNotes-26915738.pdf + float fresnel = exp2( ( - 5.55473 * dotVH - 6.98316 ) * dotVH ); + + return f0 * ( 1.0 - fresnel ) + ( f90 * fresnel ); + +} // validated + +// Moving Frostbite to Physically Based Rendering 3.0 - page 12, listing 2 +// https://seblagarde.files.wordpress.com/2015/07/course_notes_moving_frostbite_to_pbr_v32.pdf +float V_GGX_SmithCorrelated( const in float alpha, const in float dotNL, const in float dotNV ) { + + float a2 = pow2( alpha ); + + float gv = dotNL * sqrt( a2 + ( 1.0 - a2 ) * pow2( dotNV ) ); + float gl = dotNV * sqrt( a2 + ( 1.0 - a2 ) * pow2( dotNL ) ); + + return 0.5 / max( gv + gl, EPSILON ); + +} + +// Microfacet Models for Refraction through Rough Surfaces - equation (33) +// http://graphicrants.blogspot.com/2013/08/specular-brdf-reference.html +// alpha is "roughness squared" in Disney\u2019s reparameterization +float D_GGX( const in float alpha, const in float dotNH ) { + + float a2 = pow2( alpha ); + + float denom = pow2( dotNH ) * ( a2 - 1.0 ) + 1.0; // avoid alpha = 0 with dotNH = 1 + + return RECIPROCAL_PI * a2 / pow2( denom ); + +} + +// GGX Distribution, Schlick Fresnel, GGX_SmithCorrelated Visibility +vec3 BRDF_GGX( const in vec3 lightDir, const in vec3 viewDir, const in vec3 normal, const in vec3 f0, const in float f90, const in float roughness ) { + + float alpha = pow2( roughness ); // UE4's roughness + + vec3 halfDir = normalize( lightDir + viewDir ); + + float dotNL = saturate( dot( normal, lightDir ) ); + float dotNV = saturate( dot( normal, viewDir ) ); + float dotNH = saturate( dot( normal, halfDir ) ); + float dotVH = saturate( dot( viewDir, halfDir ) ); + + vec3 F = F_Schlick( f0, f90, dotVH ); + + float V = V_GGX_SmithCorrelated( alpha, dotNL, dotNV ); + + float D = D_GGX( alpha, dotNH ); + + return F * ( V * D ); + +} + +// Rect Area Light + +// Real-Time Polygonal-Light Shading with Linearly Transformed Cosines +// by Eric Heitz, Jonathan Dupuy, Stephen Hill and David Neubelt +// code: https://github.com/selfshadow/ltc_code/ + +vec2 LTC_Uv( const in vec3 N, const in vec3 V, const in float roughness ) { + + const float LUT_SIZE = 64.0; + const float LUT_SCALE = ( LUT_SIZE - 1.0 ) / LUT_SIZE; + const float LUT_BIAS = 0.5 / LUT_SIZE; + + float dotNV = saturate( dot( N, V ) ); + + // texture parameterized by sqrt( GGX alpha ) and sqrt( 1 - cos( theta ) ) + vec2 uv = vec2( roughness, sqrt( 1.0 - dotNV ) ); + + uv = uv * LUT_SCALE + LUT_BIAS; + + return uv; + +} + +float LTC_ClippedSphereFormFactor( const in vec3 f ) { + + // Real-Time Area Lighting: a Journey from Research to Production (p.102) + // An approximation of the form factor of a horizon-clipped rectangle. + + float l = length( f ); + + return max( ( l * l + f.z ) / ( l + 1.0 ), 0.0 ); + +} + +vec3 LTC_EdgeVectorFormFactor( const in vec3 v1, const in vec3 v2 ) { + + float x = dot( v1, v2 ); + + float y = abs( x ); + + // rational polynomial approximation to theta / sin( theta ) / 2PI + float a = 0.8543985 + ( 0.4965155 + 0.0145206 * y ) * y; + float b = 3.4175940 + ( 4.1616724 + y ) * y; + float v = a / b; + + float theta_sintheta = ( x > 0.0 ) ? v : 0.5 * inversesqrt( max( 1.0 - x * x, 1e-7 ) ) - v; + + return cross( v1, v2 ) * theta_sintheta; + +} + +vec3 LTC_Evaluate( const in vec3 N, const in vec3 V, const in vec3 P, const in mat3 mInv, const in vec3 rectCoords[ 4 ] ) { + + // bail if point is on back side of plane of light + // assumes ccw winding order of light vertices + vec3 v1 = rectCoords[ 1 ] - rectCoords[ 0 ]; + vec3 v2 = rectCoords[ 3 ] - rectCoords[ 0 ]; + vec3 lightNormal = cross( v1, v2 ); + + if( dot( lightNormal, P - rectCoords[ 0 ] ) < 0.0 ) return vec3( 0.0 ); + + // construct orthonormal basis around N + vec3 T1, T2; + T1 = normalize( V - N * dot( V, N ) ); + T2 = - cross( N, T1 ); // negated from paper; possibly due to a different handedness of world coordinate system + + // compute transform + mat3 mat = mInv * transposeMat3( mat3( T1, T2, N ) ); + + // transform rect + vec3 coords[ 4 ]; + coords[ 0 ] = mat * ( rectCoords[ 0 ] - P ); + coords[ 1 ] = mat * ( rectCoords[ 1 ] - P ); + coords[ 2 ] = mat * ( rectCoords[ 2 ] - P ); + coords[ 3 ] = mat * ( rectCoords[ 3 ] - P ); + + // project rect onto sphere + coords[ 0 ] = normalize( coords[ 0 ] ); + coords[ 1 ] = normalize( coords[ 1 ] ); + coords[ 2 ] = normalize( coords[ 2 ] ); + coords[ 3 ] = normalize( coords[ 3 ] ); + + // calculate vector form factor + vec3 vectorFormFactor = vec3( 0.0 ); + vectorFormFactor += LTC_EdgeVectorFormFactor( coords[ 0 ], coords[ 1 ] ); + vectorFormFactor += LTC_EdgeVectorFormFactor( coords[ 1 ], coords[ 2 ] ); + vectorFormFactor += LTC_EdgeVectorFormFactor( coords[ 2 ], coords[ 3 ] ); + vectorFormFactor += LTC_EdgeVectorFormFactor( coords[ 3 ], coords[ 0 ] ); + + // adjust for horizon clipping + float result = LTC_ClippedSphereFormFactor( vectorFormFactor ); + +/* + // alternate method of adjusting for horizon clipping (see referece) + // refactoring required + float len = length( vectorFormFactor ); + float z = vectorFormFactor.z / len; + + const float LUT_SIZE = 64.0; + const float LUT_SCALE = ( LUT_SIZE - 1.0 ) / LUT_SIZE; + const float LUT_BIAS = 0.5 / LUT_SIZE; + + // tabulated horizon-clipped sphere, apparently... + vec2 uv = vec2( z * 0.5 + 0.5, len ); + uv = uv * LUT_SCALE + LUT_BIAS; + + float scale = texture2D( ltc_2, uv ).w; + + float result = len * scale; +*/ + + return vec3( result ); + +} + +// End Rect Area Light + + +float G_BlinnPhong_Implicit( /* const in float dotNL, const in float dotNV */ ) { + + // geometry term is (n dot l)(n dot v) / 4(n dot l)(n dot v) + return 0.25; + +} + +float D_BlinnPhong( const in float shininess, const in float dotNH ) { + + return RECIPROCAL_PI * ( shininess * 0.5 + 1.0 ) * pow( dotNH, shininess ); + +} + +vec3 BRDF_BlinnPhong( const in vec3 lightDir, const in vec3 viewDir, const in vec3 normal, const in vec3 specularColor, const in float shininess ) { + + vec3 halfDir = normalize( lightDir + viewDir ); + + float dotNH = saturate( dot( normal, halfDir ) ); + float dotVH = saturate( dot( viewDir, halfDir ) ); + + vec3 F = F_Schlick( specularColor, 1.0, dotVH ); + + float G = G_BlinnPhong_Implicit( /* dotNL, dotNV */ ); + + float D = D_BlinnPhong( shininess, dotNH ); + + return F * ( G * D ); + +} // validated + +#if defined( USE_SHEEN ) + +// https://github.com/google/filament/blob/master/shaders/src/brdf.fs +float D_Charlie( float roughness, float dotNH ) { + + float alpha = pow2( roughness ); + + // Estevez and Kulla 2017, "Production Friendly Microfacet Sheen BRDF" + float invAlpha = 1.0 / alpha; + float cos2h = dotNH * dotNH; + float sin2h = max( 1.0 - cos2h, 0.0078125 ); // 2^(-14/2), so sin2h^2 > 0 in fp16 + + return ( 2.0 + invAlpha ) * pow( sin2h, invAlpha * 0.5 ) / ( 2.0 * PI ); + +} + +// https://github.com/google/filament/blob/master/shaders/src/brdf.fs +float V_Neubelt( float dotNV, float dotNL ) { + + // Neubelt and Pettineo 2013, "Crafting a Next-gen Material Pipeline for The Order: 1886" + return saturate( 1.0 / ( 4.0 * ( dotNL + dotNV - dotNL * dotNV ) ) ); + +} + +vec3 BRDF_Sheen( const in vec3 lightDir, const in vec3 viewDir, const in vec3 normal, vec3 sheenColor, const in float sheenRoughness ) { + + vec3 halfDir = normalize( lightDir + viewDir ); + + float dotNL = saturate( dot( normal, lightDir ) ); + float dotNV = saturate( dot( normal, viewDir ) ); + float dotNH = saturate( dot( normal, halfDir ) ); + + float D = D_Charlie( sheenRoughness, dotNH ); + float V = V_Neubelt( dotNV, dotNL ); + + return sheenColor * ( D * V ); + +} + +#endif +`;var J8=` +#ifdef USE_BUMPMAP + + uniform sampler2D bumpMap; + uniform float bumpScale; + + // Bump Mapping Unparametrized Surfaces on the GPU by Morten S. Mikkelsen + // https://mmikk.github.io/papers3d/mm_sfgrad_bump.pdf + + // Evaluate the derivative of the height w.r.t. screen-space using forward differencing (listing 2) + + vec2 dHdxy_fwd() { + + vec2 dSTdx = dFdx( vUv ); + vec2 dSTdy = dFdy( vUv ); + + float Hll = bumpScale * texture2D( bumpMap, vUv ).x; + float dBx = bumpScale * texture2D( bumpMap, vUv + dSTdx ).x - Hll; + float dBy = bumpScale * texture2D( bumpMap, vUv + dSTdy ).x - Hll; + + return vec2( dBx, dBy ); + + } + + vec3 perturbNormalArb( vec3 surf_pos, vec3 surf_norm, vec2 dHdxy, float faceDirection ) { + + // Workaround for Adreno 3XX dFd*( vec3 ) bug. See #9988 + + vec3 vSigmaX = vec3( dFdx( surf_pos.x ), dFdx( surf_pos.y ), dFdx( surf_pos.z ) ); + vec3 vSigmaY = vec3( dFdy( surf_pos.x ), dFdy( surf_pos.y ), dFdy( surf_pos.z ) ); + vec3 vN = surf_norm; // normalized + + vec3 R1 = cross( vSigmaY, vN ); + vec3 R2 = cross( vN, vSigmaX ); + + float fDet = dot( vSigmaX, R1 ) * faceDirection; + + vec3 vGrad = sign( fDet ) * ( dHdxy.x * R1 + dHdxy.y * R2 ); + return normalize( abs( fDet ) * surf_norm - vGrad ); + + } + +#endif +`;var Q8=` +#if NUM_CLIPPING_PLANES > 0 + + vec4 plane; + + #pragma unroll_loop_start + for ( int i = 0; i < UNION_CLIPPING_PLANES; i ++ ) { + + plane = clippingPlanes[ i ]; + if ( dot( vClipPosition, plane.xyz ) > plane.w ) discard; + + } + #pragma unroll_loop_end + + #if UNION_CLIPPING_PLANES < NUM_CLIPPING_PLANES + + bool clipped = true; + + #pragma unroll_loop_start + for ( int i = UNION_CLIPPING_PLANES; i < NUM_CLIPPING_PLANES; i ++ ) { + + plane = clippingPlanes[ i ]; + clipped = ( dot( vClipPosition, plane.xyz ) > plane.w ) && clipped; + + } + #pragma unroll_loop_end + + if ( clipped ) discard; + + #endif + +#endif +`;var en=` +#if NUM_CLIPPING_PLANES > 0 + + varying vec3 vClipPosition; + + uniform vec4 clippingPlanes[ NUM_CLIPPING_PLANES ]; + +#endif +`;var tn=` +#if NUM_CLIPPING_PLANES > 0 + + varying vec3 vClipPosition; + +#endif +`;var an=` +#if NUM_CLIPPING_PLANES > 0 + + vClipPosition = - mvPosition.xyz; + +#endif +`;var rn=` +#if defined( USE_COLOR_ALPHA ) + + diffuseColor *= vColor; + +#elif defined( USE_COLOR ) + + diffuseColor.rgb *= vColor; + +#endif +`;var nn=` +#if defined( USE_COLOR_ALPHA ) + + varying vec4 vColor; + +#elif defined( USE_COLOR ) + + varying vec3 vColor; + +#endif +`;var sn=` +#if defined( USE_COLOR_ALPHA ) + + varying vec4 vColor; + +#elif defined( USE_COLOR ) || defined( USE_INSTANCING_COLOR ) + + varying vec3 vColor; + +#endif +`;var on=` +#if defined( USE_COLOR_ALPHA ) + + vColor = vec4( 1.0 ); + +#elif defined( USE_COLOR ) || defined( USE_INSTANCING_COLOR ) + + vColor = vec3( 1.0 ); + +#endif + +#ifdef USE_COLOR + + vColor *= color; + +#endif + +#ifdef USE_INSTANCING_COLOR + + vColor.xyz *= instanceColor.xyz; + +#endif +`;var cn=` +#define PI 3.141592653589793 +#define PI2 6.283185307179586 +#define PI_HALF 1.5707963267948966 +#define RECIPROCAL_PI 0.3183098861837907 +#define RECIPROCAL_PI2 0.15915494309189535 +#define EPSILON 1e-6 + +#ifndef saturate +// may have defined saturate() already +#define saturate( a ) clamp( a, 0.0, 1.0 ) +#endif +#define whiteComplement( a ) ( 1.0 - saturate( a ) ) + +float pow2( const in float x ) { return x*x; } +float pow3( const in float x ) { return x*x*x; } +float pow4( const in float x ) { float x2 = x*x; return x2*x2; } +float max3( const in vec3 v ) { return max( max( v.x, v.y ), v.z ); } +float average( const in vec3 color ) { return dot( color, vec3( 0.3333 ) ); } + +// expects values in the range of [0,1]x[0,1], returns values in the [0,1] range. +// do not collapse into a single function per: http://byteblacksmith.com/improvements-to-the-canonical-one-liner-glsl-rand-for-opengl-es-2-0/ +highp float rand( const in vec2 uv ) { + + const highp float a = 12.9898, b = 78.233, c = 43758.5453; + highp float dt = dot( uv.xy, vec2( a,b ) ), sn = mod( dt, PI ); + + return fract( sin( sn ) * c ); + +} + +#ifdef HIGH_PRECISION + float precisionSafeLength( vec3 v ) { return length( v ); } +#else + float precisionSafeLength( vec3 v ) { + float maxComponent = max3( abs( v ) ); + return length( v / maxComponent ) * maxComponent; + } +#endif + +struct IncidentLight { + vec3 color; + vec3 direction; + bool visible; +}; + +struct ReflectedLight { + vec3 directDiffuse; + vec3 directSpecular; + vec3 indirectDiffuse; + vec3 indirectSpecular; +}; + +struct GeometricContext { + vec3 position; + vec3 normal; + vec3 viewDir; +#ifdef USE_CLEARCOAT + vec3 clearcoatNormal; +#endif +}; + +vec3 transformDirection( in vec3 dir, in mat4 matrix ) { + + return normalize( ( matrix * vec4( dir, 0.0 ) ).xyz ); + +} + +vec3 inverseTransformDirection( in vec3 dir, in mat4 matrix ) { + + // dir can be either a direction vector or a normal vector + // upper-left 3x3 of matrix is assumed to be orthogonal + + return normalize( ( vec4( dir, 0.0 ) * matrix ).xyz ); + +} + +mat3 transposeMat3( const in mat3 m ) { + + mat3 tmp; + + tmp[ 0 ] = vec3( m[ 0 ].x, m[ 1 ].x, m[ 2 ].x ); + tmp[ 1 ] = vec3( m[ 0 ].y, m[ 1 ].y, m[ 2 ].y ); + tmp[ 2 ] = vec3( m[ 0 ].z, m[ 1 ].z, m[ 2 ].z ); + + return tmp; + +} + +// https://en.wikipedia.org/wiki/Relative_luminance +float linearToRelativeLuminance( const in vec3 color ) { + + vec3 weights = vec3( 0.2126, 0.7152, 0.0722 ); + + return dot( weights, color.rgb ); + +} + +bool isPerspectiveMatrix( mat4 m ) { + + return m[ 2 ][ 3 ] == - 1.0; + +} + +vec2 equirectUv( in vec3 dir ) { + + // dir is assumed to be unit length + + float u = atan( dir.z, dir.x ) * RECIPROCAL_PI2 + 0.5; + + float v = asin( clamp( dir.y, - 1.0, 1.0 ) ) * RECIPROCAL_PI + 0.5; + + return vec2( u, v ); + +} +`;var ln=` +#ifdef ENVMAP_TYPE_CUBE_UV + + #define cubeUV_maxMipLevel 8.0 + #define cubeUV_minMipLevel 4.0 + #define cubeUV_maxTileSize 256.0 + #define cubeUV_minTileSize 16.0 + + // These shader functions convert between the UV coordinates of a single face of + // a cubemap, the 0-5 integer index of a cube face, and the direction vector for + // sampling a textureCube (not generally normalized ). + + float getFace( vec3 direction ) { + + vec3 absDirection = abs( direction ); + + float face = - 1.0; + + if ( absDirection.x > absDirection.z ) { + + if ( absDirection.x > absDirection.y ) + + face = direction.x > 0.0 ? 0.0 : 3.0; + + else + + face = direction.y > 0.0 ? 1.0 : 4.0; + + } else { + + if ( absDirection.z > absDirection.y ) + + face = direction.z > 0.0 ? 2.0 : 5.0; + + else + + face = direction.y > 0.0 ? 1.0 : 4.0; + + } + + return face; + + } + + // RH coordinate system; PMREM face-indexing convention + vec2 getUV( vec3 direction, float face ) { + + vec2 uv; + + if ( face == 0.0 ) { + + uv = vec2( direction.z, direction.y ) / abs( direction.x ); // pos x + + } else if ( face == 1.0 ) { + + uv = vec2( - direction.x, - direction.z ) / abs( direction.y ); // pos y + + } else if ( face == 2.0 ) { + + uv = vec2( - direction.x, direction.y ) / abs( direction.z ); // pos z + + } else if ( face == 3.0 ) { + + uv = vec2( - direction.z, direction.y ) / abs( direction.x ); // neg x + + } else if ( face == 4.0 ) { + + uv = vec2( - direction.x, direction.z ) / abs( direction.y ); // neg y + + } else { + + uv = vec2( direction.x, direction.y ) / abs( direction.z ); // neg z + + } + + return 0.5 * ( uv + 1.0 ); + + } + + vec3 bilinearCubeUV( sampler2D envMap, vec3 direction, float mipInt ) { + + float face = getFace( direction ); + + float filterInt = max( cubeUV_minMipLevel - mipInt, 0.0 ); + + mipInt = max( mipInt, cubeUV_minMipLevel ); + + float faceSize = exp2( mipInt ); + + float texelSize = 1.0 / ( 3.0 * cubeUV_maxTileSize ); + + vec2 uv = getUV( direction, face ) * ( faceSize - 1.0 ) + 0.5; + + if ( face > 2.0 ) { + + uv.y += faceSize; + + face -= 3.0; + + } + + uv.x += face * faceSize; + + if ( mipInt < cubeUV_maxMipLevel ) { + + uv.y += 2.0 * cubeUV_maxTileSize; + + } + + uv.y += filterInt * 2.0 * cubeUV_minTileSize; + + uv.x += 3.0 * max( 0.0, cubeUV_maxTileSize - 2.0 * faceSize ); + + uv *= texelSize; + + return texture2D( envMap, uv ).rgb; + + } + + // These defines must match with PMREMGenerator + + #define r0 1.0 + #define v0 0.339 + #define m0 - 2.0 + #define r1 0.8 + #define v1 0.276 + #define m1 - 1.0 + #define r4 0.4 + #define v4 0.046 + #define m4 2.0 + #define r5 0.305 + #define v5 0.016 + #define m5 3.0 + #define r6 0.21 + #define v6 0.0038 + #define m6 4.0 + + float roughnessToMip( float roughness ) { + + float mip = 0.0; + + if ( roughness >= r1 ) { + + mip = ( r0 - roughness ) * ( m1 - m0 ) / ( r0 - r1 ) + m0; + + } else if ( roughness >= r4 ) { + + mip = ( r1 - roughness ) * ( m4 - m1 ) / ( r1 - r4 ) + m1; + + } else if ( roughness >= r5 ) { + + mip = ( r4 - roughness ) * ( m5 - m4 ) / ( r4 - r5 ) + m4; + + } else if ( roughness >= r6 ) { + + mip = ( r5 - roughness ) * ( m6 - m5 ) / ( r5 - r6 ) + m5; + + } else { + + mip = - 2.0 * log2( 1.16 * roughness ); // 1.16 = 1.79^0.25 + } + + return mip; + + } + + vec4 textureCubeUV( sampler2D envMap, vec3 sampleDir, float roughness ) { + + float mip = clamp( roughnessToMip( roughness ), m0, cubeUV_maxMipLevel ); + + float mipF = fract( mip ); + + float mipInt = floor( mip ); + + vec3 color0 = bilinearCubeUV( envMap, sampleDir, mipInt ); + + if ( mipF == 0.0 ) { + + return vec4( color0, 1.0 ); + + } else { + + vec3 color1 = bilinearCubeUV( envMap, sampleDir, mipInt + 1.0 ); + + return vec4( mix( color0, color1, mipF ), 1.0 ); + + } + + } + +#endif +`;var un=` +vec3 transformedNormal = objectNormal; + +#ifdef USE_INSTANCING + + // this is in lieu of a per-instance normal-matrix + // shear transforms in the instance matrix are not supported + + mat3 m = mat3( instanceMatrix ); + + transformedNormal /= vec3( dot( m[ 0 ], m[ 0 ] ), dot( m[ 1 ], m[ 1 ] ), dot( m[ 2 ], m[ 2 ] ) ); + + transformedNormal = m * transformedNormal; + +#endif + +transformedNormal = normalMatrix * transformedNormal; + +#ifdef FLIP_SIDED + + transformedNormal = - transformedNormal; + +#endif + +#ifdef USE_TANGENT + + vec3 transformedTangent = ( modelViewMatrix * vec4( objectTangent, 0.0 ) ).xyz; + + #ifdef FLIP_SIDED + + transformedTangent = - transformedTangent; + + #endif + +#endif +`;var hn=` +#ifdef USE_DISPLACEMENTMAP + + uniform sampler2D displacementMap; + uniform float displacementScale; + uniform float displacementBias; + +#endif +`;var fn=` +#ifdef USE_DISPLACEMENTMAP + + transformed += normalize( objectNormal ) * ( texture2D( displacementMap, vUv ).x * displacementScale + displacementBias ); + +#endif +`;var dn=` +#ifdef USE_EMISSIVEMAP + + vec4 emissiveColor = texture2D( emissiveMap, vUv ); + + totalEmissiveRadiance *= emissiveColor.rgb; + +#endif +`;var pn=` +#ifdef USE_EMISSIVEMAP + + uniform sampler2D emissiveMap; + +#endif +`;var mn=` +gl_FragColor = linearToOutputTexel( gl_FragColor ); +`;var vn=` + +vec4 LinearToLinear( in vec4 value ) { + return value; +} + +vec4 LinearTosRGB( in vec4 value ) { + return vec4( mix( pow( value.rgb, vec3( 0.41666 ) ) * 1.055 - vec3( 0.055 ), value.rgb * 12.92, vec3( lessThanEqual( value.rgb, vec3( 0.0031308 ) ) ) ), value.a ); +} + +`;var gn=` +#ifdef USE_ENVMAP + + #ifdef ENV_WORLDPOS + + vec3 cameraToFrag; + + if ( isOrthographic ) { + + cameraToFrag = normalize( vec3( - viewMatrix[ 0 ][ 2 ], - viewMatrix[ 1 ][ 2 ], - viewMatrix[ 2 ][ 2 ] ) ); + + } else { + + cameraToFrag = normalize( vWorldPosition - cameraPosition ); + + } + + // Transforming Normal Vectors with the Inverse Transformation + vec3 worldNormal = inverseTransformDirection( normal, viewMatrix ); + + #ifdef ENVMAP_MODE_REFLECTION + + vec3 reflectVec = reflect( cameraToFrag, worldNormal ); + + #else + + vec3 reflectVec = refract( cameraToFrag, worldNormal, refractionRatio ); + + #endif + + #else + + vec3 reflectVec = vReflect; + + #endif + + #ifdef ENVMAP_TYPE_CUBE + + vec4 envColor = textureCube( envMap, vec3( flipEnvMap * reflectVec.x, reflectVec.yz ) ); + + #elif defined( ENVMAP_TYPE_CUBE_UV ) + + vec4 envColor = textureCubeUV( envMap, reflectVec, 0.0 ); + + #else + + vec4 envColor = vec4( 0.0 ); + + #endif + + #ifdef ENVMAP_BLENDING_MULTIPLY + + outgoingLight = mix( outgoingLight, outgoingLight * envColor.xyz, specularStrength * reflectivity ); + + #elif defined( ENVMAP_BLENDING_MIX ) + + outgoingLight = mix( outgoingLight, envColor.xyz, specularStrength * reflectivity ); + + #elif defined( ENVMAP_BLENDING_ADD ) + + outgoingLight += envColor.xyz * specularStrength * reflectivity; + + #endif + +#endif +`;var xn=` +#ifdef USE_ENVMAP + + uniform float envMapIntensity; + uniform float flipEnvMap; + + #ifdef ENVMAP_TYPE_CUBE + uniform samplerCube envMap; + #else + uniform sampler2D envMap; + #endif + +#endif +`;var Mn=` +#ifdef USE_ENVMAP + + uniform float reflectivity; + + #if defined( USE_BUMPMAP ) || defined( USE_NORMALMAP ) || defined( PHONG ) + + #define ENV_WORLDPOS + + #endif + + #ifdef ENV_WORLDPOS + + varying vec3 vWorldPosition; + uniform float refractionRatio; + #else + varying vec3 vReflect; + #endif + +#endif +`;var bn=` +#ifdef USE_ENVMAP + + #if defined( USE_BUMPMAP ) || defined( USE_NORMALMAP ) ||defined( PHONG ) + + #define ENV_WORLDPOS + + #endif + + #ifdef ENV_WORLDPOS + + varying vec3 vWorldPosition; + + #else + + varying vec3 vReflect; + uniform float refractionRatio; + + #endif + +#endif +`;var yn=` +#ifdef USE_ENVMAP + + #ifdef ENV_WORLDPOS + + vWorldPosition = worldPosition.xyz; + + #else + + vec3 cameraToVertex; + + if ( isOrthographic ) { + + cameraToVertex = normalize( vec3( - viewMatrix[ 0 ][ 2 ], - viewMatrix[ 1 ][ 2 ], - viewMatrix[ 2 ][ 2 ] ) ); + + } else { + + cameraToVertex = normalize( worldPosition.xyz - cameraPosition ); + + } + + vec3 worldNormal = inverseTransformDirection( transformedNormal, viewMatrix ); + + #ifdef ENVMAP_MODE_REFLECTION + + vReflect = reflect( cameraToVertex, worldNormal ); + + #else + + vReflect = refract( cameraToVertex, worldNormal, refractionRatio ); + + #endif + + #endif + +#endif +`;var Cn=` +#ifdef USE_FOG + + vFogDepth = - mvPosition.z; + +#endif +`;var zn=` +#ifdef USE_FOG + + varying float vFogDepth; + +#endif +`;var An=` +#ifdef USE_FOG + + #ifdef FOG_EXP2 + + float fogFactor = 1.0 - exp( - fogDensity * fogDensity * vFogDepth * vFogDepth ); + + #else + + float fogFactor = smoothstep( fogNear, fogFar, vFogDepth ); + + #endif + + gl_FragColor.rgb = mix( gl_FragColor.rgb, fogColor, fogFactor ); + +#endif +`;var wn=` +#ifdef USE_FOG + + uniform vec3 fogColor; + varying float vFogDepth; + + #ifdef FOG_EXP2 + + uniform float fogDensity; + + #else + + uniform float fogNear; + uniform float fogFar; + + #endif + +#endif +`;var _n=` + +#ifdef USE_GRADIENTMAP + + uniform sampler2D gradientMap; + +#endif + +vec3 getGradientIrradiance( vec3 normal, vec3 lightDirection ) { + + // dotNL will be from -1.0 to 1.0 + float dotNL = dot( normal, lightDirection ); + vec2 coord = vec2( dotNL * 0.5 + 0.5, 0.0 ); + + #ifdef USE_GRADIENTMAP + + return vec3( texture2D( gradientMap, coord ).r ); + + #else + + return ( coord.x < 0.7 ) ? vec3( 0.7 ) : vec3( 1.0 ); + + #endif + +} +`;var Sn=` +#ifdef USE_LIGHTMAP + + vec4 lightMapTexel = texture2D( lightMap, vUv2 ); + vec3 lightMapIrradiance = lightMapTexel.rgb * lightMapIntensity; + + #ifndef PHYSICALLY_CORRECT_LIGHTS + + lightMapIrradiance *= PI; + + #endif + + reflectedLight.indirectDiffuse += lightMapIrradiance; + +#endif +`;var En=` +#ifdef USE_LIGHTMAP + + uniform sampler2D lightMap; + uniform float lightMapIntensity; + +#endif +`;var Ln=` +vec3 diffuse = vec3( 1.0 ); + +GeometricContext geometry; +geometry.position = mvPosition.xyz; +geometry.normal = normalize( transformedNormal ); +geometry.viewDir = ( isOrthographic ) ? vec3( 0, 0, 1 ) : normalize( -mvPosition.xyz ); + +GeometricContext backGeometry; +backGeometry.position = geometry.position; +backGeometry.normal = -geometry.normal; +backGeometry.viewDir = geometry.viewDir; + +vLightFront = vec3( 0.0 ); +vIndirectFront = vec3( 0.0 ); +#ifdef DOUBLE_SIDED + vLightBack = vec3( 0.0 ); + vIndirectBack = vec3( 0.0 ); +#endif + +IncidentLight directLight; +float dotNL; +vec3 directLightColor_Diffuse; + +vIndirectFront += getAmbientLightIrradiance( ambientLightColor ); + +vIndirectFront += getLightProbeIrradiance( lightProbe, geometry.normal ); + +#ifdef DOUBLE_SIDED + + vIndirectBack += getAmbientLightIrradiance( ambientLightColor ); + + vIndirectBack += getLightProbeIrradiance( lightProbe, backGeometry.normal ); + +#endif + +#if NUM_POINT_LIGHTS > 0 + + #pragma unroll_loop_start + for ( int i = 0; i < NUM_POINT_LIGHTS; i ++ ) { + + getPointLightInfo( pointLights[ i ], geometry, directLight ); + + dotNL = dot( geometry.normal, directLight.direction ); + directLightColor_Diffuse = directLight.color; + + vLightFront += saturate( dotNL ) * directLightColor_Diffuse; + + #ifdef DOUBLE_SIDED + + vLightBack += saturate( - dotNL ) * directLightColor_Diffuse; + + #endif + + } + #pragma unroll_loop_end + +#endif + +#if NUM_SPOT_LIGHTS > 0 + + #pragma unroll_loop_start + for ( int i = 0; i < NUM_SPOT_LIGHTS; i ++ ) { + + getSpotLightInfo( spotLights[ i ], geometry, directLight ); + + dotNL = dot( geometry.normal, directLight.direction ); + directLightColor_Diffuse = directLight.color; + + vLightFront += saturate( dotNL ) * directLightColor_Diffuse; + + #ifdef DOUBLE_SIDED + + vLightBack += saturate( - dotNL ) * directLightColor_Diffuse; + + #endif + } + #pragma unroll_loop_end + +#endif + +#if NUM_DIR_LIGHTS > 0 + + #pragma unroll_loop_start + for ( int i = 0; i < NUM_DIR_LIGHTS; i ++ ) { + + getDirectionalLightInfo( directionalLights[ i ], geometry, directLight ); + + dotNL = dot( geometry.normal, directLight.direction ); + directLightColor_Diffuse = directLight.color; + + vLightFront += saturate( dotNL ) * directLightColor_Diffuse; + + #ifdef DOUBLE_SIDED + + vLightBack += saturate( - dotNL ) * directLightColor_Diffuse; + + #endif + + } + #pragma unroll_loop_end + +#endif + +#if NUM_HEMI_LIGHTS > 0 + + #pragma unroll_loop_start + for ( int i = 0; i < NUM_HEMI_LIGHTS; i ++ ) { + + vIndirectFront += getHemisphereLightIrradiance( hemisphereLights[ i ], geometry.normal ); + + #ifdef DOUBLE_SIDED + + vIndirectBack += getHemisphereLightIrradiance( hemisphereLights[ i ], backGeometry.normal ); + + #endif + + } + #pragma unroll_loop_end + +#endif +`;var Dn=` +uniform bool receiveShadow; +uniform vec3 ambientLightColor; +uniform vec3 lightProbe[ 9 ]; + +// get the irradiance (radiance convolved with cosine lobe) at the point 'normal' on the unit sphere +// source: https://graphics.stanford.edu/papers/envmap/envmap.pdf +vec3 shGetIrradianceAt( in vec3 normal, in vec3 shCoefficients[ 9 ] ) { + + // normal is assumed to have unit length + + float x = normal.x, y = normal.y, z = normal.z; + + // band 0 + vec3 result = shCoefficients[ 0 ] * 0.886227; + + // band 1 + result += shCoefficients[ 1 ] * 2.0 * 0.511664 * y; + result += shCoefficients[ 2 ] * 2.0 * 0.511664 * z; + result += shCoefficients[ 3 ] * 2.0 * 0.511664 * x; + + // band 2 + result += shCoefficients[ 4 ] * 2.0 * 0.429043 * x * y; + result += shCoefficients[ 5 ] * 2.0 * 0.429043 * y * z; + result += shCoefficients[ 6 ] * ( 0.743125 * z * z - 0.247708 ); + result += shCoefficients[ 7 ] * 2.0 * 0.429043 * x * z; + result += shCoefficients[ 8 ] * 0.429043 * ( x * x - y * y ); + + return result; + +} + +vec3 getLightProbeIrradiance( const in vec3 lightProbe[ 9 ], const in vec3 normal ) { + + vec3 worldNormal = inverseTransformDirection( normal, viewMatrix ); + + vec3 irradiance = shGetIrradianceAt( worldNormal, lightProbe ); + + return irradiance; + +} + +vec3 getAmbientLightIrradiance( const in vec3 ambientLightColor ) { + + vec3 irradiance = ambientLightColor; + + return irradiance; + +} + +float getDistanceAttenuation( const in float lightDistance, const in float cutoffDistance, const in float decayExponent ) { + + #if defined ( PHYSICALLY_CORRECT_LIGHTS ) + + // based upon Frostbite 3 Moving to Physically-based Rendering + // page 32, equation 26: E[window1] + // https://seblagarde.files.wordpress.com/2015/07/course_notes_moving_frostbite_to_pbr_v32.pdf + float distanceFalloff = 1.0 / max( pow( lightDistance, decayExponent ), 0.01 ); + + if ( cutoffDistance > 0.0 ) { + + distanceFalloff *= pow2( saturate( 1.0 - pow4( lightDistance / cutoffDistance ) ) ); + + } + + return distanceFalloff; + + #else + + if ( cutoffDistance > 0.0 && decayExponent > 0.0 ) { + + return pow( saturate( - lightDistance / cutoffDistance + 1.0 ), decayExponent ); + + } + + return 1.0; + + #endif + +} + +float getSpotAttenuation( const in float coneCosine, const in float penumbraCosine, const in float angleCosine ) { + + return smoothstep( coneCosine, penumbraCosine, angleCosine ); + +} + +#if NUM_DIR_LIGHTS > 0 + + struct DirectionalLight { + vec3 direction; + vec3 color; + }; + + uniform DirectionalLight directionalLights[ NUM_DIR_LIGHTS ]; + + void getDirectionalLightInfo( const in DirectionalLight directionalLight, const in GeometricContext geometry, out IncidentLight light ) { + + light.color = directionalLight.color; + light.direction = directionalLight.direction; + light.visible = true; + + } + +#endif + + +#if NUM_POINT_LIGHTS > 0 + + struct PointLight { + vec3 position; + vec3 color; + float distance; + float decay; + }; + + uniform PointLight pointLights[ NUM_POINT_LIGHTS ]; + + // light is an out parameter as having it as a return value caused compiler errors on some devices + void getPointLightInfo( const in PointLight pointLight, const in GeometricContext geometry, out IncidentLight light ) { + + vec3 lVector = pointLight.position - geometry.position; + + light.direction = normalize( lVector ); + + float lightDistance = length( lVector ); + + light.color = pointLight.color; + light.color *= getDistanceAttenuation( lightDistance, pointLight.distance, pointLight.decay ); + light.visible = ( light.color != vec3( 0.0 ) ); + + } + +#endif + + +#if NUM_SPOT_LIGHTS > 0 + + struct SpotLight { + vec3 position; + vec3 direction; + vec3 color; + float distance; + float decay; + float coneCos; + float penumbraCos; + }; + + uniform SpotLight spotLights[ NUM_SPOT_LIGHTS ]; + + // light is an out parameter as having it as a return value caused compiler errors on some devices + void getSpotLightInfo( const in SpotLight spotLight, const in GeometricContext geometry, out IncidentLight light ) { + + vec3 lVector = spotLight.position - geometry.position; + + light.direction = normalize( lVector ); + + float angleCos = dot( light.direction, spotLight.direction ); + + float spotAttenuation = getSpotAttenuation( spotLight.coneCos, spotLight.penumbraCos, angleCos ); + + if ( spotAttenuation > 0.0 ) { + + float lightDistance = length( lVector ); + + light.color = spotLight.color * spotAttenuation; + light.color *= getDistanceAttenuation( lightDistance, spotLight.distance, spotLight.decay ); + light.visible = ( light.color != vec3( 0.0 ) ); + + } else { + + light.color = vec3( 0.0 ); + light.visible = false; + + } + + } + +#endif + + +#if NUM_RECT_AREA_LIGHTS > 0 + + struct RectAreaLight { + vec3 color; + vec3 position; + vec3 halfWidth; + vec3 halfHeight; + }; + + // Pre-computed values of LinearTransformedCosine approximation of BRDF + // BRDF approximation Texture is 64x64 + uniform sampler2D ltc_1; // RGBA Float + uniform sampler2D ltc_2; // RGBA Float + + uniform RectAreaLight rectAreaLights[ NUM_RECT_AREA_LIGHTS ]; + +#endif + + +#if NUM_HEMI_LIGHTS > 0 + + struct HemisphereLight { + vec3 direction; + vec3 skyColor; + vec3 groundColor; + }; + + uniform HemisphereLight hemisphereLights[ NUM_HEMI_LIGHTS ]; + + vec3 getHemisphereLightIrradiance( const in HemisphereLight hemiLight, const in vec3 normal ) { + + float dotNL = dot( normal, hemiLight.direction ); + float hemiDiffuseWeight = 0.5 * dotNL + 0.5; + + vec3 irradiance = mix( hemiLight.groundColor, hemiLight.skyColor, hemiDiffuseWeight ); + + return irradiance; + + } + +#endif +`;var Tn=` +#if defined( USE_ENVMAP ) + + #ifdef ENVMAP_MODE_REFRACTION + + uniform float refractionRatio; + + #endif + + vec3 getIBLIrradiance( const in vec3 normal ) { + + #if defined( ENVMAP_TYPE_CUBE_UV ) + + vec3 worldNormal = inverseTransformDirection( normal, viewMatrix ); + + vec4 envMapColor = textureCubeUV( envMap, worldNormal, 1.0 ); + + return PI * envMapColor.rgb * envMapIntensity; + + #else + + return vec3( 0.0 ); + + #endif + + } + + vec3 getIBLRadiance( const in vec3 viewDir, const in vec3 normal, const in float roughness ) { + + #if defined( ENVMAP_TYPE_CUBE_UV ) + + vec3 reflectVec; + + #ifdef ENVMAP_MODE_REFLECTION + + reflectVec = reflect( - viewDir, normal ); + + // Mixing the reflection with the normal is more accurate and keeps rough objects from gathering light from behind their tangent plane. + reflectVec = normalize( mix( reflectVec, normal, roughness * roughness) ); + + #else + + reflectVec = refract( - viewDir, normal, refractionRatio ); + + #endif + + reflectVec = inverseTransformDirection( reflectVec, viewMatrix ); + + vec4 envMapColor = textureCubeUV( envMap, reflectVec, roughness ); + + return envMapColor.rgb * envMapIntensity; + + #else + + return vec3( 0.0 ); + + #endif + + } + +#endif +`;var Hn=` +ToonMaterial material; +material.diffuseColor = diffuseColor.rgb; +`;var Vn=` +varying vec3 vViewPosition; + +struct ToonMaterial { + + vec3 diffuseColor; + +}; + +void RE_Direct_Toon( const in IncidentLight directLight, const in GeometricContext geometry, const in ToonMaterial material, inout ReflectedLight reflectedLight ) { + + vec3 irradiance = getGradientIrradiance( geometry.normal, directLight.direction ) * directLight.color; + + reflectedLight.directDiffuse += irradiance * BRDF_Lambert( material.diffuseColor ); + +} + +void RE_IndirectDiffuse_Toon( const in vec3 irradiance, const in GeometricContext geometry, const in ToonMaterial material, inout ReflectedLight reflectedLight ) { + + reflectedLight.indirectDiffuse += irradiance * BRDF_Lambert( material.diffuseColor ); + +} + +#define RE_Direct RE_Direct_Toon +#define RE_IndirectDiffuse RE_IndirectDiffuse_Toon + +#define Material_LightProbeLOD( material ) (0) +`;var Nn=` +BlinnPhongMaterial material; +material.diffuseColor = diffuseColor.rgb; +material.specularColor = specular; +material.specularShininess = shininess; +material.specularStrength = specularStrength; +`;var Rn=` +varying vec3 vViewPosition; + +struct BlinnPhongMaterial { + + vec3 diffuseColor; + vec3 specularColor; + float specularShininess; + float specularStrength; + +}; + +void RE_Direct_BlinnPhong( const in IncidentLight directLight, const in GeometricContext geometry, const in BlinnPhongMaterial material, inout ReflectedLight reflectedLight ) { + + float dotNL = saturate( dot( geometry.normal, directLight.direction ) ); + vec3 irradiance = dotNL * directLight.color; + + reflectedLight.directDiffuse += irradiance * BRDF_Lambert( material.diffuseColor ); + + reflectedLight.directSpecular += irradiance * BRDF_BlinnPhong( directLight.direction, geometry.viewDir, geometry.normal, material.specularColor, material.specularShininess ) * material.specularStrength; + +} + +void RE_IndirectDiffuse_BlinnPhong( const in vec3 irradiance, const in GeometricContext geometry, const in BlinnPhongMaterial material, inout ReflectedLight reflectedLight ) { + + reflectedLight.indirectDiffuse += irradiance * BRDF_Lambert( material.diffuseColor ); + +} + +#define RE_Direct RE_Direct_BlinnPhong +#define RE_IndirectDiffuse RE_IndirectDiffuse_BlinnPhong + +#define Material_LightProbeLOD( material ) (0) +`;var Fn=` +PhysicalMaterial material; +material.diffuseColor = diffuseColor.rgb * ( 1.0 - metalnessFactor ); + +vec3 dxy = max( abs( dFdx( geometryNormal ) ), abs( dFdy( geometryNormal ) ) ); +float geometryRoughness = max( max( dxy.x, dxy.y ), dxy.z ); + +material.roughness = max( roughnessFactor, 0.0525 );// 0.0525 corresponds to the base mip of a 256 cubemap. +material.roughness += geometryRoughness; +material.roughness = min( material.roughness, 1.0 ); + +#ifdef IOR + + #ifdef SPECULAR + + float specularIntensityFactor = specularIntensity; + vec3 specularColorFactor = specularColor; + + #ifdef USE_SPECULARINTENSITYMAP + + specularIntensityFactor *= texture2D( specularIntensityMap, vUv ).a; + + #endif + + #ifdef USE_SPECULARCOLORMAP + + specularColorFactor *= texture2D( specularColorMap, vUv ).rgb; + + #endif + + material.specularF90 = mix( specularIntensityFactor, 1.0, metalnessFactor ); + + #else + + float specularIntensityFactor = 1.0; + vec3 specularColorFactor = vec3( 1.0 ); + material.specularF90 = 1.0; + + #endif + + material.specularColor = mix( min( pow2( ( ior - 1.0 ) / ( ior + 1.0 ) ) * specularColorFactor, vec3( 1.0 ) ) * specularIntensityFactor, diffuseColor.rgb, metalnessFactor ); + +#else + + material.specularColor = mix( vec3( 0.04 ), diffuseColor.rgb, metalnessFactor ); + material.specularF90 = 1.0; + +#endif + +#ifdef USE_CLEARCOAT + + material.clearcoat = clearcoat; + material.clearcoatRoughness = clearcoatRoughness; + material.clearcoatF0 = vec3( 0.04 ); + material.clearcoatF90 = 1.0; + + #ifdef USE_CLEARCOATMAP + + material.clearcoat *= texture2D( clearcoatMap, vUv ).x; + + #endif + + #ifdef USE_CLEARCOAT_ROUGHNESSMAP + + material.clearcoatRoughness *= texture2D( clearcoatRoughnessMap, vUv ).y; + + #endif + + material.clearcoat = saturate( material.clearcoat ); // Burley clearcoat model + material.clearcoatRoughness = max( material.clearcoatRoughness, 0.0525 ); + material.clearcoatRoughness += geometryRoughness; + material.clearcoatRoughness = min( material.clearcoatRoughness, 1.0 ); + +#endif + +#ifdef USE_SHEEN + + material.sheenColor = sheenColor; + + #ifdef USE_SHEENCOLORMAP + + material.sheenColor *= texture2D( sheenColorMap, vUv ).rgb; + + #endif + + material.sheenRoughness = clamp( sheenRoughness, 0.07, 1.0 ); + + #ifdef USE_SHEENROUGHNESSMAP + + material.sheenRoughness *= texture2D( sheenRoughnessMap, vUv ).a; + + #endif + +#endif +`;var Bn=` +struct PhysicalMaterial { + + vec3 diffuseColor; + float roughness; + vec3 specularColor; + float specularF90; + + #ifdef USE_CLEARCOAT + float clearcoat; + float clearcoatRoughness; + vec3 clearcoatF0; + float clearcoatF90; + #endif + + #ifdef USE_SHEEN + vec3 sheenColor; + float sheenRoughness; + #endif + +}; + +// temporary +vec3 clearcoatSpecular = vec3( 0.0 ); +vec3 sheenSpecular = vec3( 0.0 ); + +// This is a curve-fit approxmation to the "Charlie sheen" BRDF integrated over the hemisphere from +// Estevez and Kulla 2017, "Production Friendly Microfacet Sheen BRDF". The analysis can be found +// in the Sheen section of https://drive.google.com/file/d/1T0D1VSyR4AllqIJTQAraEIzjlb5h4FKH/view?usp=sharing +float IBLSheenBRDF( const in vec3 normal, const in vec3 viewDir, const in float roughness) { + + float dotNV = saturate( dot( normal, viewDir ) ); + + float r2 = roughness * roughness; + + float a = roughness < 0.25 ? -339.2 * r2 + 161.4 * roughness - 25.9 : -8.48 * r2 + 14.3 * roughness - 9.95; + + float b = roughness < 0.25 ? 44.0 * r2 - 23.7 * roughness + 3.26 : 1.97 * r2 - 3.27 * roughness + 0.72; + + float DG = exp( a * dotNV + b ) + ( roughness < 0.25 ? 