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s.dataLabelPosition)),s.dataLabelBkgrdColors=(!!s.dataLabelBkgrdColors||!s.dataLabelBkgrdColors)&&s.dataLabelBkgrdColors,["b","l","r","t","tr"].includes(s.legendPos||"")||(s.legendPos="r"),["cone","coneToMax","box","cylinder","pyramid","pyramidToMax"].includes(s.bar3DShape||"")||(s.bar3DShape="box"),["circle","dash","diamond","dot","none","square","triangle"].includes(s.lineDataSymbol||"")||(s.lineDataSymbol="circle"),["gap","span"].includes(s.displayBlanksAs||"")||(s.displayBlanksAs="span"),["standard","marker","filled"].includes(s.radarStyle||"")||(s.radarStyle="standard"),s.lineDataSymbolSize=s.lineDataSymbolSize&&!isNaN(s.lineDataSymbolSize)?s.lineDataSymbolSize:6,s.lineDataSymbolLineSize=s.lineDataSymbolLineSize&&!isNaN(s.lineDataSymbolLineSize)?ef(s.lineDataSymbolLineSize):ef(.75),s.layout&&["x","y","w","h"].forEach(function(e){var t=s.layout[e];(isNaN(Number(t))||t<0||t>1)&&(console.warn("Warning: chart.layout."+e+" can only be 0-1"),delete s.layout[e])}),s.catGridLine=s.catGridLine||(s._type===T.SCATTER?{color:"D9D9D9",size:1}:{style:"none"}),s.valGridLine=s.valGridLine||(s._type===T.SCATTER?{color:"D9D9D9",size:1}:{}),s.serGridLine=s.serGridLine||(s._type===T.SCATTER?{color:"D9D9D9",size:1}:{style:"none"}),o(s.catGridLine),o(s.valGridLine),o(s.serGridLine),ey(s.shadow),s.showDataTable=(!!s.showDataTable||!s.showDataTable)&&s.showDataTable,s.showDataTableHorzBorder=!s.showDataTableHorzBorder&&!!s.showDataTableHorzBorder||s.showDataTableHorzBorder,s.showDataTableVertBorder=!s.showDataTableVertBorder&&!!s.showDataTableVertBorder||s.showDataTableVertBorder,s.showDataTableOutline=!s.showDataTableOutline&&!!s.showDataTableOutline||s.showDataTableOutline,s.showDataTableKeys=!s.showDataTableKeys&&!!s.showDataTableKeys||s.showDataTableKeys,s.showLabel=(!!s.showLabel||!s.showLabel)&&s.showLabel,s.showLegend=(!!s.showLegend||!s.showLegend
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10?f=/image\/(\w+);/.exec(c)[1]:(null==c?void 0:c.toLowerCase().includes("image/svg+xml"))&&(f="svg"),a._type=E.image,a.image=s||"preencoded.png",a.options={x:A||0,y:o||0,w:r||1,h:n||1,altText:t.altText||"",rounding:"boolean"==typeof t.rounding&&t.rounding,sizing:l,placeholder:t.placeholder,rotate:t.rotate||0,flipV:t.flipV||!1,flipH:t.flipH||!1,transparency:t.transparency||0,objectName:d,shadow:ey(t.shadow)},"svg"===f)e._relsMedia.push({path:s||c+"png",type:"image/png",extn:"png",data:c||"",rId:p,Target:"../media/image-".concat(e._slideNum,"-").concat(e._relsMedia.length+1,".png"),isSvgPng:!0,svgSize:{w:ec(a.options.w,"X",e._presLayout),h:ec(a.options.h,"Y",e._presLayout)}}),a.imageRid=p,e._relsMedia.push({path:s||c,type:"image/svg+xml",extn:f,data:c||"",rId:p+1,Target:"../media/image-".concat(e._slideNum,"-").concat(e._relsMedia.length+1,".").concat(f)}),a.imageRid=p+1;else{var u=e._relsMedia.filter(function(e){return e.path&&e.path===s&&e.type==="image/"+f&&!e.isDuplicate})[0];e._relsMedia.push({path:s||"preencoded."+f,type:"image/"+f,extn:f,data:c||"",rId:p,isDuplicate:!!(null==u?void 0:u.Target),Target:(null==u?void 0:u.Target)?u.Target:"../media/image-".concat(e._slideNum,"-").concat(e._relsMedia.length+1,".").concat(f)}),a.imageRid=p}if("object"==typeof i){if(i.url||i.slide)p++,e._rels.push({type:E.hyperlink,data:i.slide?"slide":"dummy",rId:p,Target:i.url||i.slide.toString()}),i._rId=p,a.hyperlink=i;else throw Error("ERROR: `hyperlink` option requires either: `url` or `slide`")}e._slideObjects.push(a)}function eL(e,t,a){var A="object"==typeof a?a:{};A.line=A.line||{type:"none"};var o={_type:E.text,shape:t||B.RECTANGLE,options:A,text:null};if(!t)throw Error("Missing/Invalid shape parameter! 