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- /*!
- *
- * @supermap/vue-iclient.(https://iclient.supermap.io)
- * Copyright© 2000 - 2020 SuperMap Software Co.Ltd
- * license: Apache-2.0
- * version: v10.1.0
- *
- */
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t&&e<t&&(e=t),e}},watch:{theme:function(){this.chartTheme=null},colorGroupsData:function(t,e){(0,s.default)(t,e)||this._setChartTheme()},textColorsData:function(t,e){(0,s.default)(t,e)||this._setChartTheme()},backgroundData:function(t,e){(0,s.default)(t,e)||(this._setChartTheme(),this.changePopupArrowStyle())},dataset:{handler:function(){this._isRequestData&&this._setEchartOptions(this.dataset,this.datasetOptions,this.options),this.datasetChange=!0},deep:!0},datasetOptions:{handler:function(t,e){(0,s.default)(t,e)||(this._setChartTheme(),this.registerShape()),!this.echartsDataService&&this._isRequestData&&this._setEchartOptions(this.dataset,this.datasetOptions,this.options),this.echartsDataService&&this.echartsDataService.setDatasetOptions(this.datasetOptions),this.echartsDataService&&this.dataSeriesCache&&this._changeChartData(this.echartsDataService,this.datasetOptions,this.options)}},options:{handler:function(){this.datasetChange&&!this.dataSeriesCache||(this.dataSeriesCache&&"{}"!==JSON.stringify(this.dataSeriesCache)?this.echartOptions=this._optionsHandler(this.options,this.dataSeriesCache):this.echartOptions=Object.assign({},this.options))},deep:!0},autoresize:function(){(this.autoresize?(0,p.addListener):(0,p.removeListener))(this.$el,this.__resizeHandler)},width:function(){return this.smChart&&this.smChart.width},height:function(){return this.smChart&&this.smChart.height},computedOptions:function(){return this.smChart&&this.smChart.computedOptions},autoPlay:function(){this._handlePieAutoPlay()},associatedMap:function(){this.associatedMap||this.clearPopup&&this.clearPopup()},highlightOptions:{handler:function(){this.setItemStyleColor()},deep:!0}},created:function(){this._setChartTheme(),this.registerShape()},mounted:function(){this.smChart=this.$refs[this.chartId];var t=this._getEchart(),i=this;C.forEach(function(e){t.$on(e,function(t){"click"===e&&i.handleChartClick(t),i.$emit(e,t)})}),this._initAutoResize(),this._initDataZoom(),this.options.series&&this.options.series[0]&&"customRingsSeries"===this.options.series[0].customType&&this.startEffect(),!this._isRequestData&&this.autoPlay&&this._handlePieAutoPlay(),this._isRequestData&&this._setEchartOptions(this.dataset,this.datasetOptions,this.options)},updated:function(){this._handlePieAutoPlay()},beforeDestroy:function(){clearInterval(this.pieAutoPlay),clearInterval(this.startAngle),this.autoresize&&(0,p.removeListener)(this.$el,this.__resizeHandler)},methods:{_initAutoResize:function(){var t=this;this.__resizeHandler=(0,c.default)(function(){t.resize()},100,{leading:!0}),this.autoresize&&(0,p.addListener)(this.$el,this.__resizeHandler)},_initDataZoom:function(){var t=this;this.dataZoomHandler=(0,c.default)(function(){t._dataZoomChanged()},500,{leading:!0})},getStringColor:function(t){return t instanceof Object?((t.colorStops||[])[0]||{}).color:t},setGradientColor:function(t,e){return"string"==typeof t?new this.$options.graphic.LinearGradient(0,0,0,1,[{offset:0,color:t},{offset:1,color:e||t}]):t},_initAxisLabel:function(e,t,i,r){if(this.xBar){var n=this.datasetOptions.findIndex(function(t){return"unsort"!