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/ *
THIS IS A GENERATED / BUNDLED FILE BY ESBUILD
if you want to view the source visit the plugins github repository ( https : //github.com/phibr0/obsidian-dictionary)
* /
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var ob = Object . create ; var Hi = Object . defineProperty , ab = Object . defineProperties , lb = Object . getOwnPropertyDescriptor , cb = Object . getOwnPropertyDescriptors , hb = Object . getOwnPropertyNames , Us = Object . getOwnPropertySymbols , ub = Object . getPrototypeOf , Yo = Object . prototype . hasOwnProperty , Vc = Object . prototype . propertyIsEnumerable ; var Yc = ( n , t , e ) => t in n ? Hi ( n , t , { enumerable : ! 0 , configurable : ! 0 , writable : ! 0 , value : e } ) : n [ t ] = e , Nn = ( n , t ) => { for ( var e in t || ( t = { } ) ) Yo . call ( t , e ) && Yc ( n , e , t [ e ] ) ; if ( Us ) for ( var e of Us ( t ) ) Vc . call ( t , e ) && Yc ( n , e , t [ e ] ) ; return n } , _i = ( n , t ) => ab ( n , cb ( t ) ) , Xc = n => Hi ( n , "__esModule" , { value : ! 0 } ) ; var qc = ( n , t ) => { var e = { } ; for ( var i in n ) Yo . call ( n , i ) && t . indexOf ( i ) < 0 && ( e [ i ] = n [ i ] ) ; if ( n != null && Us ) for ( var i of Us ( n ) ) t . indexOf ( i ) < 0 && Vc . call ( n , i ) && ( e [ i ] = n [ i ] ) ; return e } ; var Xo = ( n , t ) => ( ) => ( t || n ( ( t = { exports : { } } ) . exports , t ) , t . exports ) , fb = ( n , t ) => { Xc ( n ) ; for ( var e in t ) Hi ( n , e , { get : t [ e ] , enumerable : ! 0 } ) } , db = ( n , t , e ) => { if ( t && typeof t == "object" || typeof t == "function" ) for ( let i of hb ( t ) ) ! Yo . call ( n , i ) && i !== "default" && Hi ( n , i , { get : ( ) => t [ i ] , enumerable : ! ( e = lb ( t , i ) ) || e . enumerable } ) ; return n } , ze = n => db ( Xc ( Hi ( n != null ? ob ( ub ( n ) ) : { } , "default" , n && n . _ _esModule && "default" in n ? { get : ( ) => n . default , enumerable : ! 0 } : { value : n , enumerable : ! 0 } ) ) , n ) ; var Ku = Xo ( ( qa , Ga ) => { ( function ( n , t ) { typeof qa == "object" && typeof Ga != "undefined" ? Ga . exports = t ( ) : typeof define == "function" && define . amd ? define ( t ) : ( n = typeof globalThis != "undefined" ? globalThis : n || self , n . chroma = t ( ) ) } ) ( qa , function ( ) { "use strict" ; for ( var n = function ( u , d , b ) { return d === void 0 && ( d = 0 ) , b === void 0 && ( b = 1 ) , u < d ? d : u > b ? b : u } , t = n , e = function ( u ) { u . _clipped = ! 1 , u . _unclipped = u . slice ( 0 ) ; for ( var d = 0 ; d <= 3 ; d ++ ) d < 3 ? ( ( u [ d ] < 0 || u [ d ] > 255 ) && ( u . _clipped = ! 0 ) , u [ d ] = t ( u [ d ] , 0 , 255 ) ) : d === 3 && ( u [ d ] = t ( u [ d ] , 0 , 1 ) ) ; return u } , i = { } , s = 0 , r = [ "Boolean" , "Number" , "String" , "Function" , "Array" , "Date" , "RegExp" , "Undefined" , "Null" ] ; s < r . length ; s += 1 ) { var o = r [ s ] ; i [ "[object " + o + "]" ] = o . toLowerCase ( ) } var a = function ( u ) { return i [ Object . prototype . toString . call ( u ) ] || "object" } , l = a , c = function ( u , d ) { return d === void 0 && ( d = null ) , u . length >= 3 ? Array . prototype . slice . call ( u ) : l ( u [ 0 ] ) == "object" && d ? d . split ( "" ) . filter ( function ( b ) { return u [ 0 ] [ b ] !== void 0 } ) . map ( function ( b ) { return u [ 0 ] [ b ] } ) : u [ 0 ] } , h = a , f = function ( u ) { if ( u . length < 2 ) return null ; var d = u . length - 1 ; return h ( u [ d ] ) == "string" ? u [ d ] . toLowerCase ( ) : null } , g = Math . PI , p = { clip _rgb : e , limit : n , type : a , unpack : c , last : f , PI : g , TWOPI : g * 2 , PITHIRD : g / 3 , DEG2RAD : g / 180 , RAD2DEG : 180 / g } , m = { format : { } , autodetect : [ ] } , y = p . last , S = p . clip _rgb , M = p . type , C = m , F = function ( ) { for ( var d = [ ] , b = arguments . length ; b -- ; ) d [ b ] = arguments [ b ] ; var _ = this ; if ( M ( d [ 0 ] ) === "object" && d [ 0 ] . constructor && d [ 0 ] . constructor === this . constructor ) return d [ 0 ] ; var P = y ( d ) , T = ! 1 ; if ( ! P ) { T = ! 0 , C . sorted || ( C . autodetect = C . autodetect . sort ( function ( B , q ) { return q . p - B . p } ) , C . sorted = ! 0 ) ; for ( var w = 0 , A = C . autodetect ; w < A . length ; w += 1 ) { var L = A [ w ] ; if ( P = L . test . apply ( L , d ) , P ) break } } if ( C . format [ P ] ) { var j = C . format [ P ] . apply ( null , T ? d : d . slice ( 0 , - 1 ) ) ; _ . _rgb = S ( j ) } else throw new Error ( "unknown format: " + d ) ; _ . _rgb . length === 3 && _ . _rgb . push ( 1 ) } ; F . prototype . toString = function ( ) { return M ( this . hex ) == "function" ? this . hex ( ) : "[" + this . _rgb . join ( "," ) + "]" } ; var D = F , I = function ( ) { for ( var u = [ ] , d = arguments . length ; d -- ; ) u [ d ] = arguments [ d ] ; return new ( Function . prototype . bind . apply ( I . Color , [ null ] . concat ( u ) ) ) } ; I . Color = D , I . version = "2.4.2" ; var $ = I , N = p . unpack , G = Math . max , U = function ( ) { for ( var u = [ ] , d = arguments . length ; d -- ; ) u [ d ] = arguments [ d ] ; var b = N ( u , "rgb" ) , _ = b [ 0 ] , P = b [ 1 ] , T = b [ 2 ] ; _ = _ / 255 , P = P / 255 , T = T / 255 ; var w = 1 - G ( _ , G ( P , T ) ) , A = w < 1 ? 1 / ( 1 - w ) : 0 , L = ( 1 - _ - w ) * A , j = ( 1 - P - w ) * A , B = ( 1 - T - w ) * A ; return [ L , j , B , w ] } , it = U , lt = p . unpack , rt = function ( ) { for ( var u = [ ] , d = arguments . length ; d -- ; ) u [ d ] = arguments [ d ] ; u = lt ( u , "cmyk" ) ; var b = u [ 0 ] , _ = u [ 1 ] , P = u [ 2 ] , T = u [ 3 ] , w = u . length > 4 ? u [ 4 ] : 1 ; return T === 1 ? [ 0 , 0 , 0 , w ] : [ b >= 1 ? 0 : 255 * ( 1 - b ) * ( 1 - T ) , _ >= 1 ? 0 : 255 * ( 1 - _ ) * ( 1 - T ) , P >= 1 ? 0 : 255 * ( 1 - P ) * ( 1 - T ) , w ] } , Pt = rt , zt = $ , et = D , Et = m , St = p . unpack , re = p . type , ye = it ; et . prototype . cmyk = function ( ) { return ye ( this . _rgb ) } , zt . cmyk = function ( ) { for ( var u = [ ] , d = arguments . length ; d -- ; ) u [ d ] = arguments [ d ] ; return new ( Function . prototype . bind . apply ( et , [ null ] . concat ( u , [ "cmyk" ] ) ) ) } , Et . format . cmyk = Pt , Et . autodetect . push ( { p : 2 , test : function ( ) { for ( var u = [ ] , d = arguments . length ; d -- ; ) u [ d ] = arguments [ d ] ; if ( u = St ( u , "cmyk" ) , r
