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2aGzX43QjMxQ5+oxryTjIoIAIamKAe7WCnpXNke+rdlxNGLs4xNQQjXIA3mX0yGJ6RQwqe4SGchLiJRYMuTq7JVk2ybK+u9M1hPoZ+UtyFDDD+pxxzOKyjBnn1g0MolBHSIgFUK0w6P3iHWRWFSA2gdwjKT4TEKYyQDLjk8hDknRxMSCIidNF7B/WTNeSjcp0DAAAAABJRU5ErkJggg=="},4312:function(t,e){t.exports="data:image/png;base64,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"},"443e":function(t,e){t.exports="data:image/png;base64,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"},"49cf":function(t,e){t.exports="data:image/png;base64,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Klqgeu4iiQHEhql56udu/RkJNsxDjdlxGidvURgb9llRDwwNgk0xhA7FfSoYlikKNbi9IFRbk3yxxcNtKHZ7LtUF1uQEGZYuCMpdeTD4iX4swpLc1IKAPs8kDNYFV9xAWsa1pKZpxTcpLXVfiA86Ns4QsTgOnoIkRU+zFXgsOzeF/vgF78MxmClKO2nDzGMFHtrSf1FYT2QOx9JKsMVCF6Wkp6elpaV7UhkLk7C4jy5MbYpnMBeL8WvW+DhdBOo2UI8NyxQzZ3B0xI+3xsfqlY4ZevSBIbp/0tTxe/U0JsN3sb27RUwjHU9esi5+1Ay9Xj8jfv2E7sN1/0t/AfNQqODAgSBtAAAAAElFTkSuQmCC"},"4f34":function(t,e){t.exports="data:image/png;base64,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"},5500:function(t,e){t.exports="data:image/png;base64,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"},"57a8":function(t,e,a){"use 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r=l({},{activeBgColor:"#000000",activeBgOpacity:.08},e.extra.bar),n=e.area[3],s=e.width-e.area[1];i.beginPath(),i.setFillStyle(d(r.activeBgColor,r.activeBgOpacity)),i.rect(n,t-o/2,s-n,o),i.closePath(),i.fill(),i.setFillStyle("#FFFFFF")}function mt(t,e,a,i,o,r,n){var s=l({},{showBox:!0,showArrow:!0,showCategory:!1,bgColor:"#000000",bgOpacity:.7,borderColor:"#000000",borderWidth:0,borderRadius:0,borderOpacity:.7,boxPadding:3,fontColor:"#FFFFFF",fontSize:13,lineHeight:20,legendShow:!0,legendShape:"auto",splitLine:!0},a.extra.tooltip);1==s.showCategory&&a.categories&&t.unshift({text:a.categories[a.tooltip.index],color:null});var h=s.fontSize*a.pix,c=s.lineHeight*a.pix,A=s.boxPadding*a.pix,p=h,u=5*a.pix;0==s.legendShow&&(p=0,u=0);var x=s.showArrow?8*a.pix:0,f=!1;"line"!=a.type&&"mount"!=a.type&&"area"!=a.type&&"candle"!=a.type&&"mix"!=a.type||1==s.splitLine&&function(t,e,a,i){var o=e.extra.tooltip||{};o.gridType=void 0==o.gridType?"solid":o.gridType,o.dashLength=void 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b=s.borderRadius;f?(y+x>a.width&&(e.x=a.width+Math.abs(a._scrollDistance_||0)+x+(y-a.width)),y>e.x&&(e.x=a.width+Math.abs(a._scrollDistance_||0)+x+(y-a.width)),s.showArrow&&(o.moveTo(e.x,e.y+10*a.pix),o.lineTo(e.x-x,e.y+10*a.pix+5*a.pix)),o.arc(e.x-x-b,e.y+m-b,b,0,Math.PI/2,!1),o.arc(e.x-x-Math.round(y)+b,e.y+m-b,b,Math.PI/2,Math.PI,!1),o.arc(e.x-x-Math.round(y)+b,e.y+b,b,-Math.PI,-Math.PI/2,!1),o.arc(e.x-x-b,e.y+b,b,-Math.PI/2,0,!1),s.showArrow&&(o.lineTo(e.x-x,e.y+10*a.pix-5*a.pix),o.lineTo(e.x,e.y+10*a.pix))):(s.showArrow&&(o.moveTo(e.x,e.y+10*a.pix),o.lineTo(e.x+x,e.y+10*a.pix-5*a.pix)),o.arc(e.x+x+b,e.y+b,b,-Math.PI,-Math.PI/2,!1),o.arc(e.x+x+Math.round(y)-b,e.y+b,b,-Math.PI/2,0,!1),o.arc(e.x+x+Math.round(y)-b,e.y+m-b,b,0,Math.PI/2,!1),o.arc(e.x+x+b,e.y+m-b,b,Math.PI/2,Math.PI,!1),s.showArrow&&(o.lineTo(e.x+x,e.y+10*a.pix+5*a.pix),o.lineTo(e.x,e.y+10*a.pix))),o.closePath(),o.fill(),s.borderWidth>0&&o.stroke(),s.legendShow&&t.forEach((function(t,i){if(null!==t.color){o.beginPath(),o.setFillStyle(t.color);var 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r=e.y+c*a+(c-h)/2-1+A+h;o.beginPath(),o.setFontSize(h),o.setTextBaseline("normal"),o.setFillStyle(s.fontColor),o.fillText(t.text,i,r),o.closePath(),o.stroke()}))}}function bt(t,e,a,i,o,r){var n=t.extra.tooltip||{};n.horizentalLine&&t.tooltip&&1===i&&("line"==t.type||"area"==t.type||"column"==t.type||"mount"==t.type||"candle"==t.type||"mix"==t.type)&>(t,e,a),a.save(),t._scrollDistance_&&0!==t._scrollDistance_&&!0===t.enableScroll&&a.translate(t._scrollDistance_,0),t.tooltip&&t.tooltip.textList&&t.tooltip.textList.length&&1===i&&mt(t.tooltip.textList,t.tooltip.offset,t,e,a),a.restore()}function Tt(t,e,a,i){var o=e.chartData.xAxisData,r=o.xAxisPoints,n=o.startX,l=o.endX,s=o.eachSpacing,d="center";"bar"!=e.type&&"line"!=e.type&&"area"!=e.type&&"scatter"!=e.type&&"bubble"!