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Ex: `hyperlink: {url:'https://github.com'}` ");else if(t.options.hyperlink.url||t.options.hyperlink.slide){var a=eb(e);e._rels.push({type:E.hyperlink,data:t.options.hyperlink.slide?"slide":"dummy",rId:a,Target:ep(t.options.hyperlink.url)||t.options.hyperlink.slide.toString()}),t.options.hyperlink._rId=a}else console.log("ERROR: 'hyperlink requires either: `url` or `slide`'")}}))}var eS=function(){function e(e){var t;
1this.addSlide=e.addSlide,this.getSlide=e.getSlide,this._name="Slide ".concat(e.slideNumber),this._presLayout=e.presLayout,this._rId=e.slideRId,this._rels=[],this._relsChart=[],this._relsMedia=[],this._setSlideNum=e.setSlideNum,this._slideId=e.slideId,this._slideLayout=e.slideLayout||null,this._slideNum=e.slideNumber,this._slideObjects=[],this._slideNumberProps=(null===(t=this._slideLayout)||void 0===t?void 0:t._slideNumberProps)?this._slideLayout._slideNumberProps:null}return Object.defineProperty(e.prototype,"bkgd",{get:function(){return this._bkgd},set:function(e){this._bkgd=e,this._background&&this._background.color||(this._background||(this._background={}),"string"!=typeof e||(this._background.color=e))},enumerable:!1,configurable:!0}),Object.defineProperty(e.prototype,"background",{get:function(){return this._background},set:function(e){this._background=e,e&&eT(e,this)},enumerable:!1,configurable:!0}),Object.defineProperty(e.prototype,"color",{get:function(){return this._color},set:function(e){this._color=e},enumerable:!1,configurable:!0}),Object.defineProperty(e.prototype,"hidden",{get:function(){return this._hidden},set:function(e){this._hidden=e},enumerable:!1,configurable:!0}),Object.defineProperty(e.prototype,"slideNumber",{get:function(){return this._slideNumberProps},set:function(e){this._slideNumberProps=e,this._setSlideNum(e)},enumerable:!1,configurable:!0}),Object.defineProperty(e.prototype,"newAutoPagedSlides",{get:function(){return this._newAutoPagedSlides},enumerable:!1,configurable:!0}),e.prototype.addChart=function(e,t,a){return(a||{})._type=e,ew(this,e,t,a),this},e.prototype.addImage=function(e){return eP(this,e),this},e.prototype.addMedia=function(e){return function(e,t){var a=t.x||0,A=t.y||0,o=t.w||2,r=t.h||2,n=t.data||"",l=t.link||"",i=t.path||"",c=t.type||"audio",s="",p=t
vendor: 74,413 bytes, line 1
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1d=t.objectName?ep(t.objectName):"Media ".concat(e._slideObjects.filter(function(e){return e._type===E.media}).length),f={_type:E.media};if(i||n||"online"===c){if(n&&!n.toLowerCase().includes("base64,"))throw Error("addMedia() error: `data` value lacks a base64 header! Ex: 'video/mpeg;base64,NMP[...]')");if(p&&!p.toLowerCase().includes("base64,"))throw Error("addMedia() error: `cover` value lacks a base64 header! Ex: 'data:image/png;base64,iV[...]')")}else throw Error("addMedia() error: either `data` or `path` are required!");if("online"===c&&!l)throw Error("addMedia() error: online videos require `link` value");if(s=t.extn||(n?n.split(";")[0].split("/")[1]:i.split(".").pop())||"mp3",f.mtype=c,f.media=i||"preencoded.mov",f.options={},f.options.x=a,f.options.y=A,f.options.w=o,f.options.h=r,f.options.objectName=d,"online"===c){var u=eb(e);e._relsMedia.push({path:i||"preencoded"+s,data:"dummy",type:"online",extn:s,rId:u,Target:l}),f.mediaRid=u,e._relsMedia.push({path:"preencoded.png",data:p,type:"image/png",extn:"png",rId:eb(e),Target:"../media/image-".concat(e._slideNum,"-").concat(e._relsMedia.length+1,".png")})}else{var h=e._relsMedia.filter(function(e){return e.path&&e.path===i&&e.type===c+"/"+s&&!e.isDuplicate})[0],u=eb(e);e._relsMedia.push({path:i||"preencoded"+s,type:c+"/"+s,extn:s,data:n||"",rId:u,isDuplicate:!!