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zingchart

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Our JavaScript charting library is a commercial product. But the full branded version is free to try, forever.

www.zingchart.com

zingchart/ZingChart

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/* All of the code within the ZingChart software is developed and copyrighted by ZingChart, Inc., and may not be copied, replicated, or used in any other software or application without prior permission from ZingChart. All usage must coincide with the ZingChart End User License Agreement which can be requested by email at support@zingchart.com. Build 2.9.11 */ ZC={AV:function(e,i){if(e.indexOf)return e.indexOf(i);for(var n=0,t=e.length;n<t;n++)if(e[n]===i)return n;return-1},VERSION:"2.9.11",VERSIONID:"2.9.11.2023.06.07",LICENSEKEY:"",ABY:!1,CHARTS:["null","null3d","line","line3d","vline","area","area3d","varea","bar","bar3d","vbar","vbar3d","hbar","hbar3d","scatter","hscatter","bubble","hbubble","pie","pie3d","ring","ring3d","nestedpie","mixed","mixed3d","hmixed","radar","bullet","vbullet","hbullet","funnel","vfunnel","hfunnel","piano","heatmap","stock","range","vrange","gauge","venn"],EQUIV:{floatbar:["vfloatbar","hfloatbar"],boxplot:["vboxplot","hboxplot"],waterfall:["vwaterfall","hwaterfall"],populationpyramid:["population-pyramid","pop-pyramid"],bubblepie:["bubble-pie","bubblepie"],bar:["column","vbar"],radar:["polar","radar"],stream:["vstream"]},ALIAS:{ring:"pie"},execFn:function(e,i){var n=[].slice.call(arguments).splice(2);return ZC.evalFn(e,i).apply(i,n)},evalFn:function(BF,oContext){var aNs=BF.split("."),iOffset=0;oContext||(oContext=eval(aNs[0]),iOffset++);for(var i=iOffset;i<aNs.length;i++)oContext=oContext[aNs[i]];return oContext},cache:{data:{},size:0,add:function(e,i){}},DEBUG:0,TS:{},MAX:Number.MAX_VALUE,IMG404:[],BLANK:"data:image/gif;base64,R0lGODlhAQABAIAAAP///wAAACH5BAEAAAAALAAAAAABAAEAAAICRAEAOw==",BOUNDS:[],IMAGES:{"zc.wm1":"data:image/png;base64,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