=e.type||(d=e.xAxis.boundaryGap);var h=e.height-e.area[2],c=e.area[0];if(e.enableScroll&&e.xAxis.scrollShow){var A=e.height-e.area[2]+a.xAxisHeight,p=l-n,u=s*(r.length-1);"mount"==e.type&&e.extra&&e.extra.mount&&e.extra.mount.widthRatio&&e.extra.mount.widthRatio>1&&(e.extra.mount.widthRatio>2&&(e.extra.mount.widthRatio=2),u+=(e.extra.mount.widthRatio-1)*s);var x=p*p/u,f=0;e._scrollDistance_&&(f=-e._scrollDistance_*p/u),i.beginPath(),i.setLineCap("round"),i.setLineWidth(6*e.pix),i.setStrokeStyle(e.xAxis.scrollBackgroundColor||"#EFEBEF"),i.moveTo(n,A),i.lineTo(l,A),i.stroke(),i.closePath(),i.beginPath(),i.setLineCap("round"),i.setLineWidth(6*e.pix),i.setStrokeStyle(e.xAxis.scrollColor||"#A6A6A6"),i.moveTo(n+f,A),i.lineTo(n+f+x,A),i.stroke(),i.closePath(),i.setLineCap("butt")}if(i.save(),e._scrollDistance_&&0!==e._scrollDistance_&&i.translate(e._scrollDistance_,0),!0===e.xAxis.calibration&&(i.setStrokeStyle(e.xAxis.gridColor||"#cccccc"),i.setLineCap("butt"),i.setLineWidth(1*e.pix),r.forEach((function(t,a){a>0&&(i.beginPath(),i.moveTo(t-s/2,h),i.lineTo(t-s/2,h+3*e.pix),i.closePath(),i.stroke())}))),!0!==e.xAxis.disableGrid&&(i.setStrokeStyle(e.xAxis.gridColor||"#cccccc"),i.setLineCap("butt"),i.setLineWidth(1*e.pix),"dash"==e.xAxis.gridType&&i.setLineDash([e.xAxis.dashLength*e.pix,e.xAxis.dashLength*e.pix]),e.xAxis.gridEval=e.xAxis.gridEval||1,r.forEach((function(t,a){a%e.xAxis.gridEval==0&&(i.beginPath(),i.moveTo(t,h),i.lineTo(t,c),i.stroke())})),i.setLineDash([])),!0!==e.xAxis.disabled){var g=t.length;e.xAxis.labelCount&&(g=e.xAxis.itemCount?Math.ceil(t.length/e.xAxis.itemCount*e.xAxis.labelCount):e.xAxis.labelCount,g-=1);for(var y=Math.ceil(t.length/g),m=[],b=t.length,T=0;T=e.area[3]-1&&c-Math.abs(l)<=e.width-e.area[1]+1&&(i.beginPath(),i.setFontSize(M),i.setFillStyle(e.xAxis.fontColor||e.fontColor),i.fillText(String(o),r[a]+n,h+e.xAxis.marginTop*e.pix+(e.xAxis.lineHeight-e.xAxis.fontSize)*e.pix/2+e.xAxis.fontSize*e.pix),i.closePath(),i.stroke())})):m.forEach((function(t,o){var n=e.xAxis.formatter?e.xAxis.formatter(t):t,l=e._scrollDistance_||0,c="center"==d?r[o]+s/2:r[o];if(c-Math.abs(l)>=e.area[3]-1&&c-Math.abs(l)<=e.width-e.area[1]+1){i.save(),i.beginPath(),i.setFontSize(M),i.setFillStyle(e.xAxis.fontColor||e.fontColor);var A=v(String(n),M,i),p=r[o];"center"==d&&(p=r[o]+s/2);e.xAxis.scrollShow&&6*e.pix;var u=h+e.xAxis.marginTop*e.pix+M-M*Math.abs(Math.sin(a._xAxisTextAngle_));e.xAxis.rotateAngle<0?(p-=M/2,A=0):(p+=M/2,A=-A),i.translate(p,u),i.rotate(-1*a._xAxisTextAngle_),i.fillText(String(n),A,0),i.closePath(),i.stroke(),i.restore()}}))}i.restore(),e.xAxis.title&&(i.beginPath(),i.setFontSize(e.xAxis.titleFontSize*e.pix),i.setFillStyle(e.xAxis.titleFontColor),i.fillText(String(e.xAxis.title),e.width-e.area[1]+e.xAxis.titleOffsetX*e.pix,e.height-e.area[2]+e.xAxis.marginTop*e.pix+(e.xAxis.lineHeight-e.xAxis.titleFontSize)*e.pix/2+(e.xAxis.titleFontSize+e.xAxis.titleOffsetY)*e.pix),i.closePath(),i.stroke()),e.xAxis.axisLine&&(i.beginPath(),i.setStrokeStyle(e.xAxis.axisLineColor),i.setLineWidth(1*e.pix),i.moveTo(n,e.height-e.area[2]),i.lineTo(l,e.height-e.area[2]),i.stroke())}function Mt(t,e,a,i){if(!0!==e.yAxis.disableGrid){var o=e.height-e.area[0]-e.area[2],r=o/e.yAxis.splitNumber,n=e.area[3],l=e.chartData.xAxisData.xAxisPoints,s=e.chartData.xAxisData.eachSpacing,d=s*(l.length-1);"mount"==e.type&&e.extra&&e.extra.mount&&e.extra.mount.widthRatio&&e.extra.mount.widthRatio>1&&(e.extra.mount.widthRatio>2&&(e.extra.mount.widthRatio=2),d+=(e.extra.mount.widthRatio-1)*s);var h=n+d,c=[],A=1;!1===e.xAxis.axisLine&&(A=0);for(var p=A;p4&&void 0!