0.0 : 0.1 * ( roughness - 0.25 ) ); + + return saturate( DG * RECIPROCAL_PI ); + +} + +// Analytical approximation of the DFG LUT, one half of the +// split-sum approximation used in indirect specular lighting. +// via 'environmentBRDF' from "Physically Based Shading on Mobile" +// https://www.unrealengine.com/blog/physically-based-shading-on-mobile +vec2 DFGApprox( const in vec3 normal, const in vec3 viewDir, const in float roughness ) { + + float dotNV = saturate( dot( normal, viewDir ) ); + + const vec4 c0 = vec4( - 1, - 0.0275, - 0.572, 0.022 ); + + const vec4 c1 = vec4( 1, 0.0425, 1.04, - 0.04 ); + + vec4 r = roughness * c0 + c1; + + float a004 = min( r.x * r.x, exp2( - 9.28 * dotNV ) ) * r.x + r.y; + + vec2 fab = vec2( - 1.04, 1.04 ) * a004 + r.zw; + + return fab; + +} + +vec3 EnvironmentBRDF( const in vec3 normal, const in vec3 viewDir, const in vec3 specularColor, const in float specularF90, const in float roughness ) { + + vec2 fab = DFGApprox( normal, viewDir, roughness ); + + return specularColor * fab.x + specularF90 * fab.y; + +} + +// Fdez-Ag\xFCera's "Multiple-Scattering Microfacet Model for Real-Time Image Based Lighting" +// Approximates multiscattering in order to preserve energy. +// http://www.jcgt.org/published/0008/01/03/ +void computeMultiscattering( const in vec3 normal, const in vec3 viewDir, const in vec3 specularColor, const in float specularF90, const in float roughness, inout vec3 singleScatter, inout vec3 multiScatter ) { + + vec2 fab = DFGApprox( normal, viewDir, roughness ); + + vec3 FssEss = specularColor * fab.x + specularF90 * fab.y; + + float Ess = fab.x + fab.y; + float Ems = 1.0 - Ess; + + vec3 Favg = specularColor + ( 1.0 - specularColor ) * 0.047619; // 1/21 + vec3 Fms = FssEss * Favg / ( 1.0 - Ems * Favg ); + + singleScatter += FssEss; + multiScatter += Fms * Ems; + +} + +#if NUM_RECT_AREA_LIGHTS > 0 + + void RE_Direct_RectArea_Physical( const in RectAreaLight rectAreaLight, const in GeometricContext geometry, const in PhysicalMaterial material, inout ReflectedLight reflectedLight ) { + + vec3 normal = geometry.normal; + vec3 viewDir = geometry.viewDir; + vec3 position = geometry.position; + vec3 lightPos = rectAreaLight.position; + vec3 halfWidth = rectAreaLight.halfWidth; + vec3 halfHeight = rectAreaLight.halfHeight; + vec3 lightColor = rectAreaLight.color; + float roughness = material.roughness; + + vec3 rectCoords[ 4 ]; + rectCoords[ 0 ] = lightPos + halfWidth - halfHeight; // counterclockwise; light shines in local neg z direction + rectCoords[ 1 ] = lightPos - halfWidth - halfHeight; + rectCoords[ 2 ] = lightPos - halfWidth + halfHeight; + rectCoords[ 3 ] = lightPos + halfWidth + halfHeight; + + vec2 uv = LTC_Uv( normal, viewDir, roughness ); + + vec4 t1 = texture2D( ltc_1, uv ); + vec4 t2 = texture2D( ltc_2, uv ); + + mat3 mInv = mat3( + vec3( t1.x, 0, t1.y ), + vec3( 0, 1, 0 ), + vec3( t1.z, 0, t1.w ) + ); + + // LTC Fresnel Approximation by Stephen Hill + // http://blog.selfshadow.com/publications/s2016-advances/s2016_ltc_fresnel.pdf + vec3 fresnel = ( material.specularColor * t2.x + ( vec3( 1.0 ) - material.specularColor ) * t2.y ); + + reflectedLight.directSpecular += lightColor * fresnel * LTC_Evaluate( normal, viewDir, position, mInv, rectCoords ); + + reflectedLight.directDiffuse += lightColor * material.diffuseColor * LTC_Evaluate( normal, viewDir, position, mat3( 1.0 ), rectCoords ); + + } + +#endif + +void RE_Direct_Physical( const in IncidentLight directLight, const in GeometricContext geometry, const in PhysicalMaterial material, inout ReflectedLight reflectedLight ) { + + float dotNL = saturate( dot( geometry.normal, directLight.direction ) ); + + vec3 irradiance = dotNL * directLight.color; + + #ifdef USE_CLEARCOAT + + float dotNLcc = saturate( dot( geometry.clearcoatNormal, directLight.direction ) ); + + vec3 ccIrradiance = dotNLcc * directLight.color; + + clearcoatSpecular += ccIrradiance * BRDF_GGX( directLight.direction, geometry.viewDir, geometry.clearcoatNormal, material.clearcoatF0, material.clearcoatF90, material.clearcoatRoughness ); + + #endif + + #ifdef USE_SHEEN + + sheenSpecular += irradiance * BRDF_Sheen( directLight.direction, geometry.viewDir, geometry.normal, material.sheenColor, material.sheenRoughness ); + + #endif + + reflectedLight.directSpecular += irradiance * BRDF_GGX( directLight.direction, geometry.viewDir, geometry.normal, material.specularColor, material.specularF90, material.roughness ); + + + reflectedLight.directDiffuse += irradiance * BRDF_Lambert( material.diffuseColor ); +} + +void RE_IndirectDiffuse_Physical( const in vec3 irradiance, const in GeometricContext geometry, const in PhysicalMaterial material, inout ReflectedLight reflectedLight ) { + + reflectedLight.indirectDiffuse += irradiance * BRDF_Lambert( material.diffuseColor ); + +} + +void RE_IndirectSpecular_Physical( const in vec3 radiance, const in vec3 irradiance, const in vec3 clearcoatRadiance, const in GeometricContext geometry, const in PhysicalMaterial material, inout ReflectedLight reflectedLight) { + + #ifdef USE_CLEARCOAT + + clearcoatSpecular += clearcoatRadiance * EnvironmentBRDF( geometry.clearcoatNormal, geometry.viewDir, material.clearcoatF0, material.clearcoatF90, material.clearcoatRoughness ); + + #endif + + #ifdef USE_SHEEN + + sheenSpecular += irradiance * material.sheenColor * IBLSheenBRDF( geometry.normal, geometry.viewDir, material.sheenRoughness ); + + #endif + + // Both indirect specular and indirect diffuse light accumulate here + + vec3 singleScattering = vec3( 0.0 ); + vec3 multiScattering = vec3( 0.0 ); + vec3 cosineWeightedIrradiance = irradiance * RECIPROCAL_PI; + + computeMultiscattering( geometry.normal, geometry.viewDir, material.specularColor, material.specularF90, material.roughness, singleScattering, multiScattering ); + + vec3 diffuse = material.diffuseColor * ( 1.0 - ( singleScattering + multiScattering ) ); + + reflectedLight.indirectSpecular += radiance * singleScattering; + reflectedLight.indirectSpecular += multiScattering * cosineWeightedIrradiance; + + reflectedLight.indirectDiffuse += diffuse * cosineWeightedIrradiance; + +} + +#define RE_Direct RE_Direct_Physical +#define RE_Direct_RectArea RE_Direct_RectArea_Physical +#define RE_IndirectDiffuse RE_IndirectDiffuse_Physical +#define RE_IndirectSpecular RE_IndirectSpecular_Physical + +// ref: https://seblagarde.files.wordpress.com/2015/07/course_notes_moving_frostbite_to_pbr_v32.pdf +float computeSpecularOcclusion( const in float dotNV, const in float ambientOcclusion, const in float roughness ) { + + return saturate( pow( dotNV + ambientOcclusion, exp2( - 16.0 * roughness - 1.0 ) ) - 1.0 + ambientOcclusion ); + +} +`;var Pn=` +/** + * This is a template that can be used to light a material, it uses pluggable + * RenderEquations (RE)for specific lighting scenarios. + * + * Instructions for use: + * - Ensure that both RE_Direct, RE_IndirectDiffuse and RE_IndirectSpecular are defined + * - If you have defined an RE_IndirectSpecular, you need to also provide a Material_LightProbeLOD. <---- ??? + * - Create a material parameter that is to be passed as the third parameter to your lighting functions. + * + * TODO: + * - Add area light support. + * - Add sphere light support. + * - Add diffuse light probe (irradiance cubemap) support. + */ + +GeometricContext geometry; + +geometry.position = - vViewPosition; +geometry.normal = normal; +geometry.viewDir = ( isOrthographic ) ? vec3( 0, 0, 1 ) : normalize( vViewPosition ); + +#ifdef USE_CLEARCOAT + + geometry.clearcoatNormal = clearcoatNormal; + +#endif + +IncidentLight directLight; + +#if ( NUM_POINT_LIGHTS > 0 ) && defined( RE_Direct ) + + PointLight pointLight; + #if defined( USE_SHADOWMAP ) && NUM_POINT_LIGHT_SHADOWS > 0 + PointLightShadow pointLightShadow; + #endif + + #pragma unroll_loop_start + for ( int i = 0; i < NUM_POINT_LIGHTS; i ++ ) { + + pointLight = pointLights[ i ]; + + getPointLightInfo( pointLight, geometry, directLight ); + + #if defined( USE_SHADOWMAP ) && ( UNROLLED_LOOP_INDEX < NUM_POINT_LIGHT_SHADOWS ) + pointLightShadow = pointLightShadows[ i ]; + directLight.color *= all( bvec2( directLight.visible, receiveShadow ) ) ? getPointShadow( pointShadowMap[ i ], pointLightShadow.shadowMapSize, pointLightShadow.shadowBias, pointLightShadow.shadowRadius, vPointShadowCoord[ i ], pointLightShadow.shadowCameraNear, pointLightShadow.shadowCameraFar ) : 1.0; + #endif + + RE_Direct( directLight, geometry, material, reflectedLight ); + + } + #pragma unroll_loop_end + +#endif + +#if ( NUM_SPOT_LIGHTS > 0 ) && defined( RE_Direct ) + + SpotLight spotLight; + #if defined( USE_SHADOWMAP ) && NUM_SPOT_LIGHT_SHADOWS > 0 + SpotLightShadow spotLightShadow; + #endif + + #pragma unroll_loop_start + for ( int i = 0; i < NUM_SPOT_LIGHTS; i ++ ) { + + spotLight = spotLights[ i ]; + + getSpotLightInfo( spotLight, geometry, directLight ); + + #if defined( USE_SHADOWMAP ) && ( UNROLLED_LOOP_INDEX < NUM_SPOT_LIGHT_SHADOWS ) + spotLightShadow = spotLightShadows[ i ]; + directLight.color *= all( bvec2( directLight.visible, receiveShadow ) ) ? getShadow( spotShadowMap[ i ], spotLightShadow.shadowMapSize, spotLightShadow.shadowBias, spotLightShadow.shadowRadius, vSpotShadowCoord[ i ] ) : 1.0; + #endif + + RE_Direct( directLight, geometry, material, reflectedLight ); + + } + #pragma unroll_loop_end + +#endif + +#if ( NUM_DIR_LIGHTS > 0 ) && defined( RE_Direct ) + + DirectionalLight directionalLight; + #if defined( USE_SHADOWMAP ) && NUM_DIR_LIGHT_SHADOWS > 0 + DirectionalLightShadow directionalLightShadow; + #endif + + #pragma unroll_loop_start + for ( int i = 0; i < NUM_DIR_LIGHTS; i ++ ) { + + directionalLight = directionalLights[ i ]; + + getDirectionalLightInfo( directionalLight, geometry, directLight ); + + #if defined( USE_SHADOWMAP ) && ( UNROLLED_LOOP_INDEX < NUM_DIR_LIGHT_SHADOWS ) + directionalLightShadow = directionalLightShadows[ i ]; + directLight.color *= all( bvec2( directLight.visible, receiveShadow ) ) ? getShadow( directionalShadowMap[ i ], directionalLightShadow.shadowMapSize, directionalLightShadow.shadowBias, directionalLightShadow.shadowRadius, vDirectionalShadowCoord[ i ] ) : 1.0; + #endif + + RE_Direct( directLight, geometry, material, reflectedLight ); + + } + #pragma unroll_loop_end + +#endif + +#if ( NUM_RECT_AREA_LIGHTS > 0 ) && defined( RE_Direct_RectArea ) + + RectAreaLight rectAreaLight; + + #pragma unroll_loop_start + for ( int i = 0; i < NUM_RECT_AREA_LIGHTS; i ++ ) { + + rectAreaLight = rectAreaLights[ i ]; + RE_Direct_RectArea( rectAreaLight, geometry, material, reflectedLight ); + + } + #pragma unroll_loop_end + +#endif + +#if defined( RE_IndirectDiffuse ) + + vec3 iblIrradiance = vec3( 0.0 ); + + vec3 irradiance = getAmbientLightIrradiance( ambientLightColor ); + + irradiance += getLightProbeIrradiance( lightProbe, geometry.normal ); + + #if ( NUM_HEMI_LIGHTS > 0 ) + + #pragma unroll_loop_start + for ( int i = 0; i < NUM_HEMI_LIGHTS; i ++ ) { + + irradiance += getHemisphereLightIrradiance( hemisphereLights[ i ], geometry.normal ); + + } + #pragma unroll_loop_end + + #endif + +#endif + +#if defined( RE_IndirectSpecular ) + + vec3 radiance = vec3( 0.0 ); + vec3 clearcoatRadiance = vec3( 0.0 ); + +#endif +`;var In=` +#if defined( RE_IndirectDiffuse ) + + #ifdef USE_LIGHTMAP + + vec4 lightMapTexel = texture2D( lightMap, vUv2 ); + vec3 lightMapIrradiance = lightMapTexel.rgb * lightMapIntensity; + + #ifndef PHYSICALLY_CORRECT_LIGHTS + + lightMapIrradiance *= PI; + + #endif + + irradiance += lightMapIrradiance; + + #endif + + #if defined( USE_ENVMAP ) && defined( STANDARD ) && defined( ENVMAP_TYPE_CUBE_UV ) + + iblIrradiance += getIBLIrradiance( geometry.normal ); + + #endif + +#endif + +#if defined( USE_ENVMAP ) && defined( RE_IndirectSpecular ) + + radiance += getIBLRadiance( geometry.viewDir, geometry.normal, material.roughness ); + + #ifdef USE_CLEARCOAT + + clearcoatRadiance += getIBLRadiance( geometry.viewDir, geometry.clearcoatNormal, material.clearcoatRoughness ); + + #endif + +#endif +`;var kn=` +#if defined( RE_IndirectDiffuse ) + + RE_IndirectDiffuse( irradiance, geometry, material, reflectedLight ); + +#endif + +#if defined( RE_IndirectSpecular ) + + RE_IndirectSpecular( radiance, iblIrradiance, clearcoatRadiance, geometry, material, reflectedLight ); + +#endif +`;var Un=` +#if defined( USE_LOGDEPTHBUF ) && defined( USE_LOGDEPTHBUF_EXT ) + + // Doing a strict comparison with == 1.0 can cause noise artifacts + // on some platforms. See issue #17623. + gl_FragDepthEXT = vIsPerspective == 0.0 ? gl_FragCoord.z : log2( vFragDepth ) * logDepthBufFC * 0.5; + +#endif +`;var On=` +#if defined( USE_LOGDEPTHBUF ) && defined( USE_LOGDEPTHBUF_EXT ) + + uniform float logDepthBufFC; + varying float vFragDepth; + varying float vIsPerspective; + +#endif +`;var Gn=` +#ifdef USE_LOGDEPTHBUF + + #ifdef USE_LOGDEPTHBUF_EXT + + varying float vFragDepth; + varying float vIsPerspective; + + #else + + uniform float logDepthBufFC; + + #endif + +#endif +`;var qn=` +#ifdef USE_LOGDEPTHBUF + + #ifdef USE_LOGDEPTHBUF_EXT + + vFragDepth = 1.0 + gl_Position.w; + vIsPerspective = float( isPerspectiveMatrix( projectionMatrix ) ); + + #else + + if ( isPerspectiveMatrix( projectionMatrix ) ) { + + gl_Position.z = log2( max( EPSILON, gl_Position.w + 1.0 ) ) * logDepthBufFC - 1.0; + + gl_Position.z *= gl_Position.w; + + } + + #endif + +#endif +`;var Wn=` +#ifdef USE_MAP + + vec4 sampledDiffuseColor = texture2D( map, vUv ); + + #ifdef DECODE_VIDEO_TEXTURE + + // inline sRGB decode (TODO: Remove this code when https://crbug.com/1256340 is solved) + + sampledDiffuseColor = vec4( mix( pow( sampledDiffuseColor.rgb * 0.9478672986 + vec3( 0.0521327014 ), vec3( 2.4 ) ), sampledDiffuseColor.rgb * 0.0773993808, vec3( lessThanEqual( sampledDiffuseColor.rgb, vec3( 0.04045 ) ) ) ), sampledDiffuseColor.w ); + + #endif + + diffuseColor *= sampledDiffuseColor; + +#endif +`;var jn=` +#ifdef USE_MAP + + uniform sampler2D map; + +#endif +`;var Xn=` +#if defined( USE_MAP ) || defined( USE_ALPHAMAP ) + + vec2 uv = ( uvTransform * vec3( gl_PointCoord.x, 1.0 - gl_PointCoord.y, 1 ) ).xy; + +#endif + +#ifdef USE_MAP + + diffuseColor *= texture2D( map, uv ); + +#endif + +#ifdef USE_ALPHAMAP + + diffuseColor.a *= texture2D( alphaMap, uv ).g; + +#endif +`;var Zn=` +#if defined( USE_MAP ) || defined( USE_ALPHAMAP ) + + uniform mat3 uvTransform; + +#endif + +#ifdef USE_MAP + + uniform sampler2D map; + +#endif + +#ifdef USE_ALPHAMAP + + uniform sampler2D alphaMap; + +#endif +`;var Yn=` +float metalnessFactor = metalness; + +#ifdef USE_METALNESSMAP + + vec4 texelMetalness = texture2D( metalnessMap, vUv ); + + // reads channel B, compatible with a combined OcclusionRoughnessMetallic (RGB) texture + metalnessFactor *= texelMetalness.b; + +#endif +`;var $n=` +#ifdef USE_METALNESSMAP + + uniform sampler2D metalnessMap; + +#endif +`;var Kn=` +#ifdef USE_MORPHNORMALS + + // morphTargetBaseInfluence is set based on BufferGeometry.morphTargetsRelative value: + // When morphTargetsRelative is false, this is set to 1 - sum(influences); this results in normal = sum((target - base) * influence) + // When morphTargetsRelative is true, this is set to 1; as a result, all morph targets are simply added to the base after weighting + objectNormal *= morphTargetBaseInfluence; + + #ifdef MORPHTARGETS_TEXTURE + + for ( int i = 0; i < MORPHTARGETS_COUNT; i ++ ) { + + if ( morphTargetInfluences[ i ] != 0.0 ) objectNormal += getMorph( gl_VertexID, i, 1, 2 ) * morphTargetInfluences[ i ]; + + } + + #else + + objectNormal += morphNormal0 * morphTargetInfluences[ 0 ]; + objectNormal += morphNormal1 * morphTargetInfluences[ 1 ]; + objectNormal += morphNormal2 * morphTargetInfluences[ 2 ]; + objectNormal += morphNormal3 * morphTargetInfluences[ 3 ]; + + #endif + +#endif +`;var Jn=` +#ifdef USE_MORPHTARGETS + + uniform float morphTargetBaseInfluence; + + #ifdef MORPHTARGETS_TEXTURE + + uniform float morphTargetInfluences[ MORPHTARGETS_COUNT ]; + uniform sampler2DArray morphTargetsTexture; + uniform vec2 morphTargetsTextureSize; + + vec3 getMorph( const in int vertexIndex, const in int morphTargetIndex, const in int offset, const in int stride ) { + + float texelIndex = float( vertexIndex * stride + offset ); + float y = floor( texelIndex / morphTargetsTextureSize.x ); + float x = texelIndex - y * morphTargetsTextureSize.x; + + vec3 morphUV = vec3( ( x + 0.5 ) / morphTargetsTextureSize.x, y / morphTargetsTextureSize.y, morphTargetIndex ); + return texture( morphTargetsTexture, morphUV ).xyz; + + } + + #else + + #ifndef USE_MORPHNORMALS + + uniform float morphTargetInfluences[ 8 ]; + + #else + + uniform float morphTargetInfluences[ 4 ]; + + #endif + + #endif + +#endif +`;var Qn=` +#ifdef USE_MORPHTARGETS + + // morphTargetBaseInfluence is set based on BufferGeometry.morphTargetsRelative value: + // When morphTargetsRelative is false, this is set to 1 - sum(influences); this results in position = sum((target - base) * influence) + // When morphTargetsRelative is true, this is set to 1; as a result, all morph targets are simply added to the base after weighting + transformed *= morphTargetBaseInfluence; + + #ifdef MORPHTARGETS_TEXTURE + + for ( int i = 0; i < MORPHTARGETS_COUNT; i ++ ) { + + #ifndef USE_MORPHNORMALS + + if ( morphTargetInfluences[ i ] != 0.0 ) transformed += getMorph( gl_VertexID, i, 0, 1 ) * morphTargetInfluences[ i ]; + + #else + + if ( morphTargetInfluences[ i ] != 0.0 ) transformed += getMorph( gl_VertexID, i, 0, 2 ) * morphTargetInfluences[ i ]; + + #endif + + } + + #else + + transformed += morphTarget0 * morphTargetInfluences[ 0 ]; + transformed += morphTarget1 * morphTargetInfluences[ 1 ]; + transformed += morphTarget2 * morphTargetInfluences[ 2 ]; + transformed += morphTarget3 * morphTargetInfluences[ 3 ]; + + #ifndef USE_MORPHNORMALS + + transformed += morphTarget4 * morphTargetInfluences[ 4 ]; + transformed += morphTarget5 * morphTargetInfluences[ 5 ]; + transformed += morphTarget6 * morphTargetInfluences[ 6 ]; + transformed += morphTarget7 * morphTargetInfluences[ 7 ]; + + #endif + + #endif + +#endif +`;var es=` +float faceDirection = gl_FrontFacing ? 1.0 : - 1.0; + +#ifdef FLAT_SHADED + + // Workaround for Adreno GPUs not able to do dFdx( vViewPosition ) + + vec3 fdx = vec3( dFdx( vViewPosition.x ), dFdx( vViewPosition.y ), dFdx( vViewPosition.z ) ); + vec3 fdy = vec3( dFdy( vViewPosition.x ), dFdy( vViewPosition.y ), dFdy( vViewPosition.z ) ); + vec3 normal = normalize( cross( fdx, fdy ) ); + +#else + + vec3 normal = normalize( vNormal ); + + #ifdef DOUBLE_SIDED + + normal = normal * faceDirection; + + #endif + + #ifdef USE_TANGENT + + vec3 tangent = normalize( vTangent ); + vec3 bitangent = normalize( vBitangent ); + + #ifdef DOUBLE_SIDED + + tangent = tangent * faceDirection; + bitangent = bitangent * faceDirection; + + #endif + + #if defined( TANGENTSPACE_NORMALMAP ) || defined( USE_CLEARCOAT_NORMALMAP ) + + mat3 vTBN = mat3( tangent, bitangent, normal ); + + #endif + + #endif + +#endif + +// non perturbed normal for clearcoat among others + +vec3 geometryNormal = normal; + +`;var ts=` + +#ifdef OBJECTSPACE_NORMALMAP + + normal = texture2D( normalMap, vUv ).xyz * 2.0 - 1.0; // overrides both flatShading and attribute normals + + #ifdef FLIP_SIDED + + normal = - normal; + + #endif + + #ifdef DOUBLE_SIDED + + normal = normal * faceDirection; + + #endif + + normal = normalize( normalMatrix * normal ); + +#elif defined( TANGENTSPACE_NORMALMAP ) + + vec3 mapN = texture2D( normalMap, vUv ).xyz * 2.0 - 1.0; + mapN.xy *= normalScale; + + #ifdef USE_TANGENT + + normal = normalize( vTBN * mapN ); + + #else + + normal = perturbNormal2Arb( - vViewPosition, normal, mapN, faceDirection ); + + #endif + +#elif defined( USE_BUMPMAP ) + + normal = perturbNormalArb( - vViewPosition, normal, dHdxy_fwd(), faceDirection ); + +#endif +`;var is=` +#ifndef FLAT_SHADED + + varying vec3 vNormal; + + #ifdef USE_TANGENT + + varying vec3 vTangent; + varying vec3 vBitangent; + + #endif + +#endif +`;var as=` +#ifndef FLAT_SHADED + + varying vec3 vNormal; + + #ifdef USE_TANGENT + + varying vec3 vTangent; + varying vec3 vBitangent; + + #endif + +#endif +`;var rs=` +#ifndef FLAT_SHADED // normal is computed with derivatives when FLAT_SHADED + + vNormal = normalize( transformedNormal ); + + #ifdef USE_TANGENT + + vTangent = normalize( transformedTangent ); + vBitangent = normalize( cross( vNormal, vTangent ) * tangent.w ); + + #endif + +#endif +`;var ns=` +#ifdef USE_NORMALMAP + + uniform sampler2D normalMap; + uniform vec2 normalScale; + +#endif + +#ifdef OBJECTSPACE_NORMALMAP + + uniform mat3 normalMatrix; + +#endif + +#if ! defined ( USE_TANGENT ) && ( defined ( TANGENTSPACE_NORMALMAP ) || defined ( USE_CLEARCOAT_NORMALMAP ) ) + + // Normal Mapping Without Precomputed Tangents + // http://www.thetenthplanet.de/archives/1180 + + vec3 perturbNormal2Arb( vec3 eye_pos, vec3 surf_norm, vec3 mapN, float faceDirection ) { + + // Workaround for Adreno 3XX dFd*( vec3 ) bug. See #9988 + + vec3 q0 = vec3( dFdx( eye_pos.x ), dFdx( eye_pos.y ), dFdx( eye_pos.z ) ); + vec3 q1 = vec3( dFdy( eye_pos.x ), dFdy( eye_pos.y ), dFdy( eye_pos.z ) ); + vec2 st0 = dFdx( vUv.st ); + vec2 st1 = dFdy( vUv.st ); + + vec3 N = surf_norm; // normalized + + vec3 q1perp = cross( q1, N ); + vec3 q0perp = cross( N, q0 ); + + vec3 T = q1perp * st0.x + q0perp * st1.x; + vec3 B = q1perp * st0.y + q0perp * st1.y; + + float det = max( dot( T, T ), dot( B, B ) ); + float scale = ( det == 0.0 ) ? 0.0 : faceDirection * inversesqrt( det ); + + return normalize( T * ( mapN.x * scale ) + B * ( mapN.y * scale ) + N * mapN.z ); + + } + +#endif +`;var ss=` +#ifdef USE_CLEARCOAT + + vec3 clearcoatNormal = geometryNormal; + +#endif +`;var os=` +#ifdef USE_CLEARCOAT_NORMALMAP + + vec3 clearcoatMapN = texture2D( clearcoatNormalMap, vUv ).xyz * 2.0 - 1.0; + clearcoatMapN.xy *= clearcoatNormalScale; + + #ifdef USE_TANGENT + + clearcoatNormal = normalize( vTBN * clearcoatMapN ); + + #else + + clearcoatNormal = perturbNormal2Arb( - vViewPosition, clearcoatNormal, clearcoatMapN, faceDirection ); + + #endif + +#endif +`;var cs=` + +#ifdef USE_CLEARCOATMAP + + uniform sampler2D clearcoatMap; + +#endif + +#ifdef USE_CLEARCOAT_ROUGHNESSMAP + + uniform sampler2D clearcoatRoughnessMap; + +#endif + +#ifdef USE_CLEARCOAT_NORMALMAP + + uniform sampler2D clearcoatNormalMap; + uniform vec2 clearcoatNormalScale; + +#endif +`;var ls=` +#ifdef OPAQUE +diffuseColor.a = 1.0; +#endif + +// https://github.com/mrdoob/three.js/pull/22425 +#ifdef USE_TRANSMISSION +diffuseColor.a *= transmissionAlpha + 0.1; +#endif + +gl_FragColor = vec4( outgoingLight, diffuseColor.a ); +`;var us=` +vec3 packNormalToRGB( const in vec3 normal ) { + return normalize( normal ) * 0.5 + 0.5; +} + +vec3 unpackRGBToNormal( const in vec3 rgb ) { + return 2.0 * rgb.xyz - 1.0; +} + +const float PackUpscale = 256. / 255.; // fraction -> 0..1 (including 1) +const float UnpackDownscale = 255. / 256.; // 0..1 -> fraction (excluding 1) + +const vec3 PackFactors = vec3( 256. * 256. * 256., 256. * 256., 256. ); +const vec4 UnpackFactors = UnpackDownscale / vec4( PackFactors, 1. ); + +const float ShiftRight8 = 1. / 256.; + +vec4 packDepthToRGBA( const in float v ) { + vec4 r = vec4( fract( v * PackFactors ), v ); + r.yzw -= r.xyz * ShiftRight8; // tidy overflow + return r * PackUpscale; +} + +float unpackRGBAToDepth( const in vec4 v ) { + return dot( v, UnpackFactors ); +} + +vec4 pack2HalfToRGBA( vec2 v ) { + vec4 r = vec4( v.x, fract( v.x * 255.0 ), v.y, fract( v.y * 255.0 ) ); + return vec4( r.x - r.y / 255.0, r.y, r.z - r.w / 255.0, r.w ); +} + +vec2 unpackRGBATo2Half( vec4 v ) { + return vec2( v.x + ( v.y / 255.0 ), v.z + ( v.w / 255.0 ) ); +} + +// NOTE: viewZ/eyeZ is < 0 when in front of the camera per OpenGL conventions + +float viewZToOrthographicDepth( const in float viewZ, const in float near, const in float far ) { + return ( viewZ + near ) / ( near - far ); +} +float orthographicDepthToViewZ( const in float linearClipZ, const in float near, const in float far ) { + return linearClipZ * ( near - far ) - near; +} + +// NOTE: https://twitter.com/gonnavis/status/1377183786949959682 + +float viewZToPerspectiveDepth( const in float viewZ, const in float near, const in float far ) { + return ( ( near + viewZ ) * far ) / ( ( far - near ) * viewZ ); +} +float perspectiveDepthToViewZ( const in float invClipZ, const in float near, const in float far ) { + return ( near * far ) / ( ( far - near ) * invClipZ - far ); +} +`;var hs=` +#ifdef PREMULTIPLIED_ALPHA + + // Get get normal blending with premultipled, use with CustomBlending, OneFactor, OneMinusSrcAlphaFactor, AddEquation. + gl_FragColor.rgb *= gl_FragColor.a; + +#endif +`;var fs=` +vec4 mvPosition = vec4( transformed, 1.0 ); + +#ifdef USE_INSTANCING + + mvPosition = instanceMatrix * mvPosition; + +#endif + +mvPosition = modelViewMatrix * mvPosition; + +gl_Position = projectionMatrix * mvPosition; +`;var ds=` +#ifdef DITHERING + + gl_FragColor.rgb = dithering( gl_FragColor.rgb ); + +#endif +`;var ps=` +#ifdef DITHERING + + // based on https://www.shadertoy.com/view/MslGR8 + vec3 dithering( vec3 color ) { + //Calculate grid position + float grid_position = rand( gl_FragCoord.xy ); + + //Shift the individual colors differently, thus making it even harder to see the dithering pattern + vec3 dither_shift_RGB = vec3( 0.25 / 255.0, -0.25 / 255.0, 0.25 / 255.0 ); + + //modify shift acording to grid position. + dither_shift_RGB = mix( 2.0 * dither_shift_RGB, -2.0 * dither_shift_RGB, grid_position ); + + //shift the color by dither_shift + return color + dither_shift_RGB; + } + +#endif +`;var ms=` +float roughnessFactor = roughness; + +#ifdef USE_ROUGHNESSMAP + + vec4 texelRoughness = texture2D( roughnessMap, vUv ); + + // reads channel G, compatible with a combined OcclusionRoughnessMetallic (RGB) texture + roughnessFactor *= texelRoughness.g; + +#endif +`;var vs=` +#ifdef USE_ROUGHNESSMAP + + uniform sampler2D roughnessMap; + +#endif +`;var gs=` +#ifdef USE_SHADOWMAP + + #if NUM_DIR_LIGHT_SHADOWS > 0 + + uniform sampler2D directionalShadowMap[ NUM_DIR_LIGHT_SHADOWS ]; + varying vec4 vDirectionalShadowCoord[ NUM_DIR_LIGHT_SHADOWS ]; + + struct DirectionalLightShadow { + float shadowBias; + float shadowNormalBias; + float shadowRadius; + vec2 shadowMapSize; + }; + + uniform DirectionalLightShadow directionalLightShadows[ NUM_DIR_LIGHT_SHADOWS ]; + + #endif + + #if NUM_SPOT_LIGHT_SHADOWS > 0 + + uniform sampler2D spotShadowMap[ NUM_SPOT_LIGHT_SHADOWS ]; + varying vec4 vSpotShadowCoord[ NUM_SPOT_LIGHT_SHADOWS ]; + + struct SpotLightShadow { + float shadowBias; + float shadowNormalBias; + float shadowRadius; + vec2 shadowMapSize; + }; + + uniform SpotLightShadow spotLightShadows[ NUM_SPOT_LIGHT_SHADOWS ]; + + #endif + + #if NUM_POINT_LIGHT_SHADOWS > 0 + + uniform sampler2D pointShadowMap[ NUM_POINT_LIGHT_SHADOWS ]; + varying vec4 vPointShadowCoord[ NUM_POINT_LIGHT_SHADOWS ]; + + struct PointLightShadow { + float shadowBias; + float shadowNormalBias; + float shadowRadius; + vec2 shadowMapSize; + float shadowCameraNear; + float shadowCameraFar; + }; + + uniform PointLightShadow pointLightShadows[ NUM_POINT_LIGHT_SHADOWS ]; + + #endif + + /* + #if NUM_RECT_AREA_LIGHTS > 0 + + // TODO (abelnation): create uniforms for area light shadows + + #endif + */ + + float texture2DCompare( sampler2D depths, vec2 uv, float compare ) { + + return step( compare, unpackRGBAToDepth( texture2D( depths, uv ) ) ); + + } + + vec2 texture2DDistribution( sampler2D shadow, vec2 uv ) { + + return unpackRGBATo2Half( texture2D( shadow, uv ) ); + + } + + float VSMShadow (sampler2D shadow, vec2 uv, float compare ){ + + float occlusion = 1.0; + + vec2 distribution = texture2DDistribution( shadow, uv ); + + float hard_shadow = step( compare , distribution.x ); // Hard Shadow + + if (hard_shadow != 1.0 ) { + + float distance = compare - distribution.x ; + float variance = max( 0.00000, distribution.y * distribution.y ); + float softness_probability = variance / (variance + distance * distance ); // Chebeyshevs inequality + softness_probability = clamp( ( softness_probability - 0.3 ) / ( 0.95 - 0.3 ), 0.0, 1.0 ); // 0.3 reduces light bleed + occlusion = clamp( max( hard_shadow, softness_probability ), 0.0, 1.0 ); + + } + return occlusion; + + } + + float getShadow( sampler2D shadowMap, vec2 shadowMapSize, float shadowBias, float shadowRadius, vec4 shadowCoord ) { + + float shadow = 1.0; + + shadowCoord.xyz /= shadowCoord.w; + shadowCoord.z += shadowBias; + + // if ( something && something ) breaks ATI OpenGL shader compiler + // if ( all( something, something ) ) using this instead + + bvec4 inFrustumVec = bvec4 ( shadowCoord.x >= 0.0, shadowCoord.x <= 1.0, shadowCoord.y >= 0.0, shadowCoord.y <= 1.0 ); + bool inFrustum = all( inFrustumVec ); + + bvec2 frustumTestVec = bvec2( inFrustum, shadowCoord.z <= 1.0 ); + + bool frustumTest = all( frustumTestVec ); + + if ( frustumTest ) { + + #if defined( SHADOWMAP_TYPE_PCF ) + + vec2 texelSize = vec2( 1.0 ) / shadowMapSize; + + float dx0 = - texelSize.x * shadowRadius; + float dy0 = - texelSize.y * shadowRadius; + float dx1 = + texelSize.x * shadowRadius; + float dy1 = + texelSize.y * shadowRadius; + float dx2 = dx0 / 2.0; + float dy2 = dy0 / 2.0; + float dx3 = dx1 / 2.0; + float dy3 = dy1 / 2.0; + + shadow = ( + texture2DCompare( shadowMap, shadowCoord.xy + vec2( dx0, dy0 ), shadowCoord.z ) + + texture2DCompare( shadowMap, shadowCoord.xy + vec2( 0.0, dy0 ), shadowCoord.z ) + + texture2DCompare( shadowMap, shadowCoord.xy + vec2( dx1, dy0 ), shadowCoord.z ) + + texture2DCompare( shadowMap, shadowCoord.xy + vec2( dx2, dy2 ), shadowCoord.z ) + + texture2DCompare( shadowMap, shadowCoord.xy + vec2( 0.0, dy2 ), shadowCoord.z ) + + texture2DCompare( shadowMap, shadowCoord.xy + vec2( dx3, dy2 ), shadowCoord.z ) + + texture2DCompare( shadowMap, shadowCoord.xy + vec2( dx0, 0.0 ), shadowCoord.z ) + + texture2DCompare( shadowMap, shadowCoord.xy + vec2( dx2, 0.0 ), shadowCoord.z ) + + texture2DCompare( shadowMap, shadowCoord.xy, shadowCoord.z ) + + texture2DCompare( shadowMap, shadowCoord.xy + vec2( dx3, 0.0 ), shadowCoord.z ) + + texture2DCompare( shadowMap, shadowCoord.xy + vec2( dx1, 0.0 ), shadowCoord.z ) + + texture2DCompare( shadowMap, shadowCoord.xy + vec2( dx2, dy3 ), shadowCoord.z ) + + texture2DCompare( shadowMap, shadowCoord.xy + vec2( 0.0, dy3 ), shadowCoord.z ) + + texture2DCompare( shadowMap, shadowCoord.xy + vec2( dx3, dy3 ), shadowCoord.z ) + + texture2DCompare( shadowMap, shadowCoord.xy + vec2( dx0, dy1 ), shadowCoord.z ) + + texture2DCompare( shadowMap, shadowCoord.xy + vec2( 0.0, dy1 ), shadowCoord.z ) + + texture2DCompare( shadowMap, shadowCoord.xy + vec2( dx1, dy1 ), shadowCoord.z ) + ) * ( 1.0 / 17.0 ); + + #elif defined( SHADOWMAP_TYPE_PCF_SOFT ) + + vec2 texelSize = vec2( 1.0 ) / shadowMapSize; + float dx = texelSize.x; + float dy = texelSize.y; + + vec2 uv = shadowCoord.xy; + vec2 f = fract( uv * shadowMapSize + 0.5 ); + uv -= f * texelSize; + + shadow = ( + texture2DCompare( shadowMap, uv, shadowCoord.z ) + + texture2DCompare( shadowMap, uv + vec2( dx, 0.0 ), shadowCoord.z ) + + texture2DCompare( shadowMap, uv + vec2( 0.0, dy ), shadowCoord.z ) + + texture2DCompare( shadowMap, uv + texelSize, shadowCoord.z ) + + mix( texture2DCompare( shadowMap, uv + vec2( -dx, 0.0 ), shadowCoord.z ), + texture2DCompare( shadowMap, uv + vec2( 2.0 * dx, 0.0 ), shadowCoord.z ), + f.x ) + + mix( texture2DCompare( shadowMap, uv + vec2( -dx, dy ), shadowCoord.z ), + texture2DCompare( shadowMap, uv + vec2( 2.0 * dx, dy ), shadowCoord.z ), + f.x ) + + mix( texture2DCompare( shadowMap, uv + vec2( 0.0, -dy ), shadowCoord.z ), + texture2DCompare( shadowMap, uv + vec2( 0.0, 2.0 * dy ), shadowCoord.z ), + f.y ) + + mix( texture2DCompare( shadowMap, uv + vec2( dx, -dy ), shadowCoord.z ), + texture2DCompare( shadowMap, uv + vec2( dx, 2.0 * dy ), shadowCoord.z ), + f.y ) + + mix( mix( texture2DCompare( shadowMap, uv + vec2( -dx, -dy ), shadowCoord.z ), + texture2DCompare( shadowMap, uv + vec2( 2.0 * dx, -dy ), shadowCoord.z ), + f.x ), + mix( texture2DCompare( shadowMap, uv + vec2( -dx, 2.0 * dy ), shadowCoord.z ), + texture2DCompare( shadowMap, uv + vec2( 2.0 * dx, 2.0 * dy ), shadowCoord.z ), + f.x ), + f.y ) + ) * ( 1.0 / 9.0 ); + + #elif defined( SHADOWMAP_TYPE_VSM ) + + shadow = VSMShadow( shadowMap, shadowCoord.xy, shadowCoord.z ); + + #else // no percentage-closer filtering: + + shadow = texture2DCompare( shadowMap, shadowCoord.xy, shadowCoord.z ); + + #endif + + } + + return shadow; + + } + + // cubeToUV() maps a 3D direction vector suitable for cube texture mapping to a 2D + // vector suitable for 2D texture mapping. This code uses the following layout for the + // 2D texture: + // + // xzXZ + // y Y + // + // Y - Positive y direction + // y - Negative y direction + // X - Positive x direction + // x - Negative x direction + // Z - Positive z direction + // z - Negative z direction + // + // Source and test bed: + // https://gist.github.com/tschw/da10c43c467ce8afd0c4 + + vec2 cubeToUV( vec3 v, float texelSizeY ) { + + // Number of texels to avoid at the edge of each square + + vec3 absV = abs( v ); + + // Intersect unit cube + + float scaleToCube = 1.0 / max( absV.x, max( absV.y, absV.z ) ); + absV *= scaleToCube; + + // Apply scale to avoid seams + + // two texels less per square (one texel will do for NEAREST) + v *= scaleToCube * ( 1.0 - 2.0 * texelSizeY ); + + // Unwrap + + // space: -1 ... 1 range for each square + // + // #X## dim := ( 4 , 2 ) + // # # center := ( 1 , 1 ) + + vec2 planar = v.xy; + + float almostATexel = 1.5 * texelSizeY; + float almostOne = 1.0 - almostATexel; + + if ( absV.z >= almostOne ) { + + if ( v.z > 0.0 ) + planar.x = 4.0 - v.x; + + } else if ( absV.x >= almostOne ) { + + float signX = sign( v.x ); + planar.x = v.z * signX + 2.0 * signX; + + } else if ( absV.y >= almostOne ) { + + float signY = sign( v.y ); + planar.x = v.x + 2.0 * signY + 2.0; + planar.y = v.z * signY - 2.0; + + } + + // Transform to UV space + + // scale := 0.5 / dim + // translate := ( center + 0.5 ) / dim + return vec2( 0.125, 0.25 ) * planar + vec2( 0.375, 0.75 ); + + } + + float getPointShadow( sampler2D shadowMap, vec2 shadowMapSize, float shadowBias, float shadowRadius, vec4 shadowCoord, float shadowCameraNear, float shadowCameraFar ) { + + vec2 texelSize = vec2( 1.0 ) / ( shadowMapSize * vec2( 4.0, 2.0 ) ); + + // for point lights, the uniform @vShadowCoord is re-purposed to hold + // the vector from the light to the world-space position of the fragment. + vec3 lightToPosition = shadowCoord.xyz; + + // dp = normalized distance from light to fragment position + float dp = ( length( lightToPosition ) - shadowCameraNear ) / ( shadowCameraFar - shadowCameraNear ); // need to clamp? + dp += shadowBias; + + // bd3D = base direction 3D + vec3 bd3D = normalize( lightToPosition ); + + #if defined( SHADOWMAP_TYPE_PCF ) || defined( SHADOWMAP_TYPE_PCF_SOFT ) || defined( SHADOWMAP_TYPE_VSM ) + + vec2 offset = vec2( - 1, 1 ) * shadowRadius * texelSize.y; + + return ( + texture2DCompare( shadowMap, cubeToUV( bd3D + offset.xyy, texelSize.y ), dp ) + + texture2DCompare( shadowMap, cubeToUV( bd3D + offset.yyy, texelSize.y ), dp ) + + texture2DCompare( shadowMap, cubeToUV( bd3D + offset.xyx, texelSize.y ), dp ) + + texture2DCompare( shadowMap, cubeToUV( bd3D + offset.yyx, texelSize.y ), dp ) + + texture2DCompare( shadowMap, cubeToUV( bd3D, texelSize.y ), dp ) + + texture2DCompare( shadowMap, cubeToUV( bd3D + offset.xxy, texelSize.y ), dp ) + + texture2DCompare( shadowMap, cubeToUV( bd3D + offset.yxy, texelSize.y ), dp ) + + texture2DCompare( shadowMap, cubeToUV( bd3D + offset.xxx, texelSize.y ), dp ) + + texture2DCompare( shadowMap, cubeToUV( bd3D + offset.yxx, texelSize.y ), dp ) + ) * ( 1.0 / 9.0 ); + + #else // no percentage-closer filtering + + return texture2DCompare( shadowMap, cubeToUV( bd3D, texelSize.y ), dp ); + + #endif + + } + +#endif +`;var xs=` +#ifdef USE_SHADOWMAP + + #if NUM_DIR_LIGHT_SHADOWS > 0 + + uniform mat4 directionalShadowMatrix[ NUM_DIR_LIGHT_SHADOWS ]; + varying vec4 vDirectionalShadowCoord[ NUM_DIR_LIGHT_SHADOWS ]; + + struct DirectionalLightShadow { + float shadowBias; + float shadowNormalBias; + float shadowRadius; + vec2 shadowMapSize; + }; + + uniform DirectionalLightShadow directionalLightShadows[ NUM_DIR_LIGHT_SHADOWS ]; + + #endif + + #if NUM_SPOT_LIGHT_SHADOWS > 0 + + uniform mat4 spotShadowMatrix[ NUM_SPOT_LIGHT_SHADOWS ]; + varying vec4 vSpotShadowCoord[ NUM_SPOT_LIGHT_SHADOWS ]; + + struct SpotLightShadow { + float shadowBias; + float shadowNormalBias; + float shadowRadius; + vec2 shadowMapSize; + }; + + uniform SpotLightShadow spotLightShadows[ NUM_SPOT_LIGHT_SHADOWS ]; + + #endif + + #if NUM_POINT_LIGHT_SHADOWS > 0 + + uniform mat4 pointShadowMatrix[ NUM_POINT_LIGHT_SHADOWS ]; + varying vec4 vPointShadowCoord[ NUM_POINT_LIGHT_SHADOWS ]; + + struct PointLightShadow { + float shadowBias; + float shadowNormalBias; + float shadowRadius; + vec2 shadowMapSize; + float shadowCameraNear; + float shadowCameraFar; + }; + + uniform PointLightShadow pointLightShadows[ NUM_POINT_LIGHT_SHADOWS ]; + + #endif + + /* + #if NUM_RECT_AREA_LIGHTS > 0 + + // TODO (abelnation): uniforms for area light shadows + + #endif + */ + +#endif +`;var Ms=` +#ifdef USE_SHADOWMAP + + #if NUM_DIR_LIGHT_SHADOWS > 0 || NUM_SPOT_LIGHT_SHADOWS > 0 || NUM_POINT_LIGHT_SHADOWS > 0 + + // Offsetting the position used for querying occlusion along the world normal can be used to reduce shadow acne. + vec3 shadowWorldNormal = inverseTransformDirection( transformedNormal, viewMatrix ); + vec4 shadowWorldPosition; + + #endif + + #if NUM_DIR_LIGHT_SHADOWS > 0 + + #pragma unroll_loop_start + for ( int i = 0; i < NUM_DIR_LIGHT_SHADOWS; i ++ ) { + + shadowWorldPosition = worldPosition + vec4( shadowWorldNormal * directionalLightShadows[ i ].shadowNormalBias, 0 ); + vDirectionalShadowCoord[ i ] = directionalShadowMatrix[ i ] * shadowWorldPosition; + + } + #pragma unroll_loop_end + + #endif + + #if NUM_SPOT_LIGHT_SHADOWS > 0 + + #pragma unroll_loop_start + for ( int i = 0; i < NUM_SPOT_LIGHT_SHADOWS; i ++ ) { + + shadowWorldPosition = worldPosition + vec4( shadowWorldNormal * spotLightShadows[ i ].shadowNormalBias, 0 ); + vSpotShadowCoord[ i ] = spotShadowMatrix[ i ] * shadowWorldPosition; + + } + #pragma unroll_loop_end + + #endif + + #if NUM_POINT_LIGHT_SHADOWS > 0 + + #pragma unroll_loop_start + for ( int i = 0; i < NUM_POINT_LIGHT_SHADOWS; i ++ ) { + + shadowWorldPosition = worldPosition + vec4( shadowWorldNormal * pointLightShadows[ i ].shadowNormalBias, 0 ); + vPointShadowCoord[ i ] = pointShadowMatrix[ i ] * shadowWorldPosition; + + } + #pragma unroll_loop_end + + #endif + + /* + #if NUM_RECT_AREA_LIGHTS > 0 + + // TODO (abelnation): update vAreaShadowCoord with area light info + + #endif + */ + +#endif +`;var bs=` +float getShadowMask() { + + float shadow = 1.0; + + #ifdef USE_SHADOWMAP + + #if NUM_DIR_LIGHT_SHADOWS > 0 + + DirectionalLightShadow directionalLight; + + #pragma unroll_loop_start + for ( int i = 0; i < NUM_DIR_LIGHT_SHADOWS; i ++ ) { + + directionalLight = directionalLightShadows[ i ]; + shadow *= receiveShadow ? getShadow( directionalShadowMap[ i ], directionalLight.shadowMapSize, directionalLight.shadowBias, directionalLight.shadowRadius, vDirectionalShadowCoord[ i ] ) : 1.0; + + } + #pragma unroll_loop_end + + #endif + + #if NUM_SPOT_LIGHT_SHADOWS > 0 + + SpotLightShadow spotLight; + + #pragma unroll_loop_start + for ( int i = 0; i < NUM_SPOT_LIGHT_SHADOWS; i ++ ) { + + spotLight = spotLightShadows[ i ]; + shadow *= receiveShadow ? getShadow( spotShadowMap[ i ], spotLight.shadowMapSize, spotLight.shadowBias, spotLight.shadowRadius, vSpotShadowCoord[ i ] ) : 1.0; + + } + #pragma unroll_loop_end + + #endif + + #if NUM_POINT_LIGHT_SHADOWS > 0 + + PointLightShadow pointLight; + + #pragma unroll_loop_start + for ( int i = 0; i < NUM_POINT_LIGHT_SHADOWS; i ++ ) { + + pointLight = pointLightShadows[ i ]; + shadow *= receiveShadow ? getPointShadow( pointShadowMap[ i ], pointLight.shadowMapSize, pointLight.shadowBias, pointLight.shadowRadius, vPointShadowCoord[ i ], pointLight.shadowCameraNear, pointLight.shadowCameraFar ) : 1.0; + + } + #pragma unroll_loop_end + + #endif + + /* + #if NUM_RECT_AREA_LIGHTS > 0 + + // TODO (abelnation): update shadow for Area light + + #endif + */ + + #endif + + return shadow; + +} +`;var ys=` +#ifdef USE_SKINNING + + mat4 boneMatX = getBoneMatrix( skinIndex.x ); + mat4 boneMatY = getBoneMatrix( skinIndex.y ); + mat4 boneMatZ = getBoneMatrix( skinIndex.z ); + mat4 boneMatW = getBoneMatrix( skinIndex.w ); + +#endif +`;var Cs=` +#ifdef USE_SKINNING + + uniform mat4 bindMatrix; + uniform mat4 bindMatrixInverse; + + #ifdef BONE_TEXTURE + + uniform highp sampler2D boneTexture; + uniform int boneTextureSize; + + mat4 getBoneMatrix( const in float i ) { + + float j = i * 4.0; + float x = mod( j, float( boneTextureSize ) ); + float y = floor( j / float( boneTextureSize ) ); + + float dx = 1.0 / float( boneTextureSize ); + float dy = 1.0 / float( boneTextureSize ); + + y = dy * ( y + 0.5 ); + + vec4 v1 = texture2D( boneTexture, vec2( dx * ( x + 0.5 ), y ) ); + vec4 v2 = texture2D( boneTexture, vec2( dx * ( x + 1.5 ), y ) ); + vec4 v3 = texture2D( boneTexture, vec2( dx * ( x + 2.5 ), y ) ); + vec4 v4 = texture2D( boneTexture, vec2( dx * ( x + 3.5 ), y ) ); + + mat4 bone = mat4( v1, v2, v3, v4 ); + + return bone; + + } + + #else + + uniform mat4 boneMatrices[ MAX_BONES ]; + + mat4 getBoneMatrix( const in float i ) { + + mat4 bone = boneMatrices[ int(i) ]; + return bone; + + } + + #endif + +#endif +`;var zs=` +#ifdef USE_SKINNING + + vec4 skinVertex = bindMatrix * vec4( transformed, 1.0 ); + + vec4 skinned = vec4( 0.0 ); + skinned += boneMatX * skinVertex * skinWeight.x; + skinned += boneMatY * skinVertex * skinWeight.y; + skinned += boneMatZ * skinVertex * skinWeight.z; + skinned += boneMatW * skinVertex * skinWeight.w; + + transformed = ( bindMatrixInverse * skinned ).xyz; + +#endif +`;var As=` +#ifdef USE_SKINNING + + mat4 skinMatrix = mat4( 0.0 ); + skinMatrix += skinWeight.x * boneMatX; + skinMatrix += skinWeight.y * boneMatY; + skinMatrix += skinWeight.z * boneMatZ; + skinMatrix += skinWeight.w * boneMatW; + skinMatrix = bindMatrixInverse * skinMatrix * bindMatrix; + + objectNormal = vec4( skinMatrix * vec4( objectNormal, 0.0 ) ).xyz; + + #ifdef USE_TANGENT + + objectTangent = vec4( skinMatrix * vec4( objectTangent, 0.0 ) ).xyz; + + #endif + +#endif +`;var ws=` +float specularStrength; + +#ifdef USE_SPECULARMAP + + vec4 texelSpecular = texture2D( specularMap, vUv ); + specularStrength = texelSpecular.r; + +#else + + specularStrength = 1.0; + +#endif +`;var _s=` +#ifdef USE_SPECULARMAP + + uniform sampler2D specularMap; + +#endif +`;var Ss=` +#if defined( TONE_MAPPING ) + + gl_FragColor.rgb = toneMapping( gl_FragColor.rgb ); + +#endif +`;var Es=` +#ifndef saturate +// may have defined saturate() already +#define saturate( a ) clamp( a, 0.0, 1.0 ) +#endif + +uniform float toneMappingExposure; + +// exposure only +vec3 LinearToneMapping( vec3 color ) { + + return toneMappingExposure * color; + +} + +// source: https://www.cs.utah.edu/docs/techreports/2002/pdf/UUCS-02-001.pdf +vec3 ReinhardToneMapping( vec3 color ) { + + color *= toneMappingExposure; + return saturate( color / ( vec3( 1.0 ) + color ) ); + +} + +// source: http://filmicworlds.com/blog/filmic-tonemapping-operators/ +vec3 OptimizedCineonToneMapping( vec3 color ) { + + // optimized filmic operator by Jim Hejl and Richard Burgess-Dawson + color *= toneMappingExposure; + color = max( vec3( 0.0 ), color - 0.004 ); + return pow( ( color * ( 6.2 * color + 0.5 ) ) / ( color * ( 6.2 * color + 1.7 ) + 0.06 ), vec3( 2.2 ) ); + +} + +// source: https://github.com/selfshadow/ltc_code/blob/master/webgl/shaders/ltc/ltc_blit.fs +vec3 RRTAndODTFit( vec3 v ) { + + vec3 a = v * ( v + 0.0245786 ) - 0.000090537; + vec3 b = v * ( 0.983729 * v + 0.4329510 ) + 0.238081; + return a / b; + +} + +// this implementation of ACES is modified to accommodate a brighter viewing environment. +// the scale factor of 1/0.6 is subjective. see discussion in #19621. + +vec3 ACESFilmicToneMapping( vec3 color ) { + + // sRGB => XYZ => D65_2_D60 => AP1 => RRT_SAT + const mat3 ACESInputMat = mat3( + vec3( 0.59719, 0.07600, 0.02840 ), // transposed from source + vec3( 0.35458, 0.90834, 0.13383 ), + vec3( 0.04823, 0.01566, 0.83777 ) + ); + + // ODT_SAT => XYZ => D60_2_D65 => sRGB + const mat3 ACESOutputMat = mat3( + vec3( 1.60475, -0.10208, -0.00327 ), // transposed from source + vec3( -0.53108, 1.10813, -0.07276 ), + vec3( -0.07367, -0.00605, 1.07602 ) + ); + + color *= toneMappingExposure / 0.6; + + color = ACESInputMat * color; + + // Apply RRT and ODT + color = RRTAndODTFit( color ); + + color = ACESOutputMat * color; + + // Clamp to [0, 1] + return saturate( color ); + +} + +vec3 CustomToneMapping( vec3 color ) { return color; } +`;var