(null==h?void 0:h.Target),Target:(null==h?void 0:h.Target)?h.Target:"../media/media-".concat(e._slideNum,"-").concat(e._relsMedia.length+1,".").concat(s)}),f.mediaRid=u,e._relsMedia.push({path:i||"preencoded"+s,type:c+"/"+s,extn:s,data:n||"",rId:eb(e),isDuplicate:!!(null==h?void 0:h.Target),Target:(null==h?void 0:h.Target)?h.Target:"../media/media-".concat(e._slideNum,"-").concat(e._relsMedia.length+0,".").concat(s)}),e._relsMedia.push({path:"preencoded.png",type:"image/png",extn:"png",data:p,rId:eb(e),Target:"../media/image-".concat(e._slideNum,"-").concat(e._relsMedia.length+1,".png")})}e._slideObjects.push(f)}(this,e),this},e.prototype.addNotes=function(e){return function(e,t){e._slideObjects.push({_type:E.notes,text:[{text:t}]})}(this,e),this},e.prototype.addShape=function(e,t){return eL(this,e,t),this},e.prototype.addTable=function(e,t){return this._newAutoPagedSlides=function(e,t,a,A,o,r,n){var l=[e],i=a&&"object"==typeof a?a:{};if(i.objectName=i.objectName?ep(i.objectName):"Table ".concat(e._slideObjects.filter(function(e){return e._type===E.table}).length),null===t||0===t.length||!Array.isArray(t))throw Error("addTable: Array expected! EX: 'slide.addTable( [rows], {options} );' (https://gitbrent.github.io/PptxGenJS/docs/api-tables.html)");if(!t[0]||!Array.isArray(t[0]))throw Error("addTable: 'rows' should be an array of cells! EX: 'slide.addTable( [ ['A'], ['B'], {text:'C',options:{align:'center'}} ] );' (https://gitbrent.github.io/PptxGenJS/docs/api-tables.html)");var c=[];t.forEach(function(e){var t=[];Array.isArray(e)?e.forEach(function(e){var a={_type:E.tablecell,text:"",options:"object"==typeof e&&e.options?e.options:{}};"string"==typeof e||"number"==typeof e?a.text=e.toString():e.text&&("string"==typeof e.text||"number"==typeof e.text?a.text=e.text.toString():e.text&&(a.text=e.text),e.options&&"object"==typeof e.options&&(a.options=e.options)),a.options.border=a.options.border||i.border||[{type:"none"},{type:"none"},{type:"none"},{type:"none"}];var A=a.options.border;Array.isArray(A)||"object"!=typeof A||(a.options.border=[A,A,A,A]),a.options.border[0]||(a.options.border[0]={type:"none"}),a.options.border[1]||(a.options.border[1]={type:"none"}),a.options.border[2]||(a.options.border[2]={type:"none"}),a.options.border[3]||(a.options.border[3]={type:"none"}),[0,1,2,3].forEach(function(e){a.options.border[e]={type:a.options.border[e].type||G.type,color:a.options.border[e].color||G.color,pt:"number"==typeof a.options.border[e].pt?a.options.border[e].pt:G.pt}}),t.push(a)}):(console.log("addTable: tableRows has a bad row. 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1'),t[0].values.forEach(function(e,t){c+='<c:pt idx="'.concat(t,'"><c:v>').concat(e||0===e?e:"","</c:v></c:pt>")}),c+=" </c:numCache> </c:numRef></c:xVal><c:yVal> <c:numRef>"+" <c:f>Sheet1!$".concat(eM(A+2),"$2:$").concat(eM(A+2),"$").concat(t[0].values.length+1,"</c:f>")+" <c:numCache> <c:formatCode>General</c:formatCode>"+' <c:ptCount val="'.concat(t[0].values.length,'"/>'),t[0].values.forEach(function(t,a){c+='<c:pt idx="'.concat(a,'"><c:v>').concat(e.values[a]||0===e.values[a]?e.values[a]:"","</c:v></c:pt>")}),c+=' </c:numCache> </c:numRef></c:yVal><c:smooth val="'+(a.lineSmooth?"1":"0")+'"/></c:ser>'}),c+=" <c:dLbls>"+' <c:numFmt formatCode="'.concat(ep(a.dataLabelFormatCode)||"General",'" sourceLinked="0"/>')+" <c:txPr> <a:bodyPr/> <a:lstStyle/> <a:p><a:pPr>"+' <a:defRPr