==arguments[4]?arguments[4]:1,r=l({},{activeOpacity:.5,activeRadius:10,offsetAngle:0,labelWidth:15,ringWidth:30,customRadius:0,border:!1,borderWidth:2,borderColor:"#FFFFFF",centerColor:"#FFFFFF",linearType:"none",customColor:[]},"pie"==e.type?e.extra.pie:e.extra.ring),n={x:e.area[3]+(e.width-e.area[1]-e.area[3])/2,y:e.area[0]+(e.height-e.area[0]-e.area[2])/2};0==a.pieChartLinePadding&&(a.pieChartLinePadding=r.activeRadius*e.pix);var s=Math.min((e.width-e.area[1]-e.area[3])/2-a.pieChartLinePadding-a.pieChartTextPadding-a._pieTextMaxLength_,(e.height-e.area[0]-e.area[2])/2-a.pieChartLinePadding-a.pieChartTextPadding);s=s<10?10:s,r.customRadius>0&&(s=r.customRadius*e.pix),t=L(t,s,o);var h=r.activeRadius*e.pix;if(r.customColor=g(r.linearType,r.customColor,t,a),t=t.map((function(t){return t._start_+=r.offsetAngle*Math.PI/180,t})),t.forEach((function(t,a){e.tooltip&&e.tooltip.index==a&&(i.beginPath(),i.setFillStyle(d(t.color,r.activeOpacity||.5)),i.moveTo(n.x,n.y),i.arc(n.x,n.y,t._radius_+h,t._start_,t._start_+2*t._proportion_*Math.PI),i.closePath(),i.fill()),i.beginPath(),i.setLineWidth(r.borderWidth*e.pix),i.lineJoin="round",i.setStrokeStyle(r.borderColor);var o,l=t.color;"custom"==r.linearType&&(o=i.createCircularGradient?i.createCircularGradient(n.x,n.y,t._radius_):i.createRadialGradient(n.x,n.y,0,n.x,n.y,t._radius_),o.addColorStop(0,d(r.customColor[t.linearIndex],1)),o.addColorStop(1,d(t.color,1)),l=o);i.setFillStyle(l),i.moveTo(n.x,n.y),i.arc(n.x,n.y,t._radius_,t._start_,t._start_+2*t._proportion_*Math.PI),i.closePath(),i.fill(),1==r.border&&i.stroke()})),"ring"===e.type){var c=.6*s;"number"===typeof r.ringWidth&&r.ringWidth>0&&(c=Math.max(0,s-r.ringWidth*e.pix)),i.beginPath(),i.setFillStyle(r.centerColor),i.moveTo(n.x,n.y),i.arc(n.x,n.y,c,0,2*Math.PI),i.closePath(),i.fill()}return!1!==e.dataLabel&&1===o&&xt(t,e,a,i,0,n),1===o&&"ring"===e.type&&st(e,a,i,n),{center:n,radius:s,series:t}}function Ct(t,e){var a=Array(2),i=20037508.34*t/180,o=Math.log(Math.tan((90+e)*Math.PI/360))/(Math.PI/180);return o=20037508.34*o/180,a[0]=i,a[1]=o,a}function Ot(t,e,a,i,o,r){return{x:(e-a.xMin)*i+o,y:(a.yMax-t)*i+r}}function zt(t,e,a){if(e[1]==a[1])return!1;if(e[1]>t[1]&&a[1]>t[1])return!1;if(e[1]t[1])return!1;if(a[1]==t[1]&&e[1]>t[1])return!1;if(e[0]e[r].area[2]||t[1]>e[r].area[3]||t[2]a||t[3]>i){o=!0;break}o=!1}return o}function Rt(t,e,a){var i=t.series;switch(e){case"normal":for(var o=0;o.7},u=0;u0&&t[0].data.constructor.toString().indexOf("Array")>-1){e._pieSeries_=t;for(var o=t[0].data,r=0;re.width-e.area[1]-e.area[3]?(A.push(x),u.push(p-e.legend.itemGap*e.pix),p=m,x=[g]):(p+=m,x.push(g))}if(x.length){A.push(x),u.push(p-e.legend.itemGap*e.pix),r.widthArr=u;var b=Math.max.apply(null,u);switch(e.legend.float){case"left":r.area.start.x=e.area[3],r.area.end.x=e.area[3]+b+2*n;break;case"right":r.area.start.x=e.width-e.area[1]-b-2*n,r.area.end.x=e.width-e.area[1];break;default:r.area.start.x=(e.width-b)/2-n,r.area.end.x=(e.width+b)/2+n}r.area.width=b+2*n,r.area.wholeWidth=b+2*n,r.area.height=A.length*c+2*n,r.area.wholeHeight=A.length*c+2*n+2*l,r.points=A}}else{var T=t.length,M=e.height-e.area[0]-e.area[2]-2*l-2*n,S=Math.min(Math.floor(M/c),T);switch(r.area.height=S*c+2*n,r.area.wholeHeight=S*c+2*n,e.legend.float){case"top":r.area.start.y=e.area[0]+l,r.area.end.y=e.area[0]+l+r.area.height;break;case"bottom":r.area.start.y=e.height-e.area[2]-l-r.area.height,r.area.end.y=e.height-e.area[2]-l;break;default:r.area.start.y=(e.height-r.area.height)/2,r.area.end.y=(e.height+r.area.height)/2}for(var P=T%S===0?T/S:Math.floor(T/S+1),w=[],C=0;CF&&(F=R)}r.widthArr.push(F),r.heightArr.push(D.length*c+2*n)}for(var H=0,k=0;k0?D[zt].width+e.yAxis.padding*e.pix:D[zt].width,mt+=1):"right"==D[zt].position&&(e.area[1]+=gt>0?D[zt].width+e.yAxis.padding*e.pix:D[zt].width,gt+=1)}else a.yAxisWidth=D;if(e.chartData.yAxisData=O,e.categories&&e.categories.length&&"radar"!==e.type&&"gauge"!==e.type&&"bar"!==e.type){e.chartData.xAxisData=Q(e.categories,e);var Dt=R(e.categories,e,0,e.chartData.xAxisData.eachSpacing,i),Ft=Dt.xAxisHeight,Bt=Dt.angle;a.xAxisHeight=Ft,a._xAxisTextAngle_=Bt,e.area[2]+=Ft,e.chartData.categoriesData=Dt}else if("line"===e.type||"area"===e.type||"scatter"===e.type||"bubble"===e.type||"bar"===e.type){e.chartData.xAxisData=H(h,e,a,i),c=e.chartData.xAxisData.rangesFormat;var Gt=R(c,e,0,e.chartData.xAxisData.eachSpacing,i),jt=Gt.xAxisHeight,Et=Gt.angle;a.xAxisHeight=jt,a._xAxisTextAngle_=Et,e.area[2]+=jt,e.chartData.categoriesData=Gt}else e.chartData.xAxisData={xAxisPoints:[]};if(e.enableScroll&&"right"==e.xAxis.scrollAlign&&void 0===e._scrollDistance_){var It,Nt=e.chartData.xAxisData.xAxisPoints,Ut=e.chartData.xAxisData.startX,Wt=e.chartData.xAxisData.endX,Zt=e.chartData.xAxisData.eachSpacing,Yt=Zt*(Nt.length-1),Vt=Wt-Ut;It=Vt-Yt,n.scrollOption.currentOffset=It,n.scrollOption.startTouchX=It,n.scrollOption.distance=0,n.scrollOption.lastMoveTime=0,e._scrollDistance_=It}switch("pie"!