Ls=` +#ifdef USE_TRANSMISSION + + float transmissionAlpha = 1.0; + float transmissionFactor = transmission; + float thicknessFactor = thickness; + + #ifdef USE_TRANSMISSIONMAP + + transmissionFactor *= texture2D( transmissionMap, vUv ).r; + + #endif + + #ifdef USE_THICKNESSMAP + + thicknessFactor *= texture2D( thicknessMap, vUv ).g; + + #endif + + vec3 pos = vWorldPosition; + vec3 v = normalize( cameraPosition - pos ); + vec3 n = inverseTransformDirection( normal, viewMatrix ); + + vec4 transmission = getIBLVolumeRefraction( + n, v, roughnessFactor, material.diffuseColor, material.specularColor, material.specularF90, + pos, modelMatrix, viewMatrix, projectionMatrix, ior, thicknessFactor, + attenuationColor, attenuationDistance ); + + totalDiffuse = mix( totalDiffuse, transmission.rgb, transmissionFactor ); + transmissionAlpha = mix( transmissionAlpha, transmission.a, transmissionFactor ); +#endif +`;var Ds=` +#ifdef USE_TRANSMISSION + + // Transmission code is based on glTF-Sampler-Viewer + // https://github.com/KhronosGroup/glTF-Sample-Viewer + + uniform float transmission; + uniform float thickness; + uniform float attenuationDistance; + uniform vec3 attenuationColor; + + #ifdef USE_TRANSMISSIONMAP + + uniform sampler2D transmissionMap; + + #endif + + #ifdef USE_THICKNESSMAP + + uniform sampler2D thicknessMap; + + #endif + + uniform vec2 transmissionSamplerSize; + uniform sampler2D transmissionSamplerMap; + + uniform mat4 modelMatrix; + uniform mat4 projectionMatrix; + + varying vec3 vWorldPosition; + + vec3 getVolumeTransmissionRay( const in vec3 n, const in vec3 v, const in float thickness, const in float ior, const in mat4 modelMatrix ) { + + // Direction of refracted light. + vec3 refractionVector = refract( - v, normalize( n ), 1.0 / ior ); + + // Compute rotation-independant scaling of the model matrix. + vec3 modelScale; + modelScale.x = length( vec3( modelMatrix[ 0 ].xyz ) ); + modelScale.y = length( vec3( modelMatrix[ 1 ].xyz ) ); + modelScale.z = length( vec3( modelMatrix[ 2 ].xyz ) ); + + // The thickness is specified in local space. + return normalize( refractionVector ) * thickness * modelScale; + + } + + float applyIorToRoughness( const in float roughness, const in float ior ) { + + // Scale roughness with IOR so that an IOR of 1.0 results in no microfacet refraction and + // an IOR of 1.5 results in the default amount of microfacet refraction. + return roughness * clamp( ior * 2.0 - 2.0, 0.0, 1.0 ); + + } + + vec4 getTransmissionSample( const in vec2 fragCoord, const in float roughness, const in float ior ) { + + float framebufferLod = log2( transmissionSamplerSize.x ) * applyIorToRoughness( roughness, ior ); + + #ifdef TEXTURE_LOD_EXT + + return texture2DLodEXT( transmissionSamplerMap, fragCoord.xy, framebufferLod ); + + #else + + return texture2D( transmissionSamplerMap, fragCoord.xy, framebufferLod ); + + #endif + + } + + vec3 applyVolumeAttenuation( const in vec3 radiance, const in float transmissionDistance, const in vec3 attenuationColor, const in float attenuationDistance ) { + + if ( attenuationDistance == 0.0 ) { + + // Attenuation distance is +\u221E (which we indicate by zero), i.e. the transmitted color is not attenuated at all. + return radiance; + + } else { + + // Compute light attenuation using Beer's law. + vec3 attenuationCoefficient = -log( attenuationColor ) / attenuationDistance; + vec3 transmittance = exp( - attenuationCoefficient * transmissionDistance ); // Beer's law + return transmittance * radiance; + + } + + } + + vec4 getIBLVolumeRefraction( const in vec3 n, const in vec3 v, const in float roughness, const in vec3 diffuseColor, + const in vec3 specularColor, const in float specularF90, const in vec3 position, const in mat4 modelMatrix, + const in mat4 viewMatrix, const in mat4 projMatrix, const in float ior, const in float thickness, + const in vec3 attenuationColor, const in float attenuationDistance ) { + + vec3 transmissionRay = getVolumeTransmissionRay( n, v, thickness, ior, modelMatrix ); + vec3 refractedRayExit = position + transmissionRay; + + // Project refracted vector on the framebuffer, while mapping to normalized device coordinates. + vec4 ndcPos = projMatrix * viewMatrix * vec4( refractedRayExit, 1.0 ); + vec2 refractionCoords = ndcPos.xy / ndcPos.w; + refractionCoords += 1.0; + refractionCoords /= 2.0; + + // Sample framebuffer to get pixel the refracted ray hits. + vec4 transmittedLight = getTransmissionSample( refractionCoords, roughness, ior ); + + vec3 attenuatedColor = applyVolumeAttenuation( transmittedLight.rgb, length( transmissionRay ), attenuationColor, attenuationDistance ); + + // Get the specular component. + vec3 F = EnvironmentBRDF( n, v, specularColor, specularF90, roughness ); + + return vec4( ( 1.0 - F ) * attenuatedColor * diffuseColor, transmittedLight.a ); + + } +#endif +`;var Ts=` +#if ( defined( USE_UV ) && ! defined( UVS_VERTEX_ONLY ) ) + + varying vec2 vUv; + +#endif +`;var Hs=` +#ifdef USE_UV + + #ifdef UVS_VERTEX_ONLY + + vec2 vUv; + + #else + + varying vec2 vUv; + + #endif + + uniform mat3 uvTransform; + +#endif +`;var Vs=` +#ifdef USE_UV + + vUv = ( uvTransform * vec3( uv, 1 ) ).xy; + +#endif +`;var Ns=` +#if defined( USE_LIGHTMAP ) || defined( USE_AOMAP ) + + varying vec2 vUv2; + +#endif +`;var Rs=` +#if defined( USE_LIGHTMAP ) || defined( USE_AOMAP ) + + attribute vec2 uv2; + varying vec2 vUv2; + + uniform mat3 uv2Transform; + +#endif +`;var Fs=` +#if defined( USE_LIGHTMAP ) || defined( USE_AOMAP ) + + vUv2 = ( uv2Transform * vec3( uv2, 1 ) ).xy; + +#endif +`;var Bs=` +#if defined( USE_ENVMAP ) || defined( DISTANCE ) || defined ( USE_SHADOWMAP ) || defined ( USE_TRANSMISSION ) + + vec4 worldPosition = vec4( transformed, 1.0 ); + + #ifdef USE_INSTANCING + + worldPosition = instanceMatrix * worldPosition; + + #endif + + worldPosition = modelMatrix * worldPosition; + +#endif +`;var Ps=` +varying vec2 vUv; +uniform mat3 uvTransform; + +void main() { + + vUv = ( uvTransform * vec3( uv, 1 ) ).xy; + + gl_Position = vec4( position.xy, 1.0, 1.0 ); + +} +`,Is=` +uniform sampler2D t2D; + +varying vec2 vUv; + +void main() { + + gl_FragColor = texture2D( t2D, vUv ); + + #include + #include + +} +`;var ks=` +varying vec3 vWorldDirection; + +#include + +void main() { + + vWorldDirection = transformDirection( position, modelMatrix ); + + #include + #include + + gl_Position.z = gl_Position.w; // set z to camera.far + +} +`,Us=` +#include +uniform float opacity; + +varying vec3 vWorldDirection; + +#include + +void main() { + + vec3 vReflect = vWorldDirection; + #include + + gl_FragColor = envColor; + gl_FragColor.a *= opacity; + + #include + #include + +} +`;var Os=` +#include +#include +#include +#include +#include +#include +#include + +// This is used for computing an equivalent of gl_FragCoord.z that is as high precision as possible. +// Some platforms compute gl_FragCoord at a lower precision which makes the manually computed value better for +// depth-based postprocessing effects. Reproduced on iPad with A10 processor / iPadOS 13.3.1. +varying vec2 vHighPrecisionZW; + +void main() { + + #include + + #include + + #ifdef USE_DISPLACEMENTMAP + + #include + #include + #include + + #endif + + #include + #include + #include + #include + #include + #include + #include + + vHighPrecisionZW = gl_Position.zw; + +} +`,Gs=` +#if DEPTH_PACKING == 3200 + + uniform float opacity; + +#endif + +#include +#include +#include +#include +#include +#include +#include +#include + +varying vec2 vHighPrecisionZW; + +void main() { + + #include + + vec4 diffuseColor = vec4( 1.0 ); + + #if DEPTH_PACKING == 3200 + + diffuseColor.a = opacity; + + #endif + + #include + #include + #include + + #include + + // Higher precision equivalent of gl_FragCoord.z. This assumes depthRange has been left to its default values. + float fragCoordZ = 0.5 * vHighPrecisionZW[0] / vHighPrecisionZW[1] + 0.5; + + #if DEPTH_PACKING == 3200 + + gl_FragColor = vec4( vec3( 1.0 - fragCoordZ ), opacity ); + + #elif DEPTH_PACKING == 3201 + + gl_FragColor = packDepthToRGBA( fragCoordZ ); + + #endif + +} +`;var qs=` +#define DISTANCE + +varying vec3 vWorldPosition; + +#include +#include +#include +#include +#include +#include + +void main() { + + #include + + #include + + #ifdef USE_DISPLACEMENTMAP + + #include + #include + #include + + #endif + + #include + #include + #include + #include + #include + #include + #include + + vWorldPosition = worldPosition.xyz; + +} +`,Ws=` +#define DISTANCE + +uniform vec3 referencePosition; +uniform float nearDistance; +uniform float farDistance; +varying vec3 vWorldPosition; + +#include +#include +#include +#include +#include +#include +#include + +void main () { + + #include + + vec4 diffuseColor = vec4( 1.0 ); + + #include + #include + #include + + float dist = length( vWorldPosition - referencePosition ); + dist = ( dist - nearDistance ) / ( farDistance - nearDistance ); + dist = saturate( dist ); // clamp to [ 0, 1 ] + + gl_FragColor = packDepthToRGBA( dist ); + +} +`;var js=` +varying vec3 vWorldDirection; + +#include + +void main() { + + vWorldDirection = transformDirection( position, modelMatrix ); + + #include + #include + +} +`,Xs=` +uniform sampler2D tEquirect; + +varying vec3 vWorldDirection; + +#include + +void main() { + + vec3 direction = normalize( vWorldDirection ); + + vec2 sampleUV = equirectUv( direction ); + + gl_FragColor = texture2D( tEquirect, sampleUV ); + + #include + #include + +} +`;var Zs=` +uniform float scale; +attribute float lineDistance; + +varying float vLineDistance; + +#include +#include +#include +#include +#include +#include + +void main() { + + vLineDistance = scale * lineDistance; + + #include + #include + #include + #include + #include + #include + #include + +} +`,Ys=` +uniform vec3 diffuse; +uniform float opacity; + +uniform float dashSize; +uniform float totalSize; + +varying float vLineDistance; + +#include +#include +#include +#include +#include + +void main() { + + #include + + if ( mod( vLineDistance, totalSize ) > dashSize ) { + + discard; + + } + + vec3 outgoingLight = vec3( 0.0 ); + vec4 diffuseColor = vec4( diffuse, opacity ); + + #include + #include + + outgoingLight = diffuseColor.rgb; // simple shader + + #include + #include + #include + #include + #include + +} +`;var $s=` +#include +#include +#include +#include +#include +#include +#include +#include +#include +#include + +void main() { + + #include + #include + #include + + #if defined ( USE_ENVMAP ) || defined ( USE_SKINNING ) + + #include + #include + #include + #include + #include + + #endif + + #include + #include + #include + #include + #include + #include + + #include + #include + #include + +} +`,Ks=` +uniform vec3 diffuse; +uniform float opacity; + +#ifndef FLAT_SHADED + + varying vec3 vNormal; + +#endif + +#include +#include +#include +#include +#include +#include +#include +#include +#include +#include +#include +#include +#include +#include +#include +#include +#include + +void main() { + + #include + + vec4 diffuseColor = vec4( diffuse, opacity ); + + #include + #include + #include + #include + #include + #include + + ReflectedLight reflectedLight = ReflectedLight( vec3( 0.0 ), vec3( 0.0 ), vec3( 0.0 ), vec3( 0.0 ) ); + + // accumulation (baked indirect lighting only) + #ifdef USE_LIGHTMAP + + vec4 lightMapTexel= texture2D( lightMap, vUv2 ); + reflectedLight.indirectDiffuse += lightMapTexel.rgb * lightMapIntensity; + + #else + + reflectedLight.indirectDiffuse += vec3( 1.0 ); + + #endif + + // modulation + #include + + reflectedLight.indirectDiffuse *= diffuseColor.rgb; + + vec3 outgoingLight = reflectedLight.indirectDiffuse; + + #include + + #include + #include + #include + #include + #include + #include + +} +`;var Js=` +#define LAMBERT + +varying vec3 vLightFront; +varying vec3 vIndirectFront; + +#ifdef DOUBLE_SIDED + varying vec3 vLightBack; + varying vec3 vIndirectBack; +#endif + +#include +#include +#include +#include +#include +#include +#include +#include +#include +#include +#include +#include +#include + +void main() { + + #include + #include + #include + + #include + #include + #include + #include + #include + + #include + #include + #include + #include + #include + #include + + #include + #include + #include + #include + #include +} +`,Qs=` +uniform vec3 diffuse; +uniform vec3 emissive; +uniform float opacity; + +varying vec3 vLightFront; +varying vec3 vIndirectFront; + +#ifdef DOUBLE_SIDED + varying vec3 vLightBack; + varying vec3 vIndirectBack; +#endif + + +#include +#include +#include +#include +#include +#include +#include +#include +#include +#include +#include +#include +#include +#include +#include +#include +#include +#include +#include +#include +#include +#include +#include + +void main() { + + #include + + vec4 diffuseColor = vec4( diffuse, opacity ); + ReflectedLight reflectedLight = ReflectedLight( vec3( 0.0 ), vec3( 0.0 ), vec3( 0.0 ), vec3( 0.0 ) ); + vec3 totalEmissiveRadiance = emissive; + + #include + #include + #include + #include + #include + #include + #include + + // accumulation + + #ifdef DOUBLE_SIDED + + reflectedLight.indirectDiffuse += ( gl_FrontFacing ) ? vIndirectFront : vIndirectBack; + + #else + + reflectedLight.indirectDiffuse += vIndirectFront; + + #endif + + #include + + reflectedLight.indirectDiffuse *= BRDF_Lambert( diffuseColor.rgb ); + + #ifdef DOUBLE_SIDED + + reflectedLight.directDiffuse = ( gl_FrontFacing ) ? vLightFront : vLightBack; + + #else + + reflectedLight.directDiffuse = vLightFront; + + #endif + + reflectedLight.directDiffuse *= BRDF_Lambert( diffuseColor.rgb ) * getShadowMask(); + + // modulation + + #include + + vec3 outgoingLight = reflectedLight.directDiffuse + reflectedLight.indirectDiffuse + totalEmissiveRadiance; + + #include + + #include + #include + #include + #include + #include + #include +} +`;var e5=` +#define MATCAP + +varying vec3 vViewPosition; + +#include +#include +#include +#include +#include +#include +#include +#include + +#include +#include + +void main() { + + #include + #include + #include + #include + #include + #include + #include + #include + + #include + #include + #include + #include + #include + + #include + #include + #include + + vViewPosition = - mvPosition.xyz; + +} +`,t5=` +#define MATCAP + +uniform vec3 diffuse; +uniform float opacity; +uniform sampler2D matcap; + +varying vec3 vViewPosition; + +#include +#include +#include +#include +#include +#include +#include +#include +#include +#include +#include +#include +#include + +void main() { + + #include + + vec4 diffuseColor = vec4( diffuse, opacity ); + + #include + #include + #include + #include + #include + #include + #include + + vec3 viewDir = normalize( vViewPosition ); + vec3 x = normalize( vec3( viewDir.z, 0.0, - viewDir.x ) ); + vec3 y = cross( viewDir, x ); + vec2 uv = vec2( dot( x, normal ), dot( y, normal ) ) * 0.495 + 0.5; // 0.495 to remove artifacts caused by undersized matcap disks + + #ifdef USE_MATCAP + + vec4 matcapColor = texture2D( matcap, uv ); + + #else + + vec4 matcapColor = vec4( vec3( mix( 0.2, 0.8, uv.y ) ), 1.0 ); // default if matcap is missing + + #endif + + vec3 outgoingLight = diffuseColor.rgb * matcapColor.rgb; + + #include + #include + #include + #include + #include + #include + +} +`;var i5=` +#define NORMAL + +#if defined( FLAT_SHADED ) || defined( USE_BUMPMAP ) || defined( TANGENTSPACE_NORMALMAP ) + + varying vec3 vViewPosition; + +#endif + +#include +#include +#include +#include +#include +#include +#include +#include + +void main() { + + #include + + #include + #include + #include + #include + #include + #include + + #include + #include + #include + #include + #include + #include + #include + +#if defined( FLAT_SHADED ) || defined( USE_BUMPMAP ) || defined( TANGENTSPACE_NORMALMAP ) + + vViewPosition = - mvPosition.xyz; + +#endif + +} +`,a5=` +#define NORMAL + +uniform float opacity; + +#if defined( FLAT_SHADED ) || defined( USE_BUMPMAP ) || defined( TANGENTSPACE_NORMALMAP ) + + varying vec3 vViewPosition; + +#endif + +#include +#include +#include +#include +#include +#include +#include + +void main() { + + #include + #include + #include + #include + + gl_FragColor = vec4( packNormalToRGB( normal ), opacity ); + +} +`;var r5=` +#define PHONG + +varying vec3 vViewPosition; + +#include +#include +#include +#include +#include +#include +#include +#include +#include +#include +#include +#include +#include + +void main() { + + #include + #include + #include + + #include + #include + #include + #include + #include + #include + + #include + #include + #include + #include + #include + #include + #include + + vViewPosition = - mvPosition.xyz; + + #include + #include + #include + #include + +} +`,n5=` +#define PHONG + +uniform vec3 diffuse; +uniform vec3 emissive; +uniform vec3 specular; +uniform float shininess; +uniform float opacity; + +#include +#include +#include +#include +#include +#include +#include +#include +#include +#include +#include +#include +#include +#include +#include +#include +#include +#include +#include +#include +#include +#include +#include +#include +#include +#include + +void main() { + + #include + + vec4 diffuseColor = vec4( diffuse, opacity ); + ReflectedLight reflectedLight = ReflectedLight( vec3( 0.0 ), vec3( 0.0 ), vec3( 0.0 ), vec3( 0.0 ) ); + vec3 totalEmissiveRadiance = emissive; + + #include + #include + #include + #include + #include + #include + #include + #include + #include + + // accumulation + #include + #include + #include + #include + + // modulation + #include + + vec3 outgoingLight = reflectedLight.directDiffuse + reflectedLight.indirectDiffuse + reflectedLight.directSpecular + reflectedLight.indirectSpecular + totalEmissiveRadiance; + + #include + #include + #include + #include + #include + #include + #include + +} +`;var s5=` +#define STANDARD + +varying vec3 vViewPosition; + +#ifdef USE_TRANSMISSION + + varying vec3 vWorldPosition; + +#endif + +#include +#include +#include +#include +#include +#include +#include +#include +#include +#include +#include +#include + +void main() { + + #include + #include + #include + + #include + #include + #include + #include + #include + #include + + #include + #include + #include + #include + #include + #include + #include + + vViewPosition = - mvPosition.xyz; + + #include + #include + #include + +#ifdef USE_TRANSMISSION + + vWorldPosition = worldPosition.xyz; + +#endif +} +`,o5=` +#define STANDARD + +#ifdef PHYSICAL + #define IOR + #define SPECULAR +#endif + +uniform vec3 diffuse; +uniform vec3 emissive; +uniform float roughness; +uniform float metalness; +uniform float opacity; + +#ifdef IOR + uniform float ior; +#endif + +#ifdef SPECULAR + uniform float specularIntensity; + uniform vec3 specularColor; + + #ifdef USE_SPECULARINTENSITYMAP + uniform sampler2D specularIntensityMap; + #endif + + #ifdef USE_SPECULARCOLORMAP + uniform sampler2D specularColorMap; + #endif +#endif + +#ifdef USE_CLEARCOAT + uniform float clearcoat; + uniform float clearcoatRoughness; +#endif + +#ifdef USE_SHEEN + uniform vec3 sheenColor; + uniform float sheenRoughness; + + #ifdef USE_SHEENCOLORMAP + uniform sampler2D sheenColorMap; + #endif + + #ifdef USE_SHEENROUGHNESSMAP + uniform sampler2D sheenRoughnessMap; + #endif +#endif + +varying vec3 vViewPosition; + +#include +#include +#include +#include +#include +#include +#include +#include +#include +#include +#include +#include +#include +#include +#include +#include +#include +#include +#include +#include +#include +#include +#include +#include +#include +#include +#include +#include +#include + +void main() { + + #include + + vec4 diffuseColor = vec4( diffuse, opacity ); + ReflectedLight reflectedLight = ReflectedLight( vec3( 0.0 ), vec3( 0.0 ), vec3( 0.0 ), vec3( 0.0 ) ); + vec3 totalEmissiveRadiance = emissive; + + #include + #include + #include + #include + #include + #include + #include + #include + #include + #include + #include + #include + + // accumulation + #include + #include + #include + #include + + // modulation + #include + + vec3 totalDiffuse = reflectedLight.directDiffuse + reflectedLight.indirectDiffuse; + vec3 totalSpecular = reflectedLight.directSpecular + reflectedLight.indirectSpecular; + + #include + + vec3 outgoingLight = totalDiffuse + totalSpecular + totalEmissiveRadiance; + + #ifdef USE_SHEEN + + // Sheen energy compensation approximation calculation can be found at the end of + // https://drive.google.com/file/d/1T0D1VSyR4AllqIJTQAraEIzjlb5h4FKH/view?usp=sharing + float sheenEnergyComp = 1.0 - 0.157 * max3( material.sheenColor ); + + outgoingLight = outgoingLight * sheenEnergyComp + sheenSpecular; + + #endif + + #ifdef USE_CLEARCOAT + + float dotNVcc = saturate( dot( geometry.clearcoatNormal, geometry.viewDir ) ); + + vec3 Fcc = F_Schlick( material.clearcoatF0, material.clearcoatF90, dotNVcc ); + + outgoingLight = outgoingLight * ( 1.0 - material.clearcoat * Fcc ) + clearcoatSpecular * material.clearcoat; + + #endif + + #include + #include + #include + #include + #include + #include + +} +`;var c5=` +#define TOON + +varying vec3 vViewPosition; + +#include +#include +#include +#include +#include +#include +#include +#include +#include +#include +#include +#include + +void main() { + + #include + #include + #include + + #include + #include + #include + #include + #include + #include + + #include + #include + #include + #include + #include + #include + #include + + vViewPosition = - mvPosition.xyz; + + #include + #include + #include + +} +`,l5=` +#define TOON + +uniform vec3 diffuse; +uniform vec3 emissive; +uniform float opacity; + +#include +#include +#include +#include +#include +#include +#include +#include +#include +#include +#include +#include +#include +#include +#include +#include +#include +#include +#include +#include +#include +#include +#include + +void main() { + + #include + + vec4 diffuseColor = vec4( diffuse, opacity ); + ReflectedLight reflectedLight = ReflectedLight( vec3( 0.0 ), vec3( 0.0 ), vec3( 0.0 ), vec3( 0.0 ) ); + vec3 totalEmissiveRadiance = emissive; + + #include + #include + #include + #include + #include + #include + #include + #include + + // accumulation + #include + #include + #include + #include + + // modulation + #include + + vec3 outgoingLight = reflectedLight.directDiffuse + reflectedLight.indirectDiffuse + totalEmissiveRadiance; + + #include + #include + #include + #include + #include + #include + +} +`;var u5=` +uniform float size; +uniform float scale; + +#include +#include +#include +#include +#include +#include + +void main() { + + #include + #include + #include + #include + + gl_PointSize = size; + + #ifdef USE_SIZEATTENUATION + + bool isPerspective = isPerspectiveMatrix( projectionMatrix ); + + if ( isPerspective ) gl_PointSize *= ( scale / - mvPosition.z ); + + #endif + + #include + #include + #include + #include + +} +`,h5=` +uniform vec3 diffuse; +uniform float opacity; + +#include +#include +#include +#include +#include +#include +#include + +void main() { + + #include + + vec3 outgoingLight = vec3( 0.0 ); + vec4 diffuseColor = vec4( diffuse, opacity ); + + #include + #include + #include + #include + + outgoingLight = diffuseColor.rgb; + + #include + #include + #include + #include + #include + +} +`;var f5=` +#include +#include +#include +#include +#include + +void main() { + + #include + #include + #include + #include + #include + + #include + #include + #include + #include + + #include + #include + #include + +} +`,d5=` +uniform vec3 color; +uniform float opacity; + +#include +#include +#include +#include +#include +#include +#include + +void main() { + + gl_FragColor = vec4( color, opacity * ( 1.0 - getShadowMask() ) ); + + #include + #include + #include + +} +`;var p5=` +uniform float rotation; +uniform vec2 center; + +#include +#include +#include +#include +#include + +void main() { + + #include + + vec4 mvPosition = modelViewMatrix * vec4( 0.0, 0.0, 0.0, 1.0 ); + + vec2 scale; + scale.x = length( vec3( modelMatrix[ 0 ].x, modelMatrix[ 0 ].y, modelMatrix[ 0 ].z ) ); + scale.y = length( vec3( modelMatrix[ 1 ].x, modelMatrix[ 1 ].y, modelMatrix[ 1 ].z ) ); + + #ifndef USE_SIZEATTENUATION + + bool isPerspective = isPerspectiveMatrix( projectionMatrix ); + + if ( isPerspective ) scale *= - mvPosition.z; + + #endif + + vec2 alignedPosition = ( position.xy - ( center - vec2( 0.5 ) ) ) * scale; + + vec2 rotatedPosition; + rotatedPosition.x = cos( rotation ) * alignedPosition.x - sin( rotation ) * alignedPosition.y; + rotatedPosition.y = sin( rotation ) * alignedPosition.x + cos( rotation ) * alignedPosition.y; + + mvPosition.xy += rotatedPosition; + + gl_Position = projectionMatrix * mvPosition; + + #include + #include + #include + +} +`,m5=` +uniform vec3 diffuse; +uniform float opacity; + +#include +#include +#include +#include +#include +#include +#include +#include + +void main() { + + #include + + vec3 outgoingLight = vec3( 0.0 ); + vec4 diffuseColor = vec4( diffuse, opacity ); + + #include + #include + #include + #include + + outgoingLight = diffuseColor.rgb; + + #include + #include + #include + #include + +} +`;var 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direction = normalize( vWorldDirection ); + + vec2 sampleUV = equirectUv( direction ); + + gl_FragColor = texture2D( tEquirect, sampleUV ); + + } + `},a=new $e(5,5,5),r=new ne({name:"CubemapFromEquirect",uniforms:Ke(i.uniforms),vertexShader:i.vertexShader,fragmentShader:i.fragmentShader,side:P1,blending:U2});r.uniforms.tEquirect.value=t;let s=new l2(a,r),o=t.minFilter;return t.minFilter===r4&&(t.minFilter=e2),new yi(1,10,this).update(e,s),t.minFilter=o,s.geometry.dispose(),s.material.dispose(),this}clear(e,t,i,a){let r=e.getRenderTarget();for(let s=0;s<6;s++)e.setRenderTarget(this,s),e.clear(t,i,a);e.setRenderTarget(r)}};e0.prototype.isWebGLCubeRenderTarget=!0;function y5(n){let e=new WeakMap;function t(s,o){return o===Lt?s.mapping=Me:o===Dt&&(s.mapping=Ue),s}function i(s){if(s&&s.isTexture&&s.isRenderTargetTexture===!1){let o=s.mapping;if(o===Lt||o===Dt)if(e.has(s)){let c=e.get(s).texture;return t(c,s.mapping)}else{let c=s.image;if(c&&c.height>0){let l=new e0(c.height/2);return 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sampleDirection = vOutputDirection * cosTheta + + cross( axis, vOutputDirection ) * sin( theta ) + + axis * dot( axis, vOutputDirection ) * ( 1.0 - cosTheta ); + + return bilinearCubeUV( envMap, sampleDirection, mipInt ); + + } + + void main() { + + vec3 axis = latitudinal ? poleAxis : cross( poleAxis, vOutputDirection ); + + if ( all( equal( axis, vec3( 0.0 ) ) ) ) { + + axis = vec3( vOutputDirection.z, 0.0, - vOutputDirection.x ); + + } + + axis = normalize( axis ); + + gl_FragColor = vec4( 0.0, 0.0, 0.0, 1.0 ); + gl_FragColor.rgb += weights[ 0 ] * getSample( 0.0, axis ); + + for ( int i = 1; i < n; i++ ) { + + if ( i >= samples ) { + + break; + + } + + float theta = dTheta * float( i ); + gl_FragColor.rgb += weights[ i ] * getSample( -1.0 * theta, axis ); + gl_FragColor.rgb += weights[ i ] * getSample( theta, axis ); + + } + + } + `,blending:U2,depthTest:!1,depthWrite:!1})}function E5(){let n=new z1(1,1);return new ot({name:"EquirectangularToCubeUV",uniforms:{envMap:{value:null},texelSize:{value:n}},vertexShader:Ai(),fragmentShader:` + + precision mediump float; + precision mediump int; + + varying vec3 vOutputDirection; + + uniform sampler2D envMap; + uniform vec2 texelSize; + + #include + + void main() { + + gl_FragColor = vec4( 0.0, 0.0, 0.0, 1.0 ); + + vec3 outputDirection = normalize( vOutputDirection ); + vec2 uv = equirectUv( outputDirection ); + + vec2 f = fract( uv / texelSize - 0.5 ); + uv -= f * texelSize; + vec3 tl = texture2D ( envMap, uv ).rgb; + uv.x += texelSize.x; + vec3 tr = texture2D ( envMap, uv ).rgb; + uv.y += texelSize.y; + vec3 br = texture2D ( envMap, uv ).rgb; + uv.x -= texelSize.x; + vec3 bl = texture2D ( envMap, uv ).rgb; + + vec3 tm = mix( tl, tr, f.x ); + vec3 bm = mix( bl, br, f.x ); + gl_FragColor.rgb = mix( tm, bm, f.y ); + + } + `,blending:U2,depthTest:!1,depthWrite:!1})}function L5(){return new ot({name:"CubemapToCubeUV",uniforms:{envMap:{value:null},flipEnvMap:{value:-1}},vertexShader:Ai(),fragmentShader:` + + precision mediump float; + precision mediump int; + + uniform float flipEnvMap; + + varying vec3 vOutputDirection; + + uniform samplerCube envMap; + + void main() { + + gl_FragColor = textureCube( envMap, vec3( flipEnvMap * vOutputDirection.x, vOutputDirection.yz ) ); + + } + `,blending:U2,depthTest:!1,depthWrite:!1})}function Ai(){return` + + precision mediump float; + precision mediump int; + + attribute vec3 position; + attribute vec2 uv; + attribute float faceIndex; + + varying vec3 vOutputDirection; + + // RH coordinate system; PMREM face-indexing convention + vec3 getDirection( vec2 uv, float face ) { + + uv = 2.0 * uv - 1.0; + + vec3 direction = vec3( uv, 1.0 ); + + if ( face == 0.0 ) { + + direction = direction.zyx; // ( 1, v, u ) pos x + + } else if ( face == 1.0 ) { + + direction = direction.xzy; + direction.xz *= -1.0; // ( -u, 1, -v ) pos y + + } else if ( face == 2.0 ) { + + direction.x *= -1.0; // ( -u, v, 1 ) pos z + + } else if ( face == 3.0 ) { + + direction = direction.zyx; + direction.xz *= -1.0; // ( -1, v, -u ) neg x + + } else if ( face == 4.0 ) { + + direction = direction.xzy; + direction.xy *= -1.0; // ( -u, -1, v ) neg y + + } else if ( face == 5.0 ) { + + direction.z *= -1.0; // ( u, v, -1 ) neg z + + } + + return direction; + + } + + void main() { + + vOutputDirection = getDirection( uv, faceIndex ); + gl_Position = vec4( position, 1.0 ); + + } + `}function D5(n){let e=new WeakMap,t=null;function i(o){if(o&&o.isTexture){let c=o.mapping,l=c===Lt||c===Dt,u=c===Me||c===Ue;if(l||u)if(o.isRenderTargetTexture&&o.needsPMREMUpdate===!0){o.needsPMREMUpdate=!1;let f=e.get(o);return t===null&&(t=new a0(n)),f=l?t.fromEquirectangular(o,f):t.fromCubemap(o,f),e.set(o,f),f.texture}else{if(e.has(o))return e.get(o).texture;{let f=o.image;if(l&&f&&f.height>0||u&&f&&a(f)){t===null&&(t=new a0(n));let 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T2{constructor(e){super();this.type="MeshDepthMaterial",this.depthPacking=z8,this.map=null,this.alphaMap=null,this.displacementMap=null,this.displacementScale=1,this.displacementBias=0,this.wireframe=!1,this.wireframeLinewidth=1,this.fog=!1,this.setValues(e)}copy(e){return super.copy(e),this.depthPacking=e.depthPacking,this.map=e.map,this.alphaMap=e.alphaMap,this.displacementMap=e.displacementMap,this.displacementScale=e.displacementScale,this.displacementBias=e.displacementBias,this.wireframe=e.wireframe,this.wireframeLinewidth=e.wireframeLinewidth,this}};o0.prototype.isMeshDepthMaterial=!0;var c0=class extends T2{constructor(e){super();this.type="MeshDistanceMaterial",this.referencePosition=new k,this.nearDistance=1,this.farDistance=1e3,this.map=null,this.alphaMap=null,this.displacementMap=null,this.displacementScale=1,this.displacementBias=0,this.fog=!1,this.setValues(e)}copy(e){return 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uvStart + i * uvStride; + + #ifdef HORIZONTAL_PASS + + vec2 distribution = unpackRGBATo2Half( texture2D( shadow_pass, ( gl_FragCoord.xy + vec2( uvOffset, 0.0 ) * radius ) / resolution ) ); + mean += distribution.x; + squared_mean += distribution.y * distribution.y + distribution.x * distribution.x; + + #else + + float depth = unpackRGBAToDepth( texture2D( shadow_pass, ( gl_FragCoord.xy + vec2( 0.0, uvOffset ) * radius ) / resolution ) ); + mean += depth; + squared_mean += depth * depth; + + #endif + + } + + mean = mean / samples; + squared_mean = squared_mean / samples; + + float std_dev = sqrt( squared_mean - mean * mean ); + + gl_FragColor = pack2HalfToRGBA( vec2( mean, std_dev ) ); + +} +`;function mo(n,e,t){let i=new T4,a=new z1,r=new z1,s=new q1,o=new o0({depthPacking:A8}),c=new c0,l={},u=t.maxTextureSize,f={0:P1,1:ke,2:K2},h=new ne({defines:{VSM_SAMPLES:8},uniforms:{shadow_pass:{value:null},resolution:{value:new 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u(p,d){d.gradientMap&&(p.gradientMap.value=d.gradientMap),d.emissiveMap&&(p.emissiveMap.value=d.emissiveMap),d.bumpMap&&(p.bumpMap.value=d.bumpMap,p.bumpScale.value=d.bumpScale,d.side===P1&&(p.bumpScale.value*=-1)),d.normalMap&&(p.normalMap.value=d.normalMap,p.normalScale.value.copy(d.normalScale),d.side===P1&&p.normalScale.value.negate()),d.displacementMap&&(p.displacementMap.value=d.displacementMap,p.displacementScale.value=d.displacementScale,p.displacementBias.value=d.displacementBias)}function f(p,d){p.roughness.value=d.roughness,p.metalness.value=d.metalness,d.roughnessMap&&(p.roughnessMap.value=d.roughnessMap),d.metalnessMap&&(p.metalnessMap.value=d.metalnessMap),d.emissiveMap&&(p.emissiveMap.value=d.emissiveMap),d.bumpMap&&(p.bumpMap.value=d.bumpMap,p.bumpScale.value=d.bumpScale,d.side===P1&&(p.bumpScale.value*=-1)),d.normalMap&&(p.normalMap.value=d.normalMap,p.normalScale.value.copy(d.normalScale),d.side===P1&&p.normalScale.value.negate()),d.displacementMap&&(p.displacementMap.value=d.displacementMap,p.displacementScale.value=d.displacementScale,p.displacementBias.value=d.displacementBias),n.get(d).envMap&&(p.envMapIntensity.value=d.envMapIntensity)}function h(p,d,A){f(p,d),p.ior.value=d.ior,d.sheen>0&&(p.sheenColor.value.copy(d.sheenColor).multiplyScalar(d.sheen),p.sheenRoughness.value=d.sheenRoughness,d.sheenColorMap&&(p.sheenColorMap.value=d.sheenColorMap),d.sheenRoughnessMap&&(p.sheenRoughnessMap.value=d.sheenRoughnessMap)),d.clearcoat>0&&(p.clearcoat.value=d.clearcoat,p.clearcoatRoughness.value=d.clearcoatRoughness,d.clearcoatMap&&(p.clearcoatMap.value=d.clearcoatMap),d.clearcoatRoughnessMap&&(p.clearcoatRoughnessMap.value=d.clearcoatRoughnessMap),d.clearcoatNormalMap&&(p.clearcoatNormalScale.value.copy(d.clearcoatNormalScale),p.clearcoatNormalMap.value=d.clearcoatNormalMap,d.side===P1&&p.clearcoatNormalScale.value.negate())),d.transmission>0&&(p.transmission.value=d.transmission,p.transmissionSamplerMap.value=A.texture,p.transmissionSamplerSize.value.set(A.width,A.height),d.transmissionMap&&(p.transmissionMap.value=d.transmissionMap),p.thickness.value=d.thickness,d.thicknessMap&&(p.thicknessMap.value=d.thicknessMap),p.attenuationDistance.value=d.attenuationDistance,p.attenuationColor.value.copy(d.attenuationColor)),p.specularIntensity.value=d.specularIntensity,p.specularColor.value.copy(d.specularColor),d.specularIntensityMap&&(p.specularIntensityMap.value=d.specularIntensityMap),d.specularColorMap&&(p.specularColorMap.value=d.specularColorMap)}function m(p,d){d.matcap&&(p.matcap.value=d.matcap),d.bumpMap&&(p.bumpMap.value=d.bumpMap,p.bumpScale.value=d.bumpScale,d.side===P1&&(p.bumpScale.value*=-1)),d.normalMap&&(p.normalMap.value=d.normalMap,p.normalScale.value.copy(d.normalScale),d.side===P1&&p.normalScale.value.negate()),d.displacementMap&&(p.displacementMap.value=d.displacementMap,p.displacementScale.value=d.displacementScale,p.displacementBias.value=d.displacementBias)}function v(p,d){d.displacementMap&&(p.displacementMap.value=d.displacementMap,p.displacementScale.value=d.displacementScale,p.displacementBias.value=d.displacementBias)}function g(p,d){d.displacementMap&&(p.displacementMap.value=d.displacementMap,p.displacementScale.value=d.displacementScale,p.displacementBias.value=d.displacementBias),p.referencePosition.value.copy(d.referencePosition),p.nearDistance.value=d.nearDistance,p.farDistance.value=d.farDistance}function 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K=0,g1=_.length;K=0&&G<=_.width-q&&j>=0&&j<=_.height-K&&B.readPixels(G,j,q,K,d1.convert(B1),d1.convert(H1),g1):console.error("THREE.WebGLRenderer.readRenderTargetPixels: readPixels from renderTarget failed. Framebuffer not complete.")}finally{let w1=A!==null?A1.get(A).__webglFramebuffer:null;n1.bindFramebuffer(B.FRAMEBUFFER,w1)}}},this.copyFramebufferToTexture=function(_,G,j=0){if(G.isFramebufferTexture!==!0){console.error("THREE.WebGLRenderer: copyFramebufferToTexture() can only be used with FramebufferTexture.");return}let q=Math.pow(2,-j),K=Math.floor(G.image.width*q),g1=Math.floor(G.image.height*q);C1.setTexture2D(G,0),B.copyTexSubImage2D(B.TEXTURE_2D,j,0,0,_.x,_.y,K,g1),n1.unbindTexture()},this.copyTextureToTexture=function(_,G,j,q=0){let K=G.image.width,g1=G.image.height,y1=d1.convert(j.format),S1=d1.convert(j.type);C1.setTexture2D(j,0),B.pixelStorei(B.UNPACK_FLIP_Y_WEBGL,j.flipY),B.pixelStorei(B.UNPACK_PREMULTIPLY_ALPHA_WEBGL,j.premultiplyAlpha),B.pixelStorei(B.UNPACK_ALIGNMENT,j.unpackAlignment),G.isDataTexture?B.texSubImage2D(B.TEXTURE_2D,q,_.x,_.y,K,g1,y1,S1,G.image.data):G.isCompressedTexture?B.compressedTexSubImage2D(B.TEXTURE_2D,q,_.x,_.y,G.mipmaps[0].width,G.mipmaps[0].height,y1,G.mipmaps[0].data):B.texSubImage2D(B.TEXTURE_2D,q,_.x,_.y,y1,S1,G.image),q===0&&j.generateMipmaps&&B.generateMipmap(B.TEXTURE_2D),n1.unbindTexture()},this.copyTextureToTexture3D=function(_,G,j,q,K=0){if(g.isWebGL1Renderer){console.warn("THREE.WebGLRenderer.copyTextureToTexture3D: can only be used with WebGL2.");return}let g1=_.max.x-_.min.x+1,y1=_.max.y-_.min.y+1,S1=_.max.z-_.min.z+1,w1=d1.convert(q.format),B1=d1.convert(q.type),H1;if(q.isDataTexture3D)C1.setTexture3D(q,0),H1=B.TEXTURE_3D;else if(q.isDataTexture2DArray)C1.setTexture2DArray(q,0),H1=B.TEXTURE_2D_ARRAY;else{console.warn("THREE.WebGLRenderer.copyTextureToTexture3D: only supports THREE.DataTexture3D and THREE.DataTexture2DArray.");return}B.pixelStorei(B.UNPACK_FLIP_Y_WEBGL,q.flipY),B.pixelStorei(B.UNPACK_PREMULTIPLY_ALPHA_WEBGL,q.premultiplyAlpha),B.pixelStorei(B.UNPACK_ALIGNMENT,q.unpackAlignment);let V1=B.getParameter(B.UNPACK_ROW_LENGTH),Y1=B.getParameter(B.UNPACK_IMAGE_HEIGHT),p4=B.getParameter(B.UNPACK_SKIP_PIXELS),R4=B.getParameter(B.UNPACK_SKIP_ROWS),R1=B.getParameter(B.UNPACK_SKIP_IMAGES),le=j.isCompressedTexture?j.mipmaps[0]:j.image;B.pixelStorei(B.UNPACK_ROW_LENGTH,le.width),B.pixelStorei(B.UNPACK_IMAGE_HEIGHT,le.height),B.pixelStorei(B.UNPACK_SKIP_PIXELS,_.min.x),B.pixelStorei(B.UNPACK_SKIP_ROWS,_.min.y),B.pixelStorei(B.UNPACK_SKIP_IMAGES,_.min.z),j.isDataTexture||j.isDataTexture3D?B.texSubImage3D(H1,K,G.x,G.y,G.z,g1,y1,S1,w1,B1,le.data):j.isCompressedTexture?(console.warn("THREE.WebGLRenderer.copyTextureToTexture3D: untested support for compressed srcTexture."),B.compressedTexSubImage3D(H1,K,G.x,G.y,G.z,g1,y1,S1,w1,le.data)):B.texSubImage3D(H1,K,G.x,G.y,G.z,g1,y1,S1,w1,B1,le),B.pixelStorei(B.UNPACK_ROW_LENGTH,V1),B.pixelStorei(B.UNPACK_IMAGE_HEIGHT,Y1),B.pixelStorei(B.UNPACK_SKIP_PIXELS,p4),B.pixelStorei(B.UNPACK_SKIP_ROWS,R4),B.pixelStorei(B.UNPACK_SKIP_IMAGES,R1),K===0&&q.generateMipmaps&&B.generateMipmap(H1),n1.unbindTexture()},this.initTexture=function(_){C1.setTexture2D(_,0),n1.unbindTexture()},this.resetState=function(){p=0,d=0,A=null,n1.reset(),f1.reset()},typeof __THREE_DEVTOOLS__!="undefined"&&__THREE_DEVTOOLS__.dispatchEvent(new CustomEvent("observe",{detail:this}))}Di.prototype.isWebGLRenderer=!0;var u0=class extends j1{constructor(){super();this.type="Scene",this.background=null,this.environment=null,this.fog=null,this.overrideMaterial=null,this.autoUpdate=!0,typeof __THREE_DEVTOOLS__!="undefined"&&__THREE_DEVTOOLS__.dispatchEvent(new CustomEvent("observe",{detail:this}))}copy(e,t){return super.copy(e,t),e.background!==null&&(this.background=e.background.clone()),e.environment!==null&&(this.environment=e.environment.clone()),e.fog!==null&&(this.fog=e.fog.clone()),e.overrideMaterial!==null&&(this.overrideMaterial=e.overrideMaterial.clone()),this.autoUpdate=e.autoUpdate,this.matrixAutoUpdate=e.matrixAutoUpdate,this}toJSON(e){let t=super.toJSON(e);return this.fog!==null&&(t.object.fog=this.fog.toJSON()),t}};u0.prototype.isScene=!0;var pt=class extends j1{constructor(e,t=1){super();this.type="Light",this.color=new x1(e),this.intensity=t}dispose(){}copy(e){return super.copy(e),this.color.copy(e.color),this.intensity=e.intensity,this}toJSON(e){let t=super.toJSON(e);return t.object.color=this.color.getHex(),t.object.intensity=this.intensity,this.groundColor!==void 0&&(t.object.groundColor=this.groundColor.getHex()),this.distance!==void 0&&(t.object.distance=this.distance),this.angle!==void 0&&(t.object.angle=this.angle),this.decay!==void 0&&(t.object.decay=this.decay),this.penumbra!==void 0&&(t.object.penumbra=this.penumbra),this.shadow!==void 0&&(t.object.shadow=this.shadow.toJSON()),t}};pt.prototype.isLight=!0;var h0=class extends pt{constructor(e,t){super(e,t);this.type="AmbientLight"}};h0.prototype.isAmbientLight=!0;var bo=new k1,yo=new k,Co=new k,Ti=class{constructor(e){this.camera=e,this.bias=0,this.normalBias=0,this.radius=1,this.blurSamples=8,this.mapSize=new z1(512,512),this.map=null,this.mapPass=null,this.matrix=new k1,this.autoUpdate=!0,this.needsUpdate=!1,this._frustum=new T4,this._frameExtents=new z1(1,1),this._viewportCount=1,this._viewports=[new q1(0,0,1,1)]}getViewportCount(){return this._viewportCount}getFrustum(){return this._frustum}updateMatrices(e){let t=this.camera,i=this.matrix;yo.setFromMatrixPosition(e.matrixWorld),t.position.copy(yo),Co.setFromMatrixPosition(e.target.matrixWorld),t.lookAt(Co),t.updateMatrixWorld(),bo.multiplyMatrices(t.projectionMatrix,t.matrixWorldInverse),this._frustum.setFromProjectionMatrix(bo),i.set(.5,0,0,.5,0,.5,0,.5,0,0,.5,.5,0,0,0,1),i.multiply(t.projectionMatrix),i.multiply(t.matrixWorldInverse)}getViewport(e){return this._viewports[e]}getFrameExtents(){return this._frameExtents}dispose(){this.map&&this.map.dispose(),this.mapPass&&this.mapPass.dispose()}copy(e){return this.camera=e.camera.clone(),this.bias=e.bias,this.radius=e.radius,this.mapSize.copy(e.mapSize),this}clone(){return new this.constructor().copy(this)}toJSON(){let e={};return this.bias!==0&&(e.bias=this.bias),this.normalBias!==0&&(e.normalBias=this.normalBias),this.radius!==1&&(e.radius=this.radius),(this.mapSize.x!==512||this.mapSize.y!