b="'.concat(a.dataLabelFontBold?"1":"0",'" i="').concat(a.dataLabelFontItalic?"1":"0",'" strike="noStrike" sz="').concat(Math.round(100*(a.dataLabelFontSize||12)),'" u="none">')+" <a:solidFill>"+em(a.dataLabelColor||H)+'</a:solidFill> <a:latin typeface="'+(a.dataLabelFontFace||"Arial")+'"/> </a:defRPr> </a:pPr></a:p> </c:txPr>',a.dataLabelPosition&&(c+=' <c:dLblPos val="'+a.dataLabelPosition+'"/>'),c+=' <c:showLegendKey val="0"/> <c:showVal val="'+(a.showValue?"1":"0")+'"/> <c:showCatName val="0"/> <c:showSerName val="'+(a.showSerName?"1":"0")+'"/> <c:showPercent val="0"/> <c:showBubbleSize val="0"/> </c:dLbls>'+'<c:axId val="'.concat(o,'"/><c:axId val="').concat(A,'"/>')+"</c:"+e+"Chart>";break;case T.BUBBLE:case T.BUBBLE3D:c+='<c:bubbleChart><c:varyColors val="0"/>',n=-1,t.filter(function(e,t){return t>0}).forEach(function(A,o){n++,c+="<c:ser>"+' <c:idx val="'.concat(o,'"/>')+' <c:order val="'.concat(o,'"/>')+" <c:tx> <c:strRef> <c:f>Sheet1!$"+eM(l+1)+'$1</c:f> <c:strCache><c:ptCount val="1"/><c:pt idx="0"><c:v>'+ep(A.name)+"</c:v></c:pt></c:strCache> </c:strRef> </c:tx><c:spPr>";var r=a.chartColors[n%a.chartColors.length];"transparent"===r?c+="<a:noFill/>":a.chartColorsOpacity?c+="<a:solidFill>".concat(em(r,'<a:alpha val="'+Math.round(1e3*a.chartColorsOpacity).toString()+'"/>'),"</a:solidFill>"):c+="<a:solidFill>"+em(r)+"</a:solidFill>",0===a.lineSize?c+="<a:ln><a:noFill/></a:ln>":a.dataBorder?c+='<a:ln w="'.concat(ef(a.dataBorder.pt),'" cap="flat"><a:solidFill>').concat(em(a.dataBorder.color),'</a:solidFill><a:prstDash val="solid"/><a:round/></a:ln>'):c+='<a:ln w="'.concat(ef(a.lineSize),'" cap="flat"><a:solidFill>').concat(em(r),"</a:solidFill>")+'<a:prstDash val="'.concat(a.lineDash||"solid",'"/><a:round/></a:ln>'),c+=eI(a.shadow,J)+"</c:spPr><c:xVal> <c:numRef>"+" <c:f>Sheet1!$A$2:$A$".concat(t[0].values.length+1,"</c:f>")+" <c:numCache> <c:formatCode>General</c:formatCode>"+' <c:ptCount val="'.concat(t[0].values.length,'"/>'),t[0].values.forEach(function(e,t){c+='<c:pt idx="'.concat(t,'"><c:v>').concat(e||0===e?e:"","</c:v></c:pt>")}),c+=" </c:numCache> </c:numRef></c:xVal><c:yVal> <c:numRef>"+"<c:f>Sheet1!$".concat(eM(l+1),"$2:$").concat(eM(l+1),"$").concat(t[0].values.length+1,"</c:f>"),l++,c+=" <c:numCache> <c:formatCode>General</c:formatCode>"+' <c:ptCount val="'.concat(t[0].values.length,'"/>'),t[0].values.forEach(function(e,t){c+='<c:pt idx="'.concat(t,'"><c:v>').concat(A.values[t]||0===A.values[t]?A.values[t]:"","</c:v></c:pt>")}),c+=" </c:numCache> </c:numRef></c:yVal> <c:bubbleSize> <c:numRef>"+"<c:f>Sheet1!$".concat(eM(l+1),"$2:$").concat(eM(l+1),"$").concat(A.sizes.length+1,"</c:f>"),l++,c+=" <c:numCache> <c:formatCode>General</c:formatCode>"+' <c:ptCount val="'.concat(A.sizes.length,'"/>
1'),A.sizes.forEach(function(e,t){c+='<c:pt idx="'.concat(t,'"><c:v>').concat(e||"","</c:v></c:pt>")}),c+=' </c:numCache> </c:numRef> </c:bubbleSize> <c:bubble3D val="'+(e===T.BUBBLE3D?"1":"0")+'"/></c:ser>'}),c+="<c:dLbls>"+'<c:numFmt formatCode="'.concat(ep(a.dataLabelFormatCode)||"General",'" sourceLinked="0"/>')+"<c:txPr><a:bodyPr/><a:lstStyle/><a:p><a:pPr>"+'<a:defRPr b="'.concat(a.dataLabelFontBold?1:0,'" i="').concat(a.dataLabelFontItalic?1:0,'" strike="noStrike" sz="').concat(Math.round(100*Math.round(a.dataLabelFontSize||12)),'" u="none">')+"<a:solidFill>".concat(em(a.dataLabelColor||H),"</a:solidFill>")+'<a:latin typeface="'.concat(a.dataLabelFontFace||"Arial",'"/>')+"</a:defRPr></a:pPr></a:p></c:txPr>",a.dataLabelPosition&&(c+='<c:dLblPos val="'.concat(a.dataLabelPosition,'"/>')),c+='<c:showLegendKey