==t&&"ring"!==t&&"rose"!==t||(a._pieTextMaxLength_=!1===e.dataLabel?0:function(t,e,a,i){t=L(t);for(var o=0,r=0;r4&&void 0!==arguments[4]?arguments[4]:1,r=l({},{type:"normal",autoColors:!0},e.extra.word);e.chartData.wordCloudData||(e.chartData.wordCloudData=Rt(e,r.type,i)),i.beginPath(),i.setFillStyle(e.background),i.rect(0,0,e.width,e.height),i.fill(),i.save();var n=e.chartData.wordCloudData;i.translate(e.width/2,e.height/2);for(var s=0;s0&&(e.tooltip&&e.tooltip.index==s?i.strokeText(d,(n[s].areav[0]+5-e.width/2)*o-c*(1-o)/2,(n[s].areav[1]+5+h-e.height/2)*o):i.fillText(d,(n[s].areav[0]+5-e.width/2)*o-c*(1-o)/2,(n[s].areav[1]+5+h-e.height/2)*o)):n[s].area[0]>0&&(e.tooltip&&e.tooltip.index==s?i.strokeText(d,(n[s].area[0]+5-e.width/2)*o-c*(1-o)/2,(n[s].area[1]+5+h-e.height/2)*o):i.fillText(d,(n[s].area[0]+5-e.width/2)*o-c*(1-o)/2,(n[s].area[1]+5+h-e.height/2)*o)),i.stroke(),i.restore()}i.restore()}(h,e,a,i,t),Lt(0,i)},onAnimationFinish:function(){n.uevent.trigger("renderComplete")}});break;case"map":i.clearRect(0,0,e.width,e.height),function(t,e,a,i){var o,r,n=l({},{border:!0,mercator:!1,borderWidth:1,active:!0,borderColor:"#666666",fillOpacity:.6,activeBorderColor:"#f04864",activeFillColor:"#facc14",activeFillOpacity:1},e.extra.map),s=t,h=function(t){for(var e,a={xMin:180,xMax:0,yMin:90,yMax:0},i=0;id.x?a.xMax:d.x,a.yMin=a.yMind.y?a.yMax:d.y}}return a}(s);if(n.mercator){var c=Ct(h.xMax,h.yMax),A=Ct(h.xMin,h.yMin);h.xMax=c[0],h.yMax=c[1],h.xMin=A[0],h.yMin=A[1]}for(var p=e.width/Math.abs(h.xMax-h.xMin),u=e.height/Math.abs(h.yMax-h.yMin),x=p4&&void 0!==arguments[4]?arguments[4]:1,r=l({},{type:"funnel",activeWidth:10,activeOpacity:.3,border:!1,borderWidth:2,borderColor:"#FFFFFF",fillOpacity:1,minSize:0,labelAlign:"right",linearType:"none",customColor:[]},e.extra.funnel),n=(e.height-e.area[0]-e.area[2])/t.length,s={x:e.area[3]+(e.width-e.area[1]-e.area[3])/2,y:e.height-e.area[2]},h=r.activeWidth*e.pix,c=Math.min((e.width-e.area[1]-e.area[3])/2-h,(e.height-e.area[0]-e.area[2])/2-h),A=G(t,c,r,n,o);if(i.save(),i.translate(s.x,s.y),r.customColor=g(r.linearType,r.customColor,t,a),"pyramid"==r.type)for(var p=0;p4&&void 0!==arguments[4]?arguments[4]:1,r=l({},{type:"straight",width:2,activeType:"none",linearType:"none",onShadow:!1,animation:"vertical"},e.extra.line);r.width*=e.pix;var n=e.chartData.xAxisData,s=n.xAxisPoints,h=n.eachSpacing,c=[];i.save();var A=0,u=e.width+h;return e._scrollDistance_&&0!==e._scrollDistance_&&!0===e.enableScroll&&(i.translate(e._scrollDistance_,0),A=-e._scrollDistance_-2*h+e.area[3],u=A+(e.xAxis.itemCount+4)*h),t.forEach((function(t,n){var l,x,f;i.beginPath(),i.setStrokeStyle(t.color),i.moveTo(-1e4,-1e4),i.lineTo(-10001,-10001),i.stroke(),l=[].concat(e.chartData.yAxisData.ranges[t.index]),x=l.pop(),f=l.shift();var g=t.data,y=q(g,x,f,s,h,e,a,r,o);c.push(y);var v=B(y,t);if("dash"==t.lineType){var m=t.dashLength?t.dashLength:8;m*=e.pix,i.setLineDash([m,m])}i.beginPath();var b=t.color;if("none"!==r.linearType&&t.linearColor&&t.linearColor.length>0){for(var T=i.createLinearGradient(e.chartData.xAxisData.startX,e.height/2,e.chartData.xAxisData.endX,e.height/2),M=0;M0?i.setShadow(t.setShadow[0],t.setShadow[1],t.setShadow[2],t.setShadow[3]):i.setShadow(0,0,0,"rgba(0,0,0,0)"),i.setLineWidth(r.width),v.forEach((function(t,e){if(1===t.length)i.moveTo(t[0].x,t[0].y);else{i.moveTo(t[0].x,t[0].y);var a=0;if("curve"===r.type)for(var o=0;oA&&(i.moveTo(n.x,n.y),a=1),o>0&&n.x>A&&n.xA&&(i.moveTo(d.x,d.y),a=1),s>0&&d.x>A&&d.xA&&(i.moveTo(c.x,c.y),a=1),h>0&&c.x>A&&c.x4&&void 0!==arguments[4]?arguments[4]:1,r=(l({},{type:"circle"},e.extra.scatter),e.chartData.xAxisData),n=r.xAxisPoints,s=r.eachSpacing,d=[];i.save();return e.width,e._scrollDistance_&&0!