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< pre > < code > ` +Z+ `
< / c o d e > < / p r e >
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` ;var V=this.options.langPrefix+this.options.escape(x,!0);return `
< pre > < code class = "`+V+'" > ' + Z + `
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< / c o d e > < / p r e >
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` },k.prototype.blockquote=function(v){return ` < blockquote >
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` +v+ ` < / b l o c k q u o t e >
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` },k.prototype.html=function(v){return v},k.prototype.heading=function(v,x,R){var E=this.options.headerPrefix+R.toLowerCase().replace(/[^ \w ]+/g,"-");return"<h"+x+' id="'+E+'">'+v+"</h"+x+ ` >
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` },k.prototype.list=function(v,x){var R=x?"ol":"ul";return `
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< table >
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` },k.prototype.tablerow=function(v){return ` < tr >
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` },k.prototype.tablecell=function(v,x){var R=x.header?"th":"td",E=x.align?"<"+R+' style="text-align:'+x.align+'">':"<"+R+">";return E+v+"</"+R+ ` >
` },k.prototype.strong=function(v){return"<strong>"+v+"</strong>"},k.prototype.em=function(v){return"<em>"+v+"</em>"},k.prototype.codespan=function(v){return"<code>"+v+"</code>"},k.prototype.br=function(){return this.options.xhtml?"<br/>":"<br>"},k.prototype.del=function(v){return"<del>"+v+"</del>"},k.prototype.link=function(v,x,R){if(this.options.sanitize){var E=void 0;try{E=decodeURIComponent(this.options.unescape(v)).replace(/[^ \w :]/g,"").toLowerCase()}catch(Z){return R}if(E.indexOf("javascript:")===0||E.indexOf("vbscript:")===0||E.indexOf("data:")===0)return R}var O='<a href="'+v+'"';return x&&(O+=' title="'+x+'"'),O+=">"+R+"</a>",O},k.prototype.image=function(v,x,R){var E='<img src="'+v+'" alt="'+R+'"';return x&&(E+=' title="'+x+'"'),E+=this.options.xhtml?"/>":">",E},k.prototype.text=function(v){return v},k}();var Lt=function(){function k(v,x,R,E){if(R===void 0&&(R=Ut.options),this.staticThis=v,this.links=x,this.options=R,this.renderer=E||this.options.renderer||new ot(this.options),!this.links)throw new Error("InlineLexer requires 'links' parameter.");this.setRules()}return k.output=function(v,x,R){var E=new this(this,x,R);return E.output(v)},k.getRulesBase=function(){if(this.rulesBase)return this.rulesBase;var v={escape:/^ \\ ([ \\ ` * { } \ [ \ ] ( ) # + \ - . ! _ > ] ) / , autolink : /^<([^ <>]+(@|:\/)[^ <>]+)>/ , tag : /^<!--[\s\S]*?-->|^<\/?\w+(?:"[^"]*"|'[^']*'|[^<'">])*?>/ , link : /^!?\[(inside)\]\(href\)/ , reflink : /^!?\[(inside)\]\s*\[([^\]]*)\]/ , nolink : /^!?\[((?:\[[^\]]*\]|[^\[\]])*)\]/ , strong : /^__([\s\S]+?)__(?!_)|^\*\*([\s\S]+?)\*\*(?!\*)/ , em : /^\b_((?:[^_]|__)+?)_\b|^\*((?:\*\*|[\s\S])+?)\*(?!\*)/ , code : /^(`+)([\s\S]*?[^`])\1(?!`)/ , br : /^ {2,}\n(?!\s*$)/ , text : /^[\s\S]+?(?=[\\<!\[_*`]| {2,}\n|$)/ , _inside : /(?:\[[^\]]*\]|[^\[\]]|\](?=[^\[]*\]))*/ , _href : /\s*<?([\s\S]*?)>?(?:\s+['"]([\s\S]*?)['"])?\s*/ } ; return v . link = new t ( v . link ) . setGroup ( "inside" , v . _inside ) . setGroup ( "href" , v . _href ) . getRegexp ( ) , v . reflink = new t ( v . reflink ) . setGroup ( "inside" , v . _inside ) . getRegexp ( ) , this . rulesBase = v } , k . getRulesPedantic = function ( ) { return this . rulesPedantic ? this . rulesPedantic : this . rulesPedantic = Object . assign ( Object . assign ( { } , this . getRulesBase ( ) ) , { strong : /^__(?=\S)([\s\S]*?\S)__(?!_)|^\*\*(?=\S)([\s\S]*?\S)\*\*(?!\*)/ , em : /^_(?=\S)([\s\S]*?\S)_(?!_)|^\*(?=\S)([\s\S]*?\S)\*(?!\*)/ } ) } , k . getRulesGfm = function ( ) { if ( this . rulesGfm ) return this . rulesGfm ; var v = this . getRulesBase ( ) , x = new t ( v . escape ) . setGroup ( "])" , "~|])" ) . getRegexp ( ) , R = new t ( v . text ) . setGroup ( "]|" , "~]|" ) . setGroup ( "|" , "|https?://|" ) . getRegexp ( ) ; return this . rulesGfm = Object . assign ( Object . assign ( { } , v ) , { escape : x , url : /^(https?:\/\/[^\s<]+[^<.,:;"')\]\s])/ , del : /^~~(?=\S)([\s\S]*?\S)~~/ , text : R } ) } , k . getRulesBreaks = function ( ) { if ( this . rulesBreaks ) return this . rulesBreaks ; var v = this . getRulesGfm ( ) , x = this . getRulesGfm ( ) ; return this . rulesBreaks = Object . assign ( Object . assign ( { } , x ) , { br : new t ( v . br ) . setGroup ( "{2,}" , "*" ) . getRegexp ( ) , text : new t ( x . text ) . setGroup ( "{2,}" , "*" ) . getRegexp ( ) } ) } , k . prototype . setRules = function ( ) { this . options . gfm ? this . options . breaks ? this . rules = this . staticThis . getRulesBreaks ( ) : this . rules = this . staticThis . getRulesGfm ( ) : this . options . pedantic ? this . rules = this . staticThis . getRulesPedantic ( ) : this . rules = this . staticThis . getRulesBase ( ) , this . hasRulesGfm = this . rules . url !