val="0"/>'+'<c:showVal val="'.concat(a.showValue?"1":"0",'"/>')+'<c:showCatName val="0"/><c:showSerName val="'.concat(a.showSerName?"1":"0",'"/><c:showPercent val="0"/><c:showBubbleSize val="0"/>')+'<c:extLst> <c:ext uri="{CE6537A1-D6FC-4f65-9D91-7224C49458BB}" xmlns:c15="http://schemas.microsoft.com/office/drawing/2012/chart"> <c15:showLeaderLines val="'+(a.showLeaderLines?"1":"0")+'"/> </c:ext></c:extLst></c:dLbls>'+'<c:axId val="'.concat(o,'"/><c:axId val="').concat(A,'"/>')+"</c:bubbleChart>";break;case T.DOUGHNUT:case T.PIE:i=t[0],c+="<c:"+e+'Chart> <c:varyColors val="1"/><c:ser> <c:idx val="0"/> <c:order val="0"/> <c:tx> <c:strRef> <c:f>Sheet1!$B$1</c:f> <c:strCache> <c:ptCount val="1"/> <c:pt idx="0"><c:v>'+ep(i.name)+'</c:v></c:pt> </c:strCache> </c:strRef> </c:tx> <c:spPr> <a:solidFill><a:schemeClr val="accent1"/></a:solidFill> <a:ln w="9525" cap="flat"><a:solidFill><a:srgbClr val="F9F9F9"/></a:solidFill><a:prstDash val="solid"/><a:round/></a:ln>',a.dataNoEffects?c+="<a:effectLst/>":c+=eI(a.shadow,J),c+=" </c:spPr>",i.labels[0].forEach(function(e,t){c+="<c:dPt>"+' <c:idx val="'.concat(t,'"/>')+' <c:bubble3D val="0"/> <c:spPr>'+"<a:solidFill>".concat(em(a.chartColors[t+1>a.chartColors.length?Math.floor(Math.random()*a.chartColors.length):t]),"</a:solidFill>"),a.dataBorder&&(c+='<a:ln w="'.concat(ef(a.dataBorder.pt),'" cap="flat"><a:solidFill>').concat(em(a.dataBorder.color),'</a:solidFill><a:prstDash val="solid"/><a:round/></a:ln>')),c+=eI(a.shadow,J)+" </c:spPr></c:dPt>"}),c+="<c:dLbls>",i.labels[0].forEach(function(t,A){c+="<c:dLbl>"+' <c:idx val="'.concat(A,'"/>')+' <c:numFmt formatCode="'.concat(ep(a.dataLabelFormatCode)||"General",'" sourceLinked="0"/>')+" <c:spPr/><c:txPr> <a:bodyPr/><a:lstStyle/> <a:p><a:pPr>"+' <a:defRPr sz="'.concat(Math.round(100*(a.dataLabelFontSize||12)),'" b="').concat(a.dataLabelFontBold?1:0,'" i="').concat(a.dataLabelFontItalic?1:0,'" u="none" strike="noStrike">')+" <a:solidFill>"+em(a.dataLabelColor||H)+"</a:solidFill>"+' <a:latin typeface="'.concat(a.dataLabelFontFace||"Arial",'"/>')+" </a:defRPr> </a:pPr></a:p> </c:txPr>",e===T.PIE&&a.dataLabelPosition&&(c+='<c:dLblPos val="'.concat(a.dataLabelPosition,'"/>')),c+=' <c:showLegendKey val="0"/> <c:showVal val="'+(a.showValue?"1":"0")+'"/> <c:showCatName val="'+(a.showLabel?"1":"0")+'"/> <c:showSerName val="'+(a.showSerName?"1":"0")+'"/> <c:showPercent val="'+(a.showPercent?"1":"0")+'"/> <c:showBubbleSize val="0"/> </c:dLbl>'}),c+=' <c:numFmt formatCode="'.concat(ep(a.dataLabelFormatCode)||"General",'" sourceLinked="0"/>')+" <c:txPr> <a:bodyPr/> <a:lstStyle/> <a:p> <a:pPr>"+' <a:defRPr sz="1800" b="'.concat(a.dataLabelFontBold?"1":"0",'" i="').concat(a.dataLabelFontItalic?"1":"0",'" u="none" strike="noStrike">')+' <a:solidFill><a:srgbClr val="000000"/></a:solidFill><a:latin typeface="Arial"/> </a:defRPr> </a:pPr> </a:p> </c:txPr>'+(e===T.PIE?'<c:dLblPos val="ctr"/>':"")+' <c:showLegendKey val="0"/> <c:showVal val="0"/> <c:showCatName val="1"/> <c:showSerName val="0"/> <c:showPercent val="1"/> <c:showBubbleSize val="0"/>'+' <c:showLeaderLines val="'.concat(a.showLeaderLines?"1":"0",'"/>')+"</c:dLbls><c:cat> <c:strRef>"+" <c:f>Sheet1!$A$2:$A$".concat(i.labels[0].length+1,"</c:f>")+" <c:strCache>"+' <c:ptCount val="'.concat(i.labels[0].length,'"/>