==e._scrollDistance_&&!0===e.enableScroll&&(i.translate(e._scrollDistance_,0),-e._scrollDistance_-2*s+e.area[3],e.xAxis.itemCount),t.forEach((function(t,r){var l,d,h;l=[].concat(e.chartData.yAxisData.ranges[t.index]),d=l.pop(),h=l.shift();var c=t.data,A=K(c,d,h,n,s,e,a,o);i.beginPath(),i.setStrokeStyle(t.color),i.setFillStyle(t.color),i.setLineWidth(1*e.pix);var p=t.pointShape;if("diamond"===p)A.forEach((function(t,e){null!==t&&(i.moveTo(t.x,t.y-4.5),i.lineTo(t.x-4.5,t.y),i.lineTo(t.x,t.y+4.5),i.lineTo(t.x+4.5,t.y),i.lineTo(t.x,t.y-4.5))}));else if("circle"===p)A.forEach((function(t,a){null!==t&&(i.moveTo(t.x+2.5*e.pix,t.y),i.arc(t.x,t.y,3*e.pix,0,2*Math.PI,!1))}));else if("square"===p)A.forEach((function(t,e){null!==t&&(i.moveTo(t.x-3.5,t.y-3.5),i.rect(t.x-3.5,t.y-3.5,7,7))}));else if("triangle"===p)A.forEach((function(t,e){null!==t&&(i.moveTo(t.x,t.y-4.5),i.lineTo(t.x-4.5,t.y+4.5),i.lineTo(t.x+4.5,t.y+4.5),i.lineTo(t.x,t.y-4.5))}));else if("triangle"===p)return;i.closePath(),i.fill(),i.stroke()})),!1!==e.dataLabel&&1===o&&t.forEach((function(t,r){var l,d,h;l=[].concat(e.chartData.yAxisData.ranges[t.index]),d=l.pop(),h=l.shift();var c=t.data,A=K(c,d,h,n,s,e,a,o);dt(A,t,a,i,e)})),i.restore(),{xAxisPoints:n,calPoints:d,eachSpacing:s}}(h,e,a,i,t),r=o.xAxisPoints,n=o.calPoints,s=o.eachSpacing;e.chartData.xAxisPoints=r,e.chartData.calPoints=n,e.chartData.eachSpacing=s,St(0,e,a,i),!1!==e.enableMarkLine&&1===t&&ft(e,0,i),Pt(e.series,e,a,i,e.chartData),bt(e,a,i,t),Lt(0,i)},onAnimationFinish:function(){n.uevent.trigger("renderComplete")}});break;case"bubble":this.animationInstance=new Xt({timing:e.timing,duration:x,onProcess:function(t){i.clearRect(0,0,e.width,e.height),e.rotate&&rt(i,e),Mt(0,e,0,i),Tt(c,e,a,i);var o=function(t,e,a,i){var o=arguments.length>4&&void 0!==arguments[4]?arguments[4]:1,r=l({},{opacity:1,border:2},e.extra.bubble),n=e.chartData.xAxisData,s=n.xAxisPoints,h=n.eachSpacing,c=[];i.save();return e.width,e._scrollDistance_&&0!==e._scrollDistance_&&!0===e.enableScroll&&(i.translate(e._scrollDistance_,0),-e._scrollDistance_-2*h+e.area[3],e.xAxis.itemCount),t.forEach((function(t,n){var l,c,A;l=[].concat(e.chartData.yAxisData.ranges[t.index]),c=l.pop(),A=l.shift();var p=t.data,u=K(p,c,A,s,h,e,a,o);i.beginPath(),i.setStrokeStyle(t.color),i.setLineWidth(r.border*e.pix),i.setFillStyle(d(t.color,r.opacity)),u.forEach((function(t,a){i.moveTo(t.x+t.r,t.y),i.arc(t.x,t.y,t.r*e.pix,0,2*Math.PI,!1)})),i.closePath(),i.fill(),i.stroke(),!1!==e.dataLabel&&1===o&&u.forEach((function(o,r){i.beginPath();var n=t.textSize*e.pix||a.fontSize;i.setFontSize(n),i.setFillStyle(t.textColor||"#FFFFFF"),i.setTextAlign("center"),i.fillText(String(o.t),o.x,o.y+n/2),i.closePath(),i.stroke(),i.setTextAlign("left")}))})),i.restore(),{xAxisPoints:s,calPoints:c,eachSpacing:h}}(h,e,a,i,t),r=o.xAxisPoints,n=o.calPoints,s=o.eachSpacing;e.chartData.xAxisPoints=r,e.chartData.calPoints=n,e.chartData.eachSpacing=s,St(0,e,a,i),!1!==e.enableMarkLine&&1===t&&ft(e,0,i),Pt(e.series,e,a,i,e.chartData),bt(e,a,i,t),Lt(0,i)},onAnimationFinish:function(){n.uevent.trigger("renderComplete")}});break;case"mix":this.animationInstance=new Xt({timing:e.timing,duration:x,onProcess:function(t){i.clearRect(0,0,e.width,e.height),e.rotate&&rt(i,e),Mt(0,e,0,i),Tt(c,e,a,i);var r=function(t,e,a,i){var r=arguments.length>4&&void 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0!==arguments[4]?arguments[4]:1,s=l({},{startAngle:.75,endAngle:.25,type:"default",direction:"cw",lineCap:"round",width:12,gap:2,linearType:"none",customColor:[]},e.extra.arcbar);t=j(t,s,n),o=s.centerX||s.centerY?{x:s.centerX?s.centerX:e.width/2,y:s.centerY?s.centerY:e.height/2}:{x:e.width/2,y:e.height/2},s.radius?r=s.radius:(r=Math.min(o.x,o.y),r-=5*e.pix,r-=s.width/2),r=r<10?10:r,s.customColor=g(s.linearType,s.customColor,t,a);for(var h=0;h5&&void 0!