== void 0 } , k . prototype . output = function ( v ) { v = v ; for ( var x , R = "" ; v ; ) { if ( x = this . rules . escape . exec ( v ) ) { v = v . substring ( x [ 0 ] . length ) , R += x [ 1 ] ; continue } if ( x = this . rules . autolink . exec ( v ) ) { var E = void 0 , O = void 0 ; v = v . substring ( x [ 0 ] . length ) , x [ 2 ] === "@" ? ( E = this . options . escape ( x [ 1 ] . charAt ( 6 ) === ":" ? this . mangle ( x [ 1 ] . substring ( 7 ) ) : this . mangle ( x [ 1 ] ) ) , O = this . mangle ( "mailto:" ) + E ) : ( E = this . options . escape ( x [ 1 ] ) , O = E ) , R += this . renderer . link ( O , null , E ) ; continue } if ( ! this . inLink && this . hasRulesGfm && ( x = this . rules . url . exec ( v ) ) ) { var E = void 0 , O = void 0 ; v = v . substring ( x [ 0 ] . length ) , E = this . options . escape ( x [ 1 ] ) , O = E , R += this . renderer . link ( O , null , E ) ; continue } if ( x = this . rules . tag . exec ( v ) ) { ! this . inLink && /^<a /i . test ( x [ 0 ] ) ? this . inLink = ! 0 : this . inLink && /^<\/a>/i . test ( x [ 0 ] ) && ( this . inLink = ! 1 ) , v = v . substring ( x [ 0 ] . length ) , R += this . options . sanitize ? this . options . sanitizer ? this . options . sanitizer ( x [ 0 ] ) : this . options . escape ( x [ 0 ] ) : x [ 0 ] ; co
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` ).replace(/ \t /g," ").replace(/ \u 00a0/g," ").replace(/ \u 2424/g, `
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type : bar
labels : [ $ { e } ]
series :
$ { i . map ( r => ` - title: ${ r . dataTitle }
data : [ $ { r . data } ] ` ).join( `
` )}
width : 80 %
beginAtZero : true
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\ ` \` \` ` ; n . replaceSelection ( s ) } function Za ( n , t , e ) { let i ; try { i = sf . Extractor . extractObject ( n , t , ! 1 ) } catch ( o ) { throw new nf . Notice ( "Table malformed" ) , o } let s = Object . keys ( Object . values ( i ) [ 0 ] ) , r = Object . keys ( i ) . map ( o => ( { dataTitle : o , data : Object . values ( i [ o ] ) } ) ) ; return e && ( r = r . filter ( o => e . contains ( o . dataTitle ) ) ) , { labels : s , dataFields : r } } var rf = { modes : { point ( n , t ) { return Gr ( n , t , { intersect : ! 0 } ) } , nearest ( n , t , e ) { return Ry ( n , t , e ) } , x ( n , t , e ) { return Gr ( n , t , { intersect : e . intersect , axis : "x" } ) } , y ( n , t , e ) { return Gr ( n , t , { intersect : e . intersect , axis : "y" } ) } } } ; function Ja ( n , t , e ) { return ( rf . modes [ e . mode ] || rf . modes . nearest ) ( n , t , e ) } function Oy ( n , t , e ) { return e !== "x" && e !== "y" ? n . inRange ( t . x , t . y , "x" , ! 0 ) || n . inRange ( t . x , t . y , "y" , ! 0 ) : n . inRange ( t . x , t . y , e , ! 0 ) } function Ay ( n , t , e ) { return e === "x" ? { x : n . x , y : t . y } : e === "y" ? { x : t . x , y : n . y } : t } function Gr ( n , t , e ) { return n . visibleElements . filter ( i => e . intersect ? i . inRange ( t . x , t . y ) : Oy ( i , t , e . axis ) ) } function Ry ( n , t , e ) { let i = Number . POSITIVE _INFINITY ; return Gr ( n , t , e ) . reduce ( ( s , r ) => { let o = r . getCenterPoint ( ) , a = Ay ( t , o , e . axis ) , l = Ke ( t , a ) ; return l < i ? ( s = [ r ] , i = l ) : l === i && s . push ( r ) , s } , [ ] ) . sort ( ( s , r ) => s . _index - r . _index ) . slice ( 0 , 1 ) } var Ly = ( n , t ) => t > n || n . length > t . length && n . slice ( 0 , t . length ) === t , ni = . 001 , Ur = ( n , t , e ) => Math . min ( e , Math . max ( t , n ) ) ; function Fy ( n , t , e ) { for ( let i of Object . keys ( n ) ) n [ i ] = Ur ( n [ i ] , t , e ) ; return n } function Iy ( n , t , e , i ) { if ( ! n || ! t || e <= 0 ) return ! 1 ; let s = i / 2 ; return Math . pow ( n . x - t . x , 2 ) + Math . pow ( n . y - t . y , 2 ) <= Math . pow ( e + s , 2 ) } function of ( n , { x : t , y : e , x2 : i , y2 : s } , r , o ) { let a = o / 2 , l = n . x >= t - a - ni && n . x <= i + a + ni , c = n . y >= e - a - ni && n . y <= s + a + ni ; return r === "x" ? l : ( r === "y" || l ) && c } function Oi ( n , t ) { let { centerX : e , centerY : i } = n . getProps ( [ "centerX" , "centerY" ] , t ) ; return { x : e , y : i } } function $y ( n , t , e , i = ! 0 ) { let s = e . split ( "." ) , r = 0 ; for ( let o of t . split ( "." ) ) { let a = s [ r ++ ] ; if ( parseInt ( o , 10 ) < parseInt ( a , 10 ) ) break ; if ( Ly ( a , o ) ) { if ( i ) throw new Error ( ` ${ n } v ${ e } is not supported. v ${ t } or newer is required. ` ) ; return ! 1 } } return ! 0 } var af = n => typeof n == "string" && n . endsWith ( "%" ) , lf = n => parseFloat ( n ) / 100 , cf = n => Ur ( lf ( n ) , 0 , 1 ) ; function Qa ( n , t ) { return t === "start" ? 0 : t === "end" ? n : af ( t ) ? cf ( t ) * n : n / 2 } function Dn ( n , t , e = ! 0 ) { return typeof t == "number" ? t : af ( t ) ? ( e ? cf ( t ) : lf ( t ) ) * n : n } function jy ( n , t ) { let { x : e , width : i } = n , s = t . textAlign ; return s === "center" ? e + i / 2 : s === "end" || s === "right" ? e + i : e } function tl ( n , t = "center" ) { return at ( n ) ? { x : nt ( n . x , t ) , y : nt ( n . y , t ) } : ( n = nt ( n , t ) , { x : n , y : n } ) } function hf ( n ) { return n && ( Nt ( n . xValue ) || Nt ( n . yValue ) ) } function Ps ( n , t , e , i = ! 1 ) { let s = e . init ; if ( s ) { if ( s === ! 0 ) return ff ( t , i ) } else return ; return zy ( t , i , wt ( s , [ { chart : n , properties : t , options : e } ] ) ) } function uf ( n , t , e ) { let i = ! 1 ; return t . forEach ( s => { le ( n [ s ] ) ? ( i = ! 