1'),i.labels[0].forEach(function(e,t){c+='<c:pt idx="'.concat(t,'"><c:v>').concat(ep(e),"</c:v></c:pt>")}),c+=" </c:strCache> </c:strRef></c:cat> <c:val> <c:numRef>"+" <c:f>Sheet1!$B$2:$B$".concat(i.labels[0].length+1,"</c:f>")+" <c:numCache>"+' <c:ptCount val="'.concat(i.labels[0].length,'"/>'),i.values.forEach(function(e,t){c+='<c:pt idx="'.concat(t,'"><c:v>').concat(e||0===e?e:"","</c:v></c:pt>")}),c+=" </c:numCache> </c:numRef> </c:val> </c:ser>"+' <c:firstSliceAng val="'.concat(a.firstSliceAng?Math.round(a.firstSliceAng):0,'"/>'),e===T.DOUGHNUT&&(c+='<c:holeSize val="'.concat("number"==typeof a.holeSize?a.holeSize:"50",'"/>')),c+="</c:"+e+"Chart>";break;default:c+=""}return c}function eN(e,t,a){var A="";return e._type===T.SCATTER||e._type===T.BUBBLE||e._type===T.BUBBLE3D?A+="<c:valAx>":A+="<c:"+(e.catLabelFormatCode?"dateAx":"catAx")+">",A+=' <c:axId val="'+t+'"/> <c:scaling><c:orientation val="'+(e.catAxisOrientation||(e.barDir,"minMax"))+'"/>',(e.catAxisMaxVal||0===e.catAxisMaxVal)&&(A+='<c:max val="'.concat(e.catAxisMaxVal,'"/>')),(e.catAxisMinVal||0===e.catAxisMinVal)&&(A+='<c:min val="'.concat(e.catAxisMinVal,'"/>')),A+='</c:scaling> <c:delete val="'+(e.catAxisHidden?"1":"0")+'"/> <c:axPos val="'+("col"===e.barDir?"b":"l")+'"/>'+("none"!==e.catGridLine.style?eO(e.catGridLine):""),e.showCatAxisTitle&&(A+=eR({color:e.catAxisTitleColor,fontFace:e.catAxisTitleFontFace,fontSize:e.catAxisTitleFontSize,titleRotate:e.catAxisTitleRotate,title:e.catAxisTitle||"Axis Title"})),e._type===T.SCATTER||e._type===T.BUBBLE||e._type===T.BUBBLE3D?A+=' <c:numFmt formatCode="'+(e.valAxisLabelFormatCode?ep(e.valAxisLabelFormatCode):"General")+'" sourceLinked="1"/>':A+=' <c:numFmt formatCode="'+(ep(e.catLabelFormatCode)||"General")+'" sourceLinked="1"/>',e._type===T.SCATTER?A+=' <c:majorTickMark val="none"/> <c:minorTickMark val="none"/> <c:tickLblPos val="nextTo"/>':A+=' <c:majorTickMark val="'+(e.catAxisMajorTickMark||"out")+'"/> <c:minorTickMark val="'+(e.catAxisMinorTickMark||"none")+'"/> <c:tickLblPos val="'+(e.catAxisLabelPos||("col"===e.barDir?"low":"nextTo"))+'"/>',A+=" <c:spPr>"+' <a:ln w="'.concat(e.catAxisLineSize?ef(e.catAxisLineSize):12700,'" cap="flat">')+(e.catAxisLineShow?"<a:solidFill>"+em(e.catAxisLineColor||X.color)+"</a:solidFill>":"<a:noFill/>")+' <a:prstDash val="'+(e.catAxisLineStyle||"solid")+'"/> <a:round/> </a:ln> </c:spPr> <c:txPr>',e.catAxisLabelRotate?A+='<a:bodyPr rot="'.concat(eu(e.catAxisLabelRotate),'"/>'):A+="<a:bodyPr/>",A+=" <a:lstStyle/> <a:p> <a:pPr>"+' <a:defRPr sz="'.concat(Math.round(100*(e.catAxisLabelFontSize||12)),'" b="').concat(e.catAxisLabelFontBold?1:0,'" i="').concat(e.catAxisLabelFontItalic?1:0,'" u="none" strike="noStrike">')+" <a:solidFill>"+em(e.catAxisLabelColor||H)+'</a:solidFill> <a:latin typeface="'+(e.catAxisLabelFontFace||"Arial")+'"/> </a:defRPr> </a:pPr> <a:endParaRPr lang="'+(e.lang||"en-US")+'"/> </a:p> </c:txPr> <c:crossAx val="'+a+'"/>'+" <c:".concat("number"==typeof e.valAxisCrossesAt?"crossesAt":"crosses",' val="').concat(e.valAxisCrossesAt||"autoZero",'"/>')+' <c:auto val="1"/> <c:lblAlgn val="ctr"/>'+' <c:noMultiLvlLbl val="'.concat(e.catAxisMultiLevelLabels?0:1,'"/>'),e.catAxisLabelFrequency&&(A+=' <c:tickLblSkip val="'+e.catAxisLabelFrequency+'"/>'),(e.catLabelFormatCode||e._type===T.SCATTER||e._type===T.BUBBLE||e._type===T.BUBBLE3D)&&(e.catLabelFormatCode&&(["catAxisBaseTimeUnit","catAxisMajorTimeUnit","catAxisMinorTimeUnit"].forEach(function(t){e[t]&&("string"!=typeof e[t]||!["days","months","years"].includes(e[t].toLowerCase()))&&(console.warn('"'.concat(t,"\" must be one of: 'days','months','years' !")),e[t]=null)}),e.catAxisBaseTimeUnit&&(A+='<c:baseTimeUnit val="'+e.catAxisBaseTimeUnit.toLowerCase()+'"/>'),e.catAxisMajorTimeUnit&&(A+='<c:majorTimeUnit val="'+e.catAxisMajorTimeUnit.toLowerCase()+'"/>'),e.catAxisMinorTimeUnit&&(A+='<c:minorTimeUnit val="'+e.catAxisMinorTimeUnit.toLowerCase()+'"/>')),e.catAxisMajorUnit&&(A+='<c:majorUnit val="'.concat(e.catAxisMajorUnit,'"/>')),e.catAxisMinorUnit&&(A+='<c:minorUnit val="'.concat(e.catAxisMinorUnit,'"/>'))),e._type===T.SCATTER||e._type===T.BUBBLE||e._type===T.BUBBLE3D?A+="</c:valAx>":A+="</c:"+(e.catLabelFormatCode?"dateAx":"catAx")+">",A}function eF(e,t){var a=t===$?"col"===e.barDir?"l":"b":"col"!==e.barDir?"r":"t";t===ee&&(a="r");var A=t===$?et:ea,o="";return(o+='<c:valAx> <c:axId val="'+t+'"/> <c:scaling>