==arguments[5]?arguments[5]:1,n=l({},{type:"default",startAngle:.75,endAngle:.25,width:15,labelOffset:13,splitLine:{fixRadius:0,splitNumber:10,width:15,color:"#FFFFFF",childNumber:5,childWidth:5},pointer:{width:15,color:"auto"}},a.extra.gauge);void 0==n.oldAngle&&(n.oldAngle=n.startAngle),void 0==n.oldData&&(n.oldData=0),t=I(t,n.startAngle,n.endAngle);var s={x:a.width/2,y:a.height/2},h=Math.min(s.x,s.y);h-=5*a.pix,h-=n.width/2,h=h<10?10:h;var c=h-n.width,A=0;if("progress"==n.type){var p=h-3*n.width;o.beginPath();var u=o.createLinearGradient(s.x,s.y-p,s.x,s.y+p);u.addColorStop("0",d(e[0].color,.3)),u.addColorStop("1.0",d("#FFFFFF",.1)),o.setFillStyle(u),o.arc(s.x,s.y,p,0,2*Math.PI,!1),o.fill(),o.setLineWidth(n.width),o.setStrokeStyle(d(e[0].color,.3)),o.setLineCap("round"),o.beginPath(),o.arc(s.x,s.y,c,n.startAngle*Math.PI,n.endAngle*Math.PI,!1),o.stroke(),A=n.endAnglem/y?o.setStrokeStyle(d(e[0].color,1)):o.setStrokeStyle(d(e[0].color,.3)),o.setLineWidth(3*a.pix),o.moveTo(f,0),o.lineTo(g,0),o.stroke(),o.rotate(x*Math.PI);o.restore(),e=E(e,n,r),o.setLineWidth(n.width),o.setStrokeStyle(e[0].color),o.setLineCap("round"),o.beginPath(),o.arc(s.x,s.y,c,n.startAngle*Math.PI,e[0]._proportion_*Math.PI,!1),o.stroke();var b=h-2.5*n.width;o.save(),o.translate(s.x,s.y),o.rotate((e[0]._proportion_-1)*Math.PI),o.beginPath(),o.setLineWidth(n.width/3);var T=o.createLinearGradient(0,.6*-b,0,.6*b);T.addColorStop("0",d("#FFFFFF",0)),T.addColorStop("0.5",d(e[0].color,1)),T.addColorStop("1.0",d("#FFFFFF",0)),o.setStrokeStyle(T),o.arc(0,0,b,.85*Math.PI,1.15*Math.PI,!1),o.stroke(),o.beginPath(),o.setLineWidth(1),o.setStrokeStyle(e[0].color),o.setFillStyle(e[0].color),o.moveTo(-b-n.width/3/2,-4),o.lineTo(-b-n.width/3/2-4,0),o.lineTo(-b-n.width/3/2,4),o.lineTo(-b-n.width/3/2,-4),o.stroke(),o.fill(),o.restore()}else{o.setLineWidth(n.width),o.setLineCap("butt");for(var M=0;M5&&void 0!==arguments[5]?arguments[5]:1,n=l({},{color:{},average:{}},a.extra.candle);n.color=l({},{upLine:"#f04864",upFill:"#f04864",downLine:"#2fc25b",downFill:"#2fc25b"},n.color),n.average=l({},{show:!1,name:[],day:[],color:i.color},n.average),a.extra.candle=n;var s=a.chartData.xAxisData,d=s.xAxisPoints,h=s.eachSpacing,c=[];o.save();var A=-2,u=d.length+2,x=0,f=a.width+h;return a._scrollDistance_&&0!==a._scrollDistance_&&!0===a.enableScroll&&(o.translate(a._scrollDistance_,0),A=Math.floor(-a._scrollDistance_/h)-2,u=A+a.xAxis.itemCount+4,x=-a._scrollDistance_-2*h+a.area[3],f=x+(a.xAxis.itemCount+4)*h),(n.average.show||e)&&e.forEach((function(t,e){var n,l,s;n=[].concat(a.chartData.yAxisData.ranges[t.index]),l=n.pop(),s=n.shift();for(var c=t.data,A=K(c,l,s,d,h,a,i,r),u=B(A,t),g=0;gx&&(o.moveTo(b.x,b.y),v=1),m>0&&b.x>x&&b.xA&&y0?(o.setStrokeStyle(n.color.upLine),o.setFillStyle(n.color.upFill),o.setLineWidth(1*a.pix),o.moveTo(v[3].x,v[3].y),o.lineTo(v[1].x,v[1].y),o.lineTo(v[1].x-h/4,v[1].y),o.lineTo(v[0].x-h/4,v[0].y),o.lineTo(v[0].x,v[0].y),o.lineTo(v[2].x,v[2].y),o.lineTo(v[0].x,v[0].y),o.lineTo(v[0].x+h/4,v[0].y),o.lineTo(v[1].x+h/4,v[1].y),o.lineTo(v[1].x,v[1].y),o.moveTo(v[3].x,v[3].y)):(o.setStrokeStyle(n.color.downLine),o.setFillStyle(n.color.downFill),o.setLineWidth(1*a.pix),o.moveTo(v[3].x,v[3].y),o.lineTo(v[0].x,v[0].y),o.lineTo(v[0].x-h/4,v[0].y),o.lineTo(v[1].x-h/4,v[1].y),o.lineTo(v[1].x,v[1].y),o.lineTo(v[2].x,v[2].y),o.lineTo(v[1].x,v[1].y),o.lineTo(v[1].x+h/4,v[1].y),o.lineTo(v[0].x+h/4,v[0].y),o.lineTo(v[0].x,v[0].y),o.moveTo(v[3].x,v[3].y)),o.closePath(),o.fill(),o.stroke()}})),o.restore(),{xAxisPoints:d,calPoints:c,eachSpacing:h}}(h,y,e,a,i,t),r=o.xAxisPoints,n=o.calPoints,s=o.eachSpacing;e.chartData.xAxisPoints=r,e.chartData.calPoints=n,e.chartData.eachSpacing=s,St(0,e,a,i),!1!==e.enableMarkLine&&1===t&&ft(e,0,i),Pt(y?0:e.series,e,a,i,e.chartData),bt(e,a,i,t),Lt(0,i)},onAnimationFinish:function(){n.uevent.trigger("renderComplete")}});break}}function Et(){this.events={}}Xt.prototype.stop=function(){this.isStop=!0},Et.prototype.addEventListener=function(t,e){this.events[t]=this.events[t]||[],this.events[t].push(e)},Et.prototype.delEventListener=function(t){this.events[t]=[]},Et.prototype.trigger=function(){for(var t=arguments.length,e=Array(t),a=0;a0&&void 0!==arguments[0]?arguments[0]:{};this.opts=l({},this.opts,t),this.opts.updateData=!0;var e=t.scrollPosition||"current";switch(e){case"current":this.opts._scrollDistance_=this.scrollOption.currentOffset;break;case"left":this.opts._scrollDistance_=0,this.scrollOption={currentOffset:0,startTouchX:0,distance:0,lastMoveTime:0};break;case"right":var a=ot(this.opts.series,this.opts,this.config,this.context),i=a.yAxisWidth;this.config.yAxisWidth=i;var o=0,r=Q(this.opts.categories,this.opts,this.config),n=r.xAxisPoints,s=r.startX,d=r.endX,h=r.eachSpacing,c=h*(n.length-1),A=d-s;o=A-c,this.scrollOption={currentOffset:o,startTouchX:o,distance:0,lastMoveTime:0},this.opts._scrollDistance_=o;break}jt.call(this,this.opts.type,this.opts,this.config,this.context)},It.prototype.zoom=function(){var t=arguments.length>0&&void 0!