0 , e [ s ] = n [ s ] ) : Nt ( e [ s ] ) && delete e [ s ] } ) , i } function ff ( { centerX : n , centerY : t } , e ) { return e ? { centerX : n , centerY : t , radius : 0 , width : 0 , height : 0 } : { x : n , y : t , x2 : n , y2 : t , width : 0 , height : 0 } } function zy ( n , t , e ) { if ( e === ! 0 ) return ff ( n , t ) ; if ( at ( e ) ) return e } var el = new Map , By = n => isNaN ( n ) || n <= 0 , Ny = n => n . reduce ( function ( t , e ) { return t += e . string , t } , "" ) ; function Kr ( n ) { if ( n && typeof n == "object" ) { let t = n . toString ( ) ; return t === "[object HTMLImageElement]" || t === "[object HTMLCanvasElement]" } } function nl ( n , { x : t , y : e } , i ) { i && ( n . translate ( t , e ) , n . rotate ( Wt ( i ) ) , n . translate ( - t , - e ) ) } function En ( n , t ) { if ( t && t . borderWidth ) return n . lineCap = t . borderCapStyle , n . setLineDash ( t . borderDash ) , n . lineDashOffset = t . borderDashOffset , n . lineJoin = t . borderJoinStyle , n . lineWidth = t . borderWidth , n . strokeStyle = t . borderColor , ! 0 } function Ai ( n , t ) { n . shadowColor = t . backgroundShadowColor , n . shadowBlur = t . shadowBlur , n . shadowOffsetX = t . shadowOffsetX , n . shadowOffsetY = t . shadowOffsetY } function il ( n , t ) { let e = t . content ; if ( Kr ( e ) ) return { width : Dn ( e . width , t . width ) , height : Dn ( e . height , t . height ) } ; let i = t . font , s = pt ( i ) ? i . map ( l => Ft ( l ) ) : [ Ft ( i ) ] , r = t . textStrokeWidth , o = pt ( e ) ? e : [ e ] , a = o . join ( ) + Ny ( s ) + r + ( n . _measureText ? "-spriting" : "" ) ; return el . has ( a ) || el . set ( a , Xy ( n , o , s , r ) ) , el . get ( a ) } function df ( n , t , e ) { let { x : i , y : s , width : r , height : o } = t ; n . save ( ) , Ai ( n , e ) ; let a = En ( n , e ) ; n . fillStyle = e . backgroundColor , n . beginPath ( ) , en ( n , { x : i , y : s , w : r , h : o , radius : Fy ( Le ( e . borderRadius ) , 0 , Math . min ( r , o ) / 2 ) } ) , n . closePath ( ) , n . fill ( ) , a && ( n . shadowColor = e . borderShadowColor , n . stroke ( ) ) , n . restore ( ) } function Hy ( n , t , e ) { let i = e . content ; if ( Kr ( i ) ) { n . save ( )
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< p class = "subDesc svelte-1tlkntj" > Set Data Fields ( Comma seperated ) < / p > ` , i = I t ( ) , s = Y ( " t d " ) , r = Y ( " i n p u t " ) , o = I t ( ) , a = Y ( " b r " ) , l = I t ( ) , c = Y ( " i n p u t " ) , X ( e , " c l a s s " , " d e s c s v e l t e - 1 t l k n t j " ) , X ( r , " t y p e " , " t e x t " ) , X ( r , " p l a c e h o l d e r " , " N a m e " ) , X ( c , " t y p e " , " t e x t " ) , X ( c , " p l a c e h o l d e r " , " 1 , - 2 , 1 1 , 5 " ) , G t ( c , " m a r g i n - t o p " , " 3 p x " ) , X ( s , " c l a s s " , " c o n t r o l E l e m e n t s v e l t e - 1 t l k n t j " ) } , m ( m , y ) { X e ( m , t , y ) , z ( t , e ) , z ( t , i ) , z ( t , s ) , z ( s , r ) , d e ( r , n [ 3 3 ] . d a t a T i t l e ) , z ( s , o ) , z ( s , a ) , z ( s , l ) , z ( s , c ) , d e ( c , n [ 3 3 ] . d a t a ) , h | | ( f = [ J t ( r , " i n p u t " , g ) , J t ( c , " i n p u t " , p ) ] , h = ! 0 ) } , p ( m , y ) { n = m , y [ 0 ] & 1 0 2 4 & & r . v a l u e ! = = n [ 3 3 ] . d a t a T i t l e & & d e ( r , n [ 3 3 ] . d a t a T i t l e ) , y [ 0 ] & 1 0 2 4 & & c . v a l u e ! = = n [ 3 3 ] . d a t a & & d e ( c , n [ 3 3 ] . d a t a ) } , d ( m ) { m & & I e ( t ) , h = ! 1 , h n ( f ) } } } f u n c t i o n w 1 ( n ) { l e t t , e , i , s , r , o , a , l , c , h , f , g , p , m , y , S , M , C , F , D , I ; r e t u r n { c ( ) { t = Y ( " h r " ) , e = I t ( ) , i = Y ( " t a b l e " ) , s = Y ( " t r " ) , r = Y ( " t d " ) , r . i n n e r H T M L = ` < p c l a s s = " m a i n D e s c s v e l t e - 1 t l k n t j " > L i n e o f B e s t F i t < / p >
< p class = "subDesc svelte-1tlkntj" > Create a line of best fit < / p > ` , o = Y ( " t d " ) , a = Y ( " i n p u t " ) , l = I t ( ) , c = Y ( " t r " ) , h = Y ( " t d " ) , h . i n n e r H T M L = ` < p c l a s s = " m a i n D e s c s v e l t e - 1 t l k n t j " > B e s t F i t L i n e I D < / p >
< p class = "subDesc svelte-1tlkntj" > The line ID used to create the line of best fit < / p > ` , f = Y ( " t d " ) , g = Y ( " i n p u t " ) , p = Y ( " b r " ) , m = I t ( ) , y = Y ( " t r " ) , S = Y ( " t d " ) , S . i n n e r H T M L = ` < p c l a s s = " m a i n D e s c s v e l t e - 1 t l k n t j " > L i n e o f B e s t F i t T i t l e < / p >
< p class = "subDesc svelte-1tlkntj" > The title for the line of best fit < / p > ` , M = Y ( " t d " ) , C = Y ( " i n p u t " ) , F = Y ( " b r " ) , X ( r , " c l a s s " , " d e s c s v e l t e - 1 t l k n t j " ) , X ( a , " t y p e " , " c h e c k b o x " ) , X ( a , " c l a s s " , " t a s k - l i s t - i t e m - c h e c k b o x " ) , G t ( a , " w i d t h " , " 1 6 p x " ) , G t ( a , " h e i g h t " , " 1 6 p x " ) , X ( o , " c l a s s " , " c o n t r o l E l e m e n t s v e l t e - 1 t l k n t j " ) , X ( h , " c l a s s " , " d e s c s v e l t e - 1 t l k n t j " ) , X ( g , " t y p e " , " t e x t " ) , X ( g , " p l a c e h o l d e r " , " 0 " ) , G t ( g , " w i d t h " , " 2 6 p x " ) , G t ( g , " h e i g h t " , " 3 2 p x " ) , X ( f , " c l a s s " , " c o n t r o l E l e m e n t s v e l t e - 1 t l k n t j " ) , X ( S , " c l a s s " , " d e s c s v e l t e - 1 t l k n t j " ) , X ( C , " t y p e " , " t e x t " ) , X ( C , " p l a c e h o l d e r " , " L i n e o f B e s t F i t " ) , G t ( C , " w i d t h " , " 9 6 p x " ) , G t ( C , " h e i g h t " , " 3 2 p x " ) , X ( M , " c l a s s " , " c o n t r o l E l e m e n t s v e l t e - 1 t l k n t j " ) , G t ( i , " w i d t h " , " 1 0 0 % " ) , X ( i , " c l a s s " , " s v e l t e - 1 t l k n t j " ) } , m ( $ , N ) { X e ( $ , t , N ) , X e ( $ , e , N ) , X e ( $ , i , N ) , z ( i , s ) , z ( s , r ) , z ( s , o ) , z ( o , a ) , a . c h e c k e d = n [ 6 ] , z ( i , l ) , z ( i , c ) , z ( c , h ) , z ( c , f ) , z ( f , g ) , d e ( g , n [ 8 ] ) , z ( f , p ) , z ( i , m ) , z ( i , y ) , z ( y , S ) , z ( y , M ) , z ( M , C ) , d e ( C , n [ 7 ] ) , z ( M , F ) , D | | ( I = [ J t ( a , " c h a n g e " , n [ 2 6 ] ) , J t ( g , " i n p u t " , n [ 2 7 ] ) , J t ( C , " i n p u t " , n [ 2 8 ] ) ] , D = ! 