==512)&&(e.mapSize=this.mapSize.toArray()),e.camera=this.camera.toJSON(!1).object,delete e.camera.matrix,e}};var f0=class extends Ti{constructor(){super(new t2(50,1,.5,500));this.focus=1}updateMatrices(e){let t=this.camera,i=St*2*e.angle*this.focus,a=this.mapSize.width/this.mapSize.height,r=e.distance||t.far;(i!==t.fov||a!==t.aspect||r!==t.far)&&(t.fov=i,t.aspect=a,t.far=r,t.updateProjectionMatrix()),super.updateMatrices(e)}copy(e){return super.copy(e),this.focus=e.focus,this}};f0.prototype.isSpotLightShadow=!0;var d0=class extends pt{constructor(e,t,i=0,a=Math.PI/3,r=0,s=1){super(e,t);this.type="SpotLight",this.position.copy(j1.DefaultUp),this.updateMatrix(),this.target=new j1,this.distance=i,this.angle=a,this.penumbra=r,this.decay=s,this.shadow=new f0}get power(){return this.intensity*Math.PI}set power(e){this.intensity=e/Math.PI}dispose(){this.shadow.dispose()}copy(e){return super.copy(e),this.distance=e.distance,this.angle=e.angle,this.penumbra=e.penumbra,this.decay=e.decay,this.target=e.target.clone(),this.shadow=e.shadow.clone(),this}};d0.prototype.isSpotLight=!0;var p0=class extends T2{constructor(e){super();this.type="ShadowMaterial",this.color=new x1(0),this.transparent=!0,this.setValues(e)}copy(e){return super.copy(e),this.color.copy(e.color),this}};p0.prototype.isShadowMaterial=!0;var m0=class extends Xt.Component{constructor(e){super();this.plugin=e;this.event=new Xt.Events;this.container=createDiv("renderer-container");this.shadows=!0;this.iterations=0;this.frame_rate=1/60;this.animating=!1;this.factory=new Ao(this.WIDTH,this.HEIGHT,this.plugin);this.colors={ambient:16777215,spotlight:16777215};this.display={currentWidth:null,currentHeight:null,containerWidth:null,containerHeight:null,aspect:null,scale:null};this.cameraHeight={max:null,close:null,medium:null,far:null};this.extraFrames=m0.DEFAULT_EXTRA_FRAMES;this.renderer=new Di({alpha:!0,antialias:!0})}get WIDTH(){return this.container.clientWidth/2}get HEIGHT(){return this.container.clientHeight/2}get ASPECT(){return this.WIDTH/this.HEIGHT}get scale(){return(this.WIDTH*this.WIDTH+this.HEIGHT*this.HEIGHT)/13}get canvasEl(){return this.renderer?this.renderer.domElement:null}setDice(e){this.animating&&(this.unload(),this.load()),this.stack=e,this.current=this.factory.getDice(this.stack,{x:(Math.random()*2-1)*this.WIDTH,y:-(Math.random()*2-1)*this.HEIGHT}),this.scene.add(...[...this.current.values()].flat().map(t=>t.geometry)),this.world.add(...[...this.current.values()].flat())}onload(){this.addChild(this.factory),this.container.empty(),this.container.style.opacity="1",document.body.appendChild(this.container),this.renderer.shadowMap.enabled=this.shadows,this.renderer.shadowMap.type=w6,this.container.appendChild(this.renderer.domElement),this.renderer.setClearColor(0,0),this.scene=new u0,this.initScene(),this.registerDomEvent(window,"resize",()=>{this.initScene()}),this.initWorld()}async start(){return new Promise(async(e,t)=>{this.current.size||t(),this.event.on("throw-finished",i=>{e(i)}),this.event.on("error",i=>{t(i)}),this.animating=!0,this.extraFrames=m0.DEFAULT_EXTRA_FRAMES,this.render()})}enableShadows(){this.shadows=!0,this.renderer&&(this.renderer.shadowMap.enabled=this.shadows),this.light&&(this.light.castShadow=this.shadows),this.desk&&(this.desk.receiveShadow=this.shadows)}disableShadows(){this.shadows=!1,this.renderer&&(this.renderer.shadowMap.enabled=this.shadows),this.light&&(this.light.castShadow=this.shadows),this.desk&&(this.desk.receiveShadow=this.shadows)}get mw(){return Math.max(this.WIDTH,this.HEIGHT)}setDimensions(e){this.display.currentWidth=this.container.clientWidth/2,this.display.currentHeight=this.container.clientHeight/2,e?(this.display.containerWidth=e.w,this.display.containerHeight=e.h):(this.display.containerWidth=this.display.currentWidth,this.display.containerHeight=this.display.currentHeight),this.display.aspect=Math.min(this.display.currentWidth/this.display.containerWidth,this.display.currentHeight/this.display.containerHeight),this.display.scale=Math.sqrt(this.display.containerWidth*this.display.containerWidth+this.display.containerHeight*this.display.containerHeight)/13,this.renderer.setSize(this.display.currentWidth*2,this.display.currentHeight*2),this.cameraHeight.max=this.display.currentHeight/this.display.aspect/Math.tan(10*Math.PI/180),this.factory.width=this.display.currentWidth,this.factory.height=this.display.currentHeight,this.cameraHeight.medium=this.cameraHeight.max/1.5,this.cameraHeight.far=this.cameraHeight.max,this.cameraHeight.close=this.cameraHeight.max/2}initCamera(){this.camera&&this.scene.remove(this.camera),this.camera=new t2(20,this.display.currentWidth/this.display.currentHeight,1,this.cameraHeight.max*1.3),this.camera.position.z=this.cameraHeight.far,this.camera.lookAt(new k(0,0,0))}initLighting(){let e=Math.max(this.display.containerWidth,this.display.containerHeight);this.light&&this.scene.remove(this.light),this.ambientLight&&this.scene.remove(this.ambientLight),this.light=new d0(this.colors.spotlight,.25),this.light.position.set(-e/2,e/2,e*3),this.light.target.position.set(0,0,0),this.light.distance=e*5,this.light.angle=Math.PI/4,this.light.castShadow=this.shadows,this.light.shadow.camera.near=e/10,this.light.shadow.camera.far=e*5,this.light.shadow.camera.fov=50,this.light.shadow.bias=.001,this.light.shadow.mapSize.width=1024,this.light.shadow.mapSize.height=1024,this.scene.add(this.light),this.ambientLight=new h0(16777215,.9),this.scene.add(this.ambientLight)}initDesk(){this.desk&&this.scene.remove(this.desk);let e=new p0;e.opacity=.5,this.desk=new l2(new H4(this.display.containerWidth*6,this.display.containerHeight*6,1,1),e),this.desk.receiveShadow=this.shadows,this.scene.add(this.desk)}initScene(){this.setDimensions(),this.initCamera(),this.initLighting(),this.initDesk(),this.camera.updateProjectionMatrix(),this.renderer.render(this.scene,this.camera)}initWorld(){this.world=new zo(this.WIDTH,this.HEIGHT),this.iterations=0}getResultsForRoller(e){let t=this.current.get(e),i=t.filter(s=>s instanceof D4&&s.isPercentile),a=[];for(let s=0;s!(s instanceof D4&&s.isPercentile)).map(s=>s.getUpsideValue()).filter(s=>s),...a.map(([s,o])=>{let c=s.getUpsideValue();if(!o)return c;let l=o.getUpsideValue();return c===10&&l==10?100:(l==10&&(l=0),c==10&&(c=0),c*10+l)}).filter(s=>s)]}returnResult(){for(let e of this.stack.dynamic){if(!this.current.has(e))continue;let t=this.getResultsForRoller(e);!t||e.setResults(t)}this.event.trigger("throw-finished",this.stack)}unrender(e=this){e.container.style.opacity="0",e.registerInterval(window.setTimeout(()=>{e.animating=!1,e.unload()},1e3))}render(){if(this.throwFinished())if(this.extraFrames>10)this.extraFrames--;else{try{for(let[e,t]of this.current)if(!(!e.modifiers.size||!this.getResultsForRoller(e))&&e.modifiers.has("r")){let a=t.filter(r=>(e.conditions.length||e.conditions.push({operator:"=",comparer:e.faces.min,value:""}),e.checkCondition(r.result,e.conditions)&&r.rerolled{r.rerolled++;let s={x:(Math.random()*2-1)*this.WIDTH,y:-(Math.random()*2-1)*this.HEIGHT};r.vector=r.generateVector(s),r.create(),r.set(),r.stopped=!1}),this.animation=requestAnimationFrame(()=>this.render());return}}if(this.returnResult(),this.plugin.data.renderTime)this.registerInterval(window.setTimeout(()=>this.unrender(),this.plugin.data.renderTime));else{let t=function(){e.unrender(e),document.body.removeEventListener("click",t)},e=this;this.registerDomEvent(document.body,"click",t)}}catch(e){this.event.trigger("error",e)}return}this.animation=requestAnimationFrame(()=>this.render()),this.world.step(this.frame_rate),this.iterations++,this.current.forEach(e=>{e.map(t=>t.set())}),this.renderer.render(this.scene,this.camera)}dispose(...e){e.forEach(t=>{"dispose"in t&&t.dispose(),t.children&&this.dispose(...t.children)})}detach(){}onunload(){cancelAnimationFrame(this.animation),this.container.detach(),this.container.empty(),this.renderer.domElement.detach(),this.renderer.dispose(),this.factory.dispose(),this.ambientLight.dispose(),this.light.dispose(),this.scene.children.forEach(e=>this.dispose(e)),this.scene.remove(this.scene,...this.scene.children,...[...this.current.values()].flat().map(e=>e.geometry)),this.current.forEach(e=>{e.forEach(t=>{[...Array.isArray(t.geometry.material)?t.geometry.material:[t.geometry.material]].forEach(a=>a&&a.dispose()),this.world.world.removeBody(t.body)})}),this.current=new Map}onThrowFinished(){}throwFinished(){let e=!0,t=4;if(this.iterations<10/this.frame_rate)for(let i of this.current.values())for(let a of i){if(a.stopped===!0)continue;let r=a.body.angularVelocity,s=a.body.velocity;if(Math.abs(r.x)3){a.stopped=!0;continue}}else a.stopped=this.iterations;e=!1}else a.stopped=void 0,e=!1}return e}},Zt=m0;Zt.DEFAULT_EXTRA_FRAMES=30;var zo=class{constructor(e,t){this.WIDTH=e;this.HEIGHT=t;this.world=new $0({gravity:new y(0,0,-9.82*400)});this.ground=this.getPlane();this.diceMaterial=new Ve;this.deskMaterial=new Ve;this.barrierMaterial=new Ve;this.world.broadphase=new d6,this.world.allowSleep=!0,this.ground.position.set(0,0,0),this.world.addBody(this.ground),this.buildWalls()}add(...e){e.forEach(t=>{this.world.addBody(t.body)})}step(e=1/60){let t=performance.now()/1e3;if(!this.lastCallTime)this.world.step(e);else{let i=t-this.lastCallTime;this.world.step(e,i)}this.lastCallTime=t}buildWalls(){this.world.addContactMaterial(new He(this.deskMaterial,this.diceMaterial,{friction:.01,restitution:.5,contactEquationRelaxation:3,contactEquationStiffness:1e8})),this.world.addContactMaterial(new He(this.barrierMaterial,this.diceMaterial,{friction:.01,restitution:1,contactEquationRelaxation:3,contactEquationStiffness:1e8})),this.world.addContactMaterial(new He(this.diceMaterial,this.diceMaterial,{friction:.1,restitution:.5,contactEquationRelaxation:3,contactEquationStiffness:1e8})),this.world.addBody(new i1({allowSleep:!1,mass:0,shape:new t4,material:this.deskMaterial}));let e=new i1({allowSleep:!1,mass:0,shape:new t4,material:this.barrierMaterial});e.quaternion.setFromAxisAngle(new y(1,0,0),Math.PI/2),e.position.set(0,this.HEIGHT*.93,0),this.world.addBody(e),e=new i1({allowSleep:!1,mass:0,shape:new t4,material:this.barrierMaterial}),e.quaternion.setFromAxisAngle(new y(1,0,0),-Math.PI/2),e.position.set(0,-this.HEIGHT*.93,0),this.world.addBody(e),e=new i1({allowSleep:!1,mass:0,shape:new t4,material:this.barrierMaterial}),e.quaternion.setFromAxisAngle(new y(0,1,0),-Math.PI/2),e.position.set(this.WIDTH*.93,0,0),this.world.addBody(e),e=new i1({allowSleep:!1,mass:0,shape:new t4,material:this.barrierMaterial}),e.quaternion.setFromAxisAngle(new y(0,1,0),Math.PI/2),e.position.set(-this.WIDTH*.93,0,0),this.world.addBody(e)}getPlane(){return new i1({type:i1.STATIC,shape:new t4})}},Ao=class extends Xt.Component{constructor(e,t,i){super();this.width=e;this.height=t;this.plugin=i;this.dice={};this.buildDice()}get colors(){return{diceColor:this.plugin.data.diceColor,textColor:this.plugin.data.textColor}}updateColors(){this.dispose(),this.buildDice()}onunload(){this.dispose()}disposeChildren(...e){e.forEach(t=>{"dispose"in t&&t.dispose(),t.children&&this.disposeChildren(...t.children)})}dispose(){for(let e of Object.values(this.dice))this.disposeChildren(e.geometry.children)}getDiceForRoller(e,t){let i=[];switch(e.faces.max){case 4:{i.push(...new Array(e.rolls).fill(0).map(a=>new Mi(this.width,this.height,this.clone("d4"),t)));break}case 1:case 6:{i.push(...new Array(e.rolls).fill(0).map(a=>new xi(this.width,this.height,e.fudge?this.clone("fudge"):this.clone("d6"),t)));break}case 8:{i.push(...new Array(e.rolls).fill(0).map(a=>new gi(this.width,this.height,this.clone("d8"),t)));break}case 10:{i.push(...new Array(e.rolls).fill(0).map(a=>new D4(this.width,this.height,this.clone("d10"),t)));break}case 12:{i.push(...new Array(e.rolls).fill(0).map(a=>new vi(this.width,this.height,this.clone("d12"),t)));break}case 20:{i.push(...new Array(e.rolls).fill(0).map(a=>new mi(this.width,this.height,this.clone("d20"),t)));break}case 100:{i.push(...new Array(e.rolls).fill(0).map(a=>[new D4(this.width,this.height,this.clone("d100"),t,!0),new D4(this.width,this.height,this.clone("d10"),t,!0)]).flat());break}}return i}getDice(e,t){let i=new Map;for(let a of e.dynamic){let r=this.getDiceForRoller(a,t);r.length&&i.set(a,r)}return i}clone(e){if(!(e in this.dice))throw new Error("That dice type does not exist!");return this.dice[e].clone()}buildDice(){this.dice.d100=new ti(this.width,this.height,this.colors).create(),this.dice.d20=new J3(this.width,this.height,this.colors).create(),this.dice.d12=new Q3(this.width,this.height,this.colors).create(),this.dice.d10=new ei(this.width,this.height,this.colors).create(),this.dice.d8=new ii(this.width,this.height,this.colors).create(),this.dice.d6=new ai(this.width,this.height,this.colors).create(),this.dice.d4=new ni(this.width,this.height,this.colors).create(),this.dice.fudge=new ri(this.width,this.height,this.colors).create(),this.dice.boost=new di(this.width,this.height,this.colors).create(),this.dice.ability=new ui(this.width,this.height,this.colors).create(),this.dice.difficulty=new hi(this.width,this.height,this.colors).create(),this.dice.challenge=new ci(this.width,this.height,this.colors).create(),this.dice.proficiency=new oi(this.width,this.height,this.colors).create(),this.dice.setback=new pi(this.width,this.height,this.colors).create()}};var So=w2(_o());var Hi=class{constructor(e){this.table=e}parse(e){let t=e.length,i=this.table,a=[],r=[],s=0;for(;sf||u===f&&l.associativity==="right")break;a.push(r.shift())}r.unshift(o)}else a.push(o)}}for(;r.length;){let o=r.shift();if(o.value!=="(")a.push(o);else throw new Error("Mismatched parentheses.")}return a}};var ih=/(?:\d+[Dd])?#(?:[\p{Letter}\p{Emoji_Presentation}\w/-]+)(?:\|(?:[+-]))?(?:\|(?:[^+-]+))?/u,ah=/(?:\d+[Dd])?#(?:[\p{Letter}\p{Emoji_Presentation}\w/-]+)(?:\|(?:[+-]))?\|link/u,rh=/(?:.*)?(?:\[.*\]\(|\[\[)(?:.+?)#?\^(?:.+?)(?:\)|\]\])\|?(?:.+)?/u,nh=/(?:\d+[Dd])?(?:\[.*\]\(|\[\[)(?:.+)(?:\)|\]\])\|?(?:.+)?/u,sh=/(?:\d+[Dd])?(?:\[.*\]\(|\[\[)(?:.+)(?:\)|\]\])\|line/u,oh=/[\(\^\+\-\*\/\)]/u,ch=/(?:\d+|\b)[Dd](?:\[?(?:-?\d+[ \t]?,)?[ \t]?(?:-?\d+|%|F)\]?|\b)/u,lh=/(?:=|=!|<|>|<=|>=|=<|=>|-=|=-)\d+/u,g0=class{constructor(e){this.plugin=e;this.lexer=So.compile({WS:[{match:/[ \t]+/u},{match:/[{}]+/u}],table:rh,line:sh,section:nh,link:ah,tag:ih,condition:lh,kl:{match:/kl\d*/u,value:this.clampInfinite},kh:[{match:/kh\d*/u,value:this.clampInfinite},{match:/k\d*/u,value:this.clampInfinite}],dh:{match:/dh\d*/u,value:this.clampInfinite},dl:[{match:/dl\d*/u,value:this.clampInfinite}],"!!":{match:/!!(?:i|\d+)?/u,value:this.clampInfinite},"!":{match:/!(?:i|\d+)?/u,value:this.clampInfinite},r:{match:/r(?:i|\d+)?/u,value:this.clampInfinite},stunt:/1[Dd]S/u,"%":/\d+[Dd]\d+%/u,dice:[{match:ch,value:e=>{let{roll:t=this.plugin.data.defaultRoll,faces:i=this.plugin.data.defaultFace}=e.match(/(?\d+)?[Dd](?\[?(?:-?\d+[ \t]?,)?[ \t]?(?:-?\d+|%|F)\]?)?/).groups;return`${t}d${i}`}},{match:/\d+/u},{match:/\b[A-Za-z][A-Za-z0-9_]+\b/u,value:e=>this.plugin.inline.has(e)?`${this.plugin.inline.get(e)}`:e}],sort:[{match:/s(?:a|d)*/u,value:e=>e=="s"||e=="sa"?"sa":"sd"}],math:oh});let t={precedence:3,associativity:"right"},i={precedence:2,associativity:"left"},a={precedence:1,associativity:"left"};this.parser=new Hi({"+":a,"-":a,"*":i,"/":i,"^":t})}clampInfinite(e){return/i$/.test(e)?"100":e.replace(/^\D+/g,"")}parse(e){let t=Array.from(this.lexer.reset(e));return this.lexer.reset(),this.parser.parse(this.transform(t))}transform(e){e=e.filter(i=>i.type!="WS");let t=[];for(let i of e)if(i.type=="condition"&&t.length>0){let a=t[t.length-1];a.conditions||(a.conditions=[]);let[r,s,o]=i.value.match(/(?=|=!|<|>|<=|>=|=<|=>|\-=|=\-)(?\d+)/)??[];a.conditions.push({operator:s,comparer:Number(o),value:i.value})}else t.push(i);return t}getTypeFromLexemes(e){return e.some(({type:t})=>t==="table")?"table":e.some(({type:t})=>t==="section")?"section":e.some(({type:t})=>t==="tag")?"tag":e.some(({type:t})=>t==="link")?"link":e.some(({type:t})=>t==="line")?"line":"dice"}};var we=w2(require("@codemirror/view")),Eo=w2(require("@codemirror/language")),mt=w2(require("obsidian"));function uh(n,e,t){for(let i of n.ranges)if(i.from<=t&&i.to>=e)return!0;return!1}function Lo(n,e){let t=app.workspace.getActiveFile();if(!t)return;let i=[],a=n.state.selection,r=new RegExp(".*?_?inline-code_?.*");for(let{from:s,to:o}of n.visibleRanges)(0,Eo.syntaxTree)(n.state).iterate({from:s,to:o,enter:({node:c})=>{let l=c.type;if(l.name.includes("formatting")||!r.test(l.name))return;let u=c.from,f=c.to;if(uh(a,u,f+1))return;let h=n.state.doc.sliceString(u,f).trim();if(/^dice-mod:\s*([\s\S]+)\s*?/.test(h)){let[,g]=h.match(/dice-mod:\s*([\s\S]+)\s*?/),x=app.workspace.getActiveFile(),p=e.getRollerSync(g,x.path);p.roll().then(d=>{let A=e.data.displayFormulaForMod?`${p.inlineText} **${p.replacer}**`:`${p.replacer}`,b={from:u-1,to:f+1,insert:A},C=n.state.update({changes:b});n.dispatch(C)});return}if(!/^dice(?:\+|\-)?:\s*([\s\S]+)\s*?/.test(h))return;let[,m]=h.match(/^dice(?:\+|\-)?:\s*([\s\S]+)\s*?/),v=e.getRollerSync(m,t.path);i.push(we.Decoration.replace({widget:new Do(h,v,n),inclusive:!1,block:!1}).range(u-1,f+1))}});return we.Decoration.set(i,!0)}var Do=class extends we.WidgetType{constructor(e,t,i){super();this.rawQuery=e;this.roller=t;this.view=i}eq(e){return e.rawQuery===this.rawQuery}toDOM(e){return this.roller.roll(),this.roller.containerEl}ignoreEvent(e){if(e.type==="mousedown"){let t=this.view.posAtCoords({x:e.x,y:e.y});if(e.shiftKey){if(t){let{editor:i}=this.view.state.field(mt.editorEditorField).state.field(mt.editorViewField);i.setCursor(i.offsetToPos(t))}return!1}}return!0}};function To(n){return we.ViewPlugin.fromClass(class{constructor(e){this.decorations=Lo(e,n)??we.Decoration.none}update(e){if(!e.state.field(mt.editorLivePreviewField)){this.decorations=we.Decoration.none;return}(e.docChanged||e.viewportChanged||e.selectionSet)&&(this.decorations=Lo(e.view,n)??we.Decoration.none)}},{decorations:e=>e.decorations})}String.prototype.matchAll=String.prototype.matchAll||function*(e){let t=e.global?e.flags:e.flags+"g",i=new RegExp(e,t),a;for(;a=i.exec(this);)yield a};var h6={returnAllTags:!0,rollLinksForTags:!1,copyContentButton:!0,customFormulas:[],displayFormulaForMod:!0,displayResultsInline:!1,displayLookupRoll:!0,formulas:{},persistResults:!1,results:{},defaultRoll:1,defaultFace:100,renderer:!1,renderAllDice:!1,renderTime:2e3,diceColor:"#202020",textColor:"#ffffff",showLeafOnStartup:!0,showDice:!0,round:de.None},Ni=class extends u2.Plugin{constructor(){super(...arguments);this.fileMap=new Map;this.inline=new Map;this.operators={"+":(e,t)=>e+t,"-":(e,t)=>e-t,"*":(e,t)=>e*t,"/":(e,t)=>e/t,"^":(e,t)=>Math.pow(e,t)};this.parser=new g0(this);this.persistingFiles=new Set}async onload(){console.log("DiceRoller plugin loaded"),this.data=Object.assign({},h6,await this.loadData()),this.renderer=new Zt(this),this.addSettingTab(new u6(this.app,this)),this.registerView(M4,i=>new Je(this,i)),this.app.workspace.onLayoutReady(()=>this.addDiceView(!0)),this.registerEvent(this.app.workspace.on("dice-roller:update-colors",()=>{this.renderer.factory.updateColors()})),this.registerEvent(this.app.workspace.on("dice-roller:render-dice",async i=>{let a=await this.getRoller(i,"external");if(!(a instanceof _2)){new u2.Notice("The Dice View only supports dice rolls.");return}if(await a.roll(),!a.dice.length){new u2.Notice("Invalid formula.");return}try{this.renderRoll(a)}catch(r){new u2.Notice("There was an error rendering the roll."),console.error(r)}this.app.workspace.trigger("dice-roller:rendered-result",a.result)})),this.addCommand({id:"open-view",name:"Open Dice View",checkCallback:i=>{if(!this.view)return i||this.addDiceView(),!0}}),this.addCommand({id:"reroll",name:"Re-roll Dice",checkCallback:i=>{let a=this.app.workspace.getActiveViewOfType(u2.MarkdownView);if(a&&a.getMode()==="preview"&&this.fileMap.has(a.file))return i||this.fileMap.get(a.file).forEach(s=>{s.roll()}),!0}});let e=T0(Pi).html[0];(0,u2.addIcon)(De,e);let t=T0(Ii).html[0];(0,u2.addIcon)(Te,t),this.registerMarkdownPostProcessor(this.postprocessor.bind(this)),this.registerEditorExtension([To(this)]),this.app.workspace.onLayoutReady(async()=>{await this.registerDataviewInlineFields()})}async postprocessor(e,t){let i=e.querySelectorAll("code");if(!i.length)return;let a=t.sourcePath,r=t.getSectionInfo(e),s=t.getSectionInfo(e)?.lineStart,o=this.app.vault.getAbstractFileByPath(t.sourcePath);if(!o||!(o instanceof u2.TFile))return;let c={},l,u=!1,f=[];for(let h=0;h{p.on("new-result",async()=>{let b=l.slice(r.lineStart,r.lineEnd+1),C=p.replacer;if(!C){new u2.Notice("Dice Roller: There was an issue modifying the file.");return}let E=x?`${p.inlineText} ${C}`:`${C}`;b=b.join(` +`).replace(`\`${v}\``,E).split(` +`),l.splice(r.lineStart,r.lineEnd-r.lineStart+1,...b),d()})})),await p.roll();continue}catch(v){console.error(v)}if(!!/^dice(?:\+|\-|\-mod)?:\s*([\s\S]+)\s*?/.test(m.innerText))try{let[,v]=m.innerText.match(/^dice(?:\+|\-|\-mod)?:\s*([\s\S]+)\s*?/),g=await this.getRoller(v,t.sourcePath),x=this.data.results?.[a]?.[s]?.[h]??null;(this.data.persistResults&&!/dice\-/.test(m.innerText)||/dice\+/.test(m.innerText))&&(this.persistingFiles.add(t.sourcePath),c[h]=g,g.save=!0);let p=this.data.renderAllDice;v.includes("|render")&&(p=!0),v.includes("|norender")&&(p=!1);let d=async()=>{await g.roll(),g.save&&x&&await g.applyResult(x),g instanceof _2&&(g.shouldRender=p),m.replaceWith(g.containerEl)};g.loaded?await d():g.on("loaded",async()=>{await d()}),this.fileMap.has(o)||this.fileMap.set(o,[]),this.fileMap.set(o,[...this.fileMap.get(o),g]);let A=this.app.workspace.getActiveViewOfType(u2.MarkdownView);if(A&&this.fileMap.has(o)&&this.fileMap.get(o).length===1){let b=this,C=H0(A,{onUnloadFile:function(E){return async function(T){return T==o&&(b.fileMap.delete(o),C()),await E.call(this,T)}}});A.register(C),A.register(()=>this.fileMap.delete(o))}}catch(v){console.error(v),new u2.Notice(`There was an error parsing the dice string: ${m.innerText}. + +${v}`,5e3);continue}}if(u&&f.length&&(await Promise.all(f),await this.app.vault.modify(o,l.join(` +`))),a in this.data.results&&(this.data.results[a][s]={}),Object.entries(c).length){let h=this.app.workspace.getActiveViewOfType(u2.MarkdownView);if(h){let m=this,v=H0(h,{onUnloadFile:function(g){return async function(x){if(x=o){m.persistingFiles.has(a)&&(m.persistingFiles.delete(a),m.data.results[a]={});for(let p in c){let d=c[p],A=t.getSectionInfo(e)?.lineStart;if(A==null)continue;let b={[A]:{...m.data.results[a]?.[A]??{},[p]:d.toResult()}};m.data.results[a]={...m.data.results[a]??{},...b},await m.saveSettings()}}return v(),await g.call(this,x)}}});h.register(v),h.register(async()=>{this.persistingFiles.has(a)&&(this.persistingFiles.delete(a),this.data.results[a]={});for(let g in c){let x=c[g],p=t.getSectionInfo(e)?.lineStart;if(p==null)continue;let d={[p]:{...this.data.results[a]?.[p]??{},[g]:x.toResult()}};this.data.results[a]={...this.data.results[a]??{},...d},await this.saveSettings()}})}}}get canUseDataview(){return this.app.plugins.getPlugin("dataview")!=null}get dataview(){return this.app.plugins.getPlugin("dataview")}get dataviewAPI(){return(0,Ho.getAPI)()}async dataviewReady(){return new Promise(e=>{this.canUseDataview||e(!1),this.dataview.api&&e(!0),this.registerEvent(this.app.metadataCache.on("dataview:api-ready",()=>{e(!0)}))})}get view(){let e=this.app.workspace.getLeavesOfType(M4),t=e.length?e[0]:null;if(t&&t.view&&t.view instanceof Je)return t.view}async getArrayRoller(e,t=1){let i=new F0(this,e,t);return await i.roll(),i}async addDiceView(e=!1){e&&!this.data.showLeafOnStartup||this.app.workspace.getLeavesOfType(M4).length||await this.app.workspace.getRightLeaf(!1).setViewState({type:M4})}async registerDataviewInlineFields(){if(!this.canUseDataview)return;await this.dataviewReady(),this.dataview.index.pages.forEach(({fields:t})=>{for(let[i,a]of t)typeof a!="number"||Number.isNaN(a)||a==null||this.inline.set(i,a)}),this.registerEvent(this.app.metadataCache.on("dataview:metadata-change",(t,i)=>{if(t==="update"){let a=this.dataview.api.page(i.path);if(!a)return;for(let r in a){let s=a[r];typeof s!="number"||Number.isNaN(s)||s==null||this.inline.set(r,s)}}}))}async renderRoll(e){if(!(e instanceof _2)||!e?.dice?.length){new u2.Notice(`This dice roll can't be rendered: ${e.original}`);return}this.addChild(this.renderer),this.renderer.setDice(e),await this.renderer.start(),e.recalculate()}async parseDice(e,t){let i=await this.getRoller(e,t);return{result:await i.roll(),roller:i}}parseDiceSync(e,t){let i=this.getRollerSync(e,t);if(i instanceof _2)return{result:i.result,roller:i}}clearEmpties(e){for(var t in e)!e[t]||typeof e[t]!="object"||(this.clearEmpties(e[t]),Object.keys(e[t]).length===0&&delete e[t])}async saveSettings(){this.clearEmpties(this.data.results),await this.saveData(this.data)}get dataview_regex(){let e=Array.from(this.inline.keys());return e.length?new RegExp(`(${e.join("|")})`,"g"):null}async getRoller(e,t="",i=this.data.showDice){e=e.replace(/\\\|/g,"|");let a=e.includes("|nodice")?!1:i,r=this.data.displayResultsInline,s=f2.Roll,o="",c=/\|text\((.*)\)/;if(e.includes("|form")&&(r=!0),e.includes("|noform")&&(r=!1),e.includes("|avg")&&(s=f2.Average),e.includes("|none")&&(s=f2.None),e.includes("|text(")){let[,f]=e.match(c)??[null,""];o=f}e=(0,Vi.decode)(e.replace("|nodice","").replace("|render","").replace("|norender","").replace("|noform","").replace("|form","").replace("|avg","").replace("|none","").replace(c,"")),e in this.data.formulas&&(e=this.data.formulas[e]);let l=this.parse(e);switch(this.getTypeFromLexemes(l)){case"dice":{let f=new _2(this,e,l,a,o,s);return f.showFormula=r,f}case"table":{let f=new I4(this,e,l[0],t,a);return await f.init,f}case"section":return new Ct(this,e,l[0],t,a);case"tag":{if(!this.canUseDataview)throw new Error("Tags are only supported with the Dataview plugin installed.");return new o6(this,e,l[0],t,a)}case"link":return new c6(this,e,l[0],t,a);case"line":return new l6(this,e,l[0],t,a)}}getRollerSync(e,t,i=this.data.showDice){e=e.replace(/\\\|/g,"|");let a=e.includes("|nodice")?!1:i,r=this.data.renderAllDice,s=!1,o=f2.Roll,c="",l=/\|text\((.*)\)/;if(e.includes("|render")&&(r=!0),e.includes("|norender")&&(r=!1),e.includes("|form")&&(s=!0),e.includes("|noform")&&(s=!1),e.includes("|avg")&&(o=f2.Average),e.includes("|none")&&(o=f2.None),e.includes("|text(")){let[,h]=e.match(l)??[null,""];c=h}e=(0,Vi.decode)(e.replace("|nodice","").replace("|render","").replace("|norender","").replace("|noform","").replace("|form","").replace("|avg","").replace("|none","").replace(l,"")),e in this.data.formulas&&(e=this.data.formulas[e]);let u=this.parse(e);switch(this.getTypeFromLexemes(u)){case"dice":{let h=new _2(this,e,u,a,c,o);return h.shouldRender=r,h.showFormula=s,h}case"table":{let h=new I4(this,e,u[0],t,a);return h.init,h}case"section":return new Ct(this,e,u[0],t,a);case"tag":{if(!this.canUseDataview)throw new Error("Tags are only supported with the Dataview plugin installed.");return new o6(this,e,u[0],t,a)}case"link":return new c6(this,e,u[0],t,a);case"line":return new l6(this,e,u[0],t,a)}}getTypeFromLexemes(e){return e.some(({type:t})=>t==="table")?"table":e.some(({type:t})=>t==="section")?"section":e.some(({type:t})=>t==="tag")?"tag":e.some(({type:t})=>t==="link")?"link":e.some(({type:t})=>t==="line")?"line":"dice"}onunload(){console.log("DiceRoller unloaded"),this.app.workspace.getLeavesOfType(M4).forEach(e=>e.detach()),"__THREE__"in window&&delete window.__THREE__,this.renderer.unload(),this.app.workspace.trigger("dice-roller:unload")}parse(e){return this.parser.parse(e)}}; +/*! + * Font Awesome Free 5.15.3 by @fontawesome - https://fontawesome.com + * License - https://fontawesome.com/license/free (Icons: CC BY 4.0, Fonts: SIL OFL 1.1, Code: MIT License) + */ +/*! + * Font Awesome Free 5.15.4 by @fontawesome - https://fontawesome.com + * License - https://fontawesome.com/license/free (Icons: CC BY 4.0, Fonts: SIL OFL 1.1, Code: MIT License) + */ +/*! https://mths.be/he v1.2.0 by @mathias | MIT license */ diff --git a/.obsidian/plugins/obsidian-dice-roller/manifest.json b/.obsidian/plugins/obsidian-dice-roller/manifest.json new file mode 100644 index 0000000..e8f1dd8 --- /dev/null +++ b/.obsidian/plugins/obsidian-dice-roller/manifest.json @@ -0,0 +1,10 @@ +{ + "id": "obsidian-dice-roller", + "name": "Dice Roller", + "version": "8.8.0", + "minAppVersion": "0.12.15", + "description": "Inline dice rolling for Obsidian.md", + "author": "Jeremy Valentine", + "authorUrl": "", + "isDesktopOnly": false +} diff --git a/.obsidian/plugins/obsidian-dice-roller/styles.css b/.obsidian/plugins/obsidian-dice-roller/styles.css new file mode 100644 index 0000000..091b694 --- /dev/null +++ b/.obsidian/plugins/obsidian-dice-roller/styles.css @@ -0,0 +1 @@ +.dice-roller{position:relative;display:inline-flex;align-items:flex-start;cursor:pointer;margin:0 .25em 0 0;vertical-align:top}.dice-roller.no-icon{margin:0}.dice-roller>div{display:inline-block}.dice-roller span{font-weight:700}.dice-roller>.dice-roller-button{display:inline-block;position:relative;font-size:inherit;margin-left:.25em}.dice-roller.has-embed .dice-roller-result{width:100%;padding:1rem}.dice-roller.has-embed .dice-roller-result .markdown-embed{display:flex;margin-top:.5rem;padding-right:0}.dice-roller.has-embed .dice-roller-button{padding-top:.5rem}.dice.tooltip{max-width:unset!important}.workspace .markdown-preview-view .dice-roller.has-embed{display:flex;padding-right:.25rem;margin:.25rem 0}.dice-no-results{font-style:italic;text-align:center}.dice-roller.has-embed .internal-embed{width:100%}.dice-roller.has-embed .internal-embed .dice-roller>.dice-roller-button,.dice-roller.has-embed .internal-embed .dice-roller>.dice-roller-result{display:inline;padding:0}.dice-roller.has-embed .internal-embed .dice-roller>.dice-roller-result .embedded-table-result{margin-bottom:0}.dice-roller.has-embed .internal-embed *:last-child:not(svg):not(.dice-content-copy):not(.markdown-embed .dice-roller):not(.dice-roller-result > .embedded-table-result *){margin-bottom:15px}.dice-roller.has-embed .dice-file-name{font-style:italic}.dice-section-result{position:relative}.dice-content-copy{color:var(--text-faint);cursor:pointer;height:fit-content}.dice-content-copy.no-show{display:none}.dice-content-copy:hover{color:var(--text-normal)}.dice-roller.has-embed .dice-section-result .dice-content-copy,.dice-content-copy:hover{opacity:1}.dice-roller-result{position:relative}.dice-roller-result .embedded-table-result p{margin:0}.dice-roller-settings .coffee{width:60%;color:var(--text-faint);margin:.5rem auto;text-align:center}.dice-roller-settings .coffee img{height:30px}.dice-roller-setting-additional-container>.setting-item:not(.setting-item-heading){border:0px}.dice-roller-setting-additional-container{border-bottom:1px solid var(--background-modifier-border);border-top:1px solid var(--background-modifier-border);padding:18px 0}.dice-roller-setting-additional-container>.setting-item-heading:only-child{padding-bottom:18px}.dice-roller-setting-additional-container>.additional .no-formulas{width:auto;display:block;text-align:center}.dice-roller-setting-additional-container>.additional>.setting-item{border-top:0;padding-top:9px}.dice-roller-setting-additional-container>.additional>.setting-item>.setting-item-control>*:first-child{margin:0 6px}.dice-roller-setting-additional-container .add-new-formula{margin:0 1rem;padding:1rem 1rem 0;border-radius:.5rem;box-shadow:0 0 .25rem var(--background-modifier-box-shadow)}.dice-roller-setting-additional-container .add-new-formula .formula-data .setting-item{border:0}.renderer-container{position:absolute;top:0;left:0;width:100vw;height:100vh;pointer-events:none;z-index:9999999;transition:opacity 1s ease-out}.dice-roller-view .dice-roller-roll:disabled{cursor:not-allowed;opacity:.75}.workspace-split.mod-right-split .view-content.dice-roller-view{padding:.5rem;display:flex;flex-flow:column nowrap;justify-content:flex-start;gap:12px}.dice-roller-view .dice-roller-grid{display:grid;grid-template-rows:auto auto;justify-content:center;gap:6px}.dice-roller-view .dice-roller-grid .dice-buttons{display:flex;flex-flow:row wrap;align-items:center;justify-content:center;width:fit-content}.dice-roller-view .dice-roller-grid .dice-custom-formula-container{display:flex;justify-content:space-between;align-items:center}.dice-roller-view .dice-roller-grid .dice-custom-formula{display:flex;justify-content:flex-start;align-items:center}.dice-roller-view .setting-editor-extra-setting-button{width:fit-content}.dice-roller-view .dice-button .clickable-icon>svg{width:36px;height:36px}.dice-roller-view .dice-context{display:grid;grid-template-columns:1fr auto}.dice-roller-view .dice-context .add-subtract{display:flex;align-items:center}.dice-roller-view input,.dice-roller-view textarea{width:100%}.dice-roller-view .dice-roller-grid .advantage-disadvantage{display:flex;justify-content:center;align-items:center;gap:.5rem}.dice-roller-view .dice-roller-grid .advantage-disadvantage button{margin:0;min-width:66px}.dice-roller-view .dice-roller-formula{display:flex;flex-flow:column nowrap;justify-content:space-between;align-items:flex-end;gap:12px}.dice-roller-view .dice-roller-formula .action-buttons{display:flex;justify-content:flex-end}.dice-roller-view .dice-roller-formula button{margin-right:0;margin-left:12px}.dice-roller-view hr{margin-bottom:0}.dice-roller-view .dice-roller-results-container .dice-roller-results-header{display:flex;justify-content:space-between;align-items:center;margin:6px 0;width:100%;border-bottom:1px solid var(--background-modifier-border)}.dice-roller-view .dice-roller-results-container .dice-roller-results-header h4{margin:0}.dice-roller-view .dice-roller-results{display:flex;flex-flow:column nowrap;gap:6px}.dice-roller-view .dice-roller-results .view-result{display:flex;flex-flow:column nowrap;justify-content:center;align-items:center;border:1px solid var(--background-modifier-border);border-radius:.25rem;position:relative}.dice-roller-view .dice-roller-results .view-result .dice-content-copy{position:absolute;top:0;right:0;padding:.25rem}.dice-roller-view .dice-roller-results .view-result .dice-result-reroll{position:absolute;top:0;left:0;padding:.25rem;margin:0}.dice-roller-view .dice-roller-results .view-result strong{font-size:x-large}.dice-roller-view .dice-roller-results .view-result .result-context{align-self:flex-end;width:100%;display:flex;align-items:center;justify-content:space-between;padding:.25rem;font-size:x-small}.dice-roller-view .dice-roller-results .view-result .result-context .clickable-icon{margin-right:0}.dice-roller-view .dice-roller-results>span{color:var(--text-muted);margin:0 auto}.dice-renderer{position:absolute;top:0;left:0} diff --git a/.obsidian/snippets/canvas_styling.css b/.obsidian/snippets/canvas_styling.css new file mode 100644 index 0000000..d4b0827 --- /dev/null +++ b/.obsidian/snippets/canvas_styling.css @@ -0,0 +1,917 @@ +/* DISABLE CANVAS NODES THAT DON'T REQUIRE INTERACTION (for UX purposes) */ +.canvas-node:has(.risklevel), +.canvas-node:has(.notes) { + pointer-events: none; +} +/* DISABLE RESIZING & LINKING OF NODES THAT DON'T REQUIRE THESE FEATURES (for UX purposes) */ +.canvas-node:has(.callout[data-callout-metadata~=maxhp]) .canvas-node-resizer, +.canvas-node:has(.callout[data-callout-metadata~=ac]) .canvas-node-resizer, +.canvas-node:has(.callout[data-callout-metadata~=init]) .canvas-node-resizer, +.canvas-node:has(.callout[data-callout-metadata~=speed]) .canvas-node-resizer, +.canvas-node:has(.callout[data-callout-metadata~=prof]) .canvas-node-resizer, +.canvas-node:has(.callout[data-callout-metadata~=hp]) .canvas-node-resizer, +.canvas-node:has(.callout[data-callout-metadata~=temp]) .canvas-node-resizer, +.canvas-node:has(.callout[data-callout-metadata~=ideas]) .canvas-node-resizer, +.canvas-node:has(.callout[data-callout-metadata~=heals]) .canvas-node-resizer, +.canvas-node:has(.callout[data-callout-metadata~=xplevel]) .canvas-node-resizer, +.canvas-node:has(.callout[data-callout-metadata~=cp]) .canvas-node-resizer, +.canvas-node:has(.callout[data-callout-metadata~=sp]) .canvas-node-resizer, +.canvas-node:has(.callout[data-callout-metadata~=ep]) .canvas-node-resizer, +.canvas-node:has(.callout[data-callout-metadata~=gp]) .canvas-node-resizer, +.canvas-node:has(.callout[data-callout-metadata~=pp]) .canvas-node-resizer, +.canvas-node:has(.profile-img) .canvas-node-resizer, +.canvas-node:has(.deathsaves) .canvas-node-resizer, +.canvas-node:has(.notes) .canvas-node-resizer, +.canvas-node:has(.risklevel) .canvas-node-resizer, +.canvas-node:has(.hitdice) .canvas-node-resizer { + display: none; +} +/* DISABLE LINKING OF NODES THAT DON'T REQUIRE LINKING (for UX purposes) */ +.canvas-node:has(.tilingpaper) .canvas-node-connection-point, +.canvas-node:has(.scroll ) .canvas-node-connection-point, +.canvas-node:has(.engagementthreats) .canvas-node-connection-point, +.canvas-node:has(.inventory) .canvas-node-connection-point { + display: none; +} + +/* DISABLE CONTENT BLOCKER FOR NODES THAT REQUIRE DIRECT (1-click) interaction/hover events */ +.canvas-node:has(.deathsaves) .canvas-node-content-blocker, +.canvas-node:has(.enhancements ) .canvas-node-content-blocker, +.canvas-node:has(.scroll) .canvas-node-content-blocker, +.canvas-node:has(.hitdice) .canvas-node-content-blocker { + display: none; +} + +/* CANVAS/NODE SETTINGS */ +.canvas { + position: relative; +} +.canvas::before { + --image-width: 2000px; + --image-height: 1665px; + --image-scale: 25%; + --background-scale: 400%; + content: ""; + width: var(--background-scale); + height: var(--background-scale); + background: url("https://i.imgur.com/CZtsSMK.jpg"); + position: absolute; + top: calc(-1 * var(--background-scale)/2 + 50%); + left: calc(-1 * var(--background-scale)/2 + 50%); + background-size: var(--image-scale); +} +.cm-scroller { + padding: 0 !important; +} +.cm-contentContainer { + padding: 0 !important; + margin: 0 !important; +} +.cm-sizer { + width: 100%; +} +.canvas-edges { + z-index: 0; +} +.canvas-node-label { + display: none; +} +.canvas-node-container { + background: none; +} +.canvas-node:not(.is-editing) .canvas-node-container { + border: none; + box-shadow: none; +} +.canvas-node, +.canvas-node-container, +.canvas-node-content, +.markdown-embed-content, +.markdown-preview-view { +contain: none; +padding: 0px !important; +border-radius: 0; +overflow: visible; +will-change: transform; +} + +.canvas-node-container:has(.canvas-node-content:not(.is-loaded)) { + border: 2px solid rgb(var(--canvas-color)); + background: var(--background-primary); +} +.canvas-node-content:not(.is-loaded) .markdown-preview-sizer { + padding: 20px; + font-size: 15pt; + overflow: scroll; +} + +/* LINKED NOTE HOVER SETTINGS */ +.hover-popover .markdown-preview-sizer { + padding: 20px; +} +.hover-popover { + border: 2px solid rgb(var(--canvas-color)); +} + +/* PREVIEW SETTINGS */ +.markdown-preview-pusher, +.markdown-preview-view:before, +.markdown-preview-view:after { + display: none !important; +} + +/* OVERRIDE Default Obsidian Settings */ +.callout { + padding: 0; + margin: 0; + background: none; + mix-blend-mode: normal; +} +.callout-icon { + display: none; +} +img { + --image-muted: 1; + pointer-events: none; +} + +/* RISK LEVEL */ +.canvas-node:has(.risklevel) { + z-index: 3 !important; + transform:rotate(3deg); +} +.risklevel p { + margin: 0; +} +.callout[data-callout-metadata~=risklevel] { + overflow: visible; +} +.callout[data-callout-metadata~=risklevel] .callout-content { + width:fit-content; + position: relative; + width: 700px; + filter:drop-shadow(2px 2px 4px #111) +} +.callout[data-callout-metadata~=risklevel] img[alt=background] { + position: relative; + width: 100%; +} +.callout[data-callout-metadata~=risklevel] img[alt=foreground] { + position: absolute; + top: 6%; + left: 3%; + width: 95% !important; + margin: 0 auto; +} + +/* STAT STAMPS */ +.canvas-node:has(.callout[data-callout-metadata~=maxhp]), +.canvas-node:has(.callout[data-callout-metadata~=ac]), +.canvas-node:has(.callout[data-callout-metadata~=init]), +.canvas-node:has(.callout[data-callout-metadata~=speed]), +.canvas-node:has(.callout[data-callout-metadata~=prof]) { + z-index: 10 !important; +} + +.callout[data-callout-metadata~=maxhp], +.callout[data-callout-metadata~=ac], +.callout[data-callout-metadata~=init], +.callout[data-callout-metadata~=speed], +.callout[data-callout-metadata~=prof] { + position: relative; + overflow: visible; + width: 100px; + height: 100px; +} + +.callout[data-callout-metadata~=maxhp] img, +.callout[data-callout-metadata~=ac] img, +.callout[data-callout-metadata~=init] img, +.callout[data-callout-metadata~=speed] img, +.callout[data-callout-metadata~=prof] img { + pointer-events: none; + position: absolute; + width: 100%; + height: 100%; + top: 0; + left: 0; +} + +.callout[data-callout-metadata~=maxhp] .callout-title, +.callout[data-callout-metadata~=ac] .callout-title, +.callout[data-callout-metadata~=init] .callout-title, +.callout[data-callout-metadata~=speed] .callout-title, +.callout[data-callout-metadata~=prof] .callout-title { + top: 0; + left: 0; + width: 100%; + height: 100%; + position: absolute; + display: flex; + align-items: center; + justify-content: center; +} + +.callout[data-callout-metadata~=maxhp] .callout-title-inner, +.callout[data-callout-metadata~=ac] .callout-title-inner, +.callout[data-callout-metadata~=init] .callout-title-inner, +.callout[data-callout-metadata~=speed] .callout-title-inner, +.callout[data-callout-metadata~=prof] .callout-title-inner { + margin: 0; + font-size: 45px; + text-align: center; + font-weight: bold; + font-family: "austral_sansstamp_regular"; +} +.canvas-node:has(.callout[data-callout-metadata~=maxhp]) { transform:rotate(-1deg) } +.callout[data-callout-metadata~=maxhp] .callout-title-inner { color: #a3002c } + +.canvas-node:has(.callout[data-callout-metadata~=ac]) { transform:rotate(5deg) } +.callout[data-callout-metadata~=ac] .callout-title-inner { color:#140701 } + +.canvas-node:has(.callout[data-callout-metadata~=init]) { transform:rotate(2deg) } +.callout[data-callout-metadata~=init] .callout-title-inner { color: #000071 } + +.canvas-node:has(.callout[data-callout-metadata~=speed]) { transform:rotate(-3deg) } +.callout[data-callout-metadata~=speed] .callout-title-inner { color: #154600 } + +.canvas-node:has(.callout[data-callout-metadata~=prof]) { transform:rotate(5deg) } +.callout[data-callout-metadata~=prof] .callout-title-inner { color: #bd7501 } + +/* ABILITY DETAILS */ +.canvas-node:has(.callout[data-callout-metadata~=abilitydetails]) { + transform:rotate(3deg); +} +.callout[data-callout-metadata~=abilitydetails] > .callout-content { + color: #000; + font-family: "tox_typewriterregular"; + line-height: 16pt; + font-size: 15pt; +} +.callout[data-callout-metadata~=abilitydetails] p { + margin: 0; +} + +/* PROFILE IMAGE */ +.canvas-node:has(.profile-img) { + z-index: 4 !important; + transform:rotate(6deg); +} + +.profile-img p { + margin: 0; +} + +.callout[data-callout-metadata~=profile-img] { + width: 400px; + position: relative; + margin: 0; + padding: 0; + filter: drop-shadow(1px 2px 5px #111); +} +.callout[data-callout-metadata~=profile-img] .callout-icon { +display: none; +} +.callout[data-callout-metadata~=profile-img] img { + width: 100%; + filter: opacity(100%) sepia(40%); + -webkit-mask-size: 100%; + -webkit-mask-image: url("https://i.imgur.com/f4u7MRC.png"); + pointer-events: none; +} + +.callout[data-callout-metadata~=profile-img] .callout-title-inner { + mix-blend-mode: darken; +} + +.callout[data-callout-metadata~=profile-img] * { + margin: 0; + padding: 0; + display: block; +} + +.callout[data-callout-metadata~=profile-img]::before { + content: ""; + width:100%; + height: 100%; + display: block; + position: absolute; + top: 0; + background-image: url("https://i.imgur.com/l9cPUkm.png"); + background-size: 100% 100%; +} + +/* NOTES */ + +.canvas-node:has(.notes) { + z-index: 2 !important; + transform: rotate(-10deg); +} + +.notes p { + margin: 0; +} + +img[alt=notes] { + width: 450px; + pointer-events: none; + filter: drop-shadow(1px 1px 3px #111) +} +/* HP, TEMPHP, IDEAS, HEALS */ +.canvas-node:has(.callout[data-callout-metadata~=hp]), +.canvas-node:has(.callout[data-callout-metadata~=temp]), +.canvas-node:has(.callout[data-callout-metadata~=ideas]), +.canvas-node:has(.callout[data-callout-metadata~=heals]) { + transform:rotate(-10deg); +} + +.callout[data-callout-metadata~=hp] .callout-title-inner, +.callout[data-callout-metadata~=temp] .callout-title-inner, +.callout[data-callout-metadata~=ideas] .callout-title-inner, +.callout[data-callout-metadata~=heals] .callout-title-inner { + font-family: "b_beach_oceanregular"; + font-size: 35pt; + color: #000; + text-align: center; + width: 100%; + +} + +/* LEVEL */ +.canvas-node:has(.callout[data-callout-metadata~=xplevel]) { + z-index: 10 !important; + transform: rotate(20deg) !important; +} +.canvas-node-container:has(.callout[data-callout-metadata~=xplevel]) { + contain: none; + overflow: visible; +} +.callout[data-callout-metadata~=xplevel] { + position: relative; + width: 150px; + height: 150px; +} +.callout[data-callout-metadata~=xplevel] p { + margin: 0; + top: 0; + left: 0; + position: absolute; + width: 100%; + height: 100%; + display: flex; + justify-content: center; + color: #c81f1d; + font-family: "austral_sansstamp_regular"; +} +.callout[data-callout-metadata~=xplevel] .callout-content p:nth-child(1) { + top: 18px; + font-size: 14px +} +.callout[data-callout-metadata~=xplevel] .callout-content p:nth-child(2) { + top: 35px; + font-size: 60px; +} +.callout[data-callout-metadata~=xplevel] img { + pointer-events: none; +} + +/* DEATH SAVES */ +.canvas-node:has(div.deathsaves){ + transform:rotate(-16deg); + z-index: 9999 !important; +} + +.canvas-node:has(div.deathsaves), +.canvas-node-container:has(div.deathsaves), +.canvas-node-content:has(.deathsaves), +.markdown-embed-content:has(.deathsaves), +div.deathsaves, +div.deathsaves .callout, +div.deathsaves .callout-content { +border-radius: 50%; +pointer-events:none; +padding: 0px !important; +} + +div.deathsaves .markdown-preview-section { + border-radius: 50%; + pointer-events: none; +} + +div.deathsaves p { + pointer-events:all; + border-radius: 50%; + width: 100%; + height: 100%; + padding: 0; + margin: 0 !important; +} + +div.deathsaves span { + border-radius: 50%; + pointer-events: all; +} + +div.deathsaves .markdown-preview-sizer > div { + pointer-events: none; + width: 100%; + display: flex; + justify-content: center; + align-items: center; +} + +.callout[data-callout-metadata~=deathsaves] { + filter:drop-shadow(0px 0px 5px rgb(22,22,22)); + z-index: 1; + width: 400px; + height: 400px; + overflow: visible; +} + +.callout[data-callout-metadata~=deathsaves] img{ + position: absolute; + cursor: default; + pointer-events: none; + width: 100%; + height: 100%; +} +.callout[data-callout-metadata~=deathsaves] .callout-content { + position: relative; + width: 100%; + height: 100%; + top: 0; + overflow: visible; +} + +.callout[data-callout-metadata~=deathsaves] .callout-content > p > span { + position: absolute; + width: 100%; + height: 100%; + top: 0px; +} +.callout[data-callout-metadata~=deathsaves] .callout-content > p > label { + cursor: pointer; + position: absolute; + position: absolute; + opacity: 0; + z-index: 2; + transition: opacity, 0.25s; +} +.callout[data-callout-metadata~=deathsaves] .callout-content > p > input { + opacity: 0; + width: 0; + height: 0; +} +.callout[data-callout-metadata~=deathsaves] .callout-content> p > label:nth-child(4) { + top: 28px; + left: 69px; + width:49px; + height:49px; + background: url("https://i.imgur.com/kYrw6vT.png"); + background-size: cover; +} +.callout[data-callout-metadata~=deathsaves] .callout-content> p > label:nth-child(7) { + top: 168px; + left: -5px; + width:49px; + height:49px; + background: url("https://i.imgur.com/kYrw6vT.png"); + background-size: contain; + transform:rotate(-50deg); +} +.callout[data-callout-metadata~=deathsaves] .callout-content> p > label:nth-child(10) { + top: 319px; + left: 69px; + width:49px; + height:49px; + background: url("https://i.imgur.com/kYrw6vT.png"); + background-size: contain; + transform:rotate(250deg); +} +.callout[data-callout-metadata~=deathsaves] .callout-content> p > label:nth-child(13) { + top: 319px; + left: 283px; + width:49px; + height:49px; + background: url("https://i.imgur.com/TmVzWTC.png"); + background-size: contain; + transform:rotate(190deg); +} +.callout[data-callout-metadata~=deathsaves] .callout-content> p > label:nth-child(16) { + top: 168px; + left: 356px; + width:49px; + height:49px; + background: url("https://i.imgur.com/TmVzWTC.png"); + background-size: contain; + transform:rotate(140deg); +} +.callout[data-callout-metadata~=deathsaves] .callout-content> p > label:nth-child(19) { + top: 28px; + left: 283px; + width:49px; + height:49px; + background: url("https://i.imgur.com/TmVzWTC.png"); + background-size: contain; + transform:rotate(90deg); +} +#f1:checked + label, +#f2:checked + label, +#f3:checked + label, +#s1:checked + label, +#s2:checked + label, +#s3:checked + label { + opacity: 1; +} + +* { + --f1:0; + --f2:0; + --f3:0; + --s1:0; + --s2:0; + --s3:0; +} + +#f1:checked + label + br + input + label + br + input + label + br + input + label + br + input + label + br + input + label + br + span img { + --f1: 1; +} +#f2:checked + label + br + input + label + br + input + label + br + input + label + br + input + label + br + span img { + --f2: 1; +} +#f3:checked + label + br + input + label + br + input + label + br + input + label + br + span img { + --f3: 1; +} + +#s1:checked + label + br + input + label + br + input + label + br + span + br + span img { + --s1: 1; +} +#s2:checked + label + br + input + label + br + span + br + span img { + --s2: 1; +} +#s3:checked + label + br + span + br + span img { + --s3: 1; +} + +img[alt~=failure] { + opacity: calc(var(--f1) * var(--f2) * var(--f3)) !important; +} + +img[alt~=success] { + opacity: calc(var(--s1) * var(--s2) * var(--s3)) !important; +} + + +/* SCROLL */ +.canvas-node:has(.scroll) { + z-index: 3 !important; +} + +.scroll p { + margin: 0; +} + +.callout[data-callout-metadata~=scroll] { + position: relative; + overflow: visible; + font-family: "half-elven_condensedcondensed"; + --link-decoration-hover: none; + --link-color: rgb(172, 55, 0); + --link-color-hover: rgb(225, 150, 0); + width: 700px; + filter:drop-shadow(1px 1px 4px rgb(22,22,22)); +} + +.callout[data-callout-metadata~=scroll] .callout-content:before { + content: ""; + background: url("https://i.imgur.com/kfhu5j0.png "); + width: 700px; + height: 271px; + background-size: 100%; + background-repeat: no-repeat; + display: block; + position: absolute; + left: 0; + top: 0; + image-rendering: -webkit-optimize-contrast; + image-rendering: crisp-edges; +} + +.callout[data-callout-metadata~=scroll] > .callout-content { + margin-top: 265px; + padding-left: 80px; + padding-right: 80px; + padding-bottom: 90px; + background: url("https://i.imgur.com/72jfgmD.png"); + background-size: 100%; + background-repeat: repeat-y; + background-position-y: -76px; +} + +.callout[data-callout-metadata~=spellstats] table { + width: 100%; + margin-top: 0; +} + +.callout[data-callout-metadata~=spellstats] table input { + mix-blend-mode: darken; + background-color: #fff; + border-color: #000; + cursor: pointer; + padding: 10px; +} + +.callout[data-callout-metadata~=spellstats] table input:checked { + mix-blend-mode: darken; + background-color: #fff; + border-color: #000; +} + +.callout[data-callout-metadata~=spellstats] table input:checked:after { + top: 0; + left: 0; + background-image: none !important; + border-radius: 50%; + -webkit-mask-image: none; + background-size: 100%; + width: 100%; + height: 100%; + background-color:rgb(172, 55, 0); + mix-blend-mode: darken; + cursor: pointer; +} + +.callout[data-callout-metadata~=spellstats] th { + font-size: 20px; + color: #000; + font-weight: 400; + border: none; +} +.callout[data-callout-metadata~=spellstats] td { + font-size: 30px; + color: #000; + font-weight: 800; + border: none; +} + +.callout[data-callout-metadata~=spells] th { + display: none; +} + +.callout[data-callout-metadata~=spells] table { + width:100%; + margin-top: 0; +} + +.callout[data-callout-metadata~=spells] td { + --table-text-size: 20px !important; + font-weight: 400; + padding-top: 0px; + padding-bottom: 0px; + border: none; + color: #000; +} + +.callout[data-callout-metadata~=spells] tr td:first-child { + font-weight: 800; +} + +.callout[data-callout-metadata~=scroll]:after { + position: absolute; + content: ""; + display: block; + width:100%; + height: 100%; + top: 35px; + background: url("https://i.imgur.com/ShxQaOp.png"); + background-repeat: no-repeat; + background-position: 100% 100%; + background-size: 100%; + pointer-events: none; +} + +/* CHARACTER ASSESSMENT */ +.canvas-node:has(.assessment) { + z-index: 1 !important; +} + +/* ENHANCEMENTS */ +.canvas-node:has(.enhancements) { + z-index: 4 !important; +} + +/* DETAILS */ +.canvas-node:has(.details) { + z-index: 1 !important; +} + +.tilingpaper .markdown-preview-section { + background: url("https://i.imgur.com/yhvtscC.png"); + background-size: contain; + filter:drop-shadow(1px 1px 4px #111) brightness(95%) sepia(20%); + font-family: "tox_typewriterregular"; + line-height: 16pt; + color: #000; + --link-decoration: none; + --link-color: rgb(0, 0, 0); + --link-color-hover: rgb(184, 184, 184); + +} + +.tilingpaper a { + font-weight: 800; +} + +.tilingpaper .markdown-preview-section { + padding-top: 10px; + width: 700px; +} + +.tilingpaper .markdown-preview-section > div { + width: 90%; + margin: 0 auto; +} + +.callout[data-callout-metadata~=t-w] table { + width: 100%; + margin: 0; +} +.callout[data-callout-metadata~=t-nh] thead { + display: none !important; +} +.callout[data-callout-metadata~=t-nh] table tbody tr:first-child td { + border-top: none; +} + +.tilingpaper td { + padding-left: 10px !important; + font-size: 13pt; +} + +.tilingpaper div { + --folding-offset: 0; +} + +/* INVENTORY */ +.canvas-node:has(.inventory) { + z-index: 1 !important; +} + +.inventory { + --folding-offset: 0; + --table-border-width: 1px; + --table-row-last-border-width: 1px; + --table-border-color: #b52c2c; +} +.inventory .markdown-preview-section { + width:500px; + position: relative; + filter:drop-shadow(1px 1px 5px #111) sepia(10%); + overflow: hidden; + background: url("https://i.imgur.com/LRJZaXU.jpg"); + background-size: 100%; + background-repeat: repeat-y; + image-rendering: -webkit-optimize-contrast; + image-rendering:crisp-edges; +} + +.inventory img { + margin-top: 5px; +} + +.inventory table { + margin: 0 auto; + width: 85%; + margin-top: -10px; +} + +.inventory td { + color:#000; + border-right: none; + border-left: none; + border-top: none; + font-family: 'morsalregular'; + font-size: 12pt; + font-weight: 800; + padding: 0px 20px !important; + line-height: 10pt; + padding-top: 9px !important; +} + +.inventory tr td:nth-child(2) { + text-align: right; +} + +.inventory thead { + display: none; +} + +/* COINS */ +.canvas-node:has(.callout[data-callout-metadata~=cp]), +.canvas-node:has(.callout[data-callout-metadata~=sp]), +.canvas-node:has(.callout[data-callout-metadata~=ep]), +.canvas-node:has(.callout[data-callout-metadata~=gp]), +.canvas-node:has(.callout[data-callout-metadata~=pp]) { + z-index: 10 !important; +} + +.markdown-preview-view:has(.callout[data-callout-metadata~=cp])::before, +.markdown-preview-view:has(.callout[data-callout-metadata~=cp])::after, +.markdown-preview-view:has(.callout[data-callout-metadata~=sp])::before, +.markdown-preview-view:has(.callout[data-callout-metadata~=sp])::after, +.markdown-preview-view:has(.callout[data-callout-metadata~=ep])::before, +.markdown-preview-view:has(.callout[data-callout-metadata~=ep])::after, +.markdown-preview-view:has(.callout[data-callout-metadata~=gp])::before, +.markdown-preview-view:has(.callout[data-callout-metadata~=gp])::after, +.markdown-preview-view:has(.callout[data-callout-metadata~=pp])::before, +.markdown-preview-view:has(.callout[data-callout-metadata~=pp])::after { + display: none !important; +} + +.callout[data-callout-metadata~=cp] .callout-title-inner, +.callout[data-callout-metadata~=sp] .callout-title-inner, +.callout[data-callout-metadata~=ep] .callout-title-inner, +.callout[data-callout-metadata~=gp] .callout-title-inner, +.callout[data-callout-metadata~=pp] .callout-title-inner { + padding-top: 21px; + font-family: 'morsalregular', cursive; + font-size: 17pt; + font-weight: 800; + margin: 0 auto; + text-align: center; + color: #000; +} + +/* ENGAGEMENT THREATS */ +.canvas-node:has( .engagementthreats) { + z-index: 1 !important; +} + +.engagementthreats .markdown-preview-section { + width:700px; + background: url("https://i.imgur.com/jxz716s.png"); + background-size: 100%; + filter:drop-shadow(1px 1px 3px #111); + image-rendering: -webkit-optimize-contrast; + image-rendering:crisp-edges; + padding-top: 10px; +} + +.engagementthreats { + --folding-offset: 0; +} + +.engagementthreats img { + width: 80%; + padding-left: 5%; +} + +.engagementthreats table { + width: 90%; + margin: 0 auto; +} + +.engagementthreats td { + font-family: "tox_typewriterregular"; + color: #000; + font-size: 12pt; +} + +.engagementthreats th { + font-family: "times_new_roman_cyrregular"; + color: #000 !important; + border-left: none; + border-right: none; +} + +/* HIT DICE */ +.canvas-node:has(.hitdice) { + z-index: 9999 !important; + transform:rotate(20deg); +} +.dice-roller-button { + filter:drop-shadow(1px 1px 4px #111); + --image-width: 304px; + --image-height: 320px; + --scaling: 0.45; + opacity: 1; + width: calc(var(--image-width) * var(--scaling)); + height: calc(var(--image-height) * var(--scaling)); + margin: 0 !important; + background-image: url("https://i.imgur.com/JwcJBI2.png"); + transition: opacity, 300ms; + background-size: contain; + transition-delay: 2s; +} +.dice-roller-button:active { + opacity: 0; + transition: opacity, 0ms; +} +.dice-roller-button * { + display: none; +} +.dice-roller .dice-roller-result { + display: none; +} + + diff --git a/.obsidian/snippets/custom_fonts.css b/.obsidian/snippets/custom_fonts.css new file mode 100644 index 0000000..b0a3fea --- /dev/null +++ b/.obsidian/snippets/custom_fonts.css @@ -0,0 +1,52 @@ +@font-face { + font-family: 'times_new_roman_cyrregular'; + src: 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) 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) 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) 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) 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) 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Yiowky2aDgpZBIWeYYTqNDWb2ixbr7mzFFs2Hkke44nocMEPYRIiXtH/rXAc1qH66yWCKy0NDuJz2RSaVNOBUeL9LNLWgD6bl83ZUHvfGKbMzh2N02GAD19Y2IfrLgcaqRfEWj3iVC7AGsbAYh5cmPB56VI11X5hscrg0En1fJDzQ74EbRpmNLU/BQpT5WgRhPtQbB848PEFxWz8T2DYoiGdhBUTPpJUOs2+tiaSKV57lX67W1Joy2OEbY0XMzQATxYow3Ne5fQRnYIAq7YsTvbQlsaF9v6keQypUllF1Hmd7k5H3PDzDtmi4YddQZ0WYbO5ZIrLr+WI8g51NEud6QqpYZ6m8mBcXtxdpbZysfkGEQ3aGiSoKIwnGbZH6kPrXWgI1zA62wMJjRn1qNdEtWRercqHhuRQM42nu7HHdrN4ZwYjZt6CxNbSycguPtkXb3Pj3pFVc7EgV48YjQA3VqsHu413sVF5JneHubfIM0pEcIgPuMTaux7bWS7lu3rPv4Nle2LrxzNZwufhVQZKaPg+NdWqgSNbCanKrdqQyaJZuVvEhZzg+NKUv8mXohzKnMypY0Jg0F01URhi+wndSSDAKL37u6ap831dadhCwHf519mKQwZNVeFt3XN1a2DZb7n+WYd2WSnEJytcWySKkiz0yFkNom3JJsIEr3m2QoxADC8qBUzdzC7EWG9UydS45LtWAQlSAQg3AO6bXb1QlLyQ79AxyfxDCO8JXfNzpmk0a25L7MiOvCSQk9NFeMXrg0KSMBmnBkouiZkU+ye/SrhC57NRVrz0wS87sbAXfYHhNXQ+00HnYUlmd1jkSS07CMW5e0cT+vqxi9dOiqXIUa1P3VQgczlVONZEW5gmzY4p3fzzo9PfRRIlAr9dS+a5YkdM+WgFMBAdtOA8fjLBbQWcj0fwhkvHxPA5wm7pD14Vc/lJ3tZ2a4f3ZFzwUajJZAzizLzM7oR5zFoi9PRbj7d/vPkj/nPKQiOFvf8oJVhieYSqKvI7I2rlomfuEq42GcE1dPTGIRmXpqlK9hKbIrjCKvDZeGK8E3Vs3YobPBTrZp2zbruclw/5h5GCC5jEaYCFDZBgPSj1meLJyVLVYejOwa6mFmhRyZpeaLKcPN4I7DDl/Y2nPrKIe9VliiB1+jIYZRjgoqGNP9VW/K5+ktetHR0tzeYfIYw/pruA4HzHDLbBLLBgV/1NhpX3ELeLFFmg4WC5rcybl3w641yluxXLon05AAXRdrWqrKXWklRdjBLFChEL9uhTv5C/o/Mo0Zm4p9vz31gIs+iL760PK9vnCs/DHENaImpX7mDGwMgxXxqXuUIUFxdA72ZaG8Fi3NAz2BTUrcKqhqN4tkZ1TWACDwl0Pww6bZiLGm/dnCtoX38/tCAzDJQKh4eb7Wwdvv/4hrkafFNoXly/8UVOlzmiiTAhEjL2vzMFdMR6w2gomNvC0xDLFRfYvrXmKtCE+Ixuzdkyn8rmX87dFy4IWeZC7WPuycDl73cInVgacTV2Pf6C8efbAfYB0BN2cT06v5GFvNA+QlOy7rA8OT3DJDjnrMTxiZxh8E7E3W4yRcMbO4ERjoSAwdW/06CFJ+mIPIEg2KoiApxlEf7kkR1S1Ig7/JVY5LdKWmEtPxfjIHtcNmow5W5XtREKRPQ1oPxZNd4gQaZzZoVo28rGOhuW48ykWDYNjmA6Y+AwNcYlMch3xss0vap9wTTO98KROcva0YALLdVTmJuIw7rteZ8RdDxLXj1BYGr+9sZ+ztRUranMrzdAPfe6u1By/Xy59H8uzwid5if3bOlu0QfaWuvBM9BAv8whsmgUeqweBN5gzHO9xwMDCsDNm0SQGE/zpeQVH9jxcLhein53CQdLjA5iju2K88x2WstfDOpT5vkeui4mAO6+9OMHShoSr+walFTKMeKElarRIc/X78ZLkrIuq44WoMNkuxChHh0OzZcbzvEwex493xoO6V4+HWmmdUxN4qyT8Yj4Y3MqKi+zaRSXjvLF6x7W4pB/d83vd923oTjWyQ0HqOfWl5zlBnYb9BLImDpyDR99pH6nvYOR7gvOmFQF/KywvPJJRpR9jb5phik7FalOkOQ5coCvYlxjZwjKsTlorRBZN0M6Br/lb75/lz0tlpFWX9g05SCgb2obIhKhKk5WUFQ8g4bRBQZ5IQIEaRg84a/g1UQacBMqKu2ncpszQRH+tJbyy4SjddOjeOqyjUR1xuyx9uUZDuBxxYAuYd2EBky6gaADKEAWDFEx4V8xOmPqMAoPGU8pXhPvg8Q8vWfjQF9qwukvmK9JIANtt5Uri+O8A4RS7LZLuwFwQhWGWT4wa+uyZJ+6whebXLDvYgyv/1GAflNxCXzpqNR8Nw2NOMlyyP2F0aJ6P0cyFQuBe0r7sI0oB7upFzoB3yCCDVPIHbHSKHRCGRFsPbIFaPQIUim2dg+kumOM2sPASDeFDrwM+G8zEecMBxd1fDhwcsQKuErM241KRpSaoiXWkY7rzvnE9tZ5IytViH1Jjo2yZA+rzujcROMj2zBWV29OZyACGNeQnyrcgp1gJPDG5hSUgtlCB8MtYAdfyHrDIWZl7ckqM/Zld27iWtm/xCMHJqqhv0GSmA86puqIZFXf414sy1uepIXAqMUxuffBOGR1UXYylG3+2pPORXmXK8CKnbiko6rYS+XU4DRSX2KfjNVDotLi7Al2XUBnq+//yUvahm2sU2YlYT1dgRPkbMkRuHZ6k6OqM7nTDp0VDYksXrhndURpJ0JTMXTyyK6QMgFzopUTl/zXkWtMxnRFCOeHwkIxkEYIaqBVOgmNWmSLP7zDzA27z9xgeL9jgS5x/i6VgLcY1PX44Fbn2LIDXAQV7kkBQGAGDy26Cridchg2R+sif4/KgRVPOvPGHCDpFtDS7oQmMw0iCEXndtP4XaV6wBglukWhHuMwSlAqNqXFoDARjBobrzBCKFpISUQmdiYQC0WU2fQilV4wd1nZfcZcU7kg/twCBfUEeivusMKC6sJZzITSIhKQoWFhCYHE8mYVxvuWAADvjRbN2ga4rJBzaN5d8ZlekXvrSjMUCqEjBmvq8aEqJgFbWZVqneCvDXpRO4Pc4CEErEq5RCLVHbwAytw8Oxg2Z2fxVqImKQA2MG+dFFcQa6W9lkpNKXfqNGhB3gKkEhefsr3FDO7VSkDsuVRPGqyUDVam8vMgGZkEIQrRWdzj2cIlLE4yk/d4xL386wJKDPrCpzzIMstMMjfByokQqSsTtg7wiwmh4ooMTxzBD1NryRb6eQJHGCk5gIt/3yckJp1+QzJaTIVXKBp/yI6uPIKzChoyOJyrxNloHHbeNeftP/BWzM0bq7VgXnY6ytQKzTVJeZ5xkB44KXSkMxfue0BJZcQhiU4QQpICYYa9xgELQvCDyMuK0IZ2Dtn0ibEjKGG2A4b7FeKyTz/HI7YSTXnf478vCRTfD8IP6shxwekolYHHUrciXSBzcrHBPyGreYmSh5okSJdj42TLossirbRAtNbT7A1DMYE/BG7bKKU6oJO15hIQTSRoSN+hpWDGkjSF0PUS/Xie+yvg8S0z6G2Y7NFswZ9BTkdNdaUrD7hIh3liKMwO7B1WdIqO8qbJtdVvBlQGHuWvZlVi+vy1c1ZlhLHHCQNsXU6dE5yFq65WstsJ+Wywx3AZG+MwmiHhLl7ySObhpVwzKz0vMLgnup64C2ta1j0xxxOjaAL0hFlwNEwox6pWTE8Dtv7Ty447uisQSJvw3LJKNqAYYqlcyw84QWQcQb4t1NSSkz1wup2qE012ixQkDOEeCrRF2A0Ra2I7buTFpV4STUxMhwE+LaleUhl4QxJgsTEJbXg4R5yRZtEPqsxgyR4Z3/NNnNd6bPExbLHBiTIXDUpewDKgsy3cK+WkkLuNBRei3PvA31KjExCnrVFCLTc0Er/27v0uQ16ggUsBtXSo/T0J46jl2VE7YBU/EWGtvsHCjew+3YNDRGJv4ZtdFrJA7eHEjzKo50OpE6gx4tQsQ9wMM82JG2jysQPoy484tRQ0ferS+JB0YBj1j8AdqZTctKMcpaPStOwvDNXxCE347muKCcl3T5Lpdi17AuylmAUvUNQHR8ry4GCaI7YCIfYEBPywj1pmGUPUknDolW+czPsiXuqRmTJvMGcc6q4VDQgiVtgqGrtwFbI+mVhiFG3Bvua5M+m7Sil4iV9Gm5d1SbvaYPWaYmk/4xQRFm5H1beeDePEUlOzwAdjgtMf3pM9sT9mxEsnyVlY8ap3lxRJ4W4daDCOHpfv8FULsZgr66I1tLJF89O85+36jD4RESECPECdSd92wOxS0Umd44MD35T3ju0lNPH+P4BuNxRX8tzR10gBgmfF4I/ltoPwwddjIblMYRXKaTiGG/gsNW5BW3GtbJNI3X/O3hHfIUP9qriGxOUyTNvHEH+wFvQsvhXmM8e9Zy+xVo8d99BARMxGnZ2FJaVpOoWpEnAQ1waxhy4W67OGSF5XGQqJ4Rf4pdeDbkYJUugwr1OX68tJHCpxds5IsQzRR2bilKMKyeKcQ2EqlQo7Dk7qpi167bw1S957NvD1pB2gOkKqD643i3ML6EDUu30G5N1KDgM6HBe8eMA7ezApJzvSoa31lBBc5R/BWdL95nwKj+aWV3Si8UVCa/yWdtOKh7INLsOTmAQ8ga7HURuoGgg/vtsErM+20tTc0WgHGDvshTJVek+sWvwl/TMs7ubQKhdz+Go1BOztgnWEFaPmS1KPbRnavDiJFX2a/YDierzPLK+6etfBrmSo0TLU+FfnC1IVCi8Ioqukor+KgXjd7YICRR7zPvLAEUAphTIlSdEUj2nFJvkBSbY+KLAELD1zWMNuDUY5JiHlj2/TEj6NyYrurpMx3dDjjNl3whZ7hWtEIu9udO9q16WlgSJO9vEo+cXQgcH7CDPWL0B89wvBsUeUavikFHhrIVVtppvnw/W2RfjPhoGEraRuquPQKLYBzW5biom5LruvtQaA3qRhaV10iypMjhM9oCnhuSBwynPuBKoyrJOA0xWBjBAIKCDHH4w82wVAs6I4F9JbntUlBvYkqqMXaNDLwwY9oRh1yGCIB/COFcPkGECJDIeFCvtkz6NTm6GVJsNol2Bjwwd0QiTXF8EpJQAS6FuZD4o7PSSZsSHxThnBg1HAsFCMKKptctumZXraMpi4WewQMXaGpfQHt5WjKNq6YiY4nZEzYojfNCE5LxBBIfdbVJcgBb9NlRQ7oMMECI+IBz6Z8oQGEIreHTcSA6OlyXrBiUXXtSebqK5EwW2QWnUfnuBVdW5BlAqRHM9mPrc89bSuU53I8q1g4QiIiAo3USB3aFKFsZMfCwL+MPRLi0BfibpXIEidiI7LCLJaLJUWCGUDukBfMCnciLhY8dKbSdhNwA2x0oU4Q2STJ/3kimgvuciks4cIhlORUEadCvEwkJTy3sSXa/Ewwik3iQo6E3OChlhXrsel2dzZd2bV5h1prmQ02t1y0Jui/q4IEdBMlhhn/cph3EIEFtCPKymPU1vCyrktdBdS4t4Wyu4IHLo1hiuym329KY3g7yPkrkdpRTihWwtEYSUIuZ3ZR8IoGQeJ7FVN5JKMHggV5ZdRq175sIngk705brsRt5NErf8JnoD5STwCLFB21QqP9ySE2mfU2BzfWN/tSVi6K8XwmZVyyAc/uufQMgva9XfqMy0thdI4RC0bHTrapm448OZW7bcUxPiRhFDHWjeW3yNMN9SgMAbxO0MCIGn8p55ji7wiXxZblcYtRxNhgbd5g1t6PCCzWoiaRJqqqeYyiHMZ/FabgnCvOnP0+6EOO4OjXt0vxt5STHVt6tGC1rMA3SDSFZCGV/wX1VYlT8W+QrhjbhBdBaDQVLqYCMUIfP7pdU7QwiqvL8waa+uBDKl5XTaw+0PmhTgc3tC+22s3Cd0sgSjiDoj+ocKtOsaH/tCK5ecJmsqQUbiGsOhqH5QiKUXd/CO5RyFUBJ6leDAqFZYFVQVR16rtJo+YfFvZFTZafZ+oei7jHMZ/FDL3sF2PDzP2HLa/URWWwgjY4Tb+boJyfap+Gb3Xz6jfza20l03txyvVFono28DCIAhDqMAggdCCgcTieQObtFf3iJ2IWktaVydobXzSHHJnzd0k3HT+wu96QssVLadYoxTxfq+lM8UnbythB9z6EsIz8feNkiDlT7FbeYrNgct3KXi6Jni1LEy6XSSgfhB8fhFBX5lpaJVlER8v/If5RkODZsW9IBl2HPilzSBegleqQinEau98/K9sdIAsBR0G+7kXM0jrGOEGPRZNywd7azYg1m4goAI2CHl6VroewghwUtkCH0Houav2dz0bH7+Sv/tIt+pfUy58FDtyRCf1NtGOasn4knC57uCDzuRW2XEkRAmZHwX/rDodpVIOpIBLSy8eK+oQkVxo1AyITXc5RMCH5qbUiKZ9FbbfidFuVd3XmsHbavLlHJ4WR+IJOQl8hYpTTCDrTYCZ9aV82BUe2cFd/c3yCnkHdFBbzFJVyWruxPEtyVDD4py+VzxVGoQfFs1aGdXmHD1l5RbOTwamD7iskp40HZvdaFmY0a4ATiU6VuvOgpazAvjCfwXWHj0p+QZSK6mOzNyqajQ/eQv8K9OhlX+d3rGemD/ocvGJFfy5Ln1575Rz+XVchN5VqFLNxMNXkBlKnCyC/pCYJLWgj0ypopjPjKZ5WMcNAwjnkk1yH7mJSnhhf1pI24CU6Em1hHWVorgU8+Etttdl8PIGhqL2wiqNJPkK/SVngRFRHpmzhhdZCp2QtkpW3Yrt/LdfqDfCpHoCozovu7IHFRKTpm9pDjnk6QPqAHEiddBFSs9VcpQM35VQvDh3zReePLIuPeBd+Wo7MwRsTmdP/E5ZD+lkKfSurEqCJEddjia9/Tx8QNKKs/yAai1w9rAjvgZDU2pUfMEzxR/gMfpdVw/D3MgZX8tds4/uubGuyUPs6w+nbNKsTw9eDAZqn1PZvipZbyybSQBvXMY6n8TGPEPjegHF8NTmhNR3XdVpCa7BjckQLlVymCoB6NVdWP2rMI8yUmvntqdgtF8YS+pvMh6TFbXPbh5hHLvLgO+ZI9xgYUy+FaiDjA4UDlxToSdaiEKWM4ID+M7vLcJ/Bm5IM+xbeU7VY1M/X8VQIrLumom0yDN04C65GWIsHckWehjSeZnJ8ImG4ZTjwFEJfiIyQ6ZkN9Tpn18SK12uwPWb5U7rgYu3YGSR9Uv5eakE7+AQ7LVAYWl0VA1A3SKpCMxkvxvnsz22cEPJwGRSVbHO34ffc0iTtQHBFsQiEu0KuKZpuXKh0oRWCuBspGsxri2vCECWdyLWHe3AnXZDjoOJJEFU15P+n+bRO5lD1NEqJHO+xy+Nm43OguQ2JmKCwAk7zO5YX5msB/QWLhljVL6tuSBhdyMm2iQTtI5tLlqxSEseYoCFOcbH6e1ZqWf+Yfe6gSma084hZGwTwapJ+4FPYHyqXDDhfBK1Fuk6fF3epZEVT8PwJswGzLDMR3ZJrQDBqerRggg1q42IVwEe5zUgTYoOygjRkYW652NwkhKt4Or4OF4r44bzy9lALWWgQ8uqJJE/pIrib6b5y4lHQNJ83zBzYVOmmYic0+zU6rcvT1vw2BrKuMfyaCYUynLgG9YhaUybFzHe3CuV3ybkTO92C1G6Sigeuo5Rh4OraKM/1Fd5NoxngHrTlB5RzUwOtVR+4FYFgUfwoDTiPwFfSeE5DXwhXQuU1JcMSPplhqRd9u7YYns13e6kmItArQVkb265R6O+DhGNELW5eilmGN3QdOpJQHz9I257GtiEsB2iQp9zKNWg+GVlh7lxOZUYfheKhOypKKvUN1xIbAi/diyxm5LE1W/gpRPagACEqHhbYiS2NGIehC2n36NHCJrrJV4x5JQuqKZOP5XGTslxJxlRPvTFn9VKsqvrUFEJ2bGnNojDnuYjclG3el4aVpG3r984cxqalvHm11Rd0f2PRaImqgl4K8hAsNKX22FEDoxrO5QE/xC86Mzz0JJGGdAigz+ZbjEITmV/3gMownO9Cj3TWmALbDjg2aFosu68wHj7w2KMKLQPlMcbD97ZWaDF83GEsYLBT7GLFe2qHXsxlWmbhBVVVpnEs7r4l0scX5knumQad0gbNV951bd1gM8ng6n9+ERLCLeRs5a3UlKBRU3CYF+mt0dd00xl4OoyXYuaa1UZFHZr27y/qIWHrhZARMJePyYttgr8iOi+CU86EBNP59acwrQkF6Tx8BlShVu0APXzGQKWK0Hvua6KY3Yq3FBKZ1ZTRIRea34FlG+OQKq+4T5bBAUWQFCcL1bbF0wGbL3zeoP2N+NMK3xdh46lNjvtWQilocfxXUirTNC+poYMyKQrK43he11OWr7rDYWbLGb2FpAaT8yxP7ZF8l2s5UL8JOpEHBm7O402mnyy02EMCFSg2gN0PVL5MAjBdyaJlNATlzs8nMJU2Zz+paCqvlMtLotonoaoR5EpVbrEYhMkRKNc1E8mL4kUfoNJA74ZBS638gFhBlSUe2rG2Im13/xkqDfkby+X7fo4D0weih0tzay91OGc7N0fydYjoWsc40mvV33lc9Xn/JvmMZCnUtF6kbUthsrxKC24thBcSL/BOI741WZI0AFNRSLQ52wWVM4oFLpthcRnPhH6Ugqnxe6ZRpbmRtE84spTqlVpuRIFoAU4w3qlWUZOCzv8eW2rD6vieFGMF+TNcqGHJraMKEMOvYy8GsDK3vfiAdQ6lGgiFaWg0Q+LaXQYY1UC7HLzWjVpumNhHRfDB4Gs5gxXOGT1Tp+BgxU4efYLXaLvIPmlIMgLOgwGk2AnDf2ZxjshQuAMOalOu6pwZy9G2Jjxhd/MX4QrDMTt7Y6tx+oz4xkUSWBgoNbXMUor+jhW9or/Qp0717kwtpiVwzqEPKJvdY8X5C4IXT7DmLxprIpNdX3ZTaRamtciAJbqUsZEygB2v2aD677HEC++XLckVpmxf4Bh1lMnLphFao9TVN6dgYjytrBJprNwm8R/1Q2EhtFU9Fklkd7PKSwXYrxl1us4AN6jhvaw0nkUHyT+SYtRcPvZUa21V/zAYRJZBx12eC++jhkiVSqhC15aGoNy+VSbyKVe+sEvBMxUMkIi7DNvjLIUObbARMbvL7jOzwIwBjCd/owz+oo9Qzc49FB3tTRyI+mNVaNmnyj49BFYkeiSXMPLn9kXazDud46JQEYbzbSHxvr4UnUCmA0Wcy26CtBDUR2YptEWu4U0Ipr+tWV9IIhjRLbXeRNHgCK2s3Fe+xXg/RxMz1UnkV0EhgdIGNajDxYhozSO15alspjPoElSfx9kJYaoostaiw8hLR+FBjBvolpzLnHyPVeo14Agrg7eO9aS4glspJfp96nMURF1i4c5iVLLVxxlrPMAoABr1bMNAFRwJ7sr2NBigKdm+T8Vs8dg5mJ9eh1SIcnPeslTbdFhfGJaDuU41KbCEuijH4L6Jh8ghPtMIBiwmbM/Sy0yUeaSCMzddJzGiq+3EEaUiO892nWozLIvB7w+zhNOKI4ww9Fp+kGaa4CIY2tIedpuEbBRiq2DORVVqUU6Rgd2MF600EQ7cXRXxnW3LHGtWQ50y4X3GEvdihKJ6Gw7bA50plpxP9YgvNKS2dgK30E2kU6nzNxVv3MVM5CrEdTxJx4TilK/fxFwT8t5i+RZa1C74LqFWThcrgMfCSPe9gFmbHEmco8G/TaRSuZXhJ0xlxeB/jX/aXiRmO3RdHvtNP875tm7rkWur6cfqn9NY92crvhtmWy6IlZdtGN2tdBdNblcU46HQ/1Mjm8uGdPVi1eg4F9qGf9MsXjn1BsKduQnMyjNBV03bhk3XdF67Xq87URyFXuBj4AVB9JPG68QHB8WanrNWC6uXmXbx8qY4D+lthyPDU0ocLtrMHxN+QGXrtLywqzZD4lK7GeSB7nP6GH+1rOUQil1Hk0M/owg1UK6UP38DBzqZIP5/28YHGxZSNb1ar9r3fjD9IHF+knw3DkfSyLPR/Zkf+t3iemFdTZKPXBBnwWZ7f6Z9/c3V/prRDeXVbd26uR8vHb4fXu02Qi8InIDj+qJfT+p59Xq94aiaqoV2xehOYJzTJjAmT3bmz+DBCjmhJLixIxB3SIhI8wwHmUIxHlKkbCvBGF8rS5VU8lqWK/7JyMv7F4jaAxidgDBqVY/gDsaKDx4rzc+2ThS2nFL9BHd9Iphz43XTwZc9VWGl/fm0JVAPS6U6ZDx14hpB0Ado8IvU2xLQpm4JgFUWx8KkVWnuAvlzgXZAYSTctJivTCvzxU7pgNovaFtr0WtWLl4x47hya69u0CEJ4Wz4XzUhNbecgxGF2sJwPkcEHsPTzzheg0TovdiXuf72rlOisp1sOJWWT3AIVUkz7o1+aXC5k9Xu/9JOu9rCJnAdPtcS7jSRzVT7hKGzbWCshTpCYPBolpp/G0Pvo15bIaSUC1YW88SVICSeHH/3W6NSOaoKaGuyuVZzdzH2GDo/YPPG8OgEvhdt4OKTkC5XXJ3fKhvL2DxLQkgWGjSNod9MmuDyqqm+JtXGInOQAKPC0Hq6VfRaXhCHftby+yySmhZN0AgJRzIrIbNFFjFLsYco2OHGCxqOz9jdm7TnEASZMBYi4hSI8UQ6Eot0eY+uveEtgxagHSGaYIS08lLYRftKMEI4Fg7rdYkAVRrRgUuCJCo/g3s8zuJWnDcYBi03pyCc9xWBRSQ7TjQRG1gQ1ZC2a34KfJfsq0WFtFdoyLnIy1vpCfhKkb0YEDVJ8vD7XOpFJtjPknheEpe1G3EjMfVgWAaJLI4XZOQdM4gtVO9dx2VxyrPo4KH7ejX1GtQfIDsf8HRmAL6PHHersCjDYcAMtxE7Z92wLq22iLDoujw4w+vVcZyuuA864gOPUgh82DuSyiGg5BCGtqm6w5akUEG9Dp7laXLTQUmgLkMRPEwwenU21ucNokgtMl2BoZJUvEY2oFdfkzOSIeB6LyMIhE8dj9VprYIpyEjmby8KhYEKkejO2ckX8N07gJUzj8bx6LGsNmilLmekP9OQ5T/gw+h5DFFRjbTpPpwdI2h9fozlEAMR2sVJn5D5L9URQQnKk/eC2ADCYuPHsKPmg1a3hMjWTXWDqHtkqIikCwZA4w3LHyCnlznspqrpU6HsCC/3Cjzzsjz8dE7iG0ibKCc7q8OrA6OuhHTvOOA0GIps8s5Ulp2m6CBO3Tpj3ZlmdL/VoJtXeScTENQV4+lZ+ABd7uA83yM2TUFDiSWcrRBCjj/gIbWC8y8Z/kppgYabzpEMQ8ShK0PZ5KC7zchXRFEMDzeuF1bHZ/ShZBCW4NMItumpZK8xoqgnf9D9fqOwKUMu+AuCf1kWywB9h86+BK0rHa0GBR8YZ2ZIYh86RBCPALLgxhIKyL3Cxl/EGnVeCtl6kJlD0WNELibAAvsR8YIGkZDI4p/Z5m0VWn9NOcF3eOkcGnSMasKvSSYNiDT6EKdFXHy8kFL7PXt2QXuWpPhBYyF/3UzyPl5b4wcriVQdFL8D/E5YBGN9mX9oeiHpzEz9vtc+Dola5gk0ew4iyfpHe2qLoUF2hCUYVlOxfayP8HwTuLZ2galC+6BTq64DbiBCulmlOXkvjSbKc/OuAXHtUlzJOJZKPfknJ+GcQepuGwQJDDyGJbXFzS9YR7C26V/a4jZ/I9aTQt26siyN0pU3qvnFabNusiKdHSMekQxCyw/JvqDloSHPJXJQfLFMMR50Z5RGZWyBMXQ/tv16l/0uUirs4q/Z0Y3uI9lxHGMpaMNTp69+qnnpNCvFvVc0xUeVcVxSY5XqGZnJJVVAjlnsjwQP15AZPWsmVaQO/Ks4El/SqzkODpjWGfKtoXB/Zk9P2BwNxeIaFrnnGfKEpDW5DAsvrRH4imXAmf1c9LmMWZ03UQ1u+g+d2/Ru5Xr9iFBzd88PWAv3XD7e1R4tyoq3dmvmMNrkbd3JKaPjMUBrJ1vZok8aFRniiY87lFoxCisK/W/QfYxU9gQpVPjIBDjxqOI9gCQyiYLbpUXPMJKVtxRlvdDw794GF9sLWkK2aqOeJRMY1AsrZJ6h5tRnLCu7HlZ0Poimh6QLc2MLN8eE9Gdb6tFvTiYoM/0m/QQcclPHN3zLq9UB8a7+K4sYCEnRG2CWTStPaXZOPsju5UFYzA+Q+c/TCx6wiPN+UPPdRJ5hJP2+tm7ajL0/JzGxxBN082rgpNq0wW/dlkspnNJhHSZ6bE8ib36HkuZEw4Sd3dZ68gC1aiV+wnqKR/TOflAQX9dkeLjGhiJzjd7rM/KqqdFKwtwgRlRIFrMpN/IN42hT3aTco90rMtvjOudhtu/D8jkpypFU2d6XqaZyeYmmFYt1P2XxKsYVZtGJgpAdTZE1f4qTCYTCFmU/FwPYg+nUgvCHPOT4a7E0KHK7lWuNseLLwWGY/0WGUxZt9jc5MyK4T9SEY519kCr8p9RzUlBf0g6ZdSLZaDsWxREySHyf+DR6ewcEmfUC9t76nwBW8eA2+a6gDg6jE8lU59sftLYpqNS4yC6o3s3jJHu5NuPnWW4+iZ3wCzWM1PnryIIHaCxhNiBP3XogyKPAzBDhx2VDYhES+1cDk3GYosVOjYNXn9diwuzZdZGz33DZFYfsNua2wac6YcVeGs3bgDDP7sYHfJjvXZn0M2lLjjKQSQo3DG1uI6FoHk220o9hiymJsrv4zLhDXn73s+GdUndF9hEXR3w2vcfwX+gMGcwlrU9ol8UkZdWsdFkaWdzkGHMcmPzhGbCr27mOutT0Xd5Eg3AIImrnXUufBEtBRzD1xeHRMtfCVL8uQefRPSFKkrzfC0kIsos+msRhNLFIy2GvqQzS97nwg3gACMct8EQ5iWWfJIv09t/ZfpCCfgZEGQwyjMWfvstG5MtS0iLXX/48cYtwxZ+T6rvkvDD84UJFe222B6DEj1GQsH2ZopeEPgWMbAl2iCIR72eO2NkfgaDXAmYEoeYT6B8F7U4MQAzJ0lxeYQOM4h37yLItV7XtjFudfQntppCu9/fQQh+3ahiBBdcpYhN8sotvC/3zTiGVwfPNxoC9Sx50+bk8qnUPXC9uLbbabLlNRHtfKirseqCxRSp3VjK7vMbUBelqKbRwpS/EbXmkXlL1YPREZg7t94duI2Ndj7Ea0krFCjzQdoVzzdDAbHg7S+vNB8DzsCt+jgmOqhsjT5CJuU73VNfW9pytVBydC7FIC7jBD3gir09jaeCafWH7cCjUladKyVq+uZUvHUt0dLX4B1/uPFlwN6FQYNqNMfrcSkDllEfF9gWlJiWfrumBvUM40v/voBdo4ahBX7P/I0DHLJJoerN4Ukr9fDmfKMuQR+sSaQz3icWwBFB673Z55f6Rp/JVdzvEQG3yI/e/vp2v0DFIfCFmYhbaVWZv2dTN17ExvFQqQy7be6egMzGBvmntP4wNqvyh4oMv71eqGtwJn/EJ2YRyvgU3/+U/PP1aJ+pMNw4oTuFfzwpe/3cUtuvyecR/Ksgs0nr+n9hwHwv9xmOR2LZPwNQNbhhqIuwNrV1QlNI57yCy60j6H0fHbX/UbdA5dZiyhDEstZu2XeveQ6wbI7LfshrXwhouPJwzvHtmFwtIVQTxO1KGqlyRItobqRfXUS0hQNSJboPaHSIryAq/JME1zkGNm4BhDP1Y12gv+lu6k3vOotLNhw89/MsH2saqSDvFn15Ln4cXSvdTMndUvvEa4kMS0tbc7zNsiZ3wX4TBHgI1EA3WUe0ErkON6bIe1wGc6ClvXeIHXJgsNa8QMam0v80/6InXeDtW+p2EyfqPk7X+IfXQQ7Uux4g+s0KeKUovrnWp91exE/hqQAywUug6XFjlEkHcoNgaIlzqW2FM5ON/8WFwnFJ1BFaF983HI9dd4eNmSM05BRJD26ddHGYv+GemkCw+a4L9akPXkJwOui3W2YW4C+ILFOq0nc0i7sbiwV1Raabxl7AtG3nZodtcN6qkkkjxTMbXogTvi5dgui+SNLoP2ISyLwJejlrNMHt1r/CppujavzzVNFEsOrVtgEeOVfFHO8/c8YkiSpHFr/GAPydAZ80ThbBEDit4ztPo9qfnlLtT4hV+unsl2+LmZE2wvHa4pOJFERZlU5auM71/rl7bOpfgDBT/aiP3Ewr65FSa8CI7iqV7xSM+gsOu7SAy9Qy4R/4MF/xvQzvw59TlM8QlCU9MMFq27EAiWeFOviYe4Ncf0mmsFSiGP6LJCvp3MbH8IzNLJ9B5TnIPT1sTrxB4DN+tfV02V+SNvJDFrBf2zYgG+ARzW7n/nyTKV+n6DeoszrpGbLG2GvPmnyhW8ZdH6UhNovMuVXDYdydiFfJutmuGmvLWHrr3wvFeaOz99mwuc+xMslWVjcNQLkcqbVb9mOKLcDH8doVF+2jpqvn1n1pYTEVXyi/oSAdXR9lPW5rNz8IWVrUY1Df/oX0bF9UvF+NVxZjSO2A/pofSQ2JpGVvumFszrwBsCJjN4t+3FPcXr4gRZwyQO3mUuEPwnyoZnHcSmx0cAp2TU2nttC8XZTeXAdCh3ZtXhPDjGJEwKYHU2THCQusuis+0PpLEL4VjcA2cq3H02kL9ghHjyADZCbKptEE7rb1uyoRwCHwK1SXAoKCgpBnHwJOQtRjUCyJQ4rZ18bWtQJXWF44Vb4qvZcEA2NM6ONETuqvYP3Vpgj2W7M/4elKzrrjh7ZMyvKqWetrp5H92KD3JWw9WqjeNF5W/xqIjfhlwpNEoODDFjpBgOQ7GPMHtSpmaNTviYzkeYotlMdqoh4Lft/wvfRCpeGYXJZRgA2yD3UB+p7hWEsNXxErrbrnN2H3urB9HExyLPuYok0V/v6PtvPHyY4bEmL8ojhCRUKTdAR1nSY16KQyFRbwt9UZhGJEmmPT64AQEbIwYFYbEgODseXZLUfyuJob3TzThpjD5uWaCMmCEMB/RjgCvJAsWkzYcd9GzAt76fbk3wRM96v/BcYzsTe23uL+9F+UH7oWmnoZOtTAqJDpSsO+n3kw1590RdJU3SqR0Vie+Vx9kX8Nw8Q1NG3b2envO6KLdJeeUslReQcqLQJ26qNnaG83HMA7qvmPydDH/NeDmpFM3iuvkQ56Tp8+1xD/1Z+LmSqiTxXDRF95sPRrgPc6AtLawSeZ8dxdupGD1hT/ZsNPTs79keeZPEz6MQLw01aKZP6An2aKghECvbKOBqLwhCmCECUM3/yKfiRiXdXr14wHP5iHA6aFD8VptQxu1XuXCWGRDRTSdoC9nVXe4jy+sOojZANFZ8n/ZaaE49+i/Bfv9RdP94h+CoNt7b5n/aD+9vfT3sMffW41AVRjjo+nfn0pXjqQ1DCzh/OC65vpR2GiuXF4+xU83axv+1PXtt5fLbCuT+XBRkub56Xv37ulGkFFBvv0W1KObtPGjYBDE4VK1DtWPX5LQ7yR25X2ajLQnnjktQ7nOwrr2Ih90WnJxO9bZulJ5ux3D4L5odBdXOOrCo3LHdPcNx4SI4fw0PZEXNjCKoAycYn1QnqB5YiNq12Hr7AaeARkZMYipOXorZL+KG3WdbIs6KSgQuoq6m6W0+KEzOpFauoMerJIu67+wMHCFZEdCIo/H14Ohpr6xeQZqQ/9D6prg14zApbTkoYxAmAehIcj72MBD2VsqfQqsPQItjPzAqQ5HmIBolI5crXDcFg1Zd6lV5mlDj9O9hsoL8CnXfynWEA9EmuSCGWuXeB7HKUxgUMQFImsGWq7GreqPQ24yimx7XMIpg6Fr/3RfoElbm8g1hR3Tni62TwnBVLv3jA8h4bJPLcVRTEc0JINrB3e7RB06aVmqNPv9GBbzDzd28HgpDdiUaFRalrS3VODF1uwZ96hIZssre745H/JmGdVKuQqCAfxCGq025szEZJuwg594+KVBzZeaJlgcBqfF5B7J//WyMKuqm85uMsPlPG7qmWGBVxz6DkSyatKQ7VCXk69cgLdoK8Q3VFWqWPpkAzBkMW46MYKnFlepG68KYT9Kg+TyfYExXFQn83UeWLqJrmhSbt21EraWmr0czvnTG2GP8Pc2ezfc7mpwxgdgrQpQ6s1UtiFO8ZXyouRIeKEhgx2CDFBppUA51aDoVx/OM7FFIja08gPytnqs5w0iaBAIdMGwcDmj2pYuhoRdHWzdbZEVXqFC8SykzvAG4QHvzc2OD5nRxNHrc5dn2U8YNvb2b20VOVCBOgfZuc6OUpgI7vIonQ7yRWYQcubb7Fji6AbzLDj/zpHl+82X0dObGtFZ1HpeN7pt8ldaJ3PPFBIrjZ2mYy2X/eZ9Qs/FHj0ZkqahIxtn7+Gw9v6CwPKIvk7i+g5QRsRTWHGxs/19gGlkdj4zrUghNKMGw4YDHYAsyfFHO6po8SNE4m7KI8pLfnNtJRkVmv4RdgyzFL3HWAayqoOw2v0PUS/lX7Wc82WL8z63Ibwmpe1EXKTTGEd9zzFF7S94zFvsjjQ306ZEABSk8Q4TObb5wcEVU7xKow2GNOvTsQGVWZvVNLZQ+UJuE9g+LDFsa3AwxqSiuZemMrhCd+XahxhEFfd6JjXRY9SBNldzXvfZAd+PuMXsdTpWGtQzVX1hQBFEGKxBV5lQaKnHRxTkAqy1/WPB6rGst447CGrOvRE+RZI5TmHYUOTD95xdNa0rOuqLNX7NS9mXd6IvNPHEpQJxR9IXR6IjvbMyXKdXUxwQyoLKFrTdKVHVVK7rzK4WaK625dX7+icEK3fK/17PAOP4vbOQE/fSLggQgfB4SS1kgYDqRuNFr9J76fd3zO6nRAYnsmaVdlfU6bJg6rDRwPeFN2or4c/ZUxpznIp+ZxqKuSt9tWLnRhT43xjx/mxUbcjATS3ZFXp8f12ewQAac5W31G2LoyWi3uRUqpi0IiKyicITpJ19A6wG/7QmgOJ3D8iv6NLL/5cYRdEZYI8FJHlAgaegx0V4h+lUKVQKrmrPaQzH4WbRKzK7UElN0jrCaZgyt1TzUJ/vRjrBKsf6ZBQmfBQEN9aBUffU1zcHfvHh2FBz5V6oxDWI0uLB1Po+coDEhjxjE5dGaXceK6wMu5j/aEsYRwSXzIBnWtYH7qZEOGcusJVag8iIPZw/5u6tcSuJzp1WHLeaEFybnymvj7n7D34KLI3eY+4QNlMiGX7tm/ZJpi3OlMUt/4VlWSarcAuT0nxTWtc+S4K+7cElVsKp08LKvY8xbbkc7U/SpgvXM5tkxtl1yvQ7rWtTfBfkVA5aqN69un9phSVCPMaYiFSZHVqO6QboqUuaWRvUxGHPVCTTqeU8L8+y0c3Q6jRgNOBA8ao4VJ4hErj5jrM1iNpkp8UP5aIVQFi0L71Bj3ItniAIqcBNKG58/RhjpZbR6Da8X+BF22OPZGBqbZ6HGK2nLsy35gn6ls6ZdBdG771BssvssDH2nOX9SaMTntbaqb8eF6Xag7GmwTUCzSQgtBJz4622wkLeKuIDeJ20ujqzwAfvlvaHbmqMRYuAbq3ZupqW2mjMFSv941h+7rcfM4Dv/X8KekeDQeP+fy4b/tIH2JCrPVuA9wKG0iYhomOKW9DjFwi79IODXUbY19ljxJIzFXaYzq/dazLyimxWZJVRZjLddzoRnMcsE7JqWo+If6oJeqMSSJNSU1KiPqJBJF/iz3ctkgcL4PXRpfgtKYq5JK4f9oFUtSx+loQJW9TrZ5pdXV4SyRTyYLQ684AKAErf4ez6/KXZB+GlN2n7Va5z2ZhFgnEgDsSnFBipcHq6VOAh4fe98hWR4FNeLuzK0V4Db0Zm80UN4sfu8YB3+BPjEG9GTSVRCUwN5x7ofSqAvfRPl5c0XS19qzC8mcD8JZ35b+jfUn4vPtPy0gU5hrLCCAVGvxwwwz/CD8pCpkS147ARx6enK4UA8Uam5MgPkLos7O2dTdBjQJtGcNQh+m0HXGcCsCnoLjtDHCPd8LBm6b2eTzCiERYHskeGnHU5UwZbTYWBiYMRhWcIn6BbRbiFZBq9X29AeSY8hscCOkA54eXeqO3qPWbY9Mci2zWhIP2htKEkTJTHXpBlFacVAHDQGGhyebGSVvpQGgENF5M7Rc4F0gIGQgurwKnXVJ7RQgvcHUAmE6KN1kToMlbJDLcNVMzIk+7vIWiZLioDX7raGLJYtTMaL5i6DXq/nuvHVWJ2sS68sVsph7Qk7M3m97WeaRDBOIFSkneSRVh4KU2p+wepvHPI+aX+4CE9punOFURT3ldrdOa5ue7duaWI9aCNM4NBInu29u52XAN2l1H/DEzJ7jTQ/f9pS41egoxJWBdywjo5eam70i/BXaxNjVXm8Awc434eq9hzECqqeI28bOJRkYxGB6LOf/VDEvK0xUs2asUkm0+0XSNu9TogArXIXDyBQVlqTFm+LiXLXDHm1wZLuYfkXOyI3idqGi/QepuBax+7zvvK9AYtnsaGx87g4FvyDgqsVPLFCr2mgBa2EZM9J2F+mYRzgpDdDtHOHAab4GsWr9m6af39O7F4x99wWBah0pPNBqU4g43ObnFT7+P1buZz9hB2Ljp6zeRjMEMsHv0DmRLXtWS7Zi/y0E9kQg9WcBqsqMyZ+Ds03M07ZtzVJ++IKrcHuRHIAaOpgQMUKFg9mm4lfdkXTvJFNqm+53KUol/PivJtVLUjEvZeiCx7FoEYeRIwUkw1dFSxEEozxLWhvtjo2ZTvoUbg4CWBVowkUuRdO/gpfYW8BeCKxInZY3EZgaN9eRgWPadY21nGjUjb8MkEOyrTcmOFyJ9xJr9wm7iuz5hV24r2tOl5VnXnTzJ4zjKxVDl1C/E6Sa4DxsawSOH1aXCiqT+d3gwFV5uFbCCHGGTcNwVzKJ90NuATCsyE4LSsEaxEzoqyI4Nj0QCcYX2w4CTI4xOG/x1wwnWkHsNCDZlU5Jgv+NoySttI9DugkyWNMKF/QQVxKLLK03FZ/4LETShkkHS1D0zUcTUmaKsJ1SyW2BmAJL/KA3m92FylaVnBdtKaVNNJ5d5Mmr4JhGC3OBjGYHYgoDdarhxGNWwWUmekHt2wFhn3pOIJJv2aK0Mv5LYik+tTIQNHCc9n9WmGj/guhZRD78Pyxo9jpFLhafL9uNGi5P3ClB8mdQajAj0cORZFGTXHiZZY0MJBMc8UqYRoQv9w4xKKEd2+ojFDdwaImP3H6E989715XyEV/kk+QjN/sGNmD6o1insgGvk2rDmo3TWYx7Qo4pQ/48pkSa9jB5VW5HUvUeHLhS49q0RuqraeOK50gnixcncD/N+awuYpaudbzB1++kaTNueqkLDFjuDsYbt/5Y48eTfNjLBjhirkkMQtED4+jAUbhA2DeUxQ3kvZujSBpl71eH1x6FL9vbLofBjULs4/nOF/6eJGcWzQOGcs109wWKUGj66txw8s++8/g9GPu3V9X717e63Vg+8NZnMtHOrhmNqM+1pPmya3tM4F4GVliNITiDuE11/arTZGYvt+mh15eVa+7Ens+S2gwv9KtOIA7OzA4C5u6MuXB2zqZabYLkHL+7x610XsVf7fsYwF6q9eKmzq2ytpfuZC+6xoFovMoP7IxvyRAdOc3ZV+0qxmob41Pu6b0IAXl82QrxUKPNKRrayAPWYhnVbJPqumyOD+zPseLu4kVc+pFNl+LhKtPACWsITXKYcUr8TK+WXG2IP2QfDosZ9tyCCt5E/GMuarf3ppJDkjAyTfpK6oGmmrl1mikaCy+KFF79xVne8JUZP3epTziXfvtIP9X+6Z/MdetWXGpMsue2iCUq5SatXZm1UPoqSZLnvOviY55ccZwc+eEP7XtPeNxjVd5G5kGBGx6yor1UGQIFYhv+sd3SUVWTr5EXEcEOPZlHxA6neDqqn85qrXas/9mn1KHupbWvWipgGLRk1gnUqXr9l5A00otMcAIGke5S4R+esgJEn4MQUmgTSp0cXgDCFDFsF68uXDEnEGFGwqNrOjlDRg46AqCe0J9rgKv8i1GcijwN+Tkd6DPleSN+8TwhRztkmF8rvWh1kEyBAQTgjX6C8rd7bHIgCq5srNrF1KH9GWD0YLBtSbxidBajb7VBgASOwUyOtrYBVRD2v2TChOAqk+MyBBx7BNm8w6bg5cS2YQiqnIG3a7vM0xbYLnRGqpL58Jh6/kAeMRP5s/SuIFEQZ8yUC7x55TdBTZKR92JSOfnvV0R+hi1fY3foBQ7v8x/J4mFC4SOvTPlTZmdZ5UiOadxqzNkew5/7IHgi4enDUeso+OBmyM1N0pt41aykJSs8RHJsP15wBIPuEeifUqGiekhr2WJdbUppK49c3/YCt+zY8HpREb2Fm4vTBs8nMn2dgUADuZSv9YUfQJ8XoaAqOSnb2SMDVUguIxc8WwmjqMDbMwZVXSEv2vWpwkLa1+U3U9IfrsqgfymQ0Svy0vO/cRsNVkG8uL6wWz2SMI+XJrWzM0j5oitRSvwslT7QKZn9G56J3BHggIcKYh4Gp0HGK5bNtL/FlL+FW+jdkwMVv0hqOSxtfzTvly07147XNlFvWy12eOuX0540pz7j8Xh0Y71Bd1WQNs9ucC6VdYUYhN7I/6hcYaQJ6KSQBbfSblpcqQa2zAo0fFK2duBgQi45ChcSjQwZLt3ytnV2Y3xkpGXg6DQKpjhCTKUgCCNKJZHfCC7PwJwhuIAIBPNrxsihRQA7NfLRg7rZaxMu8iS8586w9LIhgMauqOTNfBvtfWkKGKG1x2qCZMAaOt+RCP1O6v4DqAGrIgFXcH6PJ2gY0ck1esaIGQ1dzxcp05kRErG+Z6TMqhT2pG9kPg6yIASIvMxSdZ8sjkIXSlv2yUT0eVqvjL3079n0HWhjP67/Hf5erNEqB6hh94NA0AUKo/JAXb5aYmu4r6qa/JEeez5N3Y82EAy9CttVpkG6aOyffcB58nBnLPckAJg+z6zT7H7eZiE+ZOzq678ELp37PMDTXB3CePH0WBfG7P+YdW5K6xAiI1M6cHY541DdnukKd4LOG4YEHNMoFPcDEWnExEThO2EYdttz2vgevQjnSh1G4kNNk67vfiv565gdZkrGqTxdR9z84J3XJh8u3Hsp54LevF+YMjo3x/sXDc4k24nVbX6u/XPqKWtVorz+6wbbHP8Mr4MBaQmVUX/vz7w5x+JrHyk3XHG2tbaMxLORLnPv3CQJfJKjD+Tz9spuN1Mlryw6/YgY2/tZ5oAba80xkNR7afm+zVZc3OxHX5rrdSb5nF0XjXJCCS7ZZDMS9Gi6TcOyQ2Kr0oleepxK9YLHweTrS26OlBSBHHS4SWOauKKG+zxwDZRviwKZObHlP+ytZa78ktUW1ByVzNhAIZR8C/aqB0sV07jraK5qNbnlo/YM10cvd9OW7ueEa3z/LTchmW1VO07fOrHMgQM90BAHwX/ACb46eZQKvwTDB7RAq2/BWOL8rT5gpIdyNhEG70YS/RUTqveYz/ktxbAe4kcAgDZyi70KKrzM7rHmWwOYo6GjuAMoLYkHf+d+55RceQtTRUs5cnVulmG7l5TBjVN5JfqLM6X86+2znPX2UwmztGbwfD4MoR2N8rmVuyYmVLPOoZ01rJyfA6w7BKu7lbERYyaj8saDWr3CozJF12L7Kj+z/NNrSpvKLkGHTlBDBfeX2LvtbTbWEBKmabFqVjLxHHuiDhrjBt4T5y5m2a1t/sZUPyM5zhwsqs5Fw927i5nYib5kHYJ3Y3+FYTqwAA6O4RCFgQAqv4JDrITQKfK5Prmek3DBJmuCt/1KCD8hlIRKjSsqVll4y1n8sHgtF6W2TTCnJoUIvv0RIDuDWyr7fkY+sdihGvCi9alhGV+NPMf++lxrEBtX64K84s02EPz2IodoYGBpX4fhYQCHJAWes5IA4qIm2Zl7cROes4/CLMmaZAhl4uO+wz7b4Dv2sM2SCISKF+jojqmH0fOH66ibr7wQPZ8SmgO9rtQNMVDnyK52GCc4YjogcL/n9eSsBWU3uCpgrlcJl0BCfSXnQEVHu3t4Y79NtTg5mLCvfXPu+O2QOJcE7cQgVM57JqeqgpOUtvmMQefl3RFKe/zJbP6mI2WxGzCpjYFzAGtlD8wjEbICICHxGGbIv5+CAEBKQbzxlezfWMxPSB6q3latpT9r7k8ERqy3vq/QrIDNXAqwCU+XEbykPD2YZIC7zhR57C0xAEaM/IiriGbVgTNYuxPg/jl1WvrYIuQk6TI9jkQvnqpoiYAxSRtOONlMQmBraz91cQSz9mAMkdpfdEsjthOCepfui2av087AqOBWru+h3mB/Ch4QFPU43puW5TA2CeqHPniWQPQELZC+5AOQBAHy9bM5q/RB01B+aFg6J/ja5YHUf5hH+yg4DE2LSeSQCIFfkN8vdXZ7cLrno1cUFo0aQC5uxPUrO39G2Q19sbKU8rE9ior+nO+vCh87wnAT9976QFOXgPtq15Py57a09S7UaqVi2JYo/FYoa0oAE+Jb7gUAa0/d3U5ltTOeJtA357kqnk9/LFVP/IdysQue6y0Z1GAcM9t1PiSLtJEVBIeVnDWMCBzNP4fuLYGWG5/c/ZnRZ5VJ2VbGw3THZBrb8w8i+k+gydAF4H3GYpdinRSp1I6tZ9rdiZQtfQELgmrgaQWqApvn/lVswD0nAAI1zYJTlV5kGWm4qg3LbwKD20zFa37WtLoqTsQMK+2OWaB5Bkip+1Bgpddr+3plrTIw+NSPYRkUXZT8J4WNoN/lX9dNfXUYn+voT0WvgDwKqZ2Q+AEoy2q9sfVmrfaGzhuukGhDcefOsOm23PC7wqpYlcMHhP1MScS8sgjP36sLXsY78xFwwa7OmsMZmpQXJdeOx73pm/XY8NqH+GlOm6Ct3lBR68Beil0R4AAFIgEYEkAFUoQ4jRMIBktsUgFCiCDSF+OMYlF6Wcp4hIoulHof/Vldx9c7IOsRDRnF3qjVFh6X3lsYD5zGSxJeYImrl+VyABbqaFksCQv4gKSqCLmpQmAQB642TJuTQEOg2ZTeRbCCRIBhZ88wSyGDtYYmIZuuCPNySUfoT8qOAGq75wwZWkgE3xJMUOBvkzrHO9wtJFO8yPm27uPRdu21do+A/Pju5HktzWqphjCrdpOEhNdU0qp3AwEG/W2zPYg/G54gMdtoDf1SnOP2I79Lg6DHq1i8F9cYgnz+xVL2X95YBArdLdBHny5HmOl25foT1g2LYqoqp0rXZNCCjkwfP8g+Xf+zZTn/PU8+aOYdtIXGrXvtASJ7mRPlUKQtRw/fIIXnM45pNTSJCjdkhLSWDe7kLLyxMsUvS/xvwVs5b2UOumij6pT6ma2SO0CxscKqOiAIWq3UnN9wCO0vJ/e2zjSjb1Lwgk2F2osYD0bp1L5X24e1aT+Tx4SFu48/X/aeyNiVJpUHqen6wynMgn/7/tCg0j/dOZN36XQP1Ta+7yDVaGTHP5/aLPNTDLEBlrZKk2/F8Jzt7erpFKOxdl6v7MeY+Z3789g0rbntb7PSFbS9pD2Wutl+1nTwihfwUoAID093TOCMecrhOQ5NK+tZxjCPIxFt+fE4ZAzA3QXM+ZZr55cLWh5ame5aJpNgAA8a2zqY58wqYwdfq5cR+X7F9yhiO5mpzwP92v1oxqj65p8NV3NqnUgZfvPajPuR+g/Fa+0j+oWOB3Un/KCzWohBwyZ4iAyxvW5H1O7ivIajFnDvykaTCqszYYnTX7Tm2aa1P6lM/NiGX1vCo+4MO2YsgZcKV/wDhgk2S1CQBqLyYBNifJyBuSwmvo+byGW/I/p/YVZsUtmct/0vhNfNZGU0HEczcbtA1Jxf4i94sA5PeF5jYHUhHoh/vgZLOTmJf+cq169OrLt11F9XwDYu3Sh7G6b1YWtU/CYbvir6AdPx0XAfA9HgZw5HYqMZZ3X6BGtHtuRqDKYgoIjAurZq7jxRvtCqMwzf6930vOykscYSQASXdKanXY8uVBRfgR7AyRkYMqzOKN84KHA20b7B8XzqUMrMZ/+WMgBsXImTT5wI/D2N06IfdnKNxgB8xniz35k3ZaQulqLSvF0oDUi2qWC8eBPQ3fHR09/G0W7ZJhkcwnr4m3Vg95TDekSWhdnX+LvH21WRGD28q98bFwl6fUFhyb5VUMpmZ/IUO9Fj9i5ZHoAVerSMt4GHqZj4sOl6g9HFty47IRqna7KcnVl99VHz7bAregivflVh6lDQYHo198p0hx3GtmgqEAInZdwR3FAw81+hn/jPtlMG1CNn7H6qKqya6ld4JYNRHYj4lwNNxltTBHMrD9Pvk+WV58jEX7ixeW+OaVZM2Y8etAOL34y4wtJd4zIwMit3nIOnGcvTxj9JDd1RQLHs6MamxExerApCOrBIYuuixCM0AnfiD2QUBYZt8yiyn+/pbTmeAZ66SmZA9mDQ6aLUDxqvLzySZhJs0RuSwX2tpAvsdGakZTk7BaSbjEC+qR2wJmfjIFnkeN4hAPzHE1hBScF06ISvM3ZZEJkkh9qt7U8zBzgD+qBrKeFbEhrcqvBBlvHDrrNeM+w/E9XIi8j/zjbwq5g33me1/LRdDnWjbPsKXJhL7+59rbcmI/ovzMC9oTZKLj1njrPSD+4qtKRXW5KYZMuHj7bSuhIqJqLJ/7Z9DuJ1Kyv0wdXfG3AfC6stNYvqfPeXNb521B8vu/ZQV1ZZ6QtTh7dUab3Bfw2v7E5Ib3//ItCB8hHunyACityu5RvngM9LqrVnc5PVS/8l4/HfFj6mitw/D9JBLeUzZiiwSy0TY0oRAhoCRgPqh8OOMXFkBSOIl/SDqOUW7HaSqMoljU1lEP9E4XxX/UBCERJh07Aqk65xCtW3R8eXmngwvrNOnzutWFJtUQgAhyHmuo63nFv7FqTE9QDutyclzfUbxyoIBo6iM2AYhYF5b8V7PwMF2U0gHFBOuUT13Fp1k4a6RzxhtNBO