==arguments[0]?arguments[0]:this.opts.xAxis.itemCount;if(!0===this.opts.enableScroll){var e=Math.round(Math.abs(this.scrollOption.currentOffset)/this.opts.chartData.eachSpacing)+Math.round(this.opts.xAxis.itemCount/2);this.opts.animation=!1,this.opts.xAxis.itemCount=t.itemCount;var a=ot(this.opts.series,this.opts,this.config,this.context),i=a.yAxisWidth;this.config.yAxisWidth=i;var o=0,r=Q(this.opts.categories,this.opts,this.config),n=r.xAxisPoints,l=r.startX,s=r.endX,d=r.eachSpacing,h=d*e,A=s-l,p=A-d*(n.length-1);o=A/2-h,o>0&&(o=0),o=this.opts.categories.length?this.opts.categories.length:A,this.opts.animation=!1,this.opts.xAxis.itemCount=A;var p=0,u=Q(this.opts.categories,this.opts,this.config),x=u.xAxisPoints,f=u.startX,g=u.endX,y=u.eachSpacing,v=y*this.scrollOption.moveCurrent1,m=g-f,b=m-y*(x.length-1);p=-v+Math.min(i[0].x,i[1].x)-this.opts.area[3]-y,p>0&&(p=0),p2*Math.PI&&(t-=2*Math.PI),t},n=Math.atan2(e.center.y-t.y,t.x-e.center.x);n*=-1,n<0&&(n+=2*Math.PI);var l=e.angleList.map((function(t){return t=r(-1*t),t}));l.forEach((function(t,e){var a=r(t-i/2),l=r(t+i/2);l=a&&n<=l||n+2*Math.PI>=a&&n+2*Math.PI<=l)&&(o=e)}))}return o}({x:a.x,y:a.y},this.opts.chartData.radarData,this.opts.categories.length):"funnel"===this.opts.type?function(t,e){for(var a=-1,i=0,o=e.series.length;ir.funnelArea[0]&&t.xr.funnelArea[1]&&t.yr.area[0]&&t.xr.area[1]&&t.y4&&void 0!==arguments[4]?arguments[4]:0,r={index:-1,group:[]},n=a.chartData.eachSpacing/2,l=a.chartData.yAxisPoints;return e&&e.length>0&&D(t,a,i)&&l.forEach((function(e,a){t.y+o+n>e&&(r.index=a)})),r}({x:a.x,y:a.y},this.opts.chartData.calPoints,this.opts,this.config,Math.abs(this.scrollOption.currentOffset)):function(t,e,a,i){var o=arguments.length>4&&void 0!==arguments[4]?arguments[4]:0,r={index:-1,group:[]},n=a.chartData.eachSpacing/2,l=[];if(e&&e.length>0){if(a.categories){for(var s=1;se&&(r.index=a)}));else{for(var d=Array(e.length),h=0;he.start.x&&t.xe.start.y&&t.yh[0]-0&&t.xh[1]-0&&t.y1&&void 0!==arguments[1]?arguments[1]:{},a=null;if(a=t.changedTouches?t.changedTouches[0]:t.mp.changedTouches[0],a){T(a,this.opts,t);var i=this.getLegendDataIndex(t);i>=0&&("candle"==this.opts.type?this.opts.seriesMA[i].show=!this.opts.seriesMA[i].show:this.opts.series[i].show=!this.opts.series[i].show,this.opts.animation=!!e.animation,this.opts._scrollDistance_=this.scrollOption.currentOffset,jt.call(this,this.opts.type,this.opts,this.config,this.context))}},It.prototype.showToolTip=function(t){var e=this,a=arguments.length>1&&void 0!==arguments[1]?arguments[1]:{},i=null;i=t.changedTouches?t.changedTouches[0]:t.mp.changedTouches[0],i||console.log("[uCharts] 未获取到event坐标信息");var o=T(i,this.opts,t),r=this.scrollOption.currentOffset,n=l({},this.opts,{_scrollDistance_:r,animation:!1});if("line"===this.opts.type||"area"===this.opts.type||"column"===this.opts.type||"scatter"===this.opts.type||"bubble"===this.opts.type){var s=this.getCurrentDataIndex(t),d=void 0==a.index?s.index:a.index;if(d>-1||d.length>0){var h=M(this.opts.series,d,s.group);if(0!==h.length){var c=w(h,this.opts,d,s.group,this.opts.categories,a),A=c.textList,p=c.offset;p.y=o.y,n.tooltip={textList:void 0!==a.textList?a.textList:A,offset:void 0!==a.offset?a.offset:p,option:a,index:d,group:s.group}}}jt.call(this,n.type,n,this.config,this.context)}if("mount"===this.opts.type){d=void 0==a.index?this.getCurrentDataIndex(t).index:a.index;if(d>-1){n=l({},this.opts,{animation:!1}),h=l({},n._series_[d]),A=[{text:a.formatter?a.formatter(h,void 0,d,n):h.name+": "+h.data,color:h.color,legendShape:"auto"==this.opts.extra.tooltip.legendShape?h.legendShape:this.opts.extra.tooltip.legendShape}],p={x:n.chartData.calPoints[d].x,y:o.y};n.tooltip={textList:a.textList?a.textList:A,offset:void 0!