0 ) } , p ( $ , N ) { N [ 0 ] & 6 4 & & ( a . c h e c k e d = $ [ 6 ] ) , N [ 0 ] & 2 5 6 & & g . v a l u e ! = = $ [ 8 ] & & d e ( g , $ [ 8 ] ) , N [ 0 ] & 1 2 8 & & C . v a l u e ! = = $ [ 7 ] & & d e ( C , $ [ 7 ] ) } , d ( $ ) { $ & & I e ( t ) , $ & & I e ( e ) , $ & & I e ( i ) , D = ! 1 , h n ( I ) } } } f u n c t i o n k 1 ( n ) { l e t t , e , i , s , r , o , a , l , c , h , f , g , p , m , y , S , M , C , F , D , I , $ , N , G , U , i t , l t , r t , P t , z t , e t , E t , S t , r e , y e , o t , L t , B t , U t , Q t , k , v , x , R , E , O , Z , V , J , t t , x t , H t , O t , Y t , X t , u e , k e , x e , R n , u n , L n , j e , $ i , F n , o i , $ s , j i , a i , q e , I n , $ n , l i , j s , f n = n [ 1 0 ] , c e = [ ] ; f o r ( l e t b t = 0 ; b t < f n . l e n g t h ; b t + = 1 ) c e [ b t ] = u d ( h d ( n , f n , b t ) ) ; r e t u r n j e = n e w c d ( { p r o p s : { h e a d e r T e x t : " L i n e o f B e s t F i t ( L i n e c h a r t o n l y ) " , $ $ s l o t s : { d e f a u l t : [ w 1 ] } , $ $ s c o p e : { c t x : n } } } ) , { c ( ) { t = Y ( " d i v " ) , e = Y ( " h 3 " ) , e . t e x t C o n t e n t = " C r e a t e a n e w C h a r t " , i = I t ( ) , s = Y ( " d i v " ) , r = Y ( " d i v " ) , o = Y ( " t a b l e " ) , a = Y ( " t r " ) , l = Y ( " t d " ) , l . i n n e r H T M L = ` < p c l a s s = " m a i n D e s c s v e l t e - 1 t l k n t j " > C h a r t T y p e < / p >
< p class = "subDesc svelte-1tlkntj" > Choose a Chart Type < / p > ` , c = Y ( " t d " ) , h = Y ( " s e l e c t " ) , f = Y ( " o p t i o n " ) , f . t e x t C o n t e n t = " B a r " , g = Y ( " o p t i o n " ) , g . t e x t C o n t e n t = " L i n e " , p = Y ( " o p t i o n " ) , p . t e x t C o n t e n t = " P i e " , m = Y ( " o p t i o n " ) , m . t e x t C o n t e n t = " D o u g h n u t " , y = Y ( " o p t i o n " ) , y . t e x t C o n t e n t = " R a d a r " , S = Y ( " o p t i o n " ) , S . t e x t C o n t e n t = " P o l a r A r e a " , M = I t ( ) , C = Y ( " t r " ) , F = Y ( " t d " ) , F . i n n e r H T M L = ` < p c l a s s = " m a i n D e s c s v e l t e - 1 t l k n t j " > S m o o t h n e s s < / p >
< p class = "subDesc svelte-1tlkntj" > Changes the smoothness of the Chart < / p > ` , D = Y ( " t d " ) , I = Y ( " i n p u t " ) , $ = I t ( ) , N = Y ( " t r " ) , G = Y ( " t d " ) , G . i n n e r H T M L = ` < p c l a s s = " m a i n D e s c s v e l t e - 1 t l k n t j " > W i d t h < / p >
< p class = "subDesc svelte-1tlkntj" > Changes the horizontal width < / p > ` , U = Y ( " t d " ) , i t = Y ( " i n p u t " ) , l t = I t ( ) , r t = Y ( " t r " ) , P t = Y ( " t d " ) , P t . i n n e r H T M L = ` < p c l a s s = " m a i n D e s c s v e l t e - 1 t l k n t j " > F i l l < / p >
< p class = "subDesc svelte-1tlkntj" > Fill the underside of the Chart < / p > ` , z t = Y ( " t d " ) , e t = Y ( " i n p u t " ) , E t = I t ( ) , S t = Y ( " t r " ) , r e = Y ( " t d " ) , r e . i n n e r H T M L = ` < p c l a s s = " m a i n D e s c s v e l t e - 1 t l k n t j " > D i s t i n c t C o l o r s < / p >
< p class = "subDesc svelte-1tlkntj" > Use distinct Colors for each Label < / p > ` , y e = Y ( " t d " ) , o t = Y ( " i n p u t " ) , L t = I t ( ) , B t = Y ( " t r " ) , U t = Y ( " t d " ) , U t . i n n e r H T M L = ` < p c l a s s = " m a i n D e s c s v e l t e - 1 t l k n t j " > S t a r t a t Z e r o < / p >
< p class = "subDesc svelte-1tlkntj" > Don & # 39 ; t cut the graph at the bottom < / p > ` , Q t = Y ( " t d " ) , k = Y ( " i n p u t " ) , v = I t ( ) , x = Y ( " h r " ) , R = I t ( ) , E = Y ( " t a b l e " ) , O = Y ( " t r " ) , Z = Y ( " t d " ) , Z . i n n e r H T M L = ` < p c l a s s = " m a i n D e s c s v e l t e - 1 t l k n t j " > X A x i s < / p >
< p class = "subDesc svelte-1tlkntj" > Set Labels ( Comma seperated ) < / p > ` , V = I t ( ) , J = Y ( " t d " ) , t t = Y ( " i n p u t " ) , x t = Y ( " b r " ) , H t = I t ( ) , O t = Y ( " h r " ) , Y t = I t ( ) , X t = Y ( " t a b l e " ) ; f o r ( l e t b t = 0 ; b t < c e . l e n g t h ; b t + = 1 ) c e [ b t ] . c ( ) ; u e = I t ( ) , k e = Y ( " d i v " ) , x e = Y ( " b u t t o n " ) , x e . t e x t C o n t e n t = " A d d m o r e " , R n = I t ( ) , u n = Y ( " h r " ) , L n = I t ( ) , a d ( j e . $ $ . f r a g m e n t ) , $ i = I t ( ) , F n = Y ( " d i v " ) , o i = Y ( " d i v " ) , $ s = I t ( ) , j i = Y ( " h r " ) , a i = I t ( ) , q e = Y ( " d i v " ) , I n = Y ( " b u t t o n " ) , I n . t e x t C o n t e n t = " I n s e r t C h a r t " , X ( l , " c l a s s " , " d e s c s v e l t e - 1 t l k n t j " ) , f . _ _ v a l u e = " b a r " , f . v a l u e = f . _ _ v a l u e , g . _ _ v a l u e = " l i n e " , g . v a l u e = g . _ _ v a l u e , p . _ _ v a l u e = " p i e " , p . v a l u e = p . _ _ v a l u e , m . _ _ v a l u e = " d o u g h n u t " , m . v a l u e = m . _ _ v a l u e , y . _ _ v a l u e = " r a d a r " , y . v a l u e = y . _ _ v a l u e , S . _ _ v a l u e = " p o l a r A r e a " , S . v a l u e = S . _ _ v a l