1N7J+7gP4sgpLYLQpuaynXTVG5+gcUB47UTBO+LlP5NY8ByY4KJQhytDBEcwcmBkVT8kgdPaYYyuoxRyBCWbymW0ohQC3lWiDhSEYSoJyRTOE/ECzkzf2wA6MiaQ6lPHCDA5kpat7UTyjZkX1CEXA3aLgzYQBohAunsdwmdhJCOmbIxxYdlppTdnRWKVikPbl2vwKSbJ4kHwAq2wNiFo945nU0gPkTQ2KvnKm6rWIHn7qs/SJda/JQHtuOK6f20yZI6XuGykRgXEyVe8duYF2epASCC0m2cXNu8Y4clVjetzIMAKXxxyJwtcUGABD3z+Rz+p/lOXM+QChBjnX/n/h1gmSejL7OVIHZdAvon/LT+R6mMblzjiPB9CoSFMqibgATJGAyG6GmILCTYFXO1YomEMZ/gIqyxQ8XnxedRaMIC/g9nZVtiiHNFvld59ghNeJFeYGnoOpMKB0Gj1JNFFXn31+zMNh1UD/5p6o1Fdusdwd6FnThVk8DRV+u6yGw6/qUYXgGeFmRFLpG+OYOwU+j8PqNZf5actX6eqqn18j7PTemrV9WjwxJw3htCJ2aysAVEycfYoKqzp6CVTlUzdi81u64PutQFLzIEmOYCPgnG4T2y9v0VW8W5G2/i34M19Zg63MIzuNjb40keM+aj2tjobPpsyI02r8jVB1YwsLstqwu3YV7c3BLq8AGC+uCjA/UOz1EzKN8jPU8PNUjIfNJsDIFy1d0sz533neeMABhNCwv212B+BE+fPMZtnOzAlVGUFxAPhembU3YwkdPAn+W58fQnZ0BtYNf2FHOubtmtYKEcHFfmGepIBhhfj8EQNb83yzQmQ1T9rDXaFMPV7HbBVipnJVNYK1cAhMVBAIKlkGykQSaGB3H3Mx1pwAR00cUJYsd2w06TVTxAjiK3WXuEVIrdYE6y+zaEjdWPwMkZwSdULxHwx9UTgKwYkS6y17IRkGYSgjOLK+1GKkH4QJxlP/TNZioUSJpP3xenUBZX0vS3xldAv4Yl85weg/qnJ76U8GcvatMmkBEPWDMoSTaUa/wg1wAaxVLzl1ajHXTSTDBwXFsA73vdZOyHyTSACkPHMMqdii9v4neb+d06xkOdZVsj1fVCNO5CgmkiIsAggy3eLFv2MojuilFiFqIsnJHVKNc/l/pNXYrR7yaA9RTdBKxTc0H8B7seDZX4LGBOl1CvMV8SYUYi9pm/qaYc1gBFTdTARgGkNJPUTsvNdYqJxWmb6z0D1zZbGSW/5ArrJZ3Tt9aXkNl4C3g8zamZlRMtqh3N9g1LWH95HdzaovF5z2KEnUQASR47XFA1pIJyvtjsGDhv0sb7cwl+h+4dlfx62nu3nj+UXLSPHiManDKjht0z8JIHPP8/AJ37Y1qNqrn/rVjQVNjxCQuKvHwPZS5mrlJp2wM4PWNxUsU28gLzUkz+Gc+TLP3ttRat48zPLdDGbvHVBjTi9LTFeOkhdquoWvT0wp45i6wmDE72h/HPIJ48aL62kUd1Mc9yjy4JB+QeZQkhPAU76H2NDGtwXzmxDyKejJJrVR6YBqONWsRC7KcUFwM0vs9YAA7i5jdG3HEKNk+wRHAFpn06jgEOctxsr7g/3D2XeQj5BFMbNDslyymwB/dY/m1hitBwsx8FRvYa/4hbR3WpnirNg6PFmbYqd9AmLxeXDyIPzxXonfcwV9DRbCN7uQHZb+CH+EkLFltgkQISmxJexerAl08tjDtYaWgw3vkOrmsVgJN/ih6kBTtQdXv5fgpE9yyPYzgzmxy3VPOW2YeuZfQmoilFPHm7RkRB2dO2M3nQ4pmaiHxaz8iXeeQyXMA9CCBCvQyUKVuFP/EWbpinR4O8hYImV/94voYtUIQGvAI3YwRu4jOEVUOneyt1qLROH/J6Gg1owTwkX4wxZ/hJvhB9wSpvzYvbMcvpihklrRHuiCrCiiJpRS4GWhiewR76hAJ2BQv/Hc22100ZRPUpwDelKUhgVIeeEyUVdyA6Q56/6070Xf4VY3NNCJ/I4JAJs6Dy7wbDXN7+sHU9LEi83IKwNHttYfrRsmjU5QCECrmgWNHvHh10wh7UzFMhbJTrZngANnmxU6xDzSphJyXdB7sip7blgvCTxAqSGsSX90IAVvMz+RyVcm0BBhzuSw30TPyYWe/XtG9wYkUvFn082vvlpengDtBgAa33clCgaiTQiz1UoMFWLJVrvZ6tbpFMnuQNIOrK6grn/tfWdkT+YPGlFvT8I68m6qsxzENSuyX5N0NNcm78KYUDmH2UP6igXz0ii5IIb9T34vHnuQC/BWVUR5hxffl++H9fgFOG7bTAdbPSsIv8qxOr7xK2BldGGmSH1fhaYPb8Yymkt4Uu8zfypxW/mxfDoBx0S6GhQEwPzVXXB9ikEZFJ3RvK/qcLwZsA0+H/5ljNzIryttF4DuihaEeZTWqz4tlSkYXm+DpGGT92KPqvDHVY+2owsj2tGvb4vvgSrZB7aJagoG58TW47sbzyr6qJz7uZIqZyYmpwqlQdYtC8YpiQMzSTPaZ8GibjK+vFahHgR05gfkU62TDh83yT4ZB8BpQKJLQvq7Qi57vM9vRTgPSxyI8PLwhS6+o7yqXdVKd1P6BScai6AtRXYcQXy/NsqDYMA6ykhYLCwC7kNR5yC4A/RH4i9gZlK4b7u2GYpQdBVTPYcwZiWIFI4d6ZUHAvkxFJrNlLrQu/hSa/RI7V92+XPU+N+2oqSicV0PodzeSJ0x08GG6mVpAvXZEu6p09p82FkTJUdwjeKhIfESlvuV0fQyBRyGkMzaY18mU3xWCoCBW8wKmjHScKxh2FMi56Yapbu4I2Ro/bS569M6NiTKUF9X+zrdSTdZHAW6QnpqtjqB7FJUJQ4r3cab+GxwS/D5K9GEXid2tRTIbfZngHGcCPhZINpB82xLbI7fRAZfV7pK2AUqirLiW1sEWW88RrV57JoFL9J3yZ7nYqQgWIya1vqOYLxyg+gUmjdqmNvhzJ8199z9BGQYV3dxDasP016heOZz7NQM/cDb4BRVV2wUh8UykLoiZInGI4tswH0Oedo4QM4EJ7WMUeRR6F2lwb2Oufd7+kep0So6H9vQBmEpHAATRNWus4GQ+dyJpZtU9XRBfnBWGjkjYGS2muP8vxw5Tt8PA9KVWRFHXoLiwb7tpp1ER+oGxFXU82v4TusGfdHZ1phKsuFHlFQ4lpARTBlu6aNQsd3CjWFHBPYcogonvWWRKQRgJt6C05ArYHQFrZKnluCkMZv9CYt1mxcHDBBHhGeNPqF/nX5lhIXhnP49M/XbtPx5SZcQWC+BeGDyibau2dEbcGghNcJhD/n+/mndAoem23K0yiq3Bd7NiALJx4i4IwdoJPRbqP8leNRKcD9m8PZ0Wj7s2ZLPf8SGAIKLUVcFc86SlcHsk8IfiyAK7IqLSV2B1WDUtb8eD+YagUB3Mio5JwzryBV08AYEEfmNzcN4P/RpBbOIOuWE0iyxrg4CA0jkV+n4d0RatcXs/8K0vyU5nEcZIEkHafxdtIyWamlDKYHVE+9FKSFy4oJbrl1OLu4RDwOegHaB+MldKUBEqLqFO3TLEQ0pjaaGpXUKejdc4f7kVeAaxZ6nwyjlqxvsa1hhVL5lQnGrthlev14GxKSUweezIeLkXiP68G2CFArdOFgPy5OoP/djmFwA70Q0/WUJd1wjZLLR6KqRttFnzv3nCOMebuuoel7Wh+eVhHISv0vbhmgp10wuKh8Gc1heBr9YonETYuSet1oN492esSCJBpmfLJpKxTUfk/kis27EpSxXksvuW1XfC9D138D91I0hqY37WjpncHEBxa1xedhoXneo+5V5D9jCKdbuJYKQ757RTctWDyTFjto3kSn1VwiQQSu8W887wq/DoSNaRM4vHCiERQR/telL9A9RPRaIAAKbdXPadcJGuUQHSO4UB/r91zggAmYrckjniYtVkt6LpIMG1nBED4iP4o4XxXADroH2OXWbH+2ctGHV6IKiBlis2UoOZn8JGe66u//3nVZ10azPRKzQ9AfRFAWSqv4m8Nv7uHskJITGYJ4pdd6g27aM7c0oknU8o3ytcNFJMcUC4nzpK1DrJONyxpLQTAADN5vouCALXeM2PtLkv96M4Z02+Yn4fhq9TBy272zXqmERoTaZV3XwPmSyZT2NRXN5Oy3e4O82NOYam7F5PJ6tqPGm6pbNMAgQis/pJgUUJCLn9DAe8/DqJOccdUXNRkb2GtycUO/MhFGCyJAAAaDrZrpKVCI8DU5PZ4AKI3f4ubE954BvyO3LsXP9UjtOZ0e0GrlZaz49NyvUlbERHPlCsPTlrxxzYDbYb2laFyA4IAu3/A6ctiSnkeyIa54IFiiufYkB5PVsA8ti9nuThdUONZi+4zNTcVoK2MWKWvlVcwSm2bs8SuieBlLZaX4QDpegwS8f85trShYu+ZeOD/oonfgRAeUscyNEkHPeZmx7WR5Og3mAbTv6RjAHkJ9n8l9S6ZUNmM+qduY82MSptdn8KtmZTPk0tPkHG+tm3XMJjzyvYiWt4C9BXM1Z5XkatHsbX1rETJBHRvry+39WHeSVff1XzqwXxq2zJXDfb1RV043x4ZSy8KADyShfQJ0Iiv9tWP6ndbI9G7QWK3yK7HNzVgEqusp2bN9JZpSx3Mnxhm6iAE0Kmzyfe/LNplw/LtlpUX9zUQ56BCb05VV4fVQhzLkt8iElMCBwkma3EGsJT/aYWKkYeV+uV3dq7c/fTmaNL5HeLqaYcx9I0X1EwwYrVR1niIjpEMYzfC/040QYoxnQXX8+Q5+4v9dvS0Im2KbYDppw6zuHn/Jrcv4ehZ4pNwlQMRagdU/rDinFvI7SH0yClReL87qOwotcjwRg0uB0oBvOFKZDm4fA/oLbImxOyAukXYT1xsqSkAPP+xk5ijQ3atlYFflXTHwZ0YT3r9GM3erCAV4+7AzSnbZkEcJqxuTtfeIoHGcdPmSVI9pIJUkZhzthi8tN4YaspqMHmmrkTj8qzigbyNjby1NFLRmyXYZXaMio6H45qO2um5oaB0UdFE80Q/sn7VVNY85s/T3JV70VXEV8tWEjCcxmIXL6WAENCVgdsPNnpxYHorCVWRAEAcI17zUBtRUzVnND8gubZeu2gFLV794tTTNGRFZPAtMJFefXRSE5CQdnmAxNlNS/8/mQKHp9AJNXmQL/fq2xvVTSLg4ZAeX3DCUU9yJ/65eb7Fz3FjZPOMWEu1t3bqRc7pAlvGAIANE25UBHrK9PvSmoTweWRqv/Jrr6ske7DNHyRhGwL1XcS7D/qHqpvkhVsb9aDqH3qQUQzc+cOmaIAMjP3h2wAZpd+oHVPk9YFzVJPPz3f5gNMCRrQePURyTavMGjbCXwq5X8RtuR1sjvLtq/LqYwu5LsUM+4gtA1xDOt9St38G+xb/Ef1IxF26iehWzcQNY/WnQzsUtQH5F0w3MSzTSygm21/lvBnQSs4JIShMEF+pYw3zzavzmolN9t0nXUlfou/oovW2Lr5uVf7/qxKPV9yaEwRVBvwi+D7W/uxdTcvyW+Y6WAWcbknVrPn3iynaWMKQCLCkGsV0Ngj7P4DRyBLNGEV7xlEkD6mWIgJSAk3epp7YPGTj9QJYUXbIYpAwF2W1c+dhpps1exp3rF+eOTri9uuSeRbQkQhUo+roAyhmobIaNdXB2mP1y7VlzhPMM4fIRp9mkytRx4z5Qw6E1PFb7ZPXmLcT6MnKe7NRtT/XeZTD7Y6hij2DlscS9jLBV28fkKRNyBFZsjNno+JsMPsydImdxrWbGpyddJQ6HUSVa+nMFGRB6m5yfoMoeUeqSrtwbX+J4ypW95nfb3JyDx4OsUC1FJt0hkJOkiN6jxVzvydjVs9lPOp1h/203jEvU0bM6OeG2lhtBym91MejWkjCfxWr7P7EAUAtAsGAwFzlh/3euLIbvd4Jlea2nv/RgMbSfspMJ6YbsYskUSCJJ5prvqIZdnps5o9/65tyi2dzX3Z262K5xbOlysGGaL0jm8CVeVTGsSMm1nxZchUXDYCfeKiSihehR+aX2f8lqNbDiGrYhcwq7dT+3T3MLlDl43B0vLLTBJwEeDROvq8/5EUJu/qmsY5+c+/Ko/MzN32hHOf6bSJF3azztWiyK/FyxUdtgfa3fpUFuVRhEjFYmydEBpDFqIBpPO17CQgEJEaOYAL9E8YX8l9PjG9PXPV0EbLH+fwK8gDtMdK3WDKzvohDjHYjYrifdlO+XJatjUcohF99Wl1txw6F/MQQuwFF3xfABi1PalUHoHF1r/E777yAziXqYPvZ+asUxIxZeSGKw1TxF3rZsW6ozaPRIueY8QUInO0m3F1pFF52/as2x0tubMx+E0xBtCOeaj0SRC30bHEEeV1cE5WhYPMW25XcQd+MXhlLIdWja7EZLL6TKIRqL34Ym5WY0WCJY8WaOu/nS7jvj8STlIZugCAni3i3jA9XXiMDTEcmsspW7I7jkCr5xb5AjxRnyMu1sDgJeBowy5ieg/v0wq7TDH1MtvAKwpuaCcAHf2w4kBU1WaNYjK5tjgw885395pevmyKqHe/9Lpd2l+WueqW163F8IhSmdxOYUB4H7pewCCEi2c4oPxuDDVewSA61CjbQstHnNa+WBFKQQzikG2wp4G79KgWnL+iYR+XozPfar3OoyTbXtE4k1uMe9WgEc+sl8mwlaOrEMd6ZcwvB2xUt9+SCfAq2TlwXXk4QbfY4uDJUjRvBwJY8TcQm53bkp+1Y/ttXGNEDTdr7SRKE8fOIKk/korNWkfcnoJp//9InhihXJeT+T7UZZ4D31w50On+R2IcANCHm6yYBHQf9W8xbyxwX43osZ8XWVtQGvIXF7lpBLNCfXMDzWkY8MNGaDE7icGUXL1W0zJyWwvi6xsQa5diH9YtKVrZHoY37IrcoB1vFDenXKqu9aAtAOAgyFmhW8pIry2T1ZOa2wwqWYvem7e1lSbTWeYbTlmtxUs138o3c0dWAHnyC06KE4Gk3ftzlvVfJDUbTldRvRTVQ6/KRLxov0M5bon1PDwfAAC43xkvC0+CaY9LzOl689eNWn88WFvS/DFqjCwgbGlINMUGiQi/aO2CP//RetQeL26omcYOrd2bRu+rDqG/uNW27u/0u11Mr8Jar0kWjLq3+2Rw2KTYTG5qo356Okj1XjWwsycxQwHof1l2D2Xrm6VkXSgzIjuUyPdYi3Z0b8nKGZQUWYMSICKC/QCyKbS7gtbfF42ODrf+AoCydGnOkPFebntxxXgt10OjeSIIRLGnklHuQfQ+uVmpm3aBLlja/ATegt1F9PHJHMUxIjeSBFCV0pAmd2NQ/jvrmGf3ABCa16rDG+P5SAWcS3YDcIoAK/Sc4dgDNqbTMzkZFDFllVIv5BYBKP8qIc12Nn21wIF5m+R+v6+UqadCRanT4IfUYXnqr834QlON8fI2bXf3afpWa8P8EZ0zy7V/JSGw4fySNQkQ3yG5IgcpEUAQeTx8IaOy4AZ+7Du/sBqY5f/5/7TNsalJJeR7sXssiqi9PAJLNrTU/1ZP9F/AEqYBlz0WBkA0VCG7dkseQMrnxBNPnISw2ucZQkZUnn6gMBDzsX2HZUNaFpC89o7dijobekZhb5TUzjgPQYDAM4GgHFxY2ZYBtroFcPXkcdSsuIhukOub3GXdZ++tvxNoiwDJ/PJI8UPNY+bhu/1iD3LQvAg09ZOUEGJLxAhHGTITOcoTpP9RZpKpnVocFclj/WC8OecE5ZMsi021QQR+SUKVA+o2A54qST2kCZY0rKVIpu4QpNXNcRRJC8a1O754kH5jIeTajYEXVvK2jcr5hYeNab6TYQvv9sfLmFc/q7/rmDBaLZ/YHHm5qBmeawYwDl/fu6j2/Ypu/aQvYG9IsYlqRj+6891F0pqsINJdkBYGpuM0orm8w5z1H2oYQBA9B6Ev/8lBz4oZnzo9hRMaZwvsJJrcxK1/699cvL968/B6vspL7JmEtj0z3kdOiuilF3MX73X3KqAJvL+DEr8qKUFJecJFz4toDhXAQPvEAljWAwGU4DWPJkAWUk/Mn3lEE2L3K8rNPexTLGxpEM4auLj67L5Rpc6t6/N6C/YB0N36y+MAlmK/egQ8nGhHJW2/pqFteXlHPR1qpCPSWfCxcbUlCuQNLZoB05CUNnFNADEHLgUrd+1UR69jwRPo5Ao7SrDuGXkZBNUO3h6GwonJu+ewi3h7bnm5teYs9BGAVJFM/9e68hvWaVZrodsV71GPVDM3Zce7kTQ1I1y6lkub4pw4DLBo+R0uAAJF4AY37y0rSJJ+jQez8wO/4sxcXW9KdSyXjAr1EQWxNkCG8zWPUfcjAgGZf0G5fRCwYMPZLe7dVJXmI5c0bg8DQGMb7EKqZh0Xzq+9lobvM9QtEK9DhfrH7eiNrx61ApjcIxLi6gBwxRs0wzoAVGlNAr85x6g7dzdpT1LV8d6Lco5NXNKBai0QbAmQFbg71RNdEz9T3MHcS3hn+hdLJ4K101FiGM/8XVN/qJOZ7gdPvmDMfBnrxLooj8EKSGdJZWPblTtU++kZlQGTAgSiScmKh0KZSzwQINaPwgCQZ9Fth4RiHrWyDnUPkqisJKZ9+HtaULxS26IHtoXjynrsPBJ84CBt2DEiubTqdrAAtPQ13002wpxI9idGHWtZpM+WAuab7j+w/iYj6ntw4+0uJtlR0T/XDFoA121D66UUK22aUQqkMHYrCSwRytt4hDGfaOw+LW8MSJrjCf9eTe1I0qKITEvi1qYj2dZ+DNQ9iFdPQBnrAQ3yhFxlWeK9l26d24ANxSynzgBbNyTmETsVt3aFAz9aPgiBaKdnfu3+EshORBhG/Z5/pex98sVrtKhw1vTYzouWGDmiVWHN4r7ZwWQHfI/uMtcX01FZ0rzstcW4Xm4s0HMzPtqVmgTEeDP6Mtoz4gEAoJUyNgnsAAAJWSDLkWzG3Uvgt5+p4rceTQJWHW2hkdjonADJqGE62zVBU/IkSvfoLhtZIWG8axKJ1LOVgnWMIdfylO0feLEdDzXmt6vAsaZDaXkZ7JKkMID0nIGbdwrfh1IiqltUHRAY7S0BhUdiSQpuw+aL/JpUwkY1C6busCa8MoiAAgp+oBKiMjUa0PxddaShIyGhKvxac4irQHXLsY3gOMGEEMdI4uLiI0YDJjbipm0AykksjCq/4leXoSeA0i7Pm8ms6eR7TrKHNPSBcSABQH/n1VksaHAfnVwAheXu+AZkw+yLELIk48ZyeD3xPxb1HTbmJmv/IgeQhClWUdp4218zffgmfsELM8vuxN/6AUAQkpuKff0SEt3v/RlNsY24TsGy/8cNCnUG9zA387NGSDmnECkAAJ7W+QerdB4URAnVpR8hZ/ytCyXVYT1yxoXunOkyYMdJNMdT2KMYUC8HL5oQDzxdDTKOHKGuS4A5ugksEKaeBS5G3QPqZ9WqAqU7rYjhUg+Kzl5nxM9dvbUFUTeswFyDoAE7p5C7och6/WI1s4gvdzr3B03OsHyjjDE/Cha1GSYUJ1CZE/M2Qj8WLFIGGk0XLogiiVDx8pdyTpy+8rySfAI7zYEh1ihRqXJ2F5lKmsk0NETqb7sfFgvEBKtiTYcne6O544juk3u9YPKEVHGbOlibtducwFbuyhDOokeZKY/lSEDKyUlPGiaJMq24A9yxsTsl1K0j8SEBBV1M1r/hpB8CRjgiou9xPTJNQ9o5CEJpiy6sXqQyq5dQ977lZyBpDeM5lnyuN+//7HfIh1NDGHVRft57lGcE/3neB2ddNZnaDYcaaab2epr1FRvxA1m6tZoTRD3+MzYxz6+c+S5xjrN5ECTCDdmxaQ9kTouQPQrHL+hI6lMXcx51P4RE0F3tWewlc/8ltoBAXj2R23NVorx7OPZ4ewOYk2Z/0r7zHGNKuOMY2N0G4SvqdISTsOfPpj0aFhLPs/nFnfGFc2oeLMn3T5BmX53aBuP15V8mo6bcJ/eFW2exfnBzG28mtNpX7FPYEONyxfNvcMmi9jR3WdVPSvOnWEVFRxh/wueAEDzSebr2YPKQQnxPA20oRi8snjnxPSB8HUSLnjIuBR4EODvSPDQdcZw3fPtmb/+57cH9MAA69JR/8uWiqwxAijZ0znMs38tcQ0excPYLPe0R+1QyZnfKi+HW4m+C7GIPUbkJZBzhmu9UJCCszb0KKTDQQPrU7QALDBN1LAXi+RVImump2VhpB6wVAjyfDSUASXtJSCBo3uz9y9cASJ21Pz+kZZc1m+U1xK48ZT/5MtZJ/Wm975cHC7F5AdYYnP2lJgL7Sc3lWyjKogdkw6sMXnenVLaBMo3EdHyg/8RwW7YzhylqFTi8zKOBZAiIODRAlTKoMlv7zEMFUVGzUnVZVX8KA8XPK6OaJL0HGKtrlCiJil7jtGXu9IGwqm2Ar0/rB1DNgjPJXLQ5cOYoIKTpP5uU13bauDCpZ6u8lf8Qro8sBhCEjGmbYwJMd31oO3RMO5DvefYheo/rMfb4T5PoMgORapbxe7ptXOHRFhoLRHVb0DrmchfjBiTX0v7G7pPStrnQQun0Y2kIaBeIB5VrADtFEqkD/A72Vx0offwEq3DYo1xDg+YmWGiSqPs4vl2xMX8zPHNREx7TPbB6ARZJ9KiRMQHIaI5tsPoGXBW26ooAH4EAGEMJEAlgAWmgsIWX4s+XrZ+v+QeZFZGmsZ9dmfpXhwJOXn7aYO3rNR7G/C3chFrP8U+wXCAFkPVGyoy6w0tvyWZfwqv8Qk5+ANtqAtBeqNX4Fxky88zLAahU9ToOmHsMefi+hIB2N2y6OBjuckbDSHPkmFXdczxna3wxSHHR/FE2DNiN6vpzQFmQvQmKLIpwee58+TL++YEG3W9jK2tegK9wjF35nMJ4pEQt4zfxMOdLIJLMCpVpSvb9YqmcbnXnOGr9f9rRW6wcv6SqanTkfIMsJea4FEtDgNe9KgAZBiT0HffYCW/WsFuv+j+AhuL9jpwm/7mYFgI1QLZP/BuAIJX4FBzOPxmzTgUt4zNV9SIEASW9iyCyIjjhoBNGFX2rnUk9GL2sIrT2VTJ2ez9z6fZPPalB30oB2Zryu3MfKkED6jVVVPbdKVb+ydsNVFEu2ioLIsuRFq2ONFOMEZuYAFn7/XoP8ID0SuOY7jSY52eFqCAmsb2mVBcNyoMgvZfK3UJcbs4JZN9UIPP5GylTJ4tYRHLw9w2RftYTUkJLt8MJSusjf/hhVXm0A4kLWuPzGssrE4dY1CVRSpN3pmt2NwV+v8KAe0W/3rndLGTdnLFi3qgpgrmjzy4AoEKRAEb+Hi+SuYzn6jT+a2chCBT12xKBUGlWjA8JeJANVa7w83RWdp/vDkP5PbTvppKmP2cqb3gDQejX/L6u/YEcS3sfMzmhT4chWcf8cIZFqAOBpI/N/jDvnW00iSjmXaNQQijJhaKSEdqm9MtnjRKGTzMu3m6OQ1RMPekHTsduPJfYAq5+gUUf6w9YYqM68I61xSnux8z8+TLlZwAoIHeYov7BLuTL6ilW9YBIJmsG5LlUsGYzDcZNZeofc9K5cc+TVTe6lHBWYPQWT848aeOr2rH36o555K7u/KeL2e4+JCt7bMbyAE8MAUy+D3i01ZQloXo393Qoqp/CcURhEK2ty33K/pmRsiASAIGoHkT1skFkJ028/d6Aht8ueJJ0oWsVBbM3K5o8TCsbsJBtAEg/V2jI/f+hAUA4rmhslhPZSxlmCbkmnS52fX+Cvl0zBfrswoQrVZmy9OVLjxcwPdhfCiz5bXijmP+Oaws/+Meb7h5plo4Ki9ImZ9hYuroj23qu+yevsaAjopCuQXvqKrREZ1DaQTs4lPHQeGvB/QK1p2aHBYjqnAprC247i3ZbzzrtUORs8nOUG5R3sQEFoJQGM4CIEEEy7vgfzNcPFvYtRgIAQJqOJ4faABWOYG/WddKHhKCgRnmPs0RlcatSnkjK6/qT/D1BZKY9gdPGhEL0wlcsyhUfL4MAD1yjVW/A/bBGEor3dxPH4cnpbZBDhuUNYNAy4nbHCJ/XW07wDdHobu0cXa84F3/AKSWT2ruqtYfKejSmobSztW2bXSXTFfMR95OGP4Juymxpuy8FUj1qBEuCZ3YYZAGSB0852PbsIpaOjTMOY/5evcAi1VF8dktNJKt6iKNrs4NPXecbuKzNKkAyxT7kLRk6dWW4Z/7ZJBhpzD3876GZIlni512xI9xNUNSn9ao7Z/tKCAWSTKnO2b7Gk3DQ7PAU9mp25aW5riJkmo+HEKVysVj2XDP2pAI2RTGAMrOsBVsQaDCDFQvDE8V5f/QstRfd+Wajh+0AEIQbrCkInkKWRQD0ATcYhbA1brBdzFM9Shd4zZa2bGVnnxqx04EmlcxVutTHeGVmIWKmBumse7na60gfsHQLpTvmHDvMXtO3cIT2pryUmld/ppj2rKTWPEaZt62dxTP+4c1899uf38cGHyXnhlfqRiyZHTWnPjjN8v1R8jG3NGdqnn7ykZdLaqqbNAFzX86uzP7TZBeWXH7R+RoxG/e933E1t4PjDt16FduX3XarvMl5cQWWJLtOZ/bt7ssxB+6uqq15+Ysnv2ubM2/x0dJ5sf70BzWnM5MW3ciqMDn3dEXo0WBu42QgK89ab6236sp1L+/cXJCzj6LfkntwYTf2pEzuhQAC2IWk/kiGWbc6BGh4S3UQUfRXf8L2MBgRUAIIflHNCHZC68L3247AMF66pxOoZPLbZvZXZnhPCLT7LLEXCZnaZSAzXMEVb5LpJkBu8pAcPN1Gt8Gh0x1yugXf/7gi/0P4hOxrojcykdntH2KJ9zpmEC2awKG+nN2ZfUcNK8Z+9an5DA7fxQf0WPNmznJg49WG0/9dUJSx+fo1xy7n+ncZDgWOPvm0ptIuRvqj6BNPZXbgSrex5+Tnn7762X5V12l9+8Udnp07X9aV6yzgl5flnmysbBkrQqfJueFV9SEma05z9eeRTnPt03Nk7z1zOrsyoHBUcAkGlIfWIorJaQDPKQ+GsstPoGljTUh/TTs2MzdW+SPeKb+qOD1vSTziYGO8MNNXQ8wyn2wytsJJvZ0aLICVNQGgTnIfq6MVQCpa9WI18qr/+pnoL77tr8/6s/wBLn2TsqfM+u5A4bpZROoXgWJv4zSmK+yvXOB6FlnLG2v388S/dHNNyrVMFPkipNGjlsUE8S7KE1cwLXmDu7RBrJlvawHQtsdYi8QxM/sDQ0+9beisRBzzS9DvzF9UFG8CQPJFLIDivdQW8Myc3582hVsR5eiZ2Gos74SGWC3pqXDvsNQl5VOkdVBOx/sFcSLElPFscqj89Kc6T+avfRpONU4/o809Gu3CKCcsl7cWwCeKf4SAAHnyYCtWtkOt3AlJlgJdxhidYEtI77u/o24WER1WCAOSex4FybwjljNMSrYIH+9I1FkBk6AfqPATZs4TMRTu4G//m0l6hemSbcu1ZMZobq3fISU0x+35pOoXoG5hWEAM5U+ZRiTCLzpov8bW8NFqLlwMUNlobhKR5Ah193XPK4f6VUUJCJipgVmkiCC7F6a3qRxogHf/06A6axSbbyr6XJ9TaDZeVm42IxP7TvPftCNIc4C0IL7zl3pNP3oylb7wzXlWSlWks/JGpR+TZB238H3VkvJYByRjqDiOpSZhrzelt1cPh2ymuLbRL1+0YMhTq3dsozYaxw+2DBxf3NGQs9iZqrpqp8fHu9nM6kOPvR8UDUJXG5tnJJlR0tGWbOewVFZvK4MSnf2Dkjkf2tIemyj4Dfyb+9w4eMXJjIZW44lz37WLPu6xmUZOcl3J3L7VlHqzoDOKNiRPT8aUUlLkLuKSjRI/7i//Z8bA6bBvSua8t7VN44yXGv0+4etfY4+P/llb9GO+buHELHt/8WPtkcBRrots8wjwZ97FzYRHIZreh3Sjs41UI9cPVABTPoHD1wBG1o2SG+4XE/Ton+sPbSlSyR73ZALzSQXX24pDAtsPMDBJLMvQ7zgsVIygBo19gkq7NP4e2g5LA/JDxtU5gTdub4EQ6BdkPxE7X9Mxq9vJoRKH5QB7iakyumNHb1qJnWuIstzhk+KcOgditl02Qhi7EdRZc+6gkAQUFz1UpedXND+YEwZL/YL0cM6DYNG9NA5w5v99JkRGDe33NbNTzw4z+aRIohNXSdOwGF4J29tz1MHCfqRpqeyFscrm8DFiFMF7YffNX6kwDjzYc/vvJ7Amze/ySchSFc7JSTC5WIVKiu/fBz7ekIIQnGK7/L2lgeBp5bTIuW4u+ivnThrAV8Y9Qk0lwNwkVVGpVqpUGEli+Mt6auVKpAR/4DXP/pYFnrV4vACQbdYQHaqcg/HgZDilw7aW3xXFAOYmZ/Xse1jVpGWbPywUdIUB5kEwjlUQTW4LTDnKrleArXu/pckP3QVNVO2pT27rzC6AO3dvtQ0QN3DyfiXmlgBW6dc0XVaea6v1tDEzqN8zFmWh0VLidyWZ5d76noFv2Fqp7LeSA43ymjmmpxB8Zw629UkzBvaRSjALLt6XJ8fa/Dg++TGpxQuJg7Wlomarfru8ywY3jCuJO/91z4pEVVTJggrKSVIkBgBQHX7u1RBloircukIq4+/nBTnaQrd8J7YVVBBRdxZMOUqvV4J943vtDBQ2k7DDVQh23jH+Jf3/COJ2FfDrMdDYoKl73/e9KpSSg0pjk2YxIDyYhgxpgVY/R6EuUpGY5FNSzWIl3vbkmqJJugFu87IkWdJUKiTUC+wYGVWMRkCTmF9zl/LWe9wZkc9+5bmOwocxG6YQ5GAzDnpOfDJO7wgFKQ1FjoOQVoubVSJ4I8dxsxJUutWm9yrreGzl+KRcub1Qjt0F5hqDt1/Q+LNDbEB9CVfmVbeCkJzOkz4MOMi5jL2B3QpWgITrkJ4NkN1KJdhMrGCIgD07HwthbAPUaD0hHrRcpZPygr9vBV+xupVcA/WiRaXPeuJwCHyo3xmSAxAKSGZArdBnbwUkmcusQCT5zMUhckueF9zM3txAMHPMuXXkHz64iswzNHu0LQADgXySnCuVuGqLJdWrNEZRW7v2YgAzNxegYJDCPKFsvUb+LaM0V1Ricsxdgr/8INrM7N26gtoKMMxGHJ/r44vceOWJCtUxksK2kmglg2VZPkKKDaBKUzlux7FGDDQSdMPre2kdlRWUhiS3YiEtQZhVIvap4LwRAqEAb3wv1MTLVo4/JVfeW8hgm7C5xsrb39P4bZWsO/sSnjHiIAGZMTN41zOX3rbjZLM7eWc9GMb6iQosrJ0gzU10v5x+O5LSgX1ldzUBDASoWYu2nlI1aZTWjQ4y7w9mxwvKQj23srXG0yrP0I2vxzEtzoCXov90CVasod/NF+7v1gVCZXhhqNN6DPIZ8LjwOeP03L/fRNxZr7sWqQ7CzJrJMPhkKVyGloSbjBIFlQlUwUzfmDDbkvrsb89FVqRoVVdEq/Otr1pm3qQF1xxxPdt6pl3s4mddKb9kPT13XjdNljzVlVUc9XSrDMC3LhsfmgREK3IjFNQ9xlyEIFwizOw3FCaz1P61HyTMl4Q1A8odutzSpGlZ3m/EO76kMWfT3RvCAG40NFEOD4CqXBODKTJPgbNXlSyOpIuRONzjniCL9dNapPsv0fvNQW+F21vb8X8qL1mgL//BAVNHs7g/Uv2quh9blt+4KllYIFUI7uG6//csMnjkzv+SxOOrtwTeaC98vijyTPnKhHDGzczrog3yhHyyiar3HLfUecoSkylgfCfqmffhlvPi7HO8BTjLLWLEH3do2iFglUJ7u8YuH6JqVmtTxLrGQQC6XbZzCPb6ZdXNjm1q3byu3IQYkku1bCP88QT74xUGCAmIGyAkzUzPgdnKAWpgJSh1v5db1ZPxvw3N2hNdQqc21i0mmG3Dtl5VVn+3DZYFxcemA//K3eM4w02GDfPs5kCEDxtWq0DEzvmDpta82TANKAKACuI09WdnWfLHDp3oglCmu8KjW3tsIAaPqIXHHJE8PJjvvSr4AZBytpaT1kEARl9bB8kHgJqVrI4fyiDlJ54x+FHEodeRkj/Y+RTk8ScIdOgNPqPOM//DLf1rXxWdn+XwPVv4ew3dNqQL3eRNgSaV0z3mtQOKzjMHWMd/KZIGqZdRgNe2Z1Wn3gD5g6gYOWJdNDsoFv4MAAjjj7KUkHVVOJMaEoDP3msPu6aAcCrBEhkJCMggyEjfAg56rKMER+WtOJKmONTIfwHAZL/7IY8rZ4/GOABq1aFy/X7EU8Ruetmtbrs7alX4/Jn1Hini527o5Waz5hjdJqP4tCYWK6j2pkDwRi02RXsC40PB8ogZNreS5wBjRDsKopBzJeAZ/3LvhfKvNIkuFPM0MYsUVFCiaphdsGJRjKm2rX5GvF+s8FxDwg3WevvSbmNBJ4OY4yoyB6ROImE/ExcPgjsy4Hf3O4vuncffsuQFWf0yps/6tBRl1Vt//0JlZ8k/bq2cOT6aL/X1MHGHcXDA6C1x9QeSs80PTg/rNA0NAhrGbnInHsQjEqbJWNTgPd1Is1B3izE72XQNDUhJlsmBIGBMev1rkBaU20Ceh/ZRhfHYIcr03Q+v24x4m7YpcNgozYrgosKREwaTxBmYTpBarqZhbb2skyPOlXm4IspoCcISIz6khcVEL1v2ataHbepV0IphZA1ZIeUZyCip9PlWyDGAYdSMfyrlR/2yCL8f/lOFjZE0DebIetQDsoZKpfWj6V55e9eVEhaZc+biEQ1eWhNUE1m5cj6qHsYw4hXVb8r/vZNV/mTRjBuAJOW5D072o+GMcrvDEBpyAX//460x65BIagUIwUdDXsefa28I5xwJKqDGQ/YJO3fvVpgAQUWX//6uHWf86JGTSkW6dWC87GAdvi9wnzIakCfveuYfbwt+PQAMMRSmzXwlVI9Q2lrjQUYPrpPe/MZIXhoBJCXHj6qc8Lf1RPzk9wJd3+HORNm9762Ox2PbVszmJo5eXlLHy1buA/TyKu7X3icDjsqKUMKs5J3f76vMrWrIbUr+DTn1wVXs1fismWN1+12FdGQM35NrZu37mIi0rCQnY2ZGNYvBr15ck5VVzVJyZEszFvvsPuJustRH/VGhBm059mLXI/rpXFGh/D0/GURoepDWVeaZ6O3CPIHZsCweyOVgcycWBFu3fstgzprECGobecLann0DZ3JgRSQA4wKDzdnKBDYNVzfsXVe+G4AAOWuECGspfMztLbvWw8wM0sOUtNV6lK8S6JY2+g37fJHQ1QKoYEidpVKCu/b3JTiFx/4zSMfMGUmXJ/LHK3QrVuCpIdIIMADAVuKPbt62FrbetA7beVsZsX7ZMoPvTky7zWMlp5xybreEt8FZ5W6huur99kqlrJvY2aQrkIcdQsEqDNCr1oP8Sr1hpbV1g1anC7hmYoPYtA5wOSIclDx5XVXsOls9vrUyW9OqUM2rpyuVx2dNZXvPKcoUvwHQowmTRvLClEHzh6uPCllN1391T8oOu8pCEs1xJc3aZK/nIXxLEMP7dfOZZ6yb7zz7G1Hmo6rma1zh1x6N5as5LLH7R4ksV8sWzRqDofLirX9t0O1iBZ6PSJIIMHflHB4WKGL/CRNLPjKZ+aXNM00BqpBby+USLV07+kh8jk/njJMfrlk23qnaTf8qWPRtVVbS+AbdiW/aruwztRhCEu1l9YGaBuXWIKi0uzPywj3WWwEEtetOJvjH7MqgsCTcIu+wR4pnO72mKn+duV66Q3xQckXIBCJTVG2yOX6aqqF27qHLQmihntSlKMuj91ctJIj/DhkxLh+w5h/KNmMXV+8XMoTjUrUPaCfNdZ3eW1yLHCz1Zf5uoexdZ8S9G+jYndidGCzaBvIV0mm4g8brNSRflHuZlSzQHJPtkScvkvmIN5CSwIpxxep+cALWjhNJ8LQP0cCsy2Zsuxa3QichMF+/uZjZUIA3n0EcaoP5oc9CoNwc4DYuLdK0y96Ada5Vr4B82NTWXPaj7kBYXInw6Z/u+Ba/gpGrrCrngxjHcRioGOzJ6uJmilXtZ6q1lwbVM9l68ll89lYBAjpdyZNbMY6rr0TlPxn9yroYflH5nfLiA5s2aWOm8cG5eQFY7Nxp37iePwerI5U2tZSiBoq92mNCwIXKi3ocww/dpugvPn0smV+8Zv6A+HeFPpS7Ji8eYGb0CjDmBLbhF030tIDX3MiMKu0LYgWbXQJatNo8+Hy+FAaAGljffcaH2rilucP89flfASABY6gG9d2X6QQVR9W/sA1ICidgB1meplyOE9RcFMEiRUkvkBwcxadw5kOTXv4SHs6779iy8qSDhcOdo/989SpiljXAsOTsdpdFKQ86a9bwNwGFyaomwR0zbyMCyieX1Wz+DcW9lWizmDWA/4uRX1FTeawY7NK3ucisUjYWezYRBlf+Q/vZ9HIYJbA1WTaXcF3f+h1Q7DtcPS0HwhzxZo76+eJcQjwVQ2Kw/KRSad4opsRHOPXp3ADDmZwRFS7+yq/U7XKuCeYHdKtzhvWny14/1GKpTnJXx7OfB1XaGDfLKSSx8Lyawyhy9gyLMnYl83lb0mNPbqt0WrO38yU5I0V1q0lg3r51QsF3gCW2A+VjN1g1HTrU3KTj1LuJV/Vt6/jiA1WRkJwZwZdZRLTZ2t74WksLZ9WTEweA6IHVCaZH7XMdtJp8tjQMUbZhb+IWrDduHkghEOTNjoXKhOt2IyDdDfxDtkCf7CFqqsc+bvgSX6jo8mHEcERmsCtlXXkai2p7lnmppvpEjmGO6veUflQM6IsIJgN5qWkjW3GIjjuUzbrywlhnQjRkOejM1Ds5gMu2VnruNBMcYpSXIoSiSvB3piryEYmtJIp8FfQVVR8YljE+C0w+WwqYcUNmnCMfy+53rRFH/WRrJ436TBcxZkBJeWJY5HuYmu5TeGBtQt6j9rsms01+2wkYpmwLfB0bwEDcPJhCMGiwOBarkq47TIB0ffwhW+Og7CH0P96cbdWJ/3AEM+Yosa58bZZq5zDNAU3NiVzDsPr/3YZRKWQwr2DZGT4B4wu0b/3yWpzbKVtJuuO9B5fQvu+txyz5uYZCcI2zzZa/kh3/nVKEfdh6bgX9nVb/iOzNUG6L8wKtoRZYBCvEY5vtWi+uDFBtXQNZBCu/cvbFsab/wN7pjcCywofMsvm2Rv7wQhJHruvODpVjiSVmBqx10BwfhLd2+GwLKRixnTQFsl1T/h5TwloLncPSyQp2mSlfDhkReYbGUcnQ+3/1zNeqNUvNWapdWdoBB5aaY4zIzhAurGshi39v2JZDzooaF5UM5uayw/xgc05ZN3R5boAbqLTc/gwZoscYuR55DX3wP1hzKxVUMquwi6bFND2vnQqIq11jqjnNsDRm/dwQLQ1UBU3ulDA9D3gLOpb5h1Zz6lucjnif6FUlFdyh7DDRs7q6If6JF9Agnu/mh47zrg7drY914X34eYK1Pjhb99xMbpvBIp8GG0hidYcsOv+eOToqJvWYWWxYipYS7fAE8sKrAKqep23PwLuCMMU/ToqYhOUqr+P23M1dymv9q/bUDyAi54hGlJvHbk+xl+XE6RFX+XJg/cAxxp0XXY7oCf6gKP1ls9VTvI6HYNO22qn4jORPNPEWFLCJPd3irrzWWt90AtLN3NQD2macxUVuz9m+hd1cvwIBHHQFzMn4g6eoNhN02gZh69WF1CBsjPEmSsCd+hX5n1qgM1s3yl1VmxNs1cPl+yER4ycbbZglnzQnsIiqCvC1mVTkMNkuwnIeQpEinGtpsWAWxKDiZUVo7aWS7tt/tRLpmjY84wGwu65VcThhOIFdFw4IMESZ0lPFIj/ppeLyN+hOsFP62CjFN/5ihqMAe5mpQYUCIDWgkTcI643KMEYJu9sDdi+4KSrYiQEK8q6kGcjO09mprqSQRUl4dBIoS8UznFSffWL5nR2y9iDPSY9R6qsYsqj/+vGzDfpJyPOkAhXaFJUAU50sfZJwEodBEGN445BXHbXh+fYirqMbPBtoPlTgz3BUsU1iEJKTfKbRGcUWnC7A4pkO7nTUpIwrD9vJjEfSl8yrIVM3567JIUy2NBCAIl3MNal4xLFNYgKyZyX5HeYXhOU6vzBSU8zVZYjpQXcUSNvLTeqGTmi3az2u+eJSdNZarRfeU7db/iEq2nY4HXgAlns/LmQRQ45q/EI3XGG+weZfUR8py3r7f8rvlQtdGb9Rx7HTkXKbL2oiCsBot2q2RwtDpcZJDdeqLCt/vjSVFwRt+SKsjpNPzpuH9+ThMyMRniioUlhb+DUA0/6srp+pFN/Nrngq4xk0M2LYttJDWUyLqHNdtLEXrh1/AMpc/49GyExlVillVUXYoQiMBbF2idJ9rHJOkrrK7BCAsJFW/ZnXPrlDY8qyXkF2i7cYiTUsYnndbMUdRZCVMlYzgMVBWiMgbZHZ78jhJiHffZhs177sogyD+2kWYN1LYvKbVueOsgYhYwph63Le4wbFsDtgd4O62FVNwCXTm0yT6eIqxgwwW50kX6Q7t7xAnOHDLx7R6mYLryiD3Nm6TCYo69eiuJyFCD1PgZkOkc8Lj3JSC93J7W+f7hY36S/IEzFsW+VBFtMI9ecUY+yD67c9BGVl7MfGu7tMBN2RTdwwx39S0TQFZtf/UE6Wj9T59bHKA+sKOJbVB8niTLEzl0vj/IIjZIfuldWA69mK0SLwa1L8+Rh2TzCysG0VX9++TiiUUwEaWq9pQi5yyHJsqrha7lR3kn8St/3BvDZ/mtTp5gpvXAcJOP+g+gWK2DkKLwhKyfMHApJ/wtYJYIs9AIeVkSq/ez9diRWT9VA93guHreVLh/VpqAaUbiB4cZKitoTt+Bp5i0QUsA5tkiyj+Hf+I1d1lNkNZZ/WWl5LNP6IXVgtS9E5I6p+YifRoI3QuFsQVsSo9S/yq1MAWigyRztUsSwLB9+ibktDQ3bkdQGh54CHRc+QLtT/K7GwmQppnjTbE2YuMCLZNFfxf+xEm/bTzWk45pLZHntACUGkyt4E4JRasE11F80Wvv2TQgTQHU7ZhT37cNwM+KWEUhVgYcsRrcQhXv4Vt4fz6GvJCfcgP8Gd4aeAhwyCCZTX6jBeivPXkJZVLdvDnUG5UyD3z7gOsMB5DGXP65t2YlOnyqsqGf3PcJlFQqstiYZXY2HWpSeTgJdXywJHWkqsh6cz1sVs4p9q1R6heMX5MjdVY/a/jwqfydh13ygCLv+cNk7bzVKrJlYQLPqF8z8HczxoQLwcDFHFJgfeIyM/5xqMn8mqzIzWRZAHZdxohnp5q8xD2yuskOvf5lfKLZ39XWbpj9TOSbEtQobOP9ASVYP61ootYeL84kk1ry7MZRMO7oO4mfipBm1cL8ENqPN8lE8DNxlQUUmoEsYFJYM5uexc569jCirYl9LfdsHSFuvnhkhJoDJoKk8J092QlS+h3FMPseZnbYvzVh1WGOZBmB5+GcUl96YwgCB05Nesk6T0YTAfeLtgo8JL9tDcAwEsRhAThKxbKI+QZejqO5w68PApIkU+vFQAxPi0v2SSZgtGGbLb09wReX5fjF6l8qAenmVdOREFGigIENUjdubC8z3SBEDCNtJ+3vdNIWJR+xXUDoqZLH613hNSsT2TRs7fYrUonNjccAGSXi9u99Y6Ff1sBBzgG8CCxZb7Jyi9Cm1PJbggp8eajslOaj3onnbFuiVe2FodEygZp45AIsJOQ/5zM8eSWrO2+2/8Ddk+ShwYfNtjqmuR0sd1Tll+MZhV1ul07lW/1ItU11eCO9V7FbUOo8Enl40k87Ret1qRlRH7XyIcab8H9LTYPq9ZIqt6YkMylrioDk9277jgKLp9274FEku1y4HbH1Q4ZsN0Sj4x5kIOpmqY8oqRFwBBufCg3RCumdvz4xXq1o4BW5OnEYDYbI/Zy1NqGhCZ/ep7ljUjRaRAe5AimbqjEWqaQ7cLk+HJ8kAt8/+rGSrYST5/5/trrfWaNSrKMQnoaE34EfzQ4R9eij13HXge4z2Wpnu++FP2m9z45Hv3L1eE2QKYzKX+1/lVX5MAjsLOI5rWKktHuFyEg5mbR+4BOXWbwQABbGb/gaTLTF1K9OQhPmjzpDrE8tqA6gOmSPa/4IrMi2euSnJjAayKnjdIjXmGQBGBrMiYOKwlmBbnTdYO42vQ8GKUe7gcRiwD24qDjBY8cItw2IJzCeqyxP0txXZeK9xRkR+S02dgzCyi9VmtgWebmtgskVjdgERSQtSEP/bvR3JVTWbb5/3PMrmdw/n1pm0Keo4Wt5ghUO/VP102ZLc+lMxHaT0pgMhih3FQFAkTlaPvPz79ZYVJKZ+cQw3s+dUu4jRMYq4NztzNYxu+Cz9q6SYic3XxeUc9My8jQwt/bY7q5bvyH1905+52wdndI/8GDe3VtH03Fdb1OaR5ZsrCbikqnDtGIm8akmybt8ZznXxJs2uhUcQGJLZFbi4IFF1nnxUvBYOQny9Gfsb5jJ9SzcvatCb209GdhzLyRjTMaO7d6tdk4+RVXd3n3igI31h+zJxXYC4EVcWteXlblUdqqZQjc8A61bjclauXfsdei+WMOa4w4nRZ7ObBPHWzxfb17OcGqXvY2YBsmHOLJXHDM2Xzc6wTHU5k6eleTSwHvxmURJqoqtHPnvjxxLaBVMhB9rHVJRPvhjiMzrzNmzb/K/ykpY9oGoT2eafwfVaYE8UuxxOL9u5JaAp6e+Xfovn7NMlV3uv7nPp5FgTFsImpfcNZtN77S8aJTzpjnJCUBxqatd0i7JbNLesOILut3pKzqDhh78azzdNRmOzLJdaOiLW0dPjEmgv54trAyxPmwBufrXFEFKtla6LRh7COv3yYV7rj7gbf1//duifjtqov543+/hPRxDb/SxsSidsuvXHx+RObml4oaV44zyL5TpRmOLvn3O4r++GJjMzVwSUZ8556WBcoJBUfKj9hP3GKLEhaMQNGf/nB+8x/e+bT14cVlt0VxFcKapMuAtGJIp95kxDjJGAhz0iQ5Jg5MXV6FQQmxRA7DZPh/jC8IcNcn1YeipQy9oTOMx+bYTu7AJSN04LVQ3LxSFJfoz+JLIdmVMTtkiZaFoAAxHfFbJ5gi8Ym9SBxWBbVZa02C0l8UwutMrYeYey5V2D6IpYArF2M34j6eXNcAXvN/gogHnvvkfAg7U7PbB9MQ8LO5n8CCEPaXOvDAYni3YwlUgQBQ0qkw7UHQsnBky+/rUcdDZLhu+wZ4HMP6gPmHuyGH3Oy+vCA9g+RWig0xTQNWNMRxT+Y3+kqPkGsE66BkNXvtRdp4Y+4h1ODHxgYg6Lo6oZTZVFqkfywNEkNhlB/CibYdDMM/y1X47+Cc8dOTqLt2KCCOWHaby25k5v8+Q0skVbxvv9DWJegfD4DkAbT1R1RzUPOUZ1FvcqwE8u5NEX6+Y0DOYWSfNEJ1oSFBOThsqGeuZsMXPiG6WTs+Z1YaKYHAOWEhqObJF/7bmq1aByAz9GGOeSs1QX/2Ck2FRL2DHwgfCzWMO0HX50o9WcLirCY62xQk/evItJsAk/1ozCkE5Pzi5vKjsGKHo8oI6L/oB8CP0pmrz1I/OKJkmK8KTU0lLcyIXMEPB1crTO4RXPyLiK6sKadz8dPmW6GOWNznp+GRfG8oIA1WdgT2XJ7UX3JxkaBFA0RdQUPhVVPzQltTDSFN6jSp9GT3+qiOy8VDJV/l8voj0HRpKVWmZsajjU2yjNYiIkg+OqREr/tGGW9evqUcmy/JqmkArBlinOwuxXp58VOSYcV/KKm8qMqCX6Si7w5gewdUe8/y1PbWqH4vbbTIQ+TLKLn0hBmmXfdcukbDdZkZk++qZAK6/M2NpqPDa2yrqMmPTfM0JCBQZjCNzKP94tdTSYJSy58RNNG55jEFm2ro7H4n2zweZA7EwWly6EQKv3RiYcx8jU2YHoLq8pitCJBbse4HzLkuUMlftsUdNLb2NOb7DGOOOvX5P4tAlvSmjHNGtetxz1gj0w1rP6WxbU67TbDVq/Xt1jv12wZXuDNVrMM4PUzvfnCvY4Fa+YxswabEbpPPZjx0UoN5Fo7asyGFj7bJHE4YRwpGczNY+f5o716oMt7CT0Yb9NUlmYcrVtgHt60WlrmxVM8fFA95MPSsY/E5p3/KFzlJq9g9E/ALpMOrbHE/MeiYcUMOzGh7rqPfS7maspZZZiUyFcS0DzPfVE+WIgz341rAXHSgw24JPWLAK9YVZ7qccOIlEpDExZoPtqf2rCQGtr3iLGs3uNrj2A36a5ebDzsBG4a2vxBqPVF99Gnrcbhzvxs+2ASFPyoD5sfXQ7xvxVBW0mLtTQEAesbW+blvplJLumy+8JCtwd1t+uPMdwwCgPFZGD1mI57pGrNm793YNbbiNoisNr605K+9caQEC0ZL2qpLC2cJvm+QsHIsPoCBY5AA3pKcDVU/Z85vPYe+DOP7O5v9bfPKkqe5RUSztFyBuBd8NREuq/q2f4jMkM+uOGi7O6BdFuojKm253myirantljsg6LCPiiuqA2ysiwZnRtzLVlqn2sossg9XsOlEIqiBAnhAfT//20PnO7ED9lPYNycBcGRPYOJeiW7LBp+lFCZIOnFp9ucL9W5+4m2zm6JHBAiPCDdeLUWbTYrHZ24ufVLi+/jTIt9Sq1tB0WEFdZxKA+ifSjVf8PiJ5f8uzK/E9X4Ni4QwCiE6YuBF8LjDcbo/49FKVOoT4HYKa/MB8KKZQBgXMz1WXPymijzaWOgP82ekzfSf3Rre1c7syaRAmAY8ko1j7HsYytrOwHAX/lxeMDe7mUaJB/GHCyqV3nlaUW9nopC0ItF2ckHh15UxSQz1YcjpwTYBKyYfK0d/RmoJLb+64K8hkiTRjTaaEt0lwVDhjFnl/4Shm0nL+KMMBt7i+E8z5BcGM/7TxHlqHxJ60F1BpDk/6BmHzyAT75jUJ42x+Z9cHVeUNs/js0+8P+Z7YAstKhzraG3DdT2vZjGjOqEXeY9sm2kvf+F+4qzszPG7Q1iuctwv6IG82F4Tct+CGQ9y9J2cuWFUheWusEtttRLHtQ9Odmjr2Rmk40FyIOSDTmO+T8tGD4EKkOYlew2htMDoTzbWGEcHlYK8F4li4+p804DExi4dhNM1FvkJWQjUA3TcPTxzv+MNnL2U5hbQz3V3mxGNn5RhRJAN/+cbMF07MIcbqh2e2u7M5+8rWrvAiSQdjqSdfQ8jAForBQRN9s3z9wkIMs77knN/8ZpSv3APqjK7zT4bs1LFejLvyyAqauzlOepfrXnp+kO5z9oZf68ugB/IoCpPQxAWIC3ezEmSjzk9KnnC8Za9QViGzoh6tK+v12sgfCIpXWr599XwwPba3PBWevaeFj3e21JLh+5F2/WTAnA0FnRztqE6JK9b3+FXThoWOTWo5I9yUKPSu10zePfrYzRFJHOjjaAqidTRuXdrYH98fpuq1nyC5YARaTIKHMM3txHH2ZrXcum4PIdCbOnfLv27O2zdrapegsfJqXaiaucpT9mqOmNVGtXzLwKA1KThDStYk61F6XEC3Di2Pc5Hq/reiZQUmAR2v3kObHS8zC3/4NsOMqUWBqgcObo2nsm0fuqfgu5tYCybdukHCGLws7cel+/Jucmq1hK5lS3Zv0zwkmgmKEXixsffnBZCK7qx1Mx7rfsUqYlL+JMtP/ThxEhRcKd/vkyaQ2WlLA//8ahWZkAjoXiI86CBQ3tMWvBC70JW6Nw8cUtgSA4nUULK9O0ZDX5wnTRAkib5ev/HGaH1+rl/TW9FFxZMGRmWKL2SUitYNDVhHIhL5uhlARnO9iKhzmxmMuztOfzfzdIskIQOysr2sJ154yu+S+4WUIAvAIOQz1LgPGpcCiLYhqSvMibUbv46CkZkU7fmtse+UMzBFmnbT5M18Keb+/xJIO2n0HaFrcLftYvCQ2iIpIv15+7/Z1e1Q2E/uS1AzO3dCgfQwHqq/VkHU2NBWvGGUufc1YyqzoQBQjkPyUUJNmoYsN6n0ke7G0cczXYzuI29jLXobshAOqwaCO+2qIGkU6TBahhB9SU1hsDjatAVv4rAJmo/0dX+/SMFukfqe47KdDl4BmMK51mHPJC37rTNKvR/BVawZR/UGiDa8cKMO4FsITR3jypuqkD2iHcsfGJfNpqI9E/NMVv9WXKG5Xnkz2+ZMQ+cMftRcT8Jf5swSeBI4+zu97tUUuQnsfsd8Y7VE/0I4etY5dTq972Ih8r8CQt1cHIDGC+BNyPG5uxwWfhkxqM7pCHmTQ0fPVqZlz19JDurVnaQLjuSQ+P3jIHwEA2pIY2ecF3nP+fRc5QS4tGMtlpa/y0FeNsxsguw9eYbBtZQ+AGcyX2jpFreGXUn1OHohLNrrwgDqCZRjihaFl/TFhWrfivqE3R4FwLADH42r4Y3Nfg9ncX6ql8lCItuMrv39Q8CKlWrPxHkV3/9oW1r2aG69FZBwh20rksnYK0Mgx2ZV694beAfT+0kSYvgqRKoGE4p1MFzSBQ8MPiEpYy/AIk1KHI6c8d31xgbO8DKM1bb1uA/QH2isppo7E1qkcC9+EhoRv4imFU5sXe/bQc1m85yeDXqCPs/9F8KQgiHbPmrWr1L/7l36WCh5/aBUuKm4fp++izbb5mSzEJO/Pb6QYkykfg7Rgq33Lf92nDvXfd7I16/4a2095okR2uu7UIcC/BOxmbF518kxaBLjM7qYjy6zZnzr1dUEC8nZdPwAyyWJQCTcFvXHmNsSataMyhLa13WDHYzPm7jZeb2CxcxOWXzQbvKDj/MyQiuPOHEvbqelH00HUm8FjzXgVmdK3N7gCwxZZ7ytZY4S+HAG7OlVU2MizNmCsHLx1aSrK3PsI+XK7CDi1XodiZW8c0NcqwCtbAX/DvlSVPCA3FH5rWMB2rLrR8ubD+OlQtY4knmNkn86/raJh8phZTR2YxbJeyhRnFc8cao2Csy/jXj0H9T63NxyBfnqcrcaTarfShK2ABz/wtHbX7c7EhVONVBbOMgTqnI8PxJaW499GatUkvW7WVIE9eUQ6lBoyBUzzB3sj31WTbQvZUrJyl2pDbNFLdk9/QYe9kAJ+Ws6wI3ltnrEschmB58V4tOuClIJHefSLnweis3FFVBGt/yrZ5cb5oe5IWV9cldU5P/jpCscA7TtvZDIWL6YISG5F+WgHNyuYh6mFyvKt+llRDwob/cvQcj0699DrEzMr3voLEBTRBMp7RG9OrB3t3+FOlsdbPfEEV05YAbgWrUjjGPQun0hmv3//Qd1qg0X5bvDp2je9Zw3dv9MmZ2K/RJi8bqSCdAG91G4HO3icnfPg8ohZXOltqNlWxMgnARYGGKfbXv0mfIu3OIUmLcbnPa0O01Sy18qECj+Oq8Wlo91ADmvcCfrJAb4c9MvIzg/ShrLKA1rjwCHNyZ2/UvmD4+xs9fee27j9KYReLrk4x+IdZR/M9zBU0BZqyn+lpXYENijjX19xIy1+NNgDtYS6a0F7EYWZykDU1L45QUU0arEx8Sm5W0kR6trXA6G/z3THLAfRtEBJNgW0QJ11Ad5HGU+8JfVYJEHjLp8nforpDH+99Zm+7TVc4JCte+5bHh+FmC59radxkIBZsxV5jSZa2Qf8Etpz8TdG10WW2dEzLfRP7JSi9Ty/dna/Ji9U3/rv8IAXrHicZKKz0UqfVfIci3iBAJusizli2R/MOA2D1UK+H90EQcwB5lSpnUThm0h/QznhIP6jcywTCaPTg/DuX6gDd7tMlsxYEYKtiLuy43S7dU+x3IQjEhJdP91nLV7X9edMA9EY4UpLUB1v/BieX5odyNYg/pmVM97WB9+gRxtG3m/+R3BsEpwgMYeCynVeX6jptjkWrGayWbaGxB6g5YWzIdSa7dqFtN7E9zxg0zFj4TpOk+u8yKWfGI9rsJAAlo6rSmR3yvm/JNxjaQpFm8WfrEp18vGKlIh47NR+CTbsRXwOg0Sc6PbPu+UjZeYKFw5dULH1HI6zPWSUG9PETn3JARmrpTmVNyFnhE8v/kx+ovQ4S+F2YE4sYk9xg8UhYdO2/ho/c+Y+NFBogLQcRkK9s6It3OLeuAwGH2RzIWcjpkgvlcYRMiK1SWl0RoWXL8pwINq618zwg0oVq34qvCCPtkcNa+HBRBwAAVcUscV3FMUInOlNIeqER2lHZcOLNSnsZ5BgzhtT3Zuxtgyq/bijeehoQNHmaPoZjFzDmg2L3lbw0IBCmhshxJe4oekgkQSDKljeVEvWcekEnHR7/pDDM+aWUh9I3M0dBwxF0yGdsBgv3PJp9GCQvxs/jLEvnJcJ448Omu7YqYxC2Qhwur4Q+WEhRC8sUZo6qs4PIvCp4FPTxDqJOyZiko5QpCeb8vgkmUJZB4fVroCsqDKg9+NkXKE/RoIG689x6Slr96zT071py0qbad7pnTj6IVBYOGvxzaIGDsekLoFI2DM5ymDyoBb81l20oyGEYy1a3/ISfmLC3SJo4ceZ1rpU9w/4ThooxN0H6jb/W5J66AqsU++y3kglD5ZSCGec0jJRXqBqW7w0pwWHRMAVOk8CAwKFzKrjbKsnNTYU9a1A37wKI50N/vdbvtxWw1HNYzf7L8sz7oOYGCmzUePR0G0hHUnDJIed/s85eVQmHjurG5KxrbNJQ6ksxIJcPqh66YnY3ffVn+hfma0+uHVvXkoNxCvhNrhvbvfhTHtOmvQf5LnwS7kcPruFYbvoWtHdHDUaeB+A1csnA3+2JqjG+gJDbA8ESixAUoCtYudyvtvXUS94bSpRonfJ/Xn8QNGhv3tK2Kr5XPnlISkcgwVBQD+/DuNCI+q0sJ8yXuCytaf1Iav0KdnUaRBnyT2qaaJtJH9NEnP6C61z9szBrFurSvVThRtOMufCApF7nvIaPQQVLa1xR2zfLc9M8YHm3XjMsHVaKgPJltyRBOldJOfF4MlEuTEGNbUmtd3ehp8HA1Xe2Yn75/+WBn7TlY1p3R3ZEHbc4WlMqaiyyL0/hg9ppZEuYrlwjxUFOdB4CbJbgs3pkKdOFai2riVjgmOjFIyd7jpmi4Awm+zJxwcs9up1cLMoHrZr1xsk1oK5eFH4plqyNwPu7oFlnQgP8AniX3pavbW7rUbHi9BBkpUBKakkrfzK6G394EV2lv/bkZmNrojkYlwC/Mdr1Oxd/zGPaiThjt2HFIVsWV0gN3np3/I1N0bu0c8U+cQh/sGDIo0O7qUY7wWpDt9vVq0TdTxvOkwT0UlqdOlIATzMGKMmzNmqtHuYYLnQW/OzW4h7xls47dXW4dzkN5x1hHlEYmrMnoKllSPndYdJqjnbsg6G8n05NWOK1G+vWApYSjBOJ2CgLjtYf0TWXd2aF3RoIPthvTsJ0L9ujsJRok4pJoSOGtQuUvUWAmmZbmf9FFlyrLslWO+1XBUcgiKirwQmVBklFGk5unlEsgMcCW7KsZAsvhhSvKhrXQYXEN9367GKA6neTVFgFDbVT7Iz0Iwq/A4aQQp0qofCm0JoXE8J2SZ/A5p1Snu3/Lme98KD2WyShIIASpK7UFMePZ/sUiGcprlpxq8RGml3SAq21U1RIlgqs8Xz+Sr0jlHIvMP650fgR8dpkXGDnCqHQMc/mB0ENTEs9cPUDp2ErG0+BeECvHdh/McUCAqDsUdYkkZny9usfK1/UhIRkn+rmvfsfT0+QCkoKpE9TcVpyKVW++PyY2KlXKcMY5ppx/+Z+Hsxa6lVFX4cgfTfsitBv9geZeM1SR43HkcxOBH9BHsz+ebVWura7yrUYV9JZ7BGgmevsyyKuo81dFm31rU3jyv4id9xU2xJTjOLrD1H2A+uqApG/GhLa/cvkJxNvTC5+VnGUO1KbuB5atGsL5htZ+MkAhLk7iJjTFFF46ujIegLgtieAO1yN2lAjA4lo6yD1s0dTL2HWBR6YaWkp5kInvxXubPEge7HqYMFiItA804FEPdJ3oE++zz2GJn4BacezHrt4oAFsvrPfdmPId+AWAvMTwJ2/MsoKDm6B342XvrpWkrOM21jVty+BFQoPrZjx1qe8mXwoCP5A0EsY5Da6w9gX968tKKlHuxk8ruqjwV/y+zqxsxnZgw3Bl0Yz4cfE0HriW7ekmUvECIvt1W4ZtVhm2ELnDHXLT/EecusBsIfQb8cMXIhZeC8mK9pIbefwOMpk+HmE7RzN/yW1EY9jgxkRFxzl0ju1AFkNB9HttfaoHYLKo/VuMVARU3n3Du+dNwSGMBiLUALxCRgR+6Fx1ReqCl23bQ3ZERMHAQCoDaIra1Q3pSlz0tUdWGWCohjjAYGgS/cmm7UNgoRoatmb1DblZblIWukdXu4Kux7pQYDPlwsmeWm1lgVEP9ErBKiyE6QTuyNGZVRo1JwnXK010/FTWGYYvqNa9HPL4QIkYuWF+XLtJwk+PyfuSmh65KJLPt1zez56bFbJeN2suJenrMQRlvrzhjLhNwMFxOprYiyQAKAE2THP0/32AihGD1zHMlLELhoysGAOpllTo0TgFoxVrsiTh1bcF1Os7L1UIP7mw0qI+2RzrPNlFR/+p1Rj+IVcxWF/wuppDJtBM6baCvosJmOHSA57MZm+wl3MUtGmnDWL49C6by5bANMA5JbVUytnlKjZDVVMN3sliF1YXGPMprH7juAEvVaBAVIVxaiGuRoMlNWa3zyULx5WCLKfZLl5qlsz7xDKOD+9CZvzMMmG//Qm01IzqqPussqeziyvJbZRsRNgJcOUcBeLb19JrBuEYYwPu3jPlsFF1hHbL9Iv8gTPafDlYwTeSs60jAeNYj/Lj7+Yve7unE1M9YGXGgAGgJZf+Q7B0gHjAI7NISsRnpD0Ec5CEzwsvSdaiGHmSI27g8LLfwkPsiu5O9xAswEjpgObl8QnsaEmLOhnOf5tBruIEZ3Lysqx5ctww6D9Qd13Ek7qNRuU5iftBO7RwB6rXaYsY8Yw8o/ywqy6jUaeO1/Fz8CBW9ZbTbxCUWVCh+u6oiDwveykgZqq3Pokz+jf1eqy3Pi8OqxKl7luJj8EQUCO1eNhtgMLitn0S89OY5MCvkcDhYwkM1RuTsbExsyYVvsEjun/U/I4BJ828ZEPBFKW2cs1ZANMn8Ch4TfenPHPOekvE7a1BhiupFSIpG6SVuCmqk4dK5LU5tjwHNo+Ut6VRu0nOJhAK+PVAJoIPr6ks7QHPKJBO+pUSG06cH/vkEXq74mPN8cK8Ym4vCuFAQSltaVpCjVWZW64EmtgN7OzAzJrTNNW4pQ+HDdDKDGojcIJ75a042Njul3yU9RZkGvK9d0AghQjhtW5Bx57hyDyaFj3ZHEkLslD2uEO5SFbdjHKRWGZ2JDe/F7UH3y2lVICfCaQ4COG6jEAhIU97JEftBxeNfEGXP0RdsDe203X2x9LGXbBMsD5/eXevscme9PVmkscMIcHbp7lyosyDzy7vswJ1Yn25s/lZEbG0qWoGwU1TNaO5blCpybgWJL5TJ0akInD4+exJTgLZipCqD5wLC86k4MRbtKCCaOzIzWugPobsA2DRpkyp5csN8B1ERIykyFmBiIGNsXCTb64vjylghWLtzTHApV3pKkK0aaBL2gMFLK7QU+gQAQl42mQAcDi1MZtC/XqaXC0MGXpTRXdKlikXpTiP5qEIWPNPwtgwhmbJ7EUCiDs1OYW40LcTqo/EYJi3EGBIIcP5eumMmy4/MzceuF+JEghBtkCB4SUbfBU2wWYjIzYKaLhnfH8SCBM5tfwUuI7dKVcJl4UFEQYz9scbuUguRrj+LYR8690HmWEbaLsCtwce5yxmizRaBM4cWf4FUq5ECtti2LARN4aiGMi0hOQu4BoyCiWVOU4vk6mNISICHGQIvrtkMXi35EeI/mN1WzVTURva1cjxFYQ51iaQkuO5ZYisPIXTyXsJkgGqCZZeVk0PbUzMtVTm/0GQkkqsoKUUZ/Rjs1x4ZtngdDnl7C/MhWzzbEI2lW0dqi0femAQrpCTrAyeKZg7i7ZMEiUqYjTUNwAgxhCi6J687ZNJasOQzDhDGIroizZ+kQk9hUbomglfz8AoaI3QEhKlHc5QBFN4esZYX182pQq5nYpq1fSdGxJYgEKBI3wIAiqcDaaPg3MM2gtElv0XgEN98K4VkGgipEUljlyLBpllW1Qqw2i1FZxIclXMGeinIx5am7llGIfG/uMkZp7Dxs8FW5jlWucT5GuGyP9beT7NJf/5YBEAPIXT4BMo97ABqM9osi9jzhq5KBCdw4aBJ2imPRfTXLqgtZgsBvZIYfigkjfmNDHsOqc+GMHSmlpAx20uBO++y4nwRPiU+t0c1rXgwUj1ZHUJm5vzPd0QEnlXarBUAOPWdcj59f51t5VPQPAs5BDRUef7phmJCAhjquR4dCA3YIIoM6/PFqU1qL6bmpXheUcWUoYRESWWcpCQIhBUwymABHLn8Ere7piQYwjQlMrFhP/4t/RRveQBhwMtTWiaGo2x4TVU/2bh9SKKKqi9gGwCOM3H8KOKVbAoAjzpzHLOXkKTdihxaYc4mzc6W66+O4xQJI6spDNxNqUVWJDCnHSdiZTOS2d9XKi/BdR3P4Qfi1TZ7kMiJioB8ugrZIZSMk7zVbBqDsUbSCYsJRiNK+VEJtUH311q6Jz/NhhnLuoWFgEOnZhc9tQ8x6N9zY99M9NDHJSU8XIC4A9iQlZ1OQzN351tF5bH7BhyTfmSpcprZtoCBndQ9iJ8aVBeKmiOBMmSJO5V+aUXeD+thDMkrMcPlWZhPOiKNuF45wU29Oze2iER9qbAhSK0hQYu3HPYJimO4FKS97/1ddXxIAAeHvmNjLYU+fI5m1Nbqg+mOnU07A7ByejJnhK+UnUs05H01pS8gRe5ZQUGCIBnlhSk1GtJxKp2MfLTdU+DgrxirzXbnOuc93MNmnldAoOUrnA1pvKJSg3aAtpPuFk56kgfwi2nclZtSiHAhGVVuIFUiYnSCBjSSylLd0cw2xF1Fl7dcyLO2PUAdSjeoSuSrKRKnBW7nKVkKYTXjY6ZEwwwYvBonoMHJKEmiGQENGIDJI/6eFho45jlJRQhCsJsr4ihU+dzwE+xh4TR+t/O4gLiGiIB4osDDePiKLTFVzZag1ciHOAP1euTHy6cgQysJ7srWapUk0qVSd6VrqnEU/ITfpSSJygB+jJYik1d+HYgOLgmjeZYYGcwqzRxx7hinOmAmNYggQkjtpksRQHzpv5fdv6DJsUvBITm/ELQyrFn5zmZsvYV9AFOHxXI+Wo58sqr/6I0wlKddtDnyrI8SK0N42URrB0XbXt7oVtxKFVZFXOWQfJ+oPg8fI3M6wzp7597wTG9rRCD/wIMC5cOSisPnp/vs4+RTq0egxeQAesRAt9FXfn4Lit8wa7vLtHJavXbX2ws31vtZ7tFtXJWrTCyUDnOi1xOFtGyH8ve/1lyhqBHxa7MybzmSYyj1Y83TnQePXx4suZR2lfbMZ6wrdgLyn0sAU4gxaj5rd2ZxFN6d5jI4i8pMZkjRaknw1n+gwNbUFctUhRkneXdyVs6mlWMcBLHuKAasSNXf5grxO6uKgO9PEj1SOU1EWB039edXKWNOdM886hhAdV0jyq4qgmjVqnMBkq3ASTB9pPyGFR7NWHGEiLVRk4Vrx4XgEgrO5qZ3dYsplZs8wtkCwkMX0J4dlUPmB8/8xRtv/ps9kXJJdSQ/THMl1wPHoq3c6ITTNq2FCqtUA7Z7oO6iXs0tk+Kupz2zIlD0FwDFRhzBUYY8uAGTtSJgKb8WBGOsszHCaTbC30JrdOqqvGLCHOYVx0MRLrwJZmwPAdnPVV4XqeMtrpzn2czwZPzwyfIKiQiTsJ42nRzlG35huZrFMLUrCPq67ajjlkeOnnJ6r17l4XsKdc0GkAH8vriETbli8HyVhxkvK68kzxuqTnoJCIvCIJmw0pz+2WGqLP6kwtoYUWM4et7wd5ggU3vgrMcXXCIzGjN7J+zdf9gNkAgTIogdvKMtGLlcarzgZ02/95lc2T9SKSCmcvAM7AyY0rU0d4y5vy9dspoFho74wjWiw3asZ22NIQyd8JMNw6499wnF8EEgvnst905zbUMHjJjgUaVBv17aRkZe8MdKAg/RYICAtYg+KGvOLrjAZ2qu91IxRuIPWWc29gEFGNiANWhRWlklUD9zsZoIBxcmu5d2T6m1ZmNFg8VYcisFJFIDAIDXpBC9w0ymkNZ+3AjpqxKc0LWGozkLzWMiAHoFjAWltujoly+otowvIQRVvmTLAZyhGKdGpYulQuJc1MXShPDkVKSUanEfX9XkdsCK88pMkBlm+uAQEBgB0Wiv9+vQhxCRH0Qkuy674weInhChcLSyUMtsXCSL3ojyyHRBaqoTUiSKRSW3dNU8CildvBrqAQYLQgPqHIESCg+BfRMRaDomFSzG7L68lEfqCWQ1BmkBikMoj/rZoXYCFxLhVseCa05ttO/vi0itfXxUOEL4AootKhpj6wyMwIcovKvh1McJgpIEYlxwfIcABP4WBWE0VsWMP1IRSxYn4q2DnVOfrg2AP8/HqqollTEdA6w1YhH+eo8tRhghb0kdHhWvgUlIKR88n+eONCxEQIgC8zXI0IjsBn2MRW1tqfIxmUWRwCP5l7crr1kPWNXbZqS9QE7m4H9G34FRqzATqcoJ2Ra1ECcjGHGkcn0dxBP/J4ajzHkGsgB7isscM4VlTk+ocPMVRpkBMuyarZob5lOfZNU7rnB8/U5gANCuZQ3P1D41YKwZR7uSKBob8bRkiJaGUNjjGgwN2H2jIYe9D8R1lRB8zW/1yPGLv8RlU8WaebmD7IxkogT668ipkJITIr2FaHwa0QrFHEFpOk5G2Yvf9akBMGXIEwIcAIkliyxcpgsmgwAP8i3H5AA8nRRaa2hUvpA8Sh80/usBRUPoHgjcD6J8T3oEYUvDgjMLjzz1KU+l258e8p9zYV7MCBrQ79L1T+v41DNlhvM9QhD8sa5N9YjhEFWhCnkQPdz+8NX35wpfQf+u0YVARL/6JDcKzIDd89YscNgj49M9wRnZhjky2tU09MlJi7IK1weHNz7DWjt2itNEOrM/vkVkRbT/C8aaJizS5/JwIU+aP1szWtvjTZhWQ8TaiPbV9yg3ef3962QVRwKG06R3+I1DiA4BEjVcGps6CrbyU31tJgQoSSBIvD7+aio+zihsSJemXjdJHZixYLWTLt14shtek8/90cHRCFkS5apakVcchDrg1xPtr0Cak7aD+wpaJmAHMZyZJK231K68OYxrnoyrpQplVdMfx3BPbGWiHs2EqLXFD9NW8GbspNtOK2xi/uG4fElw278Veh1AgLUQ+LskaSkBNYTRwWM4pMKV9h4T/+jX74YbdFcCTb5TYY8VXEp8MdjRNLHP/rd0ZMGGkuvVHg7bNwwvp5U9hkdviPi3EHGcU7zMOc94dc5T3668GKToKcJIyxUMNEFRHIiWn0iwmdohxzL08wHF3jnnYf+Cb75Bx91RNIlO2jORn872TovLuMtxADKv5lST8DtK+VafCeKKEsVib2HeWm1d2/YTeWfVmfBdLY4u5zpUp1fmH1ySozFPqxbPu1xuSMJ+I//hXs3era1tlV66EDlYLM39czKxs7+9fAOW21QEU/PFAzhpUuOKB4/ED727nDqFTrWrsSBV/REY19m17MhZHOIWx+iAP0RG8VYS8oDbrqmmOK5yH36sVJ2ee9k47fIHRedHo85d2EmFHuP54Ncar9VkQ24ZzXgfm8t+x918TbPZwrColsBbyatn/BYYU5JKNt/A8OwWQ9Y+RCIqRTqik6A6yAONg07uCIYqBdTAVDi7i/jnavDQExzgJxzm4WHJhHHKYYKxWqp+XxgOWG8sDljqmL850Oi2gqtMTABj5+Bei9oVg8eBlibbiZrFjj2COw9xR7FvOCxtXzdL5k1WF3sroWOtw/vTcF7Fv++FAlUr9vy1e3QmNheNE8eD1dxgk4IPanD5P3mNAv5ZTZhQjNH2fIjpmtPafJ7zofy2Bc4XdwtZr+rKBeNemN0cCDJDAqAhYMPOYObYMgaLW3i5L1JL1PmjrayuyxB01GbynS39Rs1B32yN60dTqR8XRJSCxfotuRwUyawQwpCZhbNq7CiYZt9gUxZD6IpaH4a46yU5XfJQFWLsCBAoNyzBmH3McdB/uAiLGu2E5QxMLSP9Z2Q6PT3HSeb83PU66vysD+lraejmsNq+nGzB1KZKTmSZeCYIOLztyr7eRWEyPXopVummV1z3IcPWhlZ1k86FNdD/DaYG3hRkkxd4lKqs39xSr2jphNLVu9IZHYNj0YGPyLFfNnbZ3mXTaU1B2h1ne0Ip79uqjJouxrpA4HkudaA+2WUYWGk32Y/SUesOGxR2D/5Qhp5zgpha2LFFr9H+5y6l0NVXTy5ADPoNcVflQPE1yjrRO1vRsZou/N+GdOMMn4XtTRR/Z5MvRZbPbmTHzlhDOSJ6aCj++1054XaPjRtjCJ1rLQ1Tdq3sOgfdT0xjdn7MHPn+ZqunVm0cb8Gh0rOPwc0rYfIfEsDqCRbn3y8uFDcWB7eq8FSbmw6YZU0tTRW7TZAg+Sc3LRhSrILhYoUsHkej3bEZquY1FZs47qWxKq2JRycw5N0461Wu9c1W0HD4nOF8pjqnjfHiA7OVSOsh5j8EQvKXkduwMCrEBAxmQtoFgj1hVF1dZ7mGYs9duuwBFZIdutQMeZTuKGJTMamzhcwIKgX53iyEpBVVu6+8ZSP1ipB8+aPl9RB18MoJaeoUU7kfrqgg0ttn0v0DuWFyifMOzJ2n0WBVJjCMdIeSCkdVVOx+pDdiSPcdKOGyk97L7/YJtuPEkCUVDao9XgS+fYqhyqrhmin4wMI94RMZ3hC7Pt8LdTEuDcpUV+daL01OYzp2vDCpHFxz/e7XFLNslAQWraOflI3fm77LmJfLrYhfzxTQ9SgX118nVxDR1EvPMNKY8ddwJcifk2wI1i75y4q7dDBvZ1Dy+znm8sjZYlTcdAxvO6f2kgeLepF2dlnlzjntpKFkZFILwAJexxMLswLuYPoaMXmW4l9d+IgNjQzewn9hqujx8yApyU/IxsshsyouKWIAB46YnbgGswHNp2WwSYyvcTYZGjThnHIBqWFPw7vihDFULEdCqjy50rb2dZ6OWLTiqplW6vsqVBz+fuINKSZhYDYMbx0xcyS24tauM4e+6ROwZafNE7OEpmj6SSuRqxWLYEdMXv07lrFvymqqXzGarqEBSgoYtVUfZRlj3itewrHyGFHJlaY53hwq+nIq6uXAt0kXJ+jXgCnPjbgkDUi7UeLBhzGlD8VEVL/NOBuaFEaUDBtzHbfTO/5Am5Bjd8fNnxyVyD9yxE/Fx5RmZjRV89vjF6JOoUaoELmtLK18KcUDPHNnENpnRJklbVnxMp2yUvsnFaQcNAs/lSjYGCf7m1grErF/4oz7trp5nKX1TCYjgYxBsOuGoGOFOH0UQGGk9hubax+s6J26xlJHUR/5UlEYEyxMI9dDGpv1om/Yb0OVze7wvYHxT7Avucb242Ng/i8NxvhQqzzXXuJHap1oFGa0pYG+bOJ+god4M3XvrjTdbwXjRd1tdQu1Y830j5JfwtDQNa81a4VMwbJ6XXm7vXX0eBIn+kMntCubh2dsbA5Ewp9L5xskTVjDLT7DBi6qbtWR2aUZq7zj8YbFLox4lQXD7XFBcwT+Sk4rBc7cL9ItwlQnYwG/o0No/m2PiAExRO0QsRC82bAL0CNxidoy4eMCbQBbMB6s5yDMt8nKH10r5u+IBMD8A+tl3lCC+mZ48yKi9xbqCbf69uYjOLwY+k7kk49sJ8Upt81BNgIDBbrxXlBzUXMIAak2dU74QZKf1xKUfzjccHh1LnuXpDplgp/9Zpt3DAiPGO1zcpokiNS+SMQlca9WjPclkg3aZmyIZjRxAnT/WlwSsjnfaf//bdfqzL1K/jP7in6Na23edFT0LVr1g0TII7f8x7ikbbBixkFAZyNin5NVBAPEhbyk9z5x555oQL4HHL6bw7GJECC4zei7o9nIIH7O1jqYRvXCMthZUKDTxYSLeNiHMrFnCAju2p3DG8+LgeoLcQQQtGS+eKZuBDLUAj1O9BB9xs/OEwXdWWudOyUkxzJ1xwaMGiK5eXaTyvdS9Bt9n1cGkFp/izXHkmZUU7xpTKBTOW1l85y5V/ScVwouLJW7kM1SI0RqcTDlP75cUuej0CJBYpP9nq8zJ1/pNsNFp4MoEwToKsaHXmRpGWcYmIXjUwt3YdgyyjAoJPRZ0nDgW4Wj1Jc7xQqUkU9dgsZME63jdeXcrJfipb+pkKfGT3zl3bR8YmpuqN4ZQO5Mou98+6Eo2LGVwKL/RYrW2bw08qW9BHtloeWgTOp2CxouO7lEixlDZ/JeIyYPRSNTCSo6AZ25hs+TKYRnrOBU2m3TY1dN6O58kCduvMrnEMg7/6pw0ZjX0BuEF8qMQZWayMM+XeE2sOZu5lKOwAD2p4HwwVtsyNOJ6+jDdXsaCg1MZn5k9rswWeYvLuzSQZhxOdPL6upR4PAFtowgwsiqnaagoXKYWKpcZS4tqlvfuRSNhMIWJqMakRTIxdnQVZY6QEMZSfzt81dSonGgFcRMRSZV6VLIfmo6A8+c4SGZHCymjuC5oYeCbDS4izJimKcLomx01AFteN0DRXEBaDbtUO7hXDlsswiNdUIl6iAOAWB7yCzkzde7fdybLOBJu9HSPb56BD6d5xp5tyXVmtUgiiqCdPFcupuZ5QuARsGuwgACwg8oYGyoCAhDdIA54zM1tqwSMkb4gHw6CvyoCyQ6A2LKNPJhrC4saFOEKheUSdWDzRrnMwEcETuwplOFTWVBAxnYh6rkJGOLEuk9UUGgwJW4hxayoEuPHlbw+BUtNP+0vwoPL1fe1MIqFxvZoi16Jj2Q7n5ezQyixQhb19w7MXqvIkjh8Eg8LbbnrBku+z1CRjkPy1fFoIETJcl1pTKzckEo4ZEPhUT/jU2sy7zvHwvlRmTj4UmM9WtWW+2xQUmLEvXVhRFfLxbYRwYX7gjat9I/HFhRlumANrtwEMiKAQam1Ei6bRy/weTwFfUQg5Sun97vHUjN8v4oBcHtjyg4FejejTX00+IfjbMUYqfUvnMltu/uQZI7UD2SLAgSoU6VpsEhutebtsEYfE5gRJU3Fu1mAZJ0mGSp+smlZf/y6yNwBJmG8PpSkqlg0glAcscog5DIe8d3txsqtx1gsPvTS/MDT7NgghgTgpDzrxvrxtS1ACBOS0ASbH5mIODJHlTLc8JwwWaQzm5zzeYFUPG+nxk0dIZFcXtAziNHg9g4bYu58zA5F30y/440osr+e+8ev1Lj+IOgkfFWBP83fMda+Eso7DNytts6hsWx6Twy7t+ghXZF4N4eFKq17DETc3uUaWrzStzddfTSw+rsmy/hvt1aSQyQ5fvljM/OFCx5sGaf6li8vtWRsdSpznbSqAYSPk2+sKihTGY0ATIbYtj9B3Z/bkkchWDS5KS8qHiJHvDjDeeXod3pcfZwejzecbdiFq52ymT+yLT0xNrwm7DNR12g42Y4XVxnG0OnP5uuqwyKKKdTtqk4kkohgcc9wVilzUTU4EmJppACsX4Pz82WrNjz9aEcUCh9qWSGVMSvRg4zySsnclq/eHC+OoNfNdRMJH0TpsKLTrNGCm75aOEgCo/utcIDY0Xbu2q9lPULUcBYkszUa2LYc1njGiFjGBk86mVfZm4GVqE6D8Tgmj9Gi9axZyFpw6qvXZo/6GoktGEQrx/ebP9g94BLX8/FJGNqZCs3EqYY9fhk3HGIL0pl6iBSSGR0Uzg988NSaD0jCc6DpMLYfpX3om6QT3O2BDeBXrhe5PnA0lZcvN00z6meX57TDP4HBS0u0wf/fud1A9FGKeFe7RA9BY6EdrTtftk0nLPCJKRLc1qq2+WzPrKn8sq8blXJCwxE48+prVAkNTtQPY3qVsx0i2iMmdg00ON5RMYLgYrByigRkLOBgK9IaV+jU9IpM2cdzvf2XYjm0ZxMlUATM3d8BCkby99IzrIubNLLTe4ZP4sOPLVbEF7eoCIUlw9q2mcc+HzfASVndW7a6qjVDpO185Jq2PVvYrKx3DyornIzhPKZ8ZzPqD1e/I/tau8mR9sVj64a5GhGBnrIodLuuh2S/vWZU7vkwPM/WmlXDe7bxUrjPggpRq7+ievbryouoEL2/U0umDfjFF6nZMwIFaKg2zlZPHGcBYy5G+mJ130BX86Pk8EfqnBCyrLgs1cLsARxwrccntoZLROBcYsRBjrMwmWkQtK3vGzAtbefeEIp3j7g9hobX2meiFT0oXjVBMc6MMa6K+IiUZmIUTNGxvaSiFWU6jMrv0S0OaDWDnRCLKLPYSuTYpynclo1lqBKgdJASj/AjBd4BEvYPIANNFGmfIhGKXlmyOSYqZgJDCpidqjKcjMjqAEKMmUt4bsApbIBNOURKtoqrs9MnQ01sCntQL7rd77RMb3lYTo3/wWwf+icEkPT/mn5ecd9Pu0DpGdcqmWV5iBjYxL5k71DWMOO0MrUs621sDr2zJFmYuKL05uHQ59rCK8LlBRfSUcFt9hAPqsYbUnpDbtBNQ5VNU40zeDuKPTqtuSBG7TQugTYloZA7uP7ct0+hMpn71BAbecXY4Wsic3EwuerA/IIgfk8JE0Fu6gU+/uaNkULAK3T2jleoScraUUP0DJSDmzvb4KirHTlj5Eq1zpZjyIWdZB7H1dYG3xc2cDXMCQ1pLXcl3ZDepBRO8RBCknJaYH00V9wQNcCbg5gRnRx5NiDt9VHMvMpHNTqg/C6iRKQujkYqUh7RpCjPBKv/u3VgxaXmfz8f4WOtjVYY4xQE9kXElMwtwnOO1RsI5miAtzoJWHDqUjJKL/ZLZtqfXQ/AZ2LbVMWER5FKzZEqgqOJC0tlhqpucQribtCaWzRTOOizShcVSThg/7fQGJ+6mwwAMxnwPQkLEemKliS+02w3RTqSwqtZZH+CVGy+XqxmA3CPKwkP3mpSK5b4QC3IyLV7ygKHj/VcbxZBqwUy1dPXuvsAB0bAyjem2zBojO2AQtLa5BBIy/bUVnFIPPlLQyRbcO7NkBU0qLYliA6QXQUgs209n4QnNQQXzctlkITwhMkR7kiE9Mn/Zbi0wDHI0A0w4nWo4vH+W53VySNiocSUFnCIBgQCKmLSEa8b0tCabv2RdWbaPypIZzLqWyOS7utSNBq2fZFoqVj16FGAwe4tYCmSxMgSqShaMDmW4rNKfiJZrT4A/13EQ2Y4QTsIzwDDZZ8JYCnHoYxRt3OYGW4OZjEirMD5Ofb6MVsY+UTbwMtsUdbYm3hJ6qtIHJtBHT67MTd2J61rdlyrRc2lYrfJwzi311bLtL6+KAJwPt6Anx3dcJ6uoXF4IaU7GWu+OXUjJJqd0CA4TJ2s/90Fe9AQ7vJozmtHSbHl7A2a2OXn2NlGIMdusK2HFEp84VSa/PWIRdTRqeZV8RTbVFYti/54T+2t7NhEMKF8HocCD9Qt/O/QwOkVZmRbJF4USwmtRp1JpjonDAJ6Iuh0e9ARhX2U1nVE4LvTHTvFid5qA6rL6KevLY9XWLi76oDMKbgwyLcsUp7Y99GivGcgvidSBkAmbmSpnVokHtxRjUzem11MmkTT2OwlM/mr3hhn/LaKxV62Ps30y19qxOXdB9L4hXxnRwnPNya0SivG36azq4lAJcwbm55GOqz0Bec8We3XLeZRBbgcBXzr18qxfOvGZhYouJDiMLHaKlpNeTLk77CXumcqU2E0zc+bHQ/6dcrFzpgDHP4tjPKyMR4s5SkBZ+GpJ866foRMaaGmr1Y/mzc/u35MhPMVCbDzzZl2Y2tsFWn8f/MOKwkoMTHGGrlTdyq59vVOA5bYndRWAM2LnQPHScxH0kM0cGZTAP5eSyf1Yju8eqFDwCwYIVK7VGw+asjJlZ9o7gj9pagiSiflIOIHb3R71hG1GgwZy9E7oDWE+W75vagiyPis9C/R75CfWrxWDx608xuPu2nOSLzcK0+4YBLHPIQjzJDxyehyRc1asmpM3JBI5+t5evCdsrAipv5v4ajqQRRz1aj089HGzFI6DIKHSGu5qFveYsWAwPnS4uoDKmGMK6wXVHQ3F6q/W/f5CcXSlzO3ninlFV3qw9Mke5RR4zdz1jHv2TN6HknhGnCwZbtDNxyqqj/5wHYQVdon/bTgUI9EOJiiyUnA8w2hCS3WMWjUBENmnFkS3ScCdwQQvpatCRobY6dmzu9WZJanksRUYgBZlrRIwEWhRK09kiXbLTl+61hoS49QqC6ZaIzgB7DM1rJBM9ziUzrXkpmIMkv6OAFUFaVlLQHNvc4tkBFwP1Vrbx2pn2ZlPqGrCVwQhOxaatEmWmt7CW6qyoHUBcY34C34j1FGzrd/TZoaTksZdQWU4mZpczjkbKRNM5Lrq0YlBf3LVDpbkMAFNvOj0ktutU0PNY9uU1Ng9uPg5xEV7Wq3UxwvvANBpWe5P2Nr3Fmh2SOePR8+eyVYvxImtIOQFGvKMKQ1mZmIeBqAnbWNrn0QGGdOUfeTdw19vX97N4HAG5bz9ztlPN02vX0jQKeea00AccXKT02GmjvHT7ZyaOuIfBg5ZjT3BB+ySpYt1H1iv+G+mqChQq3XmQDdpUss/ZlleoDlRtjhz4p+EF7aBsqYcehi0Q4pyTJgfdxW/UC3Mr0xWM8vrWwPndzWV5T8fuyKgACGTAC89q6Oo7YAM7K7vhy5J58zHOdoQ1OKy9E2WpNjow9X09INZAVDcXrRGb6d2EdMYy3gsWM6TqN89DhO2AhCOAzZ2FWpt4We6oqnrxIVIIvvcXNjmUhIyLDB7NGxO5mQbWcoigyPUIegKJcLFdvoKK9yyILeMqoJNXX0gUM/ZPIsmZ2dLom6PgmgvqAga2Z6txLGsG0FbQQiChKkMVhUH5NzE3bYztBClE0OqiyUsQI9Xa2QXNacWxxpcmKxvPfKuG1r/th7IrDGPf/kWgK9A4A56M7Alen1ISdkmCBu4gPJ72o86UNe4lsS2an5rVlqUundctBL/LXf78xSV/IKcYVDVleb9GOo/giBL4tzEIcRh0IpGtPLZYLA67oeblRyeiVMcUqYMebW72bfq1WOZqqfsQdTZT+y6hFcn+SAI6ZFWoxunEmXjy4cYuzMYEZ51WGtfzbCK9nI9TXFg0xZ378lVfFD9jSX3L6kMUHS0QDQgu1cJnD+VO2IbB1pm9GvH8+PNuKc5KJhPo7LnArnRUxXnDAjXSOretjjMZSHNvDC1gV0fAN2be67LHkln2abOvEZipEsf8bJxn18VC8EqaQScd91pC/GqMIwvcwe22zqX2bg/2GMtjIswglYWa/uMRXb8HnfWYgnv/GZiig1keBLZCxfCC/G69VF8teN36ohO3TUa7WxudRgyqJFqSLJZ7wwUfy0jkrNQ8wQG+fny0L7J2afha6tIfMeIus4BNkfHaOzXu2T68ccHqz/zZXApV7SPtL0DiRnIesFKw/x2gjvshMe2zJ2gy7phOydys8u/qVyBg8etTY8X4a9jgYZiQhkmSwFg9mEiBsZznWupdgDMhCqzoVgeedqgMxy8GuakhyzEyFcaUy0nikFHjjbHBdC8bHNiMr1/uMUcJo4Mr1h3SyE0PHSvfv7IoQOphTQtEDu7Qn30qTAwgTG/gkNZwDoet3moH0reSHbQ5cEs8fWPr5HrRy8SlYiVgZ3QgAiJjRzdJIMNObJiIxLEddNZD+ec4doVOReUDDcgORjFOaYTPA+DZhgKWa4mo7SfPrIQouyIhvU2KYZlpuLy7e6hAWLyzuvYAedHr1FGc2+uuLc00Uy9gj7lYKHbseggjnHA1gDmvqAjN0AcDxLDWzsMxlLRfFgTLaCDU5JZGqYvCl3dx6cOCwv9s3OJRB6njCbrlVBa3cG6S0FtPolmFcuwzgEcCvMNDaT2eBYQ0buPyCw6gl8+emUV+kzo8Zezqx7r4FTAn20BEzWTTe64HRzuoMMa6vY41UCQV3YOVhlzuzHO9ZhsNt+6YjnEKQzAlcquckpIBP5o5MfUQAZVw9s4KfZX6crD0zEENnMDcR8dV8GVHRIS4IiBrOE0WIiIrsnTMh+izFZ+fXvTzNS8RtKZcaEvvyaa1gZx0FilT0zrES6IvI/Pxw+vqina7HcxXbR/BU1kuLwkWCMNfqghgw+EbXejDU4cuFkUYHcMztFNTFvCOEGS5jU81FSh1Wkzs6e6K/NHPbrZpHABpMRCEHFS6R8bRIB4rVNdeMMpXDfAQVaiRaA9ivByxBxipVYfcEvRxYFyK1/irZ40OkW7ny66QPXLklaQn4ipU2lfOJQyfgwLZhIFXaELxzx9C3XbPRW6h+Mu7vNIiYENn02z/NUBKYiyNTkQiMuMI7m7c0sCLxxzlJvsNpy2u726zGkJD2JUvwGml5l1i+EsIA11tEnvETfsM17mbYc99H0dO731iwmn7fRaZm3XphmmIl5VhQBqYvfNP794b0E8wBwMOGEwUJRGvUKj2AibEmOhnbgneq/d5kvRVwb+bY4VYaQDLWj3CNVie2aWIrHqeE+6YixNUq2LThNOCpTS9p3nQSHhXpggtENPSltKwFjjOFrkBcuZQkKxl27ABXvIwm6HiuILWdBAlprXV3DqCBxbffV39+Y49HMcIvq+TcO4Albk/ih2Vh+bDzhQbKspYzd8s1qZtig9bxgAIyGpRDLuMBzTg2HEJBI/4Qd20aeYgBp3YwIRKmmDno4fAlSkMiXZKjZKgUZOQ9AFzXajLMfeuQmOaNaCajFRELOkrMBIqYgVNNeNsunyFcUZIFMqIBTRTYVsHB1spKUJf6kCjFXuX888RVVbvE7bbsLq+OA2VsViqbUtiLEJyv0BgwFcSSuOdefDj1s0jozkUHlctRmoBNWMfUZsjoQTYL3EgtSxRh2Hwsz+KZVxIlprImlPWeWafRWNKIWSLRnGNLewO3ING4VaLjREOO0EKgaUmCX6uYKHSvcb1sJ4tRAyqCyISstwZfzq/mSkJSMHNqDi/FHJvjFZn7qhGnJPCOcrn9S2qMYGr00/WEBBxi9Iqf24ZtyERxMByQbRrqVlDDdmJcJ847Sx02jUXlwHRiYvmbKho2vSrC4pbGmTzhnkwrabsTEBUsBjyZ6LBZMjSecsGvj9jqEb+w4S24ILRW+uDQeMxcZKUrtDMCqvLeXYkYG+mbnr4kHXBBRuNUHTXg9sW9oVOAvTmfAK137ccb3DwiLSg6HyqZntu8TLGDJ9n0hDGc1gH/taoQUSijRnQYsS2GJoSeEA0lSLFzZukFkthgnsHksjiiWmj1mgEQUxsQKOZISZWtqqFN2FY+VeFTvOb7OB6C+WAxRn1owT51gEOr4EmbA2Vl5JIyq4nH1G87zR6kFBsd2xzwPh3wLHhs5MrE1mh8ZdObPp4mlO662p02T77FIOVrit7plbF9GEtCBWW9FjYjtmLp8XZR3zZrbOaXD9MHgBGI+3tWRXpRbY5l1y/Slde0Moea2RJWu2ncgy/acQOgrSVrjcDHrgairl5QIZlobL71waCPRjs/DsQNPm9FmuUpvsS6q5+mQ4O5boiFrTzLyyWEgATnPQ03NvXZSq6ECDCw/X4tPsKUBShx/raHksOY0gotNqpHIXdkjbZr6cc3CNVZ6cMo4AxzvtOHWPDdaBcDUMWerDlUy4vaQ+Ge4G3eFt5Rw6tMgA9JoCkiuyAE24xKCEIg0FgQzH/NQ/UfKUmCtUcklVI4GJEAIN1G3oUguPF5CgRHmkrxXH0LDlwcrsiJJF/djkUlTVPYmYNVlLSPiLmEjBwLEJURf0r1ONuUzQjqdUXLiTGwtWeTlOUDRTzcbN4Nw3EPtpK2G9IrbVisRSkVdnp8tzSYU8g/VgVVmEMbdvYLwvewjpPPvYKt8oyh7jm/EwkruoRc6LheTIZe7qVcofA2pXDnAdov+4+WDQvoI4zDMOugPFLL2T7dMJ8vKwnIufDDJ71k7ES/KqrodxxeHKR1eg3gGs8mRmjVTW1cGgU11Y7vL0c1oSBrF08Ap7VU9KVvjWHW35HvNmjGxjbiRvOndmAY9Se34uUujuWTNaE/0YQmkJblXKcXLHwPBSbEt2YpfqxQT3Yj1Ho2x+30CPzJhYgvk95IYJvrU80iIs5wtp9I9YhmtjeQSKiiGcV1tjahGGDZi6qx9iluRgYC7VP/FpJsDklu/lGtYwfLfzp8enDCyorQ8lhTDkbOFofdGeCmqF+Yunn/Aw7Nzbd65/B/pYZd3elchpT+i1RoQQ6kSPrM3M+9q4Qh96duDrtG2fnuFUKpaZe0dyMwMR9Rkm2yqkoSDE2rrK19fmlRIUI6PQN71MO6cxdKEsOake4B26XG+YqK7KyjWGrpja0wVKBUvEdBnCeWgNGjlWeFLyXLIOPPY7tTOYbGgOzzPJPruiHJXQ9pbOcm/f6NjUim6W/gl5eZ7As1gKre3mTT8Eo1/cxmWhz29Ilk4V1zoDXAboBk+tb0YfR5I9dIuD0+1ga9Kq/khYQBYasCahMO7Hh6EupgUlH734RLRVrNFxFbfSnWWKDCUYCTws8EAh4ZtjuY7fpeBaoQpE1DpFwc9QtHuFnS59dgzj89OIcu7CutuZb1TdkDOYwosLfD8e1SBEBA3nUuPbh9JDtIvDCuDJIx999OC2qhAXkKC/kdSOFTr5BY0hkd/M/4kN/SJ/wePTnV3Dl5sz4yUSIYJhe2gNanbU6SUeLG4OhcQvNYkhu8HFDTAXgHBh2AJjhrvtLy4wB2VRBowSzEz1k2ulJgruk2iIVA6qMzCRFZQ8EBCXXOgZ68BCrw/UMaGwrEQomjP23xa52MSVg8U5EAWJonncWDY0W/jpJp2u9pY6tR2DI3CEfVxtIfhpPkrsEl+Z+6XBl3m0VNQoBtXds/aU7B2ZZg3wmUMcgwMp4ganzNmnP4miwwpES45n0w2HJg3gYHmZWfIfGglfOMdPePdF4Up+nMML8b75McDHREhajaMWQqMW461JfzIwSmjVaHUKdbf3yOn5x5EvhEUPE5J7W37H24i73F8j9XcosbPnEMPj23tkuRE8dvhXX7+uAWOKuWr0iGE70yZdq6syaKO6lK5I+vj4sKmtxi3qbJ/6seQv+cjjYEth6OkiG0fIyq1iMYc2eyWXj38e9ROOQE/0+r41tbrwPOgBUbq/8BHly30K+JjMm9iEMxLhGYmrqbaUq6pzWRYv3geLtl+o2tb4WoynjRwaTzmV5T7P3kucpJnTwJHKd7TW1uxB/oe9TWJwJBmSdni2EvfCj9Ob4GN7SuuiMq2tMeWg4pL/yl6q44bTuCfkGZajo+34VSZ3xbL53kdenVc9WfAzYzL4t85dvQrYc/a8/v50xp34kEGTPensOieyM48w4kI2WW9EiiU+Epd/2OHkBYGD9ZYJcX8cF2lk7KB6d6Us1fW9qC6+xp5r4KrJqImpvXOc6tnrxHRn9U9N+Qqi5LxTkbRF3jQmfCMWC/6YyDAj9NPhgI7Db7LRrrjLiKNVlt2C1SakEr7aqdxuHIUAtRLn8N4y/J0zkm5q9mtiGH+jpDza6jz3j+dQI6RjQnC301Ee+prlHwIJXC/m0LdW/eFoA9PWUYAOim/24ysX901jFuzZWVlirdb0iD61WIiVp9aBSRTl2Zuoyosu0JGOwjX3+mOXUDVdaWXV549wqRfgR89g2rJJw4TGmwe9bPi4d2oRyOVzDUW8L1oaedj71KI3ACDQ54BCSmYLMEQLBfUITggNTWLLEcXzEJOYtLuV+tjZ4AxTKSopWdmzyYkNOIwiB6UFcepY58kECI4FK34zU6hy6eBwHBMOg5KUJteQbKI9AkMYeC/7nDqBz2vBSCyhlcyGB+5a+NE2JzWGr8TJOYGOj2sOzhnNWNIwseaKJ24w54ZP+pjNzF+27+ifyWLzWJtB/Q6aUCggsuTc5O5awqTdK83bFsinxnx73kwAsFEc8G2kKDYser78qFbFDaXyZKCUwDmWL2NN2j1BelYuCwQFHsgwphAW7kS27YBy5tcAiQM8CZaBnxbvIieDF/i1xb6SHY26ZJ4rX8rytK2oGom5xwlXWvHAAM15RoqOla4LNfO3aLMsQua9JqDKQ+kD5GeQiCfQDXwBDg0EEYFwElEgWyNjCIBxSqWA2S0NQgzWvL2vYCHrRL/J17cSIgGOQuNJYNV4nodVcotOFilaQEFPxk4raYCmFFn97qqP2GoEZkxULkV2dGizZyuoR7EdFDFVEbExIxTd1OLRyLqoX/OUA8LMRA5NeFy2/EY635jRJ5uoHpXY4HpXvkCsr0UAHmh+8NwjmlNN79pZzOx37MkQt/QulSPu59aBzU6dwp1rJdpR9zM3wNJnwsQbM4R476Iit9JmADYwPSoDO2fLou0s/QUm/1LOSF7vds/kFQNKOefUeB5UM0fGneREnL0Hnk1VuZPDmQLutNq099u5YOboPS+U3UZUxNjlBx+X1sFBjW5Zf4NKkfaw2lv/1QUWg1W3y78QjSI/qjooBJ13NjystgLWMGayKDHmD7M8VB6/RKxXyCa4hiGMO/ap79dvpEA33SHCxrPkkh16B1oiE3w3myURnDeO3Dw8ESAbNeRklHNVNOAXy7J/S4TRRZLiUv7/92//f+CP5lp2O0OMkYcgOlP2o//Pazc7zLQ7Jn0+rP1vhbyEtMD3R7cSdaCu7R09J4SypBi/fhGXTsHNS2/7mgMRIayuZ8KgQFnVa2kQ+hw1ihl4PL9GVLUGFq3CBc8+XXHai0ndMp9TNHmu2xvHAsAzCx5Dj0j9U0xGJSw/OF3fT1ZrWk0gpPLWK6A2KIuQujJviMRGyCh26Ip4A94Allc7oSrR5TfTbCJbarhx7QULjIQl/wKmrXzsJNb3qiJohQafI0xITPpbmhHGUr/Uy6k1ejntwjR7Xf7Jb4UC7KELWy5RQpIEGLcPJmIrDW2YGPJtw1YbuE+dgyKl0sZjzGpuf3R0BR7hd7llKJaY4oMBlnLyojCd1Rr5iEK/IvnlL29mKZ+BDymcQNcy/6DaEe5YGGM1uXLNe20restOSOZ1VkTVB7BeM27lyJIMDMRZ+2Of/rWjWMDkerYzcqxm1mnGHRL962tqIe1hZNmj83d7gH8A+XpbMtHoU90Zug1czfzbuOR3ML9oN9EN1xlnP2rptRBKdYFI9iawuXsl6lZ/+I8e7Ut8Her5D8iT32KSrKwysq/A8yuQIMiWovhtvXfcfG0sEdNDhzADQR1wOxW1OqqxmhOqy2AiNTmVuSsfkePZDmm8sE4Dz8dmapm/dcS0SWh8mS+TC9d8DFtaJdTdzTtbiKx9jcPL2HUvi62XfpaScQ7b+ifgJuw5OZJFd5i/xABDpdGXq2p0hM2OZQk2QsWYzY0qnwRZI5ae+P35kFguqpzGJR9qm0W6qMZtl052J3V/0oasUndHxT1MJ/HY8N0W3jlLzAt/+Cs6mzdq79lBXicC6xLCYC+GIX4Vg2LWg+orsFiW8kTKIgm2eNdSvKUyqaKP8ZrLE/cIbSab00Ku4erbN9RFBGhgoiJHSBJiLtGZLL1xMBLvWDqGCyz55GLJOm1+oe5V1qDPGb3Hdn3fsQWDy+bOec3K6zvPqRibSNFOseBtGYLlLZdjDylesrcQA/9EIuAS5jSssLzwS8LmOfFVcfACvzXRTpxmBitMpvBxUvDkYfZtxZmXoSn0g7S8ioya+ApURJUmn2Y4TzvUtVtyuhJQeJIjXLfHaTbpNrOzYwZhScBsNiBLYW3I16z26loTVuu6hPgBtmNULCxcs7jMY+CfqG/NdbklDQRHFE86xKeEcSvRpDDbC8caiJeopLyOfs8s3IZsh6R0B1M/MPDtrZad290yN38b9kCw5LVWn0MtVYmnjv7ykCo0rAtq842kv8h4LdHBYKHcy7v/lkRlLLh3N2Jb+DWR0SVRHucWuv2p5m7chei1ppiPZ/psHPRDkdisoEFft8M+0NhxQaMAXeJHSFYSR2kXw23EA8cijmP/dvce6s2oFzwJmnnbobia1/mJ/cotEILa9dbuUtJLiiT41JduIL0vczN8cN/q/dUu8C2zsm5ca13SdawDLiy+gkICAmKD31Ru+zwpqnPFpVQ2j0gWq/oja2gqPRXZ0i5cJ+CdfnfzH5YLCX5y2GLtB5s24iuX16uFJiG/3I1XwaxoWjOYQcr1kxfjaqZQuVCV0m0LePhFO7VRLuyDCt/G/O3yUIp8tXCfLFje/+A2VbtitF75swyBXkNuZSRnBpk7rXSYgqFuOfOoiXpPiV43Knm9QcJ9dhxueby28ovKb3DYE41dn5qJDQmLpvzMkRmUZhrRTD5CDcZz2y5d8Bb8pPJdvZ1G8nKz6XKL3xXZ2EDyze+XZBYOIqN8mPtI+by6i5tYRG3SbcOu7DNe7LKx6Ak7yTvNDm23BjtUhK0Zv66eSI8H6AjU3sZWadTKSQ1Lw0+cB2QBc04C3Pi7KR0xAh2IKFeUW2oxx8HQyLLEqnNaQeS7tf2dBZDkSvn3jLBUPm4RyQ9Z0jtJwsl2uN1078lVZlaXlUKqUKCU3onGzkxQQdzdT5gYOSVtz/hMzrfG8hZSg6QdYhVo/U3jI7H+9Qh3kb0i61gOaUeDz6TtB78/h9+fg9/6DnRg3Fb3HOBp7UB+7rr6CgYlqRVxFepcs8/YS+apiG+674zuR/n8POgv4CNSRsqOtpwpJWHGStlOR+a+sNdWejfXg7r4mtjckktqtib4Tmk0QIogH3H0ACIYHmxE9sFI+oPCsxmayM6+wtnWaK01ghF0xeRDaX3IgoBCFUGjR5cQsSkvWDnCdGK54dKfvlj4gE75i/nYxepn0IG6ZuonyfC7I9pkp88a68VTD54s69FX51ESycQ1lbPFdAQxOExNhDl6T8IiJtdoa4w056Ybm8imPjR3QqP0DtNTpXVUprKW+1wEICZppz+OsvzF08uyTu0rsp/J9KTd62RqfOGD6Pst+U/2Eo9aP9/An+aZ6t01N4B862JyQc7d7nIXM9wj/hzzZ2ApsLOehtwgZJDtDGrwxZV8pb8va13HHHwPk96w0aPrE1KmunsXjGZD/s9e5SaKeTKVvDzk24vpmdmFxc3tneEVaGKviNkCnU/MBumt3L6RnXWPTukDnLoKJr9envV5h8cWFGuDnRLwG7qzbl4MDvEF5UOisVeyaRefv5QZH/mkveMPOkG5wdTFEYcwIB2bPx5+1Q8LjLU0/7qbJki06EQxFHln7bPmJubbOSQy/CV7Iih+BIgI2KY8Kx6wtZgaqVqzMWel0QB7xMIQ6cUDqmh9tc/Y6DizXltaeEa8aH47ZzHwO7wEKLGbHiN9Gib8kTT+Xrths8KpMBmkaxjV5vvNzX1YDPdc7h71jrNVIwmmWddZRKXdxa7yV6JuX4ZMT91mzEqtM//YcdCp3iP+wY3Eot9RM/lCJTxIBHKoHwqhIY+HO5STT2q+4AApjQw+OTt8troIMkjLkUy+4PbfJl+Lg6gla7bzRBa+sq56yp25famSQxWPffWcvW6Yl+IteHIABL0XzoyRGA3Wa6wLI/RC3V6/JC/HRMgGuF6I8EU3PdMJEQc4TaBA9CzmnNvBfvQkYleUSAxFbVMMb0u+C7c3BVYeMv/6L5fHr+WAWN+fw+D0MUQ2XxdH7Sce7QtSwSIT5QwphiGT0xW0Lo7E2RqKpuM3Ipt06Aa9JqXku4Kxcz0fHI+RJegjmm/uT+1d1v3CI/P2b46vhRZ3blZaACsKzXXDMZb8lvWGmuPN/CH8Vj4J7MwHZHjPmiZXr7bamKPiDVXA+G21KXF6ohET8VtXuCNE9l91ZPI+tNpIF289LvMYg3yDty/FEc8wE7xxbl9dTPHm5eBZFPn1vSd/N/uvceJSXNZlYN/u68WvPXVqcvq7ix7wopGWL1WFVj3DI26ukciWL1tNj6mq65uSpCa27cGDFysFLlfbczhbmJJiCBjDe5DkjDcfi1CsWx+YWDRE9xC4Mmogu5VI9Whwg9RQmlDns0gUFfCYw7LFC8lua/rnCr+S4ZroDpKheZsmiD0Zhn5JQdgndmZEY1mi4drE7BF8rG515PrjJiELFCW5d1/1ZHmwX6sA7TDT4qml3W6qiKJ90Q0aSZrN4S5XX1rWTVYDR+WLie2qtwr8nUS9ksCC/nJgigeUkmkcE1cHh6Yuec0TMX4JF/0EdsA+JJk+3ODyTMlc/4ZLzzBtxQx397zKCKfP8YeH1YXyCJrPS/1PaucA9/RhdY/+MRCoaCvWsANyKO9xLFe//lGtW8G/nPW2mo/xze74eCOxdNusRaU5kmdxkuZ7K6mRLX8hO1OOGVO/aVDDnkCGH1jEZjPUOCSpn1WW+ZzV9x7KLDyWudGwP2rkTcJJFthYtMQ/PuIz2RkVGbHxGWAVn+j0cg8QQVhzndOIcewqyrF1AbknlN1Yi7zZjV2apfZLDntklafkb/NF1Dl9GI7ZW8JSjEMGFQPZ7t7BmxR7AqnfxQ5UTw8nF8ThRbPUpECoa8+smblFO6ptbpUS/kCm4MMTBK9pvvHqr2oGZvJzl1zoLwL2ZWDBYP7PjzJxw8wTk+VBhJzSoxpRb6aSz37+CL5cVECCsi6y26vji7mYHSpI+AVcI0p9Snyw3dYSG15K0KZq1tAFHP/Y5jTkur1lHjHsG/X7moSwCLFDsnhPd0ny9tyc+Air87zTm7cTHyF0PMjUAICCLu9opcRnYYzZGN8pT7J1i1vz7Kw/zaHgYTzYB9rUUFhhmFgcD+xF8ZUxIUSnxngIrrbj3BEFF28JRaq3MEDnum4FzzBb93zATrCVqZyitP4sk2N/dMQdh5R+uNe+WNrDAS110mgVrX2KK1QoxmKYOhLcyd6xSU0IL2K+JuLOGSSW3AGv1MfgV72Ax7zGPmawqdn7e4uWTPHlgdrWUWFRGomzxCc5iwOR+116vXQyRF20geVgI2LM+oPK+GF9fM6Gv2IIgY2IQYaU8pJj0qvFcQhD4fF/yCvuUhmUoMKpnVGn6YgcE2ewalSs2t0xeqPaKbCjw9RCycC/Y/adGEm2hLaeybFVj8Kxl58qo+8tzuxmXLyxU37eXMUq9EUnfnjvArN5ryRmgdiVbsuS6Wx+8900hKKnam2NaLzp0ry/w5ox6huEiIx0SO2O7GdkfE+Xm73BzYLloV13j8SvmEGe24XncHYpoy6dF7gz4XEgki+WPykbwbI1zEE/DuUvDf4Ljqn85OhPIsLXVfyoWTxr1FFQ7EkPZfON5HrELt9GRp7NzJVBWgut4/1svahX5yuyhnDx9LGKY0ZlkY9jm2w3YlwLk5xEkC/eIQ9gLyZiGLpqhnGyJ896QVUstPUvVBLziXUjeMct3ttWMcPcbVXOrp6BDKrXR8bd6dDjXgSg8gT77XPow6Ok2tZZbWl6oHaSsJqTprJiHQeiwqFsY6Fd/lbIwLgtnUvM/cmrJm7stmBS7uOIGoRv18zWAWpBCcYbWbQL25MWbRP/zOcFE1cBntRD61xX7rZajoWMt6kIjQwJlwtChHCOWmV/TYyWeHhEFB5hacRIyCl49KqI7biZ2fksk5R8VfDFjkgYCZ/LNMYlW22XO2i51hrHuJhJyFpI45rGkcmA28qsBz1Rkul9i150wP7kWjGozVSg37G/SpxZvlcWKotqx2iykskGznYL02YlJyq1hSN6tsVQc3BdXT2JIh/wkm6Zf/4nFHqT+vzpziiKN7MXoU+8+/57vy0W4Vihhyuh2DjyCU8KV68C8isbNJcd+fDWA3Y67Ps+jNJfLTrshD4RG/dx69i5HBNF6t35q1yMqINDBxlB3hupvULV2ivPeVViDRTWAgy8YCy1w4Z59kSrPvG7aidovablaC51Oz68jk6i71NY4DYDISK2cvBsll97FGGFuciyjx9YgZ+UaM2ocW1jIlQU/zVBlPCTOmVL218FdF+rfIXc1azl3cBwTfc9RNQzexPVn8yXPnVYvxRVD1gjeMwzgyZwicRFVTX7UrY2mwjY1vyXyGU6ATmyDi+d6zwYEFtrXzpoAe6nr6J9lr2acbNsg/3T+zzaDizOS1fm9YyfItHl98MAvapFWqW5Kd9B8RO+lP1IZ2Pjs+wtMf1suNQyfc2Hi52COLTBEstG27KnpDBVVAbrjKTy1rmvsrFi6Dp2yFmD3fp7wgYck86MMWxGu1wr0TLlWz1ivfAbHouwpxoMBp0IhgxJ8VwwtJuEXo7HsGPHeluljccqBwgSnrUXNqGremdHP88xWWz9ZyeOkf5QAJoBw0iU9LFvIrLR1UXPpOvefkC319rOpubmQKonWUj/VQENSMZJfeOYkDgNHDDzeHyfK6s17gMMW6cxtCpjZyaqPUA2dbyvXlO96IDKMqcpCLZ5Hqa4+UUuqocDLC9SySlbhZ896Pbw/D1L2VP/R4wiMlB78+wKE35PBOP19TJHmdNs0kcf8RJTkV0f4+Ca/9ZaeROtUEuf7avpFPiCB8q2r12719jrb3nyytYcAODPC9QXdkna+CfLK9iXXKzN37lKSGWB+ZKuBB6uBS/VGQj8zUr3jxjaULZEDBZDj69UPbZLz08qW/buh+f7dW6HxshGjKs1K6s0sXjausOdWGqtp0SCsB1IT15ct1ADJ+RjWzzr+c9BjEuO4l0dsKkfNDsWvc12IOatM79CGN6BX8n1FzL8emYV/oL0g5c81m0Vl/hmptFAHjcMwDS+j9m7Rb+ZLxSrhikz6E0euhh4X6D3C22AUiRhG5+2DZqUxLFMOhqEMG7HY04muKVizcYeeQvNPRD2CGYBhHWuFABaHTQQaeqDiJoH0p4TGrJBSPSZQc451mluLWD8xNR0fX5VCe88FBqoLuws1KqtmBNxX/lUuWD/W2hglOHznlPCYN2I4rFUISz9W6pJ9BR+fOJavfwlrhKFb2WqB47F+lQfXXctwq3evfc8WBkX3njz+SmL3Rx+lRKhUSAl4yx62BRZMIS0HNvqYyvdAahCE5zD8kFMJps4aGMvO5Namhz8v7na28QUKeBl0O51up2IRb2WFMtjwRIcAD6ifcHyuBCcTyPdpxPsHUomlim92VqaFo30p4uXdnFycNGD13ZncrhJCx4C00tVz9cwFT4v/fSq1sXCyN5DqLI8fsxa5LwOh4+KNIjxaGUuKlT6Kx18dEjyE6KQIABqAkFmaQb3MROe9Xrzo/1rhG4/x0j8wdmyW4slUr7z5FgQLhHV3hqS1wRsBVg1R6KqpF1F2cB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) format('woff'); + font-weight: normal; + font-style: normal; + +} \ No newline at end of file diff --git a/.obsidian/starred.json b/.obsidian/starred.json new file mode 100644 index 0000000..fc69ce2 --- /dev/null +++ b/.obsidian/starred.json @@ -0,0 +1,3 @@ +{ + "items": [] +} \ No newline at end of file diff --git a/.obsidian/templates.json b/.obsidian/templates.json new file mode 100644 index 0000000..1971e34 --- /dev/null +++ b/.obsidian/templates.json @@ -0,0 +1,3 @@ +{ + "folder": "Templates" +} \ No newline at end of file diff --git a/.obsidian/themes/Minimal/manifest.json b/.obsidian/themes/Minimal/manifest.json new file mode 100644 index 0000000..5241ee4 --- /dev/null +++ b/.obsidian/themes/Minimal/manifest.json @@ -0,0 +1,7 @@ +{ + "name": "Minimal", + "version": "6.1.11", + "minAppVersion": "0.16.0", + "author": "@kepano", + "authorUrl": "https://twitter.com/kepano" +} diff --git a/.obsidian/themes/Minimal/theme.css b/.obsidian/themes/Minimal/theme.css new file mode 100644 index 0000000..af5e044 --- /dev/null +++ b/.obsidian/themes/Minimal/theme.css @@ -0,0 +1,1860 @@ +/* --------------------------------------------------------------------------- + +Minimal Theme by @kepano + +User interface replacement for Obsidian. + +Designed to be used with the Minimal Theme Settings +plugin and the Hider plugin. + +Sponsor my work: +https://www.buymeacoffee.com/kepano + +Readme: +https://github.com/kepano/obsidian-minimal + +----------------------------------------------------------------------------- + +MIT License + +Copyright (c) 2020-2022 Stephan Ango (@kepano) + +Permission is hereby granted, free of charge, to any person obtaining a copy +of this software and associated documentation files (the "Software"), to deal +in the Software without restriction, including without limitation the rights +to use, copy, modify, merge, publish, distribute, sublicense, and/or sell +copies of the Software, and to permit persons to whom the Software is +furnished to do so, subject to the following conditions: + +The above copyright notice and this permission notice shall be included in +all copies or substantial portions of the Software. + +THE SOFTWARE IS PROVIDED "AS IS", WITHOUT WARRANTY OF ANY KIND, EXPRESS OR +IMPLIED, INCLUDING BUT NOT LIMITED TO THE WARRANTIES OF MERCHANTABILITY, +FITNESS FOR A PARTICULAR PURPOSE AND NONINFRINGEMENT. IN NO EVENT SHALL THE +AUTHORS OR COPYRIGHT HOLDERS BE LIABLE FOR ANY CLAIM, DAMAGES OR OTHER +LIABILITY, WHETHER IN AN ACTION OF CONTRACT, TORT OR OTHERWISE, ARISING FROM, +OUT OF OR IN CONNECTION WITH THE SOFTWARE OR THE USE OR OTHER DEALINGS IN THE +SOFTWARE. + +*/ +body{--font-text-theme:-apple-system,BlinkMacSystemFont,"Segoe UI",Roboto,Inter,Ubuntu,sans-serif;--font-editor-theme:-apple-system,BlinkMacSystemFont,"Segoe UI",Roboto,Inter,Ubuntu,sans-serif;--font-monospace-theme:Menlo,SFMono-Regular,Consolas,"Roboto Mono",monospace;--font-interface-theme:-apple-system,BlinkMacSystemFont,"Segoe UI",Roboto,Inter,Ubuntu,sans-serif;--font-editor:var(--font-editor-override),var(--font-text-override),var(--font-editor-theme)}body{--blockquote-style:normal;--blockquote-color:var(--text-muted);--blockquote-border-thickness:1px;--blockquote-border-color:var(--quote-opening-modifier);--embed-block-shadow-hover:none;--font-ui-smaller:12px;--normal-weight:400;--bold-weight:600;--link-weight:inherit;--h1-size:1.125em;--h2-size:1.05em;--h3-size:1em;--h4-size:0.90em;--h5-size:0.85em;--h6-size:0.85em;--h1-weight:600;--h2-weight:600;--h3-weight:500;--h4-weight:500;--h5-weight:500;--h6-weight:400;--h1-variant:normal;--h2-variant:normal;--h3-variant:normal;--h4-variant:small-caps;--h5-variant:small-caps;--h6-variant:small-caps;--h1-style:normal;--h2-style:normal;--h3-style:normal;--h4-style:normal;--h5-style:normal;--h6-style:normal;--line-width:40rem;--line-height:1.5;--max-width:88%;--max-col-width:18em;--icon-muted:0.5;--border-width:1px;--nested-padding:1.1em;--folding-offset:10px;--list-edit-offset:1em;--list-indent:2em;--list-spacing:0.075em;--input-height:32px;--header-height:40px;--mobile-left-sidebar-width:280pt;--mobile-right-sidebar-width:240pt;--top-left-padding-y:0px;--image-muted:0.7;--spacing-p:0.75em}.mod-macos{--top-left-padding-y:24px}body{--base-h:0;--base-s:0%;--base-l:96%;--accent-h:201;--accent-s:17%;--accent-l:50%;--color-red:#d04255;--color-yellow:#e5b567;--color-green:#a8c373;--color-orange:#d5763f;--color-cyan:#73bbb2;--color-blue:#6c99bb;--color-purple:#9e86c8;--color-pink:#b05279}.theme-light,.theme-light.minimal-default-light,body .excalidraw{--bg1:white;--bg2:hsl( var(--base-h), var(--base-s), var(--base-l) );--bg3:hsla( var(--base-h), var(--base-s), calc(var(--base-l) - 50%), 0.12 );--ui1:hsl( var(--base-h), var(--base-s), calc(var(--base-l) - 6%) );--ui2:hsl( var(--base-h), var(--base-s), calc(var(--base-l) - 12%) );--ui3:hsl( var(--base-h), var(--base-s), calc(var(--base-l) - 20%) );--tx1:hsl( var(--base-h), var(--base-s), calc(var(--base-l) - 90%) );--tx2:hsl( var(--base-h), calc(var(--base-s) - 20%), calc(var(--base-l) - 45%) );--tx3:hsl( var(--base-h), calc(var(--base-s) - 10%), calc(var(--base-l) - 25%) );--tx4:hsl( var(--base-h), calc(var(--base-s) - 10%), calc(var(--base-l) - 60%) );--ax1:hsl( var(--accent-h), var(--accent-s), var(--accent-l) );--ax2:hsl( var(--accent-h), var(--accent-s), calc(var(--accent-l) - 8%) );--ax3:hsl( var(--accent-h), var(--accent-s), calc(var(--accent-l) + 6%) );--hl1:hsla( var(--accent-h), 50%, calc(var(--base-l) - 20%), 30% );--hl2:rgba(255, 225, 0, 0.5);--sp1:white}.excalidraw.theme--dark,.theme-dark,.theme-dark.minimal-default-dark,.theme-light.minimal-light-contrast .titlebar,.theme-light.minimal-light-contrast.minimal-status-off .status-bar{--accent-l:60%;--base-l:15%;--bg1:hsl( var(--base-h), var(--base-s), var(--base-l) );--bg2:hsl( var(--base-h), var(--base-s), calc(var(--base-l) - 2%) );--bg3:hsla( var(--base-h), var(--base-s), calc(var(--base-l) + 40%), 0.12 );--ui1:hsl( var(--base-h), var(--base-s), calc(var(--base-l) + 6%) );--ui2:hsl( var(--base-h), var(--base-s), calc(var(--base-l) + 12%) );--ui3:hsl( var(--base-h), var(--base-s), calc(var(--base-l) + 20%) );--tx1:hsl( var(--base-h), calc(var(--base-s) - 10%), calc(var(--base-l) + 67%) );--tx2:hsl( var(--base-h), calc(var(--base-s) - 20%), calc(var(--base-l) + 45%) );--tx3:hsl( var(--base-h), calc(var(--base-s) - 10%), calc(var(--base-l) + 20%) );--tx4:hsl( var(--base-h), calc(var(--base-s) - 10%), calc(var(--base-l) + 50%) );--ax1:hsl( var(--accent-h), var(--accent-s), var(--accent-l) );--ax2:hsl( var(--accent-h), var(--accent-s), calc(var(--accent-l) + 8%) );--ax3:hsl( var(--accent-h), var(--accent-s), calc(var(--accent-l) - 5%) );--hl1:hsla( var(--accent-h), 50%, 40%, 30% );--hl2:rgba(255, 177, 80, 0.3);--sp1:white}.theme-light.minimal-light-white{--background-primary:white;--background-secondary:white;--background-secondary-alt:white;--ribbon-background:white;--bg1:white}.theme-dark.minimal-dark-black{--base-d:0%;--titlebar-background:black;--background-primary:black;--background-secondary:black;--background-secondary-alt:black;--ribbon-background:black;--background-modifier-hover:hsl( var(--base-h), var(--base-s), calc(var(--base-d) + 10%));--tx1:hsl( var(--base-h), var(--base-s), calc(var(--base-d) + 75%) );--tx2:hsl( var(--base-h), var(--base-s), calc(var(--base-d) + 50%) );--tx3:hsl( var(--base-h), var(--base-s), calc(var(--base-d) + 25%) );--ui1:hsl( var(--base-h), var(--base-s), calc(var(--base-d) + 12%) );--ui2:hsl( 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.status-bar{--base-h:106;--base-s:0%;--base-l:12%;--accent-h:212;--accent-s:100%;--accent-l:50%;--bg1:#1e1e1e;--bg2:#282828;--bg3:rgba(255,255,255,0.11);--divider-color:#000;--tab-outline-color:#000;--ui1:#373737;--ui2:#515151;--ui3:#595959;--tx1:#dcdcdc;--tx2:#8c8c8c;--tx3:#686868;--hl1:rgba(98,169,252,0.5);--sp1:#fff}.theme-dark.minimal-macos-dark.minimal-dark-black{--divider-color:#1e1e1e;--tab-outline-color:#1e1e1e}.theme-dark.minimal-nord-dark,.theme-light.minimal-nord-light{--color-red:#BF616A;--color-yellow:#EBCB8B;--color-green:#A3BE8C;--color-orange:#D08770;--color-purple:#B48EAD;--color-pink:#B48EAD;--color-cyan:#88C0D0;--color-blue:#81A1C1}.theme-light.minimal-nord-light{--base-h:221;--base-s:27%;--base-l:94%;--accent-h:213;--accent-s:32%;--accent-l:52%;--bg1:#fff;--bg2:#eceff4;--bg3:rgba(157,174,206,0.25);--ui1:#d8dee9;--ui2:#BBCADC;--ui3:#81a1c1;--tx1:#2e3440;--tx2:#7D8697;--tx3:#ADB1B8;--hl2:rgba(208, 135, 112, 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0.35)}.theme-dark.minimal-nord-dark.minimal-dark-black{--ui1:#2e3440}.theme-light.minimal-notion-light{--base-h:39;--base-s:18%;--base-d:96%;--accent-h:197;--accent-s:71%;--accent-l:52%;--bg2:#f7f6f4;--bg3:#e8e7e4;--ui1:#ededec;--ui2:#dbdbda;--ui3:#aaa9a5;--tx1:#37352f;--tx2:#72706c;--tx3:#aaa9a5;--hl1:rgba(131,201,229,0.3);--link-weight:500}.theme-dark.minimal-notion-dark,.theme-light.minimal-notion-light.minimal-light-contrast .mod-left-split,.theme-light.minimal-notion-light.minimal-light-contrast .titlebar,.theme-light.minimal-notion-light.minimal-light-contrast .workspace-drawer.mod-left,.theme-light.minimal-notion-light.minimal-light-contrast .workspace-ribbon.mod-left:not(.is-collapsed),.theme-light.minimal-notion-light.minimal-light-contrast.minimal-status-off .status-bar{--base-h:203;--base-s:8%;--base-d:20%;--accent-h:197;--accent-s:71%;--accent-l:52%;--bg1:#2f3437;--bg2:#373c3f;--bg3:#4b5053;--ui1:#3e4245;--ui2:#585d5f;--ui3:#585d5f;--tx1:#ebebeb;--tx2:#909295;--tx3:#585d5f;--hl1:rgba(57,134,164,0.3);--link-weight:500}.theme-dark.minimal-notion-dark.minimal-dark-black{--base-d:5%;--bg3:#232729;--ui1:#2f3437}.theme-dark.minimal-solarized-dark,.theme-light.minimal-solarized-light{--color-red:#dc322f;--color-orange:#cb4b16;--color-yellow:#b58900;--color-green:#859900;--color-cyan:#2aa198;--color-blue:#268bd2;--color-purple:#6c71c4;--color-pink:#d33682}.theme-light.minimal-solarized-light{--base-h:44;--base-s:87%;--base-l:94%;--accent-h:205;--accent-s:70%;--accent-l:48%;--bg1:#fdf6e3;--bg2:#eee8d5;--bg3:rgba(0,0,0,0.062);--ui1:#e9e1c8;--ui2:#d0cab8;--ui3:#d0cab8;--tx1:#073642;--tx2:#586e75;--tx3:#ABB2AC;--tx4:#586e75;--hl1:rgba(202,197,182,0.3);--hl2:rgba(203,75,22,0.3)}.theme-light.minimal-solarized-light.minimal-light-tonal{--bg2:#fdf6e3}.theme-dark.minimal-solarized-dark,.theme-light.minimal-solarized-light.minimal-light-contrast .mod-left-split,.theme-light.minimal-solarized-light.minimal-light-contrast .titlebar,.theme-light.minimal-solarized-light.minimal-light-contrast .workspace-drawer.mod-left,.theme-light.minimal-solarized-light.minimal-light-contrast .workspace-ribbon.mod-left:not(.is-collapsed),.theme-light.minimal-solarized-light.minimal-light-contrast.minimal-status-off .status-bar{--accent-h:205;--accent-s:70%;--accent-l:48%;--base-h:193;--base-s:98%;--base-l:11%;--bg1:#002b36;--bg2:#073642;--bg3:rgba(255,255,255,0.062);--ui1:#19414B;--ui2:#274850;--ui3:#31535B;--tx1:#93a1a1;--tx2:#657b83;--tx3:#31535B;--tx4:#657b83;--hl1:rgba(15,81,98,0.3);--hl2:rgba(203, 75, 22, 0.35)}.theme-dark.minimal-solarized-dark.minimal-dark-black{--hl1:rgba(15,81,98,0.55);--ui1:#002b36}.theme-dark.minimal-things-dark,.theme-light.minimal-things-light{--color-red:#FF306C;--color-yellow:#FFD500;--color-green:#4BBF5E;--color-orange:#ff9502;--color-purple:#b051de;--color-pink:#ff2e55;--color-cyan:#49AEA4}.theme-light.minimal-things-light{--color-blue:#1b61c2}.theme-dark.minimal-things-dark{--color-blue:#4d95f7}.theme-light.minimal-things-light{--accent-h:215;--accent-s:76%;--accent-l:43%;--bg1:white;--bg2:#f5f6f8;--bg3:rgba(162,177,187,0.25);--ui1:#eef0f4;--ui2:#D8DADD;--ui3:#c1c3c6;--tx1:#26272b;--tx2:#7D7F84;--tx3:#a9abb0;--hl1:#cae2ff}.theme-light.minimal-things-light.minimal-light-tonal{--ui1:#e6e8ec}.theme-light.minimal-things-light.minimal-light-white{--bg3:#f5f6f8}.theme-dark.minimal-things-dark,.theme-light.minimal-things-light.minimal-light-contrast .mod-left-split,.theme-light.minimal-things-light.minimal-light-contrast .titlebar,.theme-light.minimal-things-light.minimal-light-contrast .workspace-drawer.mod-left,.theme-light.minimal-things-light.minimal-light-contrast .workspace-ribbon.mod-left:not(.is-collapsed),.theme-light.minimal-things-light.minimal-light-contrast.minimal-status-off .status-bar{--base-h:218;--base-s:9%;--base-l:15%;--accent-h:215;--accent-s:91%;--accent-l:64%;--bg1:#24262a;--bg2:#202225;--bg3:#3d3f41;--divider-color:#17191c;--tab-outline-color:#17191c;--ui1:#3A3B3F;--ui2:#45464a;--ui3:#6c6e70;--tx1:#fbfbfb;--tx2:#CBCCCD;--tx3:#6c6e70;--hl1:rgba(40,119,236,0.35);--sp1:#fff}.theme-dark.minimal-things-dark.minimal-dark-black{--base-d:5%;--bg3:#24262a;--divider-color:#24262a;--tab-outline-color:#24262a} +/* Plugin compatibility */ + +/* @plugins +core: +- backlink +- command-palette +- daily-notes +- file-explorer +- file-recovery +- global-search +- graph +- outgoing-link +- outline +- page-preview +- publish +- random-note +- starred +- switcher +- sync +- tag-pane +- word-count +community: +- buttons +- dataview +- calendar +- obsidian-charts +- obsidian-checklist-plugin +- obsidian-codemirror-options +- obsidian-dictionary-plugin +- obsidian-embedded-note-titles +- obsidian-excalidraw-plugin +- obsidian-git +- obsidian-hider +- obsidian-hover-editor +- obsidian-kanban +- obsidian-metatable +- obsidian-minimal-settings +- obsidian-outliner +- obsidian-system-dark-mode +- obsidian-style-settings +- quickadd +- sliding-panes-obsidian +- todoist-sync-plugin +*/ +/* @settings + +name: Minimal +id: minimal-style +settings: + - + id: instructions + title: Welcome 👋 + type: heading + level: 2 + collapsed: true + description: Use the Minimal Theme Settings plugin to access hotkeys, adjust features, select fonts, and choose from preset color schemes. Use the settings below for more granular customization. Visit minimal.guide for documentation. + - + id: interface + title: Interface colors + type: heading + level: 2 + collapsed: true + - + id: base + title: Base color + description: Defines all background and border colors unless overridden in more granular settings + type: variable-themed-color + format: hsl-split + default-light: '#' + default-dark: '#' + - + id: bg1 + title: Primary background + description: Background color for the main window + type: variable-themed-color + format: hex + default-light: '#' + default-dark: '#' + - + id: bg2 + title: Secondary background + description: Background color for left sidebar and menus + type: variable-themed-color + format: hex + default-light: '#' + default-dark: '#' + - + id: bg3 + title: Active background + description: Background color for hovered buttons and currently selected file + type: variable-themed-color + opacity: true + format: hex + default-light: '#' + default-dark: '#' + - + id: ui1 + title: Border color + type: variable-themed-color + description: For buttons, divider lines, and outlined elements + opacity: true + format: hex + default-light: '#' + default-dark: '#' + - + id: ui2 + title: Highlighted border color + description: Used when hovering over buttons, dividers, and outlined elements + type: variable-themed-color + opacity: true + format: hex + default-light: '#' + default-dark: '#' + - + id: ui3 + title: Active border color + description: Used when clicking buttons and outlined elements + type: variable-themed-color + opacity: true + format: hex + default-light: '#' + default-dark: '#' + - + id: accent-color + title: Accent color + type: heading + level: 2 + collapsed: true + - + id: ax1 + title: Accent color + type: variable-themed-color + description: Used primarily for links + format: hex + default-light: '#' + default-dark: '#' + - + id: ax2 + title: Accent color (hover) + type: variable-themed-color + description: Used primarily for hovered links + format: hex + default-light: '#' + default-dark: '#' + - + id: ax3 + title: Accent color interactive + type: variable-themed-color + description: Used for buttons, checklists, toggles + format: hex + default-light: '#' + default-dark: '#' + - + id: sp1 + title: Text on accent + type: variable-themed-color + description: Used primarily for text on accented buttons + format: hex + default-light: '#' + default-dark: '#' + - + id: extended-palette + title: Extended colors + type: heading + level: 2 + collapsed: true + - + id: color-red + title: Red + description: Extended palette colors are defaults used for progress bar status, syntax highlighting, colorful headings, and graph nodes + type: variable-themed-color + opacity: true + format: hex + default-light: '#' + default-dark: '#' + - + id: color-orange + title: Orange + type: variable-themed-color + opacity: true + format: hex + default-light: '#' + default-dark: '#' + - + id: color-yellow + title: Yellow + type: variable-themed-color + opacity: true + format: hex + default-light: '#' + default-dark: '#' + - + id: color-green + title: Green + type: variable-themed-color + opacity: true + format: hex + default-light: '#' + default-dark: '#' + - + id: color-cyan + title: Cyan + type: variable-themed-color + opacity: true + format: hex + default-light: '#' + default-dark: '#' + - + id: color-blue + title: Blue + type: variable-themed-color + opacity: true + format: hex + default-light: '#' + default-dark: '#' + - + id: color-purple + title: Purple + type: variable-themed-color + opacity: true + format: hex + default-light: '#' + default-dark: '#' + - + id: color-pink + title: Pink + type: variable-themed-color + opacity: true + format: hex + default-light: '#' + default-dark: '#' + - + id: active-line + title: Active line + type: heading + level: 2 + collapsed: true + - + id: active-line-on + title: Highlight active line + description: Adds a background to current line in editor + type: class-toggle + default: false + - + id: active-line-bg + title: Active line background + description: Using a low opacity color is recommended to avoid conflicting with highlights + type: variable-themed-color + opacity: true + format: hex + default-light: '#' + default-dark: '#' + - + id: blockquotes + title: Blockquotes + type: heading + level: 2 + collapsed: true + - + id: blockquote-color + title: Blockquote text color + type: variable-themed-color + format: hex + default-light: '#' + default-dark: '#' + - + id: blockquote-background-color + title: Blockquote background color + type: variable-themed-color + format: hex + default-light: '#' + default-dark: '#' + - + id: blockquote-border-color + title: Blockquote border color + type: variable-themed-color + format: hex + default-light: '#' + default-dark: '#' + - + id: blockquote-border-thickness + title: Blockquote border thickness + type: variable-number-slider + format: px + default: 1 + min: 0 + max: 5 + step: 1 + - + id: blockquote-size + title: Blockquote font size + description: Accepts any CSS font-size value + type: variable-text + default: '' + - + id: blockquote-font-style + title: Blockquote font style + type: variable-select + allowEmpty: false + default: normal + options: + - + label: Normal + value: normal + - + label: Italic + value: italic + - + id: callouts + title: Callouts + type: heading + level: 2 + collapsed: true + - + id: callout-blend-mode + title: Color blending + description: Blend the color of nested callouts + type: variable-select + allowEmpty: false + default: var(--highlight-mix-blend-mode) + options: + - + label: On + value: var(--highlight-mix-blend-mode) + - + label: Off + value: normal + - + id: code-blocks + title: Code blocks + type: heading + level: 2 + collapsed: true + - + id: code-size + title: Code font size + description: Accepts any CSS font-size value + type: variable-text + default: 13px + - + id: minimal-code-scroll + title: Scroll long lines + description: Turns off line wrap for code + type: class-toggle + default: false + - + id: code-background + title: Code background color + description: Background for code blocks + type: variable-themed-color + format: hex + default-light: '#' + default-dark: '#' + - + id: code-normal + title: Code text color + description: Color of code when syntax highlighting is not present + type: variable-themed-color + format: hex + default-light: '#' + default-dark: '#' + - + id: syntax-highlighting + title: Syntax highlighting + type: heading + level: 3 + collapsed: false + - + id: code-comment + title: "Syntax: comments" + description: Syntax highlighting for comments + type: variable-themed-color + format: hex + default-light: '#' + default-dark: '#' + - + id: code-function + title: "Syntax: functions" + description: Syntax highlighting for functions + type: variable-themed-color + format: hex + default-light: '#' + default-dark: '#' + - + id: code-keyword + title: "Syntax: keywords" + description: Syntax highlighting for keywords + type: variable-themed-color + format: hex + default-light: '#' + default-dark: '#' + - + id: code-important + title: "Syntax: important" + description: Syntax highlighting for important text + type: variable-themed-color + format: hex + default-light: '#' + default-dark: '#' + - + id: code-operator + title: "Syntax: operators" + description: Syntax highlighting for operators + type: variable-themed-color + format: hex + default-light: '#' + default-dark: '#' + - + id: code-property + title: "Syntax: properties" + description: Syntax highlighting for properties + type: variable-themed-color + format: hex + default-light: '#' + default-dark: '#' + - + id: code-punctuation + title: "Syntax: punctuation" + description: Syntax highlighting for punctuation + type: variable-themed-color + format: hex + default-light: '#' + default-dark: '#' + - + id: code-string + title: "Syntax: strings" + description: Syntax highlighting for strings + type: variable-themed-color + format: hex + default-light: '#' + default-dark: '#' + - + id: code-tag + title: "Syntax: tags" + description: Syntax highlighting for tags + type: variable-themed-color + format: hex + default-light: '#' + default-dark: '#' + - + id: code-value + title: "Syntax: values" + description: Syntax highlighting for values + type: variable-themed-color + format: hex + default-light: '#' + default-dark: '#' + - + id: dataview + title: Dataview + type: heading + level: 2 + collapsed: true + - + id: trim-cols + title: Trim Dataview columns + description: Disables word wrapping in table cells, and trims long text + type: class-toggle + default: true + - + id: max-col-width + title: Dataview maximum column width + description: Maximum width for Dataview columns, accepts any CSS width value + type: variable-text + default: 18em + - + id: embed-blocks + title: Embeds and transclusions + type: heading + level: 2 + collapsed: true + - + id: embed-strict + title: Use strict embed style globally + description: Transclusions appear seamlessly in the flow of text. Can be enabled per file using the embed-strict helper class + type: class-toggle + default: false + - + id: graphs + title: Graphs + type: heading + level: 2 + collapsed: true + - + id: graph-line + title: Line color + description: Changing graph colors requires closing and reopening graph panes or restarting Obsidian + type: variable-themed-color + format: hex + default-light: '#' + default-dark: '#' + - + id: graph-node + title: Node color + type: variable-themed-color + format: hex + default-light: '#' + default-dark: '#' + - + id: graph-node-focused + title: Active node color + type: variable-themed-color + format: hex + default-light: '#' + default-dark: '#' + - + id: graph-node-tag + title: Tag node color + type: variable-themed-color + format: hex + default-light: '#' + default-dark: '#' + - + id: graph-node-attachment + title: Attachment node color + type: variable-themed-color + format: hex + default-light: '#' + default-dark: '#' + - + id: graph-node-unresolved + title: Unresolved node color + type: variable-themed-color + format: hex + default-light: '#' + default-dark: '#' + - + id: headings + title: Headings + type: heading + level: 2 + collapsed: true + - + id: level-1-headings + title: Level 1 Headings + type: heading + level: 3 + collapsed: true + - + id: h1-font + title: H1 font + description: Name of the font as it appears on your system + type: variable-text + default: '' + - + id: h1-size + title: H1 font size + description: Accepts any CSS font-size value + type: variable-text + default: 1.125em + - + id: h1-weight + title: H1 font weight + type: variable-number-slider + default: 600 + min: 100 + max: 900 + step: 100 + - + id: h1-color + title: H1 text color + type: variable-themed-color + format: hex + default-light: '#' + default-dark: '#' + - + id: h1-variant + title: H1 font variant + type: variable-select + allowEmpty: false + default: normal + options: + - + label: Normal + value: normal + - + label: Small caps + value: small-caps + - + label: All small caps + value: all-small-caps + - + id: h1-style + title: H1 font style + type: variable-select + allowEmpty: false + default: normal + options: + - + label: Normal + value: normal + - + label: Italic + value: italic + - + id: h1-l + title: H1 divider line + description: Adds a border below the heading + type: class-toggle + default: false + - + id: level-2-headings + title: Level 2 Headings + type: heading + level: 3 + collapsed: true + - + id: h2-font + title: H2 font + description: Name of the font as it appears on your system + type: variable-text + default: '' + - + id: h2-size + title: H2 font size + description: Accepts any CSS font-size value + type: variable-text + default: 1em + - + id: h2-weight + title: H2 font weight + type: variable-number-slider + default: 600 + min: 100 + max: 900 + step: 100 + - + id: h2-color + title: H2 text color + type: variable-themed-color + format: hex + default-light: '#' + default-dark: '#' + - + id: h2-variant + title: H2 font variant + type: variable-select + allowEmpty: false + default: normal + options: + - + label: Normal + value: normal + - + label: Small caps + value: small-caps + - + label: All small caps + value: all-small-caps + - + id: h2-style + title: H2 font style + type: variable-select + allowEmpty: false + default: normal + options: + - + label: Normal + value: normal + - + label: Italic + value: italic + - + id: h2-l + title: H2 divider line + description: Adds a border below the heading + type: class-toggle + default: false + - + id: level-3-headings + title: Level 3 Headings + type: heading + level: 3 + collapsed: true + - + id: h3-font + title: H3 font + description: Name of the font as it appears on your system + type: variable-text + default: '' + - + id: h3-size + title: H3 font size + description: Accepts any CSS font-size value + type: variable-text + default: 1em + - + id: h3-weight + title: H3 font weight + type: variable-number-slider + default: 600 + min: 100 + max: 900 + step: 100 + - + id: h3-color + title: H3 text color + type: variable-themed-color + format: hex + default-light: '#' + default-dark: '#' + - + id: h3-variant + title: H3 font variant + type: variable-select + allowEmpty: false + default: normal + options: + - + label: Normal + value: normal + - + label: Small caps + value: small-caps + - + label: All small caps + value: all-small-caps + - + id: h3-style + title: H3 font style + type: variable-select + allowEmpty: false + default: normal + options: + - + label: Normal + value: normal + - + label: Italic + value: italic + - + id: h3-l + title: H3 divider line + description: Adds a border below the heading + type: class-toggle + default: false + - + id: level-4-headings + title: Level 4 Headings + type: heading + level: 3 + collapsed: true + - + id: h4-font + title: H4 font + description: Name of the font as it appears on your system + type: variable-text + default: '' + - + id: h4-size + title: H4 font size + description: Accepts any CSS font-size value + type: variable-text + default: 0.9em + - + id: h4-weight + title: H4 font weight + type: variable-number-slider + default: 500 + min: 100 + max: 900 + step: 100 + - + id: h4-color + title: H4 text color + type: variable-themed-color + format: hex + default-light: '#' + default-dark: '#' + - + id: h4-variant + title: H4 font variant + type: variable-select + allowEmpty: false + default: small-caps + options: + - + label: Normal + value: normal + - + label: Small caps + value: small-caps + - + label: All small caps + value: all-small-caps + - + id: h4-style + title: H4 font style + type: variable-select + allowEmpty: false + default: normal + options: + - + label: Normal + value: normal + - + label: Italic + value: italic + - + id: h4-l + title: H4 divider line + description: Adds a border below the heading + type: class-toggle + default: false + - + id: level-5-headings + title: Level 5 Headings + type: heading + level: 3 + collapsed: true + - + id: h5-font + title: H5 font + description: Name of the font as it appears on your system + type: variable-text + default: '' + - + id: h5-size + title: H5 font size + description: Accepts any CSS font-size value + type: variable-text + default: 0.85em + - + id: h5-weight + title: H5 font weight + type: variable-number-slider + default: 500 + min: 100 + max: 900 + step: 100 + - + id: h5-color + title: H5 text color + type: variable-themed-color + format: hex + default-light: '#' + default-dark: '#' + - + id: h5-variant + title: H5 font variant + type: variable-select + allowEmpty: false + default: small-caps + options: + - + label: Normal + value: normal + - + label: Small caps + value: small-caps + - + label: All small caps + value: all-small-caps + - + id: h5-style + title: H5 font style + type: variable-select + allowEmpty: false + default: normal + options: + - + label: Normal + value: normal + - + label: Italic + value: italic + - + id: h5-l + title: H5 divider line + description: Adds a border below the heading + type: class-toggle + default: false + - + id: level-6-headings + title: Level 6 Headings + type: heading + level: 3 + collapsed: true + - + id: h6-font + title: H6 font + description: Name of the font as it appears on your system + type: variable-text + default: '' + - + id: h6-size + title: H6 font size + description: Accepts any CSS font-size value + type: variable-text + default: 0.85em + - + id: h6-weight + title: H6 font weight + type: variable-number-slider + default: 400 + min: 100 + max: 900 + step: 100 + - + id: h6-color + title: H6 text color + type: variable-themed-color + format: hex + default-light: '#' + default-dark: '#' + - + id: h6-variant + title: H6 font variant + type: variable-select + allowEmpty: false + default: small-caps + options: + - + label: Normal + value: normal + - + label: Small caps + value: small-caps + - + label: All small caps + value: all-small-caps + - + id: h6-style + title: H6 font style + type: variable-select + allowEmpty: false + default: normal + options: + - + label: Normal + value: normal + - + label: Italic + value: italic + - + id: h6-l + title: H6 divider line + type: class-toggle + description: Adds a border below the heading + default: false + - + id: icons + title: Icons + type: heading + level: 2 + collapsed: true + - + id: icon-muted + title: Icon opacity (inactive) + type: variable-number-slider + default: 0.5 + min: 0.25 + max: 1 + step: 0.05 + - + id: icon-color + title: Icon color + type: variable-themed-color + opacity: true + format: hex + default-light: '#' + default-dark: '#' + - + id: icon-color-hover + title: Icon color (hover) + type: variable-themed-color + opacity: true + format: hex + default-light: '#' + default-dark: '#' + - + id: icon-color-active + title: Icon color (active) + type: variable-themed-color + opacity: true + format: hex + default-light: '#' + default-dark: '#' + - + id: icon-color-focused + title: Icon color (focused) + type: variable-themed-color + opacity: true + format: hex + default-light: '#' + default-dark: '#' + - + id: images + title: Images + type: heading + level: 2 + collapsed: true + - + id: image-muted + title: Image opacity in dark mode + description: Level of fading for images in dark mode. Hover over images to display at full brightness. + type: variable-number-slider + default: 0.7 + min: 0.25 + max: 1 + step: 0.05 + - + id: zoom-off + title: Disable image zoom + description: Turns off click + hold to zoom images + type: class-toggle + - + id: indentation-guides + title: Indentation guides + type: heading + level: 2 + collapsed: true + - + id: ig-adjust-reading + title: Horizontal adjustment in reading mode + type: variable-number-slider + default: -0.65 + min: -1.2 + max: 0 + step: 0.05 + format: em + - + id: ig-adjust-edit + title: Horizontal adjustment in edit mode + type: variable-number-slider + default: -1 + min: -10 + max: 10 + step: 1 + format: px + - + id: indentation-guide-color + title: Indentation guide color + type: variable-themed-color + format: hex + opacity: true + default-light: '#' + default-dark: '#' + - + id: indentation-guide-color-active + title: Indentation guide color (active) + type: variable-themed-color + format: hex + opacity: true + default-light: '#' + default-dark: '#' + - + id: links + title: Links + type: heading + level: 2 + collapsed: true + - + id: links-internal + title: Internal links + type: heading + level: 3 + collapsed: true + - + id: link-color + title: Internal link color + type: variable-themed-color + format: hex + default-light: '#' + default-dark: '#' + - + id: link-color-hover + title: Internal link color (hover) + type: variable-themed-color + format: hex + default-light: '#' + default-dark: '#' + - + id: link-unresolved-opacity + title: Unresolved link opacity + type: variable-number-slider + default: 0.7 + min: 0.25 + max: 1 + step: 0.05 + - + id: link-unresolved-color + title: Unresolved link color + type: variable-themed-color + format: hex + default-light: '#' + default-dark: '#' + - + id: link-unresolved-decoration-color + title: Unresolved link underline color + type: variable-themed-color + format: hex + opacity: true + default-light: '#' + default-dark: '#' + - + id: links-external + title: External links + type: heading + level: 3 + collapsed: true + - + id: link-external-color + title: External link color + type: variable-themed-color + format: hex + default-light: '#' + default-dark: '#' + - + id: link-external-color-hover + title: External link color (hover) + type: variable-themed-color + format: hex + default-light: '#' + default-dark: '#' + - + id: lists + title: Lists and tasks + type: heading + level: 2 + collapsed: true + - + id: checkbox-color + title: Checkbox color + description: Background color for completed tasks + type: variable-themed-color + format: hex + default-light: '#' + default-dark: '#' + - + id: checkbox-shape + title: Checkbox shape + type: class-select + allowEmpty: false + default: checkbox-circle + options: + - + label: Circle + value: checkbox-circle + - + label: Square + value: checkbox-square + - + id: minimal-strike-lists + title: Strike completed tasks + description: Adds strikethrough line and greyed text for completed tasks + type: class-toggle + default: false + - + id: list-spacing + title: List item spacing + description: Vertical space between list items in em units + type: variable-number-slider + default: 0.075 + min: 0 + max: 0.3 + step: 0.005 + format: em + - + id: list-indent + title: Nested list indentation + description: Horizontal space from left in em units + type: variable-number-slider + default: 2 + min: 1 + max: 3.5 + step: 0.1 + format: em + - + id: sidebars + title: Sidebars + type: heading + level: 2 + collapsed: true + - + id: sidebar-lines-off + title: Disable sidebar relationship lines + description: Turns off lines in file navigation + type: class-toggle + - + id: sidebar-tabs-style + title: Sidebar tab style + type: class-select + allowEmpty: false + default: sidebar-tabs-default + options: + - + label: Index round + value: sidebar-tabs-index + - + label: Index square + value: sidebar-tabs-square + - + label: Modern compact + value: sidebar-tabs-default + - + label: Modern wide + value: sidebar-tabs-wide + - + label: Underline + value: sidebar-tabs-underline + - + id: mobile-left-sidebar-width + title: Mobile left sidebar width + description: Maximum width for pinned left sidebar on mobile + type: variable-number + default: 280 + format: pt + - + id: mobile-right-sidebar-width + title: Mobile right sidebar width + description: Maximum width for pinned right sidebar on mobile + type: variable-number + default: 240 + format: pt + - + id: tables + title: Tables + type: heading + level: 2 + collapsed: true + - + id: table-text-size + title: Table font size + description: All of the following settings apply to all tables globally. To turn on these features on a per-note basis use helper classes. See documentation. + type: variable-text + default: 1em + - + id: maximize-tables-off + title: Maximize table width (beta) + description: Tables fill the width of the line + type: class-select + allowEmpty: false + default: maximize-tables + options: + - + label: Always + value: maximize-tables + - + label: Automatic + value: maximize-tables-auto + - + label: Never + value: maximize-tables-off + - + id: row-lines + title: Row lines + description: Display borders between table rows globally + type: class-toggle + default: false + - + id: col-lines + title: Column lines + description: Display borders between table columns globally + type: class-toggle + default: false + - + id: table-lines + title: Cell lines + description: Display borders around all table cells globally + type: class-toggle + default: false + - + id: row-alt + title: Striped rows + description: Display striped background in alternating table rows globally + type: class-toggle + default: false + - + id: col-alt + title: Striped columns + description: Display striped background in alternating table columns globally + type: class-toggle + default: false + - + id: table-tabular + title: Tabular figures + description: Use fixed width numbers in tables globally + type: class-toggle + default: false + - + id: table-numbers + title: Row numbers + description: Display row numbers in tables globally + type: class-toggle + default: false + - + id: table-nowrap + title: Disable line wrap + description: Turn off line wrapping in table cells globally + type: class-toggle + default: false + - + id: row-hover + title: Highlight active row + description: Highlight rows on hover + type: class-toggle + default: false + - + id: table-row-background-hover + title: Active row background + description: Background color for hovered tables rows + type: variable-themed-color + format: hex + opacity: true + default-light: '#' + default-dark: '#' + - + id: tabs + title: Tabs + type: heading + level: 2 + collapsed: true + - + id: header-height + title: Tab bar height + type: variable-text + default: 40px + - + id: tabs-style + title: Tab style + type: class-select + allowEmpty: false + default: tabs-default + options: + - + label: Index round + value: tabs-default + - + label: Index square + value: tabs-square + - + label: Modern + value: tabs-modern + - + label: Underline + value: tabs-underline + - + id: minimal-tab-text-color + title: Tab text color + type: variable-themed-color + format: hex + opacity: true + default-light: '#' + default-dark: '#' + - + id: minimal-tab-text-color-active + title: Tab text color (active) + type: variable-themed-color + format: hex + opacity: true + default-light: '#' + default-dark: '#' + - + id: tab-stacks + title: Tab stacks + type: heading + level: 2 + collapsed: true + - + id: tab-stacked-pane-width + title: Stacked width + type: variable-number + description: Width of a stacked tab in pixels + default: 700 + format: px + - + id: tab-stacked-header-width + title: Spine width + type: variable-number + description: Width of the spine in pixels + default: 40 + format: px + - + id: tab-stacked-spine-orientation + title: Spine text orientation + type: class-select + default: tab-stack-top + options: + - + label: Top + value: tab-stack-top + - + label: Top flipped + value: tab-stack-top-flipped + - + label: Bottom + value: tab-stack-bottom + - + label: Bottom flipped + value: tab-stack-bottom-flipped + - + label: Center + value: tab-stack-center + - + label: Center flipped + value: tab-stack-center-flipped + - + id: tags + title: Tags + type: heading + level: 2 + collapsed: true + - + id: minimal-unstyled-tags + title: Plain tags + description: Tags will render as normal text, overrides settings below + type: class-toggle + default: false + - + id: tag-radius + title: Tag shape + type: variable-select + default: 14px + options: + - + label: Pill + value: 14px + - + label: Rounded + value: 4px + - + label: Square + value: 0px + - + id: tag-border-width + title: Tag border width + type: variable-select + default: 1px + options: + - + label: None + value: 0 + - + label: Thin + value: 1px + - + label: Thick + value: 2px + - + id: tag-color + title: Tag text color + type: variable-themed-color + opacity: true + format: hex + default-light: '#' + default-dark: '#' + - + id: tag-background + title: Tag background color + type: variable-themed-color + opacity: true + format: hex + default-light: '#' + default-dark: '#' + - + id: tag-background-hover + title: Tag background color (hover) + type: variable-themed-color + opacity: true + format: hex + default-light: '#' + default-dark: '#' + - + id: text + title: Text + type: heading + level: 2 + collapsed: true + - + id: tx1 + title: Normal text color + type: variable-themed-color + description: Primary text color used by default across all elements + opacity: true + format: hex + default-light: '#' + default-dark: '#' + - + id: hl1 + title: Selected text background + type: variable-themed-color + opacity: true + format: hex + default-light: '#' + default-dark: '#' + - + id: hl2 + title: Highlighted text background + type: variable-themed-color + opacity: true + format: hex + default-light: '#' + default-dark: '#' + - + id: tx2 + title: Muted text color + description: Secondary text such as sidebar note titles and table headings + type: variable-themed-color + opacity: true + format: hex + default-light: '#' + default-dark: '#' + - + id: tx3 + title: Faint text color + description: tertiary text such as input placeholders, empty checkboxes, and disabled statuses + type: variable-themed-color + opacity: true + format: hex + default-light: '#' + default-dark: '#' + - + id: italic-color + title: Italic text color + type: variable-themed-color + format: hex + default-light: '#' + default-dark: '#' + - + id: bold-color + title: Bold text color + type: variable-themed-color + format: hex + default-light: '#' + default-dark: '#' + - + id: bold-weight + title: Bold text weight + type: variable-number-slider + default: 600 + min: 100 + max: 900 + step: 100 + - + id: spacing-p + title: Paragraph spacing + description: Space between paragraphs in reading mode + type: variable-text + default: 0.75em + - + id: titles + title: Titles + type: heading + level: 2 + collapsed: true + - + id: tab-title-bar + title: Tab title bar + description: Tab title bar must be turned on in Appearance settings + type: heading + level: 3 + collapsed: true + - + id: file-header-visibility + title: Tab title visibility + description: Visibility of the tab title text + type: class-select + default: minimal-tab-title-hover + options: + - + label: Hover only + value: minimal-tab-title-hover + - + label: Hidden + value: minimal-tab-title-hidden + - + label: Visible + value: minimal-tab-title-visible + - + id: file-header-font-size + title: Tab title font size + description: Accepts any CSS font-size value + type: variable-text + default: 0.9em + - + id: file-header-font-weight + title: Tab title font weight + type: variable-number-slider + default: 400 + min: 100 + max: 900 + step: 100 + - + id: file-header-justify + title: Tab title alignment + type: variable-select + default: center + options: + - + label: Center + value: center + - + label: Left + value: left + - + id: title-color + title: Tab title text color (active) + type: variable-themed-color + format: hex + default-light: '#' + default-dark: '#' + - + id: title-color-inactive + title: Tab title text color (inactive) + type: variable-themed-color + format: hex + default-light: '#' + default-dark: '#' + - + id: inline-title + title: Inline title + description: Inline titles must be turned on in Appearance settings + type: heading + level: 3 + collapsed: true + - + id: inline-title-font + title: Inline title font + description: Name of the font as it appears on your system + type: variable-text + default: '' + - + id: inline-title-size + title: Inline title font size + description: Accepts any CSS font-size value + type: variable-text + default: 1.125em + - + id: inline-title-weight + title: Inline title font weight + type: variable-number-slider + default: 600 + min: 100 + max: 900 + step: 100 + - + id: inline-title-color + title: Inline title text color (active) + type: variable-themed-color + format: hex + default-light: '#' + default-dark: '#' + - + id: translucency + title: Translucency + type: heading + level: 2 + collapsed: true + - + id: workspace-background-translucent + title: Translucent background color + type: variable-themed-color + opacity: true + format: hex + default-light: '#' + default-dark: '#' + - + id: window-frame + title: Window frame + type: heading + level: 2 + collapsed: true + - + id: window-title-off + title: Hide window frame title + description: Hide title in the custom title bar + type: class-toggle + - + id: frame-background + title: Frame background + description: Requires colorful window frame + type: variable-themed-color + opacity: true + format: hsl-split + default-light: '#' + default-dark: '#' + - + id: frame-icon-color + title: Frame icon color + description: Requires colorful frame + type: variable-themed-color + format: hex + default-light: '#' + default-dark: '#' + - + id: titlebar-text-color-focused + title: Frame title color (focused) + description: Requires custom title bar + type: variable-themed-color + format: hex + default-light: '#' + default-dark: '#' + - + id: titlebar-text-color + title: Frame title color (inactive) + description: Requires custom title bar + type: variable-themed-color + format: hex + default-light: '#' + default-dark: '#' + - + id: titlebar-text-weight + title: Frame title font weight + description: Requires custom title bar + type: variable-number-slider + default: 600 + min: 100 + max: 900 + step: 100 +*/ + +/* @settings +name: Minimal Cards +id: minimal-cards-style +settings: + - + id: cards-min-width + title: Card minimum width + type: variable-text + default: 180px + - + id: cards-max-width + title: Card maximum width + description: Default fills the available width, accepts valid CSS units + type: variable-text + default: 1fr + - + id: cards-mobile-width + title: Card minimum width on mobile + type: variable-text + default: 120px + - + id: cards-padding + title: Card padding + type: variable-text + default: 1.2em + - + id: cards-image-height + title: Card maximum image height + type: variable-text + default: 400px + - + id: cards-border-width + title: Card border width + type: variable-text + default: 1px + - + id: cards-background + title: Card background color + type: variable-themed-color + format: hex + default-light: '#' + default-dark: '#' + +*/ + +/* @settings +name: Minimal Mobile +id: minimal-mobile +settings: + - + id: mobile-toolbar-off + title: Disable toolbar + description: Turns off mobile toolbar + type: class-toggle +*/ + +/* @settings +name: Minimal Advanced Settings +id: minimal-advanced +settings: + - + id: styled-scrollbars + title: Styled scrollbars + description: Use styled scrollbars (replaces native scrollbars) + type: class-toggle + - + id: cursor + title: Cursor style + description: The cursor style for UI elements + type: variable-select + default: default + options: + - + label: Default + value: default + - + label: Pointer + value: pointer + - + label: Crosshair + value: crosshair + - + id: font-ui-small + title: Small font size + description: Font size in px of smaller text + type: variable-number + default: 13 + format: px + - + id: font-ui-smaller + title: Smaller font size + description: Font size in px of smallest text + type: variable-number + default: 11 + format: px + - + id: folding-offset + title: Folding offset + description: Width of the left margin used for folding indicators + type: variable-number-slider + default: 10 + min: 0 + max: 30 + step: 1 + format: px + +*/ diff --git a/.obsidian/workspace.json b/.obsidian/workspace.json new file mode 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b/Characters/Diero Falone/Ability Details 1 - Diero Falone.md @@ -0,0 +1,16 @@ +>[!|abilitydetails] +**STRENGTH: 8 (-1)** +\- Athletics +  +**DEXTERITY: 12 (+1)** +\- Acrobatics +\- Stealth +\- Sleight of Hand (proficient) +  +**WISDOM: 10 (+0)** +\- Animal Handling +\- Insight +\- Medicine +\- Nature +\- Perception +\- Survival \ No newline at end of file diff --git a/Characters/Diero Falone/Ability Details 2 - Diero Falone.md b/Characters/Diero Falone/Ability Details 2 - Diero Falone.md new file mode 100644 index 0000000..7525f52 --- /dev/null +++ b/Characters/Diero Falone/Ability Details 2 - Diero Falone.md @@ -0,0 +1,15 @@ +>[!|abilitydetails] +> **CONSTITUTION: 14 (+2)** +>   +>   +> **INTELLIGENCE: 14 (+2)** +> \- Arcana (proficient) +> \- History +> \- Investigation +> \- Religion +>   +> **CHARISMA: 17 (+3)** +> \- Deception +> \- Intimidation (proficient) +> \- Performance +> \- Persuasion (proficient) \ No newline at end of file diff --git a/Characters/Diero Falone/Attacks - 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who look into your eyes can see that you have faced unimaginable horror and that you are no stranger to darkness. Though they might fear you, commoners will extend you every courtesy and do their utmost to help you. + +### **Proficiencies** +\- Light Armour +\- Simple Weapons +\- Alchemists Supplies + +### **Languages** +\- Common +\- Undercommon +\- Abyssal + +### **Personality** +\- Tends to act rashly without clearly thinking through a situation when feeling unsafe. +\- Has learned to make use of natural charisma and tiefling powers to establish a dominant presence when interacting with others + +### **Ideals** +\- Values loyalty to family and friends above all else - can take a while to trust new people, but will never betray that trust. + +### **Bonds** +\- Craves power for the purpose of seeking revenge on the orcs who destroyed his home. + +### **Flaws** +\- Is suspicious of strangers, and in particular approaches orcs with a mixture of hatred and fear. This can cause me to react unpredictably in the presence of any orc. + +### **Backstory** +Diero spent his youth in the Turmish city of Shaus. Despite his appearance, he was accepted in Turmish society and never questioned his place in life until his home city was destroyed, and his family and friends massacred by orcs when he was 15 years old. Diero fled Turmish with nothing but the clothes on his back, and a deeply rooted hatred of orcs. He quickly discovered that most of the world treats tieflings with suspicion and fear, and he learned to hide his skin and face. Since then he has been travelling Toril learning what he can to develop his skills in combat. One day he vows to return to the Orsraun Mountains to seek vengeance on the orcs who devastated his home. In his travels, Diero heard tales of an ancient deity known as Tharizdun. By studying ancient manuscripts, Diero found he was able to draw magical power from some connection with this deity, and he wants to learn as much as he can about this mysterious affinity. diff --git a/Characters/Diero Falone/Character Profile - Diero Falone.md b/Characters/Diero Falone/Character Profile - Diero Falone.md new file mode 100644 index 0000000..5cae2bd --- /dev/null +++ b/Characters/Diero Falone/Character Profile - Diero Falone.md @@ -0,0 +1,15 @@ +--- +cssclass: tilingpaper details +--- +>[!|t-w t-nh p30] +| | +|-| +|NAME: **Diero Falone**| +|ALIGNMENT: **Chaotic Neutral** | +|RACE: **Abyssal Tiefling**| +|CLASS: **Warlock**| +|PATRON: **The Great Old One**| +|BACKGROUND: **Vagabond**| +|AGE: **20**| +|HEIGHT: **5'7**| +|WEIGHT: **120lbs**| \ No newline at end of file diff --git a/Characters/Diero Falone/Death Saves - Diero Falone.md b/Characters/Diero Falone/Death Saves - Diero Falone.md new file mode 100644 index 0000000..d6a89bf --- /dev/null +++ b/Characters/Diero Falone/Death Saves - Diero Falone.md @@ -0,0 +1,14 @@ +--- +cssclass: deathsaves +--- + +> [!|deathsaves] +> ![[deathsaves_default.png]] +> +> +> +> +> +> +> ![[deathsavess_failure.png|failure]] +> ![[deathsaves_success.png|success]] \ No newline at end of file diff --git a/Characters/Diero Falone/EP - Diero Falone.md b/Characters/Diero Falone/EP - Diero Falone.md new file mode 100644 index 0000000..b86b131 --- /dev/null +++ b/Characters/Diero Falone/EP - Diero Falone.md @@ -0,0 +1 @@ +>[!|ep] 0 \ No newline at end of file diff --git a/Characters/Diero Falone/Features - Diero Falone.md b/Characters/Diero Falone/Features - Diero Falone.md new file mode 100644 index 0000000..13b2b14 --- /dev/null +++ b/Characters/Diero Falone/Features - Diero Falone.md @@ -0,0 +1,16 @@ +--- +cssclass: tilingpaper enhancements +--- +## SUBJECT ENHANCEMENTS: +>[!|t-w t-nh] +> | | | +> | ---------------------- | ------------------------------------------------------------------------------ | +> | **Passive Perception** | 10 | +> | **Dark Vision** | 60ft | +> | **Abyssal Resistance** | Fire resistance | +> | **Abyssal Arcana** | [[Random Cantrips - Diero Falone\|Bonus cantrips]] after each long rest | +> | **Expanded Spells** | Extra spells to choose from | +> | **Awakened Mind** | 30ft one-way telepathic communication | +> | **Abyssal Fortitude** | Bonus HP per level (1/2 x level achieved) | +> | **Agonizing Blast** | Add Charisma modifier to Eldritch Blast damage | +> | **Eldritch Mind** | Advantage on conventration saving throws | \ No newline at end of file diff --git a/Characters/Diero Falone/GP - Diero Falone.md b/Characters/Diero Falone/GP - Diero Falone.md new file mode 100644 index 0000000..9211251 --- /dev/null +++ b/Characters/Diero Falone/GP - Diero Falone.md @@ -0,0 +1 @@ +>[!|gp] 28.5 \ No newline at end of file diff --git a/Characters/Diero Falone/HP - Diero Falone.md b/Characters/Diero Falone/HP - Diero Falone.md new file mode 100644 index 0000000..9986932 --- /dev/null +++ b/Characters/Diero Falone/HP - Diero Falone.md @@ -0,0 +1 @@ +>[!|hp] 27 \ No newline at end of file diff --git a/Characters/Diero Falone/Heals Left - Diero Falone.md b/Characters/Diero Falone/Heals Left - Diero Falone.md new file mode 100644 index 0000000..45a0567 --- /dev/null +++ b/Characters/Diero Falone/Heals Left - Diero Falone.md @@ -0,0 +1 @@ +>[!|heals] 3 \ No newline at end of file diff --git a/Characters/Diero Falone/Hit Dice - Diero Falone.md b/Characters/Diero Falone/Hit Dice - Diero Falone.md new file mode 100644 index 0000000..144e9aa --- /dev/null +++ b/Characters/Diero Falone/Hit Dice - Diero Falone.md @@ -0,0 +1,4 @@ +--- +cssclass: hitdice +--- +`dice:1d8|render` \ No newline at end of file diff --git a/Characters/Diero Falone/Ideas - Diero Falone.md b/Characters/Diero Falone/Ideas - Diero Falone.md new file mode 100644 index 0000000..f0b5621 --- /dev/null +++ b/Characters/Diero Falone/Ideas - Diero Falone.md @@ -0,0 +1 @@ +>[!|ideas] 0 \ No newline at end of file diff --git a/Characters/Diero Falone/Init - Diero Falone.md b/Characters/Diero Falone/Init - Diero Falone.md new file mode 100644 index 0000000..e053253 --- /dev/null +++ b/Characters/Diero Falone/Init - Diero Falone.md @@ -0,0 +1,2 @@ +>[!|init] +1 +![[stamp_init.png]] \ No newline at end of file diff --git a/Characters/Diero Falone/Inventory - Diero Falone.md b/Characters/Diero Falone/Inventory - Diero Falone.md new file mode 100644 index 0000000..067b2e0 --- /dev/null +++ b/Characters/Diero Falone/Inventory - Diero Falone.md @@ -0,0 +1,33 @@ +--- +cssclass: inventory +--- +![[header_inventory.svg|foreground]] + +| | | +| ----- | --- | +| Crossbow | x1 | +| Crossbow Bolts | x20 | +| Old divination card with my face | x1 | +| Arcane Focus | x1 | +| Spear | x1 | +| Dagger | x2 | +| Leather Armor | x1 | +| Backpack | x1 | +| Crowbar | x1 | +| Hammer | x1 | +| Piton | x10 | +| Torches | x8 | +| Tinderbox | x1 | +| Rations | x20 | +| Waterskin | x1 | +| Vollurs guide to monsters | x1 | +| History of the Windmill | x1 | +| Floating Thing | x1 | +| Hempen Rope | 70ft | +| Hand axe | x1 | +| Chainmail armour | x1 | +| Rifle ammo | x10 | +| Hunting rifle | x1 | +| Gnome skull | x1 | +| Witches hat | x1 | +| Dagger | x1 | diff --git a/Characters/Diero Falone/Level - Diero Falone.md b/Characters/Diero Falone/Level - Diero Falone.md new file mode 100644 index 0000000..970da7e --- /dev/null +++ b/Characters/Diero Falone/Level - Diero Falone.md @@ -0,0 +1,6 @@ +>[!|xplevel] +> 1995 +> +> 3 +> +![[stamp_level.png]] \ No newline at end of file diff --git a/Characters/Diero Falone/Max Hit Points - Diero Falone.md b/Characters/Diero Falone/Max Hit Points - Diero Falone.md new file mode 100644 index 0000000..bf04af1 --- /dev/null +++ b/Characters/Diero Falone/Max Hit Points - Diero Falone.md @@ -0,0 +1,2 @@ +>[!|maxhp] 27 +![[stamp_maxhp.png]] \ No newline at end of file diff --git a/Characters/Diero Falone/Notes - Diero Falone.md b/Characters/Diero Falone/Notes - Diero Falone.md new file mode 100644 index 0000000..f9a548b --- /dev/null +++ b/Characters/Diero Falone/Notes - Diero Falone.md @@ -0,0 +1,5 @@ +--- +cssclass: notes +--- + +![[background_notes.png|notes]] \ No newline at end of file diff --git a/Characters/Diero Falone/PP - Diero Falone.md b/Characters/Diero Falone/PP - Diero Falone.md new file mode 100644 index 0000000..26fd179 --- /dev/null +++ b/Characters/Diero Falone/PP - Diero Falone.md @@ -0,0 +1 @@ +>[!|pp] 0 \ No newline at end of file diff --git a/Characters/Diero Falone/Proficiency - Diero Falone.md b/Characters/Diero Falone/Proficiency - Diero Falone.md new file mode 100644 index 0000000..30e44de --- /dev/null +++ b/Characters/Diero Falone/Proficiency - Diero Falone.md @@ -0,0 +1,2 @@ +>[!|prof] +2 +![[stamp_proficiency.png]] \ No newline at end of file diff --git a/Characters/Diero Falone/Profile Image - Diero Falone.md b/Characters/Diero Falone/Profile Image - Diero Falone.md new file mode 100644 index 0000000..8732e27 --- /dev/null +++ b/Characters/Diero Falone/Profile Image - Diero Falone.md @@ -0,0 +1,4 @@ +--- +cssclass: profile-img +--- +>[!|profile-img] ![[profile_image.png]] \ No newline at end of file diff --git a/Characters/Diero Falone/Random Cantrips - Diero Falone.md b/Characters/Diero Falone/Random Cantrips - Diero Falone.md new file mode 100644 index 0000000..04e9b31 --- /dev/null +++ b/Characters/Diero Falone/Random Cantrips - Diero Falone.md @@ -0,0 +1,6 @@ +1. Dancing Lights +2. True Strike +3. Light +4. Message +5. Spare the Dying +6. Prestidigitation \ No newline at end of file diff --git a/Characters/Diero Falone/Risk Level - Diero Falone.md b/Characters/Diero Falone/Risk Level - Diero Falone.md new file mode 100644 index 0000000..ac58585 --- /dev/null +++ b/Characters/Diero Falone/Risk Level - Diero Falone.md @@ -0,0 +1,6 @@ +--- +cssclass: risklevel +--- +>[!|risklevel] +![[background_risklevel.png|background]] +![[header_risklevel.svg|foreground]] \ No newline at end of file diff --git a/Characters/Diero Falone/SP - Diero Falone.md b/Characters/Diero Falone/SP - Diero Falone.md new file mode 100644 index 0000000..fb652aa --- /dev/null +++ b/Characters/Diero Falone/SP - Diero Falone.md @@ -0,0 +1 @@ +>[!|sp] 10 \ No newline at end of file diff --git a/Characters/Diero Falone/Scroll - Diero Falone.md b/Characters/Diero Falone/Scroll - Diero Falone.md new file mode 100644 index 0000000..cebbf65 --- /dev/null +++ b/Characters/Diero Falone/Scroll - Diero Falone.md @@ -0,0 +1,25 @@ +--- +cssclass: scroll +--- + +>[!|scroll] +> > [!|spellstats] +> > | Spell Slots | Spell Save DC | Attack Bonus | Spell Ability | +> > |:-----------:| :------------: | :----------: | :-----------: | +> > || 13 | +5 | Charisma | +> +> > [!|spells] +> > | || | | +> > |-|-|-|-| +> > |[[Eldritch Blast]] | 1 Action | 120ft | Instant +> > |[[Prestidigitation]] | 1 Action | 10ft | 1 hr +> > |[[Guidance]] | 1 Action | Touch | 1 min | 1d4 | +> > |[[Vicious Mockery]] | 1 Action | 60ft | Instant +> > |[[Mage Hand]] | 1 Action | 30ft | 1 min +> > |[[Light]] (random) | 1 Action | Touch | Instant +> > |   | | | | +> > |[[Hellish Rebuke]] | 1 Reaction | 60ft | Instant +> > |[[Expeditious Retreat]]| 1 Bonus Action | Self |10 min | +> > |   | | | | +> > |[[Misty Step]] | 1 Bonus Action | Self | Instant +> > |[[Invisibility]] | 1 Action | Touch | 1 hr | \ No newline at end of file diff --git a/Characters/Diero Falone/Speed - Diero Falone.md b/Characters/Diero Falone/Speed - Diero Falone.md new file mode 100644 index 0000000..53c66c5 --- /dev/null +++ b/Characters/Diero Falone/Speed - Diero Falone.md @@ -0,0 +1,2 @@ +>[!|speed] 30 +![[stamp_speed.png]] \ No newline at end of file diff --git a/Characters/Diero Falone/Temp HP - Diero Falone.md b/Characters/Diero Falone/Temp HP - Diero Falone.md new file mode 100644 index 0000000..28f1572 --- /dev/null +++ b/Characters/Diero Falone/Temp HP - Diero Falone.md @@ -0,0 +1 @@ +>[!|temp] 0 \ No newline at end of file diff --git a/Wiki/Condition - Invisible.md b/Wiki/Condition - Invisible.md new file mode 100644 index 0000000..5c94320 --- /dev/null +++ b/Wiki/Condition - Invisible.md @@ -0,0 +1,4 @@ +## Invisible + +- An invisible creature is impossible to see without the aid of magic or a special sense. For the purpose of hiding, the creature is heavily obscured. The creature’s location can be detected by any noise it makes or any tracks it leaves. +- Attack rolls against the creature have disadvantage, and the creature’s Attack rolls have advantage. \ No newline at end of file diff --git a/Wiki/Eldritch Blast.md b/Wiki/Eldritch Blast.md new file mode 100644 index 0000000..65bf52a --- /dev/null +++ b/Wiki/Eldritch Blast.md @@ -0,0 +1,12 @@ +# Eldritch Blast + +Cantrip Evocation + +- Casting Time: 1 action +- Range: 120 feet +- Target: A creature within range +- Components: V S +- Duration: Instantaneous +- Classes: Warlock +- A beam of crackling energy streaks toward a creature within range. Make a ranged spell attack against the target. On a hit, the target takes 1d10 force damage. + The spell creates more than one beam when you reach higher levels: two beams at 5th level, three beams at 11th level, and four beams at 17th level. You can direct the beams at the same target or at different ones. Make a separate attack roll for each beam. \ No newline at end of file diff --git a/Wiki/Expeditious Retreat.md b/Wiki/Expeditious Retreat.md new file mode 100644 index 0000000..df8bc12 --- /dev/null +++ b/Wiki/Expeditious Retreat.md @@ -0,0 +1,11 @@ +# Expeditious Retreat + +1st level Transmutation + +- Casting Time: 1 bonus action +- Range: Self +- Target: Self +- Components: V S +- Duration: Up to 10 minutes +- Classes: Sorcerer, Warlock, Wizard +- This spell allows you to move at an incredible pace. When you cast this spell, and then as a bonus action on each of your turns until the spell ends, you can take the Dash action. \ No newline at end of file diff --git a/Wiki/Guidance.md b/Wiki/Guidance.md new file mode 100644 index 0000000..4838fad --- /dev/null +++ b/Wiki/Guidance.md @@ -0,0 +1,11 @@ +# Guidance + +Cantrip Divination + +- Casting Time: 1 action +- Range: Touch +- Target: One willing creature +- Components: V S +- Duration: Up to 1 minute +- Classes: Cleric, Druid +- You touch one willing creature. Once before the spell ends, the target can roll a d4 and add the number rolled to one ability check of its choice. It can roll the die before or after making the ability check. The spell then ends. \ No newline at end of file diff --git a/Wiki/Hellish Rebuke.md b/Wiki/Hellish Rebuke.md new file mode 100644 index 0000000..29a7352 --- /dev/null +++ b/Wiki/Hellish Rebuke.md @@ -0,0 +1,12 @@ +# Hellish Rebuke + +1st level Evocation + +- Casting Time: 1 reaction, which you take in response to being damaged by a creature within 60 feet of you that you can see +- Range: 60 feet +- Target: The creature that damaged you +- Components: V S +- Duration: Instantaneous +- Classes: Warlock +- You point your finger, and the creature that damaged you is momentarily surrounded by hellish flames. The creature must make a Dexterity saving throw. It takes 2d10 fire damage on a failed save, or half as much damage on a successful one. +- At Higher Levels: When you cast this spell using a spell slot of 2nd level or higher, the damage increases by 1d10 for each slot level above 1st. \ No newline at end of file diff --git a/Wiki/Invisibility.md b/Wiki/Invisibility.md new file mode 100644 index 0000000..2cd4dc3 --- /dev/null +++ b/Wiki/Invisibility.md @@ -0,0 +1,12 @@ +# Invisibility + +2nd level Illusion + +- Casting Time: 1 action +- Range: Touch +- Target: A creature you touch +- Components: V S M (An eyelash encased in gum arabic) +- Duration: Up to 1 hour +- Classes: Bard, Sorcerer, Warlock, Wizard +- A creature you touch becomes [[Condition - Invisible | invisible]] until the spell ends. Anything the target is wearing or carrying is invisible as long as it is on the target’s person. The spell ends for a target that attacks or casts a spell. +- At Higher Levels: When you cast this spell using a spell slot of 3rd level or higher, you can target one additional creature for each slot level above 2nd. \ No newline at end of file diff --git a/Wiki/Light.md b/Wiki/Light.md new file mode 100644 index 0000000..8ed5a3a --- /dev/null +++ b/Wiki/Light.md @@ -0,0 +1,14 @@ +# Light + +*cantrip evocation* + +**Casting Time:** 1 action +**Range:** Touch +**Target:** One object that is no larger than 10 feet in any dimension +**Components:** V M (A firefly or phosphorescent moss) +**Duration:** 1 hour +**Classes:** Bard, Cleric, Sorcerer, Wizard + +You touch one object that is no larger than 10 feet in any dimension. Until the spell ends, the object sheds bright light in a 20-foot radius and dim light for an additional 20 feet. The light can be colored as you like. Completely covering the object with something opaque blocks the light. The spell ends if you cast it again or dismiss it as an action. + +If you target an object held or worn by a hostile creature, that creature must succeed on a Dexterity saving throw to avoid the spell. \ No newline at end of file diff --git a/Wiki/Mage Hand.md b/Wiki/Mage Hand.md new file mode 100644 index 0000000..3a306cc --- /dev/null +++ b/Wiki/Mage Hand.md @@ -0,0 +1,13 @@ +# Mage Hand + +Cantrip Conjuration + +- Casting Time: 1 action +- Range: 30 feet +- Target: A point you choose within range +- Components: V S +- Duration: 1 minute +- Classes: Bard, Sorcerer, Warlock, Wizard +- A spectral, floating hand appears at a point you choose within range. The hand lasts for the duration or until you dismiss it as an action. The hand vanishes if it is ever more than 30 feet away from you or if you cast this spell again. + You can use your action to control the hand. You can use the hand to manipulate an object, open an unlocked door or container, stow or retrieve an item from an open container, or pour the contents out of a vial. You can move the hand up to 30 feet each time you use it. + The hand can’t attack, activate magic items, or carry more than 10 pounds. \ No newline at end of file diff --git a/Wiki/Misty Step.md b/Wiki/Misty Step.md new file mode 100644 index 0000000..b8d28e1 --- /dev/null +++ b/Wiki/Misty Step.md @@ -0,0 +1,11 @@ +# Misty Step + +2nd level Conjuration + +- Casting Time: 1 bonus action +- Range: Self +- Target: Self +- Components: V +- Duration: Instantaneous +- Classes: Sorcerer, Warlock, Wizard +- Briefly surrounded by silvery mist, you teleport up to 30 feet to an unoccupied space that you can see. \ No newline at end of file diff --git a/Wiki/Prestidigitation.md b/Wiki/Prestidigitation.md new file mode 100644 index 0000000..c3a546c --- /dev/null +++ b/Wiki/Prestidigitation.md @@ -0,0 +1,18 @@ +# Prestidigitation + +Cantrip Transmutation + +- Casting Time: 1 action +- Range: 10 feet +- Target: See text +- Components: V S +- Duration: Up to 1 hour +- Classes: Bard, Sorcerer, Warlock, Wizard +- This spell is a minor magical trick that novice spellcasters use for practice. You create one of the following magical effects within range: + You create an instantaneous, harmless sensory effect, such as a shower of sparks, a puff of wind, faint musical notes, or an odd odor. + You instantaneously light or snuff out a candle, a torch, or a small campfire. + You instantaneously clean or soil an object no larger than 1 cubic foot. + You chill, warm, or flavor up to 1 cubic foot of nonliving material for 1 hour. + You make a color, a small mark, or a symbol appear on an object or a surface for 1 hour. + You create a nonmagical trinket or an illusory image that can fit in your hand and that lasts until the end of your next turn. + If you cast this spell multiple times, you can have up to three of its non-instantaneous effects active at a time, and you can dismiss such an effect as an action. \ No newline at end of file diff --git a/Wiki/Vicious Mockery.md b/Wiki/Vicious Mockery.md new file mode 100644 index 0000000..65bef45 --- /dev/null +++ b/Wiki/Vicious Mockery.md @@ -0,0 +1,11 @@ +# Vicious Mockery + +Cantrip Enchantment + +- Casting Time: 1 action +- Range: 60 feet +- Target: A creature you can see and that can hear you within range +- Components: V +- Duration: Instantaneous +- Classes: Bard +- You unleash a string of insults laced with subtle enchantments at a creature you can see within range. If the target can hear you (though it need not understand you), it must succeed on a Wisdom saving throw or take 1d4 psychic damage and have disadvantage on the next attack roll it makes before the end of its next turn. \ No newline at end of file

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