==a.offset?a.offset:p,option:a,index:d}}jt.call(this,n.type,n,this.config,this.context)}if("bar"===this.opts.type){s=this.getCurrentDataIndex(t),d=void 0==a.index?s.index:a.index;if(d>-1||d.length>0){h=M(this.opts.series,d,s.group);if(0!==h.length){c=w(h,this.opts,d,s.group,this.opts.categories,a),A=c.textList,p=c.offset;p.x=o.x,n.tooltip={textList:void 0!==a.textList?a.textList:A,offset:void 0!==a.offset?a.offset:p,option:a,index:d}}}jt.call(this,n.type,n,this.config,this.context)}if("mix"===this.opts.type){s=this.getCurrentDataIndex(t),d=void 0==a.index?s.index:a.index;if(d>-1){r=this.scrollOption.currentOffset,n=l({},this.opts,{_scrollDistance_:r,animation:!1}),h=M(this.opts.series,d);if(0!==h.length){var u=C(h,this.opts,d,this.opts.categories,a);A=u.textList,p=u.offset;p.y=o.y,n.tooltip={textList:a.textList?a.textList:A,offset:void 0!==a.offset?a.offset:p,option:a,index:d}}}jt.call(this,n.type,n,this.config,this.context)}if("candle"===this.opts.type){s=this.getCurrentDataIndex(t),d=void 0==a.index?s.index:a.index;if(d>-1){r=this.scrollOption.currentOffset,n=l({},this.opts,{_scrollDistance_:r,animation:!1}),h=M(this.opts.series,d);if(0!==h.length){c=O(this.opts.series[0].data,h,this.opts,d,this.opts.categories,this.opts.extra.candle,a),A=c.textList,p=c.offset;p.y=o.y,n.tooltip={textList:a.textList?a.textList:A,offset:void 0!==a.offset?a.offset:p,option:a,index:d}}}jt.call(this,n.type,n,this.config,this.context)}if("pie"===this.opts.type||"ring"===this.opts.type||"rose"===this.opts.type||"funnel"===this.opts.type){d=void 0==a.index?this.getCurrentDataIndex(t):a.index;if(d>-1){n=l({},this.opts,{animation:!1}),h=l({},n._series_[d]),A=[{text:a.formatter?a.formatter(h,void 0,d,n):h.name+": "+h.data,color:h.color,legendShape:"auto"==this.opts.extra.tooltip.legendShape?h.legendShape:this.opts.extra.tooltip.legendShape}],p={x:o.x,y:o.y};n.tooltip={textList:a.textList?a.textList:A,offset:void 0!==a.offset?a.offset:p,option:a,index:d}}jt.call(this,n.type,n,this.config,this.context)}if("map"===this.opts.type){d=void 0==a.index?this.getCurrentDataIndex(t):a.index;if(d>-1){n=l({},this.opts,{animation:!1}),h=l({},this.opts.series[d]);h.name=h.properties.name;A=[{text:a.formatter?a.formatter(h,void 0,d,this.opts):h.name,color:h.color,legendShape:"auto"==this.opts.extra.tooltip.legendShape?h.legendShape:this.opts.extra.tooltip.legendShape}],p={x:o.x,y:o.y};n.tooltip={textList:a.textList?a.textList:A,offset:void 0!==a.offset?a.offset:p,option:a,index:d}}n.updateData=!1,jt.call(this,n.type,n,this.config,this.context)}if("word"===this.opts.type){d=void 0==a.index?this.getCurrentDataIndex(t):a.index;if(d>-1){n=l({},this.opts,{animation:!1}),h=l({},this.opts.series[d]),A=[{text:a.formatter?a.formatter(h,void 0,d,this.opts):h.name,color:h.color,legendShape:"auto"==this.opts.extra.tooltip.legendShape?h.legendShape:this.opts.extra.tooltip.legendShape}],p={x:o.x,y:o.y};n.tooltip={textList:a.textList?a.textList:A,offset:void 0!==a.offset?a.offset:p,option:a,index:d}}n.updateData=!1,jt.call(this,n.type,n,this.config,this.context)}if("radar"===this.opts.type){d=void 0==a.index?this.getCurrentDataIndex(t):a.index;if(d>-1){n=l({},this.opts,{animation:!1}),h=M(this.opts.series,d);if(0!==h.length){A=h.map((function(t){return{text:a.formatter?a.formatter(t,e.opts.categories[d],d,e.opts):t.name+": "+t.data,color:t.color,legendShape:"auto"==e.opts.extra.tooltip.legendShape?t.legendShape:e.opts.extra.tooltip.legendShape}})),p={x:o.x,y:o.y};n.tooltip={textList:a.textList?a.textList:A,offset:void 0!==a.offset?a.offset:p,option:a,index:d}}}jt.call(this,n.type,n,this.config,this.context)}},It.prototype.translate=function(t){this.scrollOption={currentOffset:t,startTouchX:t,distance:0,lastMoveTime:0};var e=l({},this.opts,{_scrollDistance_:t,animation:!1});jt.call(this,this.opts.type,e,this.config,this.context)},It.prototype.scrollStart=function(t){var e=null;e=t.changedTouches?t.changedTouches[0]:t.mp.changedTouches[0];var a=T(e,this.opts,t);e&&!0===this.opts.enableScroll&&(this.scrollOption.startTouchX=a.x)},It.prototype.scroll=function(t){0===this.scrollOption.lastMoveTime&&(this.scrollOption.lastMoveTime=Date.now());var e=this.opts.touchMoveLimit||60,a=Date.now(),i=a-this.scrollOption.lastMoveTime;if(!(i