u e , X ( h , " n a m e " , " C h a r t T y p e s " ) , X ( h , " i d " , " c h a r t - t y p e s " ) , X ( h , " c l a s s " , " d r o p d o w n " ) , n [ 0 ] = = = v o i d 0 & & L s ( ( ) = > n [ 1 6 ] . c a l l ( h ) ) , X ( c , " c l a s s " , " c o n t r o l E l e m e n t s v e l t e - 1 t l k n t j " ) , X ( F , " c l a s s " , " d e s c s v e l t e - 1 t l k n t j " ) , X ( I , " t y p e " , " r a n g e " ) , X ( I , " m i n " , " 0 " ) , X ( I , " m a x " , " 1 0 0 " ) , X ( I , " c l a s s " , " s l i d e r " ) , X ( D , " c l a s s " , " c o n t r o l E l e m e n t s v e l t e - 1 t l k n t j " ) , X ( G , " c l a s s " , " d e s c s v e l t e - 1 t l k n t j " ) , X ( i t , " t y p e " , " r a n g e " ) , X ( i t , " m i n " , " 2 0 " ) , X ( i t , " m a x " , " 1 0 0 " ) , X ( i t , " c l a s s " , " s l i d e r " ) , X ( U , " c l a s s " , " c o n t r o l E l e m e n t s v e l t e - 1 t l k n t j " ) , X ( P t , " c l a s s " , " d e s c s v e l t e - 1 t l k n t j " ) , X ( e t , " t y p e " , " c h e c k b o x " ) , X ( e t , " c l a s s " , " t a s k - l i s t - i t e m - c h e c k b o x " ) , G t ( e t , " w i d t h " , " 1 6 p x " ) , G t ( e t , " h e i g h t " , " 1 6 p x " ) , X ( z t , " c l a s s " , " c o n t r o l E l e m e n t s v e l t e - 1 t l k n t j " ) , X ( r e , " c l a s s " , " d e s c s v e l t e - 1 t l k n t j " ) , X ( o t , " t y p e " , " c h e c k b o x " ) , X ( o t , " c l a s s " , " t a s k - l i s t - i t e m - c h e c k b o x " ) , G t ( o t , " w i d t h " , " 1 6 p x " ) , G t ( o t , " h e i g h t " , " 1 6 p x " ) , X ( y e , " c l a s s " , " c o n t r o l E l e m e n t s v e l t e - 1 t l k n t j " ) , X ( U t , " c l a s s " , " d e s c s v e l t e - 1 t l k n t j " ) , X ( k , " t y p e " , " c h e c k b o x " ) , X ( k , " c l a s s " , " t a s k - l i s t - i t e m - c h e c k b o x " ) , G t ( k , " w i d t h " , " 1 6 p x " ) , G t ( k , " h e i g h t " , " 1 6 p x " ) , X ( Q t , " c l a s s " , " c o n t r o l E l e m e n t s v e l t e - 1 t l k n t j " ) , G t ( o , " w i d t h " , " 1 0 0 % " ) , X ( o , " c l a s s " , " s v e l t e - 1 t l k n t j " ) , X ( Z , " c l a s s " , " d e s c s v e l t e - 1 t l k n t j " ) , X ( t t , " t y p e " , " t e x t " ) , X ( t t , " p l a c e h o l d e r " , " M o n d a y , T u e s d a y , . . . " ) , X ( J , " c l a s s " , " c o n t r o l E l e m e n t s v e l t e - 1 t l k n t j " ) , G t ( E , " w i d t h " , " 1 0 0 % " ) , X ( E , " c l a s s " , " s v e l t e - 1 t l k n t j " ) , X ( k e , " c l a s s " , " a d d M o r e B u t t o n C o n t a i n e r s v e l t e - 1 t l k n t j " ) , G t ( X t , " w i d t h " , " 1 0 0 % " ) , X ( X t , " c l a s s " , " s v e l t e - 1 t l k n t j " ) , X ( o i , " i d " , " p r e v i e w " ) , X ( F n , " c l a s s " , " c h a r t P r e v i e w s v e l t e - 1 t l k n t j " ) , X ( s , " c l a s s " , " m o d a l C o l u m n s v e l t e - 1 t l k n t j " ) , X ( t , " c l a s s " , " c h a r t - m o d a l s v e l t e - 1 t l k n t j " ) , X ( I n , " c l a s s " , " m o d - c t a " ) , G t ( q e , " d i s p l a y " , " f l e x " ) , G t ( q e , " j u s t i f y - c o n t e n t " , " c e n t e r " ) , G t ( q e , " a l i g n - i t e m s " , " c e n t e r " ) } , m ( b t , t e ) { X e ( b t , t , t e ) , z ( t , e ) , z ( t , i ) , z ( t , s ) , z ( s , r ) , z ( r , o ) , z ( o , a ) , z ( a , l ) , z ( a , c ) , z ( c , h ) , z ( h , f ) , z ( h , g ) , z ( h , p ) , z ( h , m ) , z ( h , y ) , z ( h , S ) , C l ( h , n [ 0 ] ) , z ( o , M ) , z ( o , C ) , z ( C , F ) , z ( C , D ) , z ( D , I ) , d e ( I , n [ 1 ] ) , z ( o , $ ) , z ( o , N ) , z ( N , G ) , z ( N , U ) , z ( U , i t ) , d e ( i t , n [ 2 ] ) , z ( o , l t ) , z ( o , r t ) , z ( r t , P t ) , z ( r t , z t ) , z ( z t , e t ) , e t . c h e c k e d = n [ 3 ] , z ( o , E t ) , z ( o , S t ) , z ( S t , r e ) , z ( S t , y e ) , z ( y e , o t ) , o t . c h e c k e d = n [ 4 ] , z ( o , L t ) , z ( o , B t ) , z ( B t , U t ) , z ( B t , Q t ) , z ( Q t , k ) , k . c h e c k e d = n [ 5 ] , z ( r , v ) , z ( r , x ) , z ( r , R ) , z ( r , E ) , z ( E , O ) , z ( O , Z ) , z ( O , V ) , z ( O , J ) , z ( J , t t ) , d e ( t t , n [ 9 ] ) , z ( J , x t ) , z ( r , H t ) , z ( r , O t ) , z ( r , Y t ) , z ( r , X t ) ; f o r ( l e t d n = 0 ; d n < c e . l e n g t h ; d n + = 1 ) c e [ d n ] . m ( X t , n u l l ) ; z ( X t , u e ) , z ( X t , k e ) , z ( k e , x e ) , z ( r , R n ) , z ( r , u n ) , z ( r , L n ) , E l ( j e , r , n u l l ) , z ( s , $ i ) , z ( s , F n ) , z ( F n , o i ) , n [ 2 9 ] ( o i ) , z ( t , $ s ) , z ( t , j i ) , X e ( b t , a i , t e ) , X e ( b t , q e , t e ) , z ( q e , I n ) , $ n = ! 0 , l i | | ( j s = [ J t ( h , " c h a n g e " , n [ 1 6 ] ) , J t ( I , " c h a n g e " , n [ 1 7 ] ) , J t ( I , " i n p u t " , n [ 1 7 ] ) , J t ( i t , " c h a n g e " , n [ 1 8 ] ) , J t ( i t , " i n p u t " , n [ 1 8 ] ) , J t ( e t , " c h a n g e " , n [ 1 9 ] ) , J t ( o t , " c h a n g e " , n [ 2 0 ] ) , J t ( k , " c h a n g e " , n [ 2 1 ] ) , J t ( t t , " i n p u t " , n [ 2 2 ] ) , J t ( x e , " c l i c k " , n [ 2 5 ] ) , J t ( I n , " c l i c k " , n [ 1 2 ] ) ] , l i = ! 