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algn="just"';break;default:s+=""}if(e.options.lineSpacing?r='<a:lnSpc><a:spcPts val="'.concat(Math.round(100*e.options.lineSpacing),'"/></a:lnSpc>'):e.options.lineSpacingMultiple&&(r='<a:lnSpc><a:spcPct val="'.concat(Math.round(1e5*e.options.lineSpacingMultiple),'"/></a:lnSpc>')),e.options.indentLevel&&!isNaN(Number(e.options.indentLevel))&&e.options.indentLevel>0&&(s+=' lvl="'.concat(e.options.indentLevel,'"')),e.options.paraSpaceBefore&&!isNaN(Number(e.options.paraSpaceBefore))&&e.options.paraSpaceBefore>0&&(n+='<a:spcBef><a:spcPts val="'.concat(Math.round(100*e.options.paraSpaceBefore),'"/></a:spcBef>')),e.options.paraSpaceAfter&&!isNaN(Number(e.options.paraSpaceAfter))&&e.options.paraSpaceAfter>0&&(n+='<a:spcAft><a:spcPts val="'.concat(Math.round(100*e.options.paraSpaceAfter),'"/></a:spcAft>')),"object"==typeof e.options.bullet){if((null===(A=null===(a=null==e?void 0:e.options)||void 0===a?void 0:a.bullet)||void 0===A?void 0:A.indent)&&(c=ef(e.options.bullet.indent)),e.options.bullet.type)"number"===e.options.bullet.type.toString().toLowerCase()&&(s+=' marL="'.concat(e.options.indentLevel&&e.options.indentLevel>0?c+c*e.options.indentLevel:c,'" indent="-').concat(c,'"'),o='<a:buSzPct val="100000"/><a:buFont typeface="+mj-lt"/><a:buAutoNum type="'.concat(e.options.bullet.style||"arabicPeriod",'" startAt="').concat(e.options.bullet.numberStartAt||e.options.bullet.startAt||"1",'"/>'));else if(e.options.bullet.characterCode){var p="&#x".concat(e.options.bullet.characterCode,";");/^[0-9A-Fa-f]{4}$/.test(e.options.bullet.characterCode)||(console.warn("Warning: `bullet.characterCode should be a 4-digit unicode charatcer (ex: 22AB)`!"),p=F.DEFAULT),s+=' marL="'.concat(e.options.indentLevel&&e.options.indentLevel>0?c+c*e.options.indentLevel:c,'" indent="-').concat(c,'"'),o='<a:buSzPct val="100000"/><a:buChar char="'+p+'"/>'}else if(e.options.bullet.code){var 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r=o.w||e.presLayout.width,n=[],l=[],i=[],c=[],s=[],p=[.5,.5,.5,.5],d=0;if(!document.getElementById(t))throw Error('tableToSlides: Table ID "'+t+'" does not exist!');(null==A?void 0:A._margin)?(Array.isArray(A._margin)?p=A._margin:isNaN(A._margin)||(p=[A._margin,A._margin,A._margin,A._margin]),o.slideMargin=p):(null==o?void 0:o.slideMargin)&&(Array.isArray(o.slideMargin)?p=o.slideMargin:isNaN(o.slideMargin)||(p=[o.slideMargin,o.slideMargin,o.slideMargin,o.slideMargin])),r=(o.w?ed(o.w):e.presLayout.width)-ed(p[1]+p[3]),o.verbose&&(console.log("[[VERBOSE MODE]]"),console.log("|-- `tableToSlides` ----------------------------------------------------|"),console.log("| tableProps.h .................................... = ".concat(o.h)),console.log("| tableProps.w .................................... = ".concat(o.w)),console.log("| pptx.presLayout.width ........................... = ".concat((e.presLayout.width/914400).toFixed(1))),console.log("| pptx.presLayout.height .......................... = ".concat((e.presLayout.height/914400).toFixed(1))),console.log("| emuSlideTabW .................................... = ".concat((r/914400).toFixed(1))));var f=document.querySelectorAll("#".concat(t," tr:first-child th"));0===f.length&&(f=document.querySelectorAll("#".concat(t," tr:first-child td"))),f.forEach(function(e){if(e.getAttribute("colspan"))for(var t=0;t<Number(e.getAttribute("colspan"));t++)s.push(Math.round(e.offsetWidth/Number(e.getAttribute("colspan"))));else s.push(e.offsetWidth)}),s.forEach(function(e){d+=e}),s.forEach(function(e,a){var A=Number((Number(r)*(e/d*100)/100/914400).toFixed(2)),o=0,n=document.querySelector("#".concat(t," thead tr:first-child th:nth-child(").concat(a+1,")"));n&&(o=Number(n.getAttribute("data-pptx-min-width")));var l=document.querySelector("#".concat(t," thead tr:first-child th:nth-child(").concat(a+1,")"));l&&(o=Number(l.getAttribute("data-pptx-width"))),c.push(o>A?o:A)}),o.verbose&&console.log("| arrColW 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o={align:null,bold:!!("bold"===window.getComputedStyle(e).getPropertyValue("font-weight")||Number(window.getComputedStyle(e).getPropertyValue("font-weight"))>=500),border:null,color:eg(Number(t[0]),Number(t[1]),Number(t[2])),fill:{color:eg(Number(A[0]),Number(A[1]),Number(A[2]))},fontFace:(window.getComputedStyle(e).getPropertyValue("font-family")||"").split(",")[0].replace(/"/g,"").replace("inherit","").replace("initial","")||null,fontSize:Number(window.getComputedStyle(e).getPropertyValue("font-size").replace(/[a-z]/gi,"")),margin:null,colspan:Number(e.getAttribute("colspan"))||null,rowspan:Number(e.getAttribute("rowspan"))||null,valign:null};if(["left","center","right","start","end"].includes(window.getComputedStyle(e).getPropertyValue("text-align"))){var 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1null,null,null],["top","right","bottom","left"].forEach(function(t,a){var A=Math.round(Number(window.getComputedStyle(e).getPropertyValue("border-"+t+"-width").replace("px",""))),r=[],n=eg(Number((r=window.getComputedStyle(e).getPropertyValue("border-"+t+"-color").replace(/\s+/gi,"").replace("rgba(","").replace("rgb(","").replace(")","").split(","))[0]),Number(r[1]),Number(r[2]));o.border[a]={pt:A,color:n}})),a.push({_type:E.tablecell,text:e.innerText,options:o})}),e){case"thead":n.push(a);break;case"tbody":l.push(a);break;case"tfoot":i.push(a);break;default:console.log("table parsing: unexpected table part: ".concat(e))}})}),o._arrObjTabHeadRows=n||null,o.colW=c,ex(U(U(U([],n,!0),l,!0),i,!0),o,e.presLayout,A).forEach(function(t,a){var A=e.addSlide({masterName:o.masterSlideName||null});0===a&&(o.y=o.y||p[0]),a>0&&(o.y=o.autoPageSlideStartY||o.newSlideStartY||p[0]),o.verbose&&console.log("| opts.autoPageSlideStartY: ".concat(o.autoPageSlideStartY," / arrInchMargins[0]: ").concat(p[0]," => opts.y = ").concat(o.y)),A.addTable(t.rows,{x:o.x||p[3],y:o.y,w:Number(r)/914400,colW:c,autoPage:!1}),o.addImage&&(o.addImage.options=o.addImage.options||{},o.addImage.image&&(o.addImage.image.path||o.addImage.image.data)?A.addImage({path:o.addImage.image.path,data:o.addImage.image.data,x:o.addImage.options.x,y:o.addImage.options.y,w:o.addImage.options.w,h:o.addImage.options.h}):console.warn("Warning: tableToSlides.addImage requires either `path` or `data`")),o.addShape&&A.addShape(o.addShape.shapeName,o.addShape.options||{}),o.addTable&&A.addTable(o.addTable.rows,o.addTable.options||{}),o.addText&&A.addText(o.addText.text,o.addText.options||{})})}(this,e,t,(null==t?void 0:t.masterSlideName)?this.slideLayouts.filter(function(e){return e._name===t.masterSlideName})[0]:null)},e}()}}]);
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