0 ) } , p ( b t , t e ) { i f ( t e [ 0 ] & 1 & & C l ( h , b t [ 0 ] ) , t e [ 0 ] & 2 & & d e ( I , b t [ 1 ] ) , t e [ 0 ] & 4 & & d e ( i t , b t [ 2 ] ) , t e [ 0 ] & 8 & & ( e t . c h e c k e d = b t [ 3 ] ) , t e [ 0 ] & 1 6 & & ( o t . c h e c k e d = b t [ 4 ] ) , t e [ 0 ] & 3 2 & & ( k . c h e c k e d = b t [ 5 ] ) , t e [ 0 ] & 5 1 2 & & t t . v a l u e ! = = b t [ 9 ] & & d e ( t t , b t [ 9 ] ) , t e [ 0 ] & 1 0 2 4 ) { f n = b t [ 1 0 ] ; l e t p e ; f o r ( p e = 0 ; p e < f n . l e n g t h ; p e + = 1 ) { l e t z s = h d ( b t , f n , p e ) ; c e [ p e ] ? c e [ p e ] . p ( z s , t e ) : ( c e [ p e ] = u d ( z s ) , c e [ p e ] . c ( ) , c e [ p e ] . m ( X t , u e ) ) } f o r ( ; p e < c e . l e n g t h ; p e + = 1 ) c e [ p e ] . d ( 1 ) ; c e . l e n g t h = f n . l e n g t h } l e t d n = { } ; t e [ 0 ] & 4 4 8 | t e [ 1 ] & 3 2 & & ( d n . $ $ s c o p e = { d i r t y : t e , c t x : b t } ) , j e . $ s e t ( d n ) } , i ( b t ) { $ n | | ( F s ( j e . $ $ . f r a g m e n t , b t ) , $ n = ! 0 ) } , o ( b t ) { f o ( j e . $ $ . f r a g m e n t , b t ) , $ n = ! 1 } , d ( b t ) { b t & & I e ( t ) , n d ( c e , b t ) , p o ( j e ) , n [ 2 9 ] ( n u l l ) , b t & & I e ( a i ) , b t & & I e ( q e ) , l i = ! 1 , h n ( j s ) } } } f u n c t i o n S 1 ( n , t , e ) { l e t { e d i t o r : i } = t , { r e n d e r e r : s } = t , r = P l ( ) , o = " b a r " , a = n u l l , l = 2 0 , c = 8 0 , h = ! 1 , f = ! 1 , g = ! 1 , p = ! 1 , m , y = " 0 " , S = " " , M = [ { d a t a T i t l e : " " , d a t a : " " } ] , C , F =
labels : [ $ { S } ]
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series :
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$ { M . map ( ot => ` - title: ${ ot . dataTitle }
data : [ $ { ot . data } ] ` ).join( `
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` )}
tension : $ { l / 100 }
width : $ { c } %
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labelColors : $ { f }
fill : $ { h }
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beginAtZero : $ { g }
bestFit : $ { p }
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bestFitTitle : $ { m }
bestFitNumber : $ { y } ` )}if(n. $ $ .dirty[0]&34816){t:if(F)try{D(C,F)}catch(ot){cn(ot,F)}}},[o,l,c,h,f,g,p,m,y,S,M,F,I,i,s,C, $ ,N,G,U,it,lt,rt,Pt,zt,et,Et,St,re,ye]}var fd=class extends Is{constructor(t){super();go(this,t,S1,k1,ro,{editor:13,renderer:14},x1,[-1,-1])}},dd=fd;var bo=class extends pd.Modal{constructor(t,e,i,s){super(t);this.settings=i,this.view=e,this.renderer=s}onOpen(){let{contentEl:t,view:e,settings:i,renderer:s}=this;t.empty(),new dd({target:t,props:{editor:e.editor,renderer:s}}). $ on("close",()=>this.close())}onClose(){let{contentEl:t}=this;t.empty()}};var gd=ze(require("obsidian")),md={chart:'<svg xmlns="http://www.w3.org/2000/svg" fill-opacity="0.0" viewBox="0 0 24 24" fill="none" stroke="currentColor" stroke-width="2" stroke-linecap="round" stroke-linejoin="round" class="feather feather-pie-chart"><path d="M21.21 15.89A10 10 0 1 1 8 2.83"></path><path d="M22 12A10 10 0 0 0 12 2v10z"></path></svg>'},bd=()=>{Object.keys(md).forEach(n=>{(0,gd.addIcon)(n,md[n])})};var Ol=class extends $ e.Plugin{constructor(){super(...arguments);this.postprocessor=async(t,e,i)=>{let s;try{s=await(0, $ e.parseYaml)(t.replace(/ /g," "))}catch(a){cn(a,e);return}if(!s.id&&(!s||!s.type||!s.labels||!s.series)){cn("Missing type, labels or series",e);return}if(s.bestFit===!0&&s.type==="line"){if(s.bestFitNumber!=null)var r=s.series[Number(s.bestFitNumber)].data;else var r=s.series[0].data;let a=s.labels,l=0,c=0,h=0,f=0;for(let y=0;y<r.length;++y)l=l+r[y],c=c+a[y],h=h+r[y]*r[y],f=f+r[y]*a[y];let g=(r.length*f-c*l)/(r.length*h-l*l),p=(c-g*l)/r.length,m=[];for(let y=0;y<a.length;++y)m.push((a[y]-p)/g);if(s.bestFitTitle!=null&&s.bestFitTitle!="undefined")var o=String(s.bestFitTitle);else var o="Line of Best Fit";s.series.push({title:o,data:m})}await this.renderer.renderFromYaml(s,e,i)}}async loadSettings(){this.settings=Object.assign({},eo,await this.loadData())}async saveSettings(){await this.saveData(this.settings)}async onload(){console.log("loading plugin: Charts"),await this.loadSettings(),bd(),this.renderer=new to(this),window.renderChart=this.renderer.renderRaw,this.addSettingTab(new xl(this.app,this)),this.addCommand({id:"creation-helper",name:"Insert new Chart",checkCallback:t=>{let e=this.app.workspace.activeLeaf;return e.view instanceof $ e.MarkdownView?(t||new bo(this.app,e.view,this.settings,this.renderer).open(),!0):!1}}),this.addCommand({id:"chart-from-table-column",name:"Create Chart from Table (Column oriented Layout)",editorCheckCallback:(t,e,i)=>{let s=e.getSelection();return i instanceof $ e.MarkdownView&&s.split( `
` ).length>=3&&s.split("|").length>=2?(t||Ka(e,"columns"),!0):!1}}),this.addCommand({id:"chart-from-table-row",name:"Create Chart from Table (Row oriented Layout)",editorCheckCallback:(t,e,i)=>i instanceof $ e.MarkdownView&&e.getSelection().split( `
` ).length>=3&&e.getSelection().split("|").length>=2?(t||Ka(e,"rows"),!0):!1}),this.addCommand({id:"chart-to-svg",name:"Create Image from Chart",editorCheckCallback:(t,e,i)=>i instanceof $ e.MarkdownView&&e.getSelection().startsWith(" ` ` ` chart ")&&e.getSelection().endsWith(" ` ` ` ")?(t||(new $ e.Notice("Rendering Chart..."),Ju(e,this.app,this.renderer,i.file,this.settings)),!0):!1}),this.registerMarkdownCodeBlockProcessor("chart",this.postprocessor),this.registerMarkdownCodeBlockProcessor("advanced-chart",async(t,e)=>this.renderer.renderRaw(await JSON.parse(t),e)),this.registerEvent(this.app.workspace.on("editor-menu",(t,e,i)=>{i&&this.settings.contextMenu&&t.addItem(s=>{s.setTitle("Insert Chart").setIcon("chart").onClick(r=>{new bo(this.app,i,this.settings,this.renderer).open()})})}))}onunload(){console.log("unloading plugin: Charts")}};
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/ *
* @ license
*
* Copyright ( c ) 2011 - 2014 , Christopher Jeffrey . ( MIT Licensed )
* https : //github.com/chjj/marked
*
* Copyright ( c ) 2018 - 2021 , Костя Третяк . ( MIT Licensed )
* https : //github.com/ts-stack/markdown
* /
/ * !
* chartjs - adapter - moment v1 . 0.0
* https : //www.chartjs.org
* ( c ) 2021 chartjs - adapter - moment Contributors
* Released under the MIT license
* /
/ * !
* @ kurkle / color v0 . 2.1
* https : //github.com/kurkle/color#readme
* ( c ) 2022 Jukka Kurkela
* Released under the MIT License
* /
/ * !
* Chart . js v3 . 9.1
* https : //www.chartjs.org
* ( c ) 2022 Chart . js Contributors
* Released under the MIT License
* /
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/ * !
* chartjs - chart - sankey v0 . 12.0
* https : //github.com/kurkle/chartjs-chart-sankey#readme
* ( c ) 2022 Jukka Kurkela
* Released under the MIT license
* /
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/ * !
* vanilla - picker v2 . 12.1
* https : //vanilla-picker.js.org
*
* Copyright 2017 - 2021 Andreas Borgen ( https : //github.com/Sphinxxxx), Adam Brooks (https://github.com/dissimulate)
* Released under the ISC license .
* /
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/ * !
* chartjs - plugin - annotation v2 . 2.1
* https : //www.chartjs.org/chartjs-plugin-annotation/index
* ( c ) 2023 chartjs - plugin - annotation Contributors
* Released under the MIT License
* /
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/ * ! * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * *
Copyright ( c ) Microsoft Corporation .
Permission to use , copy , modify , and / or distribute this software for any
purpose with or without fee is hereby granted .
THE SOFTWARE IS PROVIDED "AS IS" AND THE AUTHOR DISCLAIMS ALL WARRANTIES WITH
REGARD TO THIS SOFTWARE INCLUDING ALL IMPLIED WARRANTIES OF MERCHANTABILITY
AND FITNESS . IN NO EVENT SHALL THE AUTHOR BE LIABLE FOR ANY SPECIAL , DIRECT ,
INDIRECT , OR CONSEQUENTIAL DAMAGES OR ANY DAMAGES WHATSOEVER RESULTING FROM
LOSS OF USE , DATA OR PROFITS , WHETHER IN AN ACTION OF CONTRACT , NEGLIGENCE OR
OTHER TORTIOUS ACTION , ARISING OUT OF OR IN CONNECTION WITH THE USE OR
PERFORMANCE OF THIS SOFTWARE .
* * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * * /
/ * *
* @ license
*
* Copyright ( c ) 2011 - 2014 , Christopher Jeffrey . ( MIT Licensed )
* https : //github.com/chjj/marked
*
* Copyright ( c ) 2018 - 2021 , Костя Третяк . ( MIT Licensed )
* https : //github.com/ts-stack/markdown
* /
/ * *
* @ license
*
* Copyright ( c ) 2018 - 2021 , Костя Третяк . ( MIT Licensed )
* https : //github.com/ts-stack/markdown
* /
/ * *
* chroma . js - JavaScript library for color conversions
*
* Copyright ( c ) 2011 - 2019 , Gregor Aisch
* All rights reserved .
*
* Redistribution and use in source and binary forms , with or without
* modification , are permitted provided that the following conditions are met :
*
* 1. Redistributions of source code must retain the above copyright notice , this
* list of conditions and the following disclaimer .
*
* 2. Redistributions in binary form must reproduce the above copyright notice ,
* this list of conditions and the following disclaimer in the documentation
* and / or other materials provided with the distribution .
*
* 3. The name Gregor Aisch may not be used to endorse or promote products
* derived from this software without specific prior written permission .
*
* THIS SOFTWARE IS PROVIDED BY THE COPYRIGHT HOLDERS AND CONTRIBUTORS "AS IS"
* AND ANY EXPRESS OR IMPLIED WARRANTIES , INCLUDING , BUT NOT LIMITED TO , THE
* IMPLIED WARRANTIES OF MERCHANTABILITY AND FITNESS FOR A PARTICULAR PURPOSE ARE
* DISCLAIMED . IN NO EVENT SHALL GREGOR AISCH OR CONTRIBUTORS BE LIABLE FOR ANY DIRECT ,
* INDIRECT , INCIDENTAL , SPECIAL , EXEMPLARY , OR CONSEQUENTIAL DAMAGES ( INCLUDING ,
* BUT NOT LIMITED TO , PROCUREMENT OF SUBSTITUTE GOODS OR SERVICES ; LOSS OF USE ,
* DATA , OR PROFITS ; OR BUSINESS INTERRUPTION ) HOWEVER CAUSED AND ON ANY THEORY
* OF LIABILITY , WHETHER IN CONTRACT , STRICT LIABILITY , OR TORT ( INCLUDING
* NEGLIGENCE OR OTHERWISE ) ARISING IN ANY WAY OUT OF THE USE OF THIS SOFTWARE ,
* EVEN IF ADVISED OF THE POSSIBILITY OF SUCH DAMAGE .
*
* -- -- -- -- -- -- -- -- -- -- -- -- -- -- -- -- -- -- -- -- -- -- -- -- -- -- -- -
*
* chroma . js includes colors from colorbrewer2 . org , which are released under
* the following license :
*
* Copyright ( c ) 2002 Cynthia Brewer , Mark Harrower ,
* and The Pennsylvania State University .
*
* Licensed under the Apache License , Version 2.0 ( the "License" ) ;
* you may not use this file except in compliance with the License .
* You may obtain a copy of the License at
* http : //www.apache.org/licenses/LICENSE-2.0
*
* Unless required by applicable law or agreed to in writing ,
* software distributed under the License is distributed on an
* "AS IS" BASIS , WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND ,
* either express or implied . See the License for the specific
* language governing permissions and limitations under the License .
*
* -- -- -- -- -- -- -- -- -- -- -- -- -- -- -- -- -- -- -- -- -- -- -- -- -- -- --
*
* Named colors are taken from X11 Color Names .
* http : //www.w3.org/TR/css3-color/#svg-color
*
* @ preserve
* /