==t.sort&&t.rankLabel});if(-1<n&&e&&t){for(var a=0,o=t.length,s=o-1;a<o;a++,s--)t[a]=s<10?"0".concat(s).concat(t[a]):"".concat(s).concat(t[a]);var l=i&&i.find(function(t){return t.seriesIndex===n});e.rich=e.rich||{},e.rich.default={backgroundColor:this.getStringColor(this.colorGroup[n]),width:20,height:20,align:"center",borderRadius:2},l&&l.pieces.map(function(t){e.rich["".concat(parseInt(t.min),"_").concat(parseInt(t.max))]={backgroundColor:t.color,width:20,height:20,align:"center",borderRadius:2}});var u=r&&r[n].data;e.formatter=function(t,e){var i=parseInt(t.slice(0,2))+1,r=t.slice(2),n=u&&+u[e];if(l){var a=l.pieces.find(function(t){return n>=t.min&&n<=t.max});if(a)return["{".concat(parseInt(a.min),"_").concat(parseInt(a.max),"|").concat(i,"} ").concat(r)].join("\n")}return["{default|".concat(i,"} ").concat(r)].join("\n")}}}},setItemStyleColor:function(t,e,i,r){var s=this,n=!(0<arguments.length&&void 0!==t)||t,a=1<arguments.length?e:void 0,l=2<arguments.length&&void 0!==i?i:this.highlightOptions,u=3<arguments.length&&void 0!==r?r:this.highlightColor;(a=a||(0,w.default)(this.echartOptions&&this.echartOptions.series)||[]).forEach(function(r,e){var n=l.map(function(t){if(t.seriesIndex.includes(e))return t.dataIndex}),a=l.map(function(t){if(t.seriesIndex.includes(e))return t.color||u}),o=s.options.series&&s.options.series[e]&&s.options.series[e].itemStyle&&s.options.series[e].itemStyle.color;r.itemStyle=r.itemStyle||{color:""},r.itemStyle.color=function(t){var e=t.dataIndex,i=n.indexOf(e);return-1<i?a[i]:"pie"!==r.type?o:s._handlerColorGroup(r.data.length)[e]}}),n&&this.$set(this.echartOptions,"series",a)},_handlePieAutoPlay:function(){var t=this._chartOptions.series&&this._chartOptions.series[0]&&this._chartOptions.series[0].type,e=this.smChart.chart;this._chartOptions.legend&&this._chartOptions.legend.data&&this._chartOptions.legend.data.length&&e&&"pie"===t&&(this.clearPieAutoPlay(e),this.autoPlay&&this.setPieAutoPlay(e))},setPieAutoPlay:function(t){var e=this,i=-1;this.pieAutoPlay=setInterval(function(){t.dispatchAction({type:"downplay",seriesIndex:0,dataIndex:i}),++i>=e._chartOptions.legend.data.length&&(i=0),t.dispatchAction({type:"highlight",seriesIndex:0,dataIndex:i})},2e3)},clearPieAutoPlay:function(t){clearInterval(this.pieAutoPlay);for(var e=0;e<this._chartOptions.legend.data.length;e++)t.dispatchAction({type:"downplay",seriesIndex:0,dataIndex:e})},timing:function(){var e=this;this.echartsDataService&&this.echartsDataService.getDataOption(this.dataset,this.xBar).then(function(t){e.hideLoading(),e.dataSeriesCache=Object.assign({},t),e.datasetChange=!1,e.echartOptions=e._optionsHandler(e.options,t)})},_setEchartOptions:function(t,e,i){var r=this;this.echartsDataService=null,this.dataSeriesCache=null,"geoJSON"!==this.dataset.type&&this.showLoading("default",{text:this.$t("info.loading"),color:this.colorGroupsData[0],textColor:this.textColorsData,maskColor:"rgba(0,0,0,0.8)",zlevel:0}),this.echartsDataService=new g.default(t,e),this.echartsDataService.getDataOption(t,this.xBar).then(function(t){r.hideLoading(),r.dataSeriesCache=Object.assign({},t),r.datasetChange=!1,r.echartOptions=r._optionsHandler(i,t)})},_optionsHandler:function(m,y,C){var v=this;y=y&&(0,w.default)(y),m=m&&(0,w.default)(m);var I=[];m&&m.legend&&!m.legend.type&&(m.legend.type="scroll");var t=m.yAxis,e=m.xAxis;if(e&&y.xAxis){var i=e,r=y.xAxis[0],n="xAxis";t&&"category"===t.type&&(n="yAxis",i=t,y.yAxis=y.xAxis,delete y.xAxis,this._initAxisLabel(t.axisLabel,y.yAxis[0].data,m.visualMap,y.series)),0===y.series.length?i=[{}]:Array.isArray(i)||(r.data&&r.data.length&&(i.data=[]),i=[Object.assign({},r,i)]),m[n]=i}if(m&&m.series&&y.series)if(0===y.series.length)m.series=[];else{m.series=m.series.map(function(t,e){return Object.assign({},t,y.series[e]||{})});var b=m.dataZoom&&m.dataZoom[0];m.series=m.series.map(function(t,e){var i=t.label&&t.label.normal;if(t.label&&(t.label.normal=v._controlLabel(i,t.maxLabels)),i&&i.show&&i.smart){i.position=i.position||"top";var n=t.data,a=0,o=n.length-1;if(b&&!1!==b.show){if(b.start>b.end){var r=b.start;b.start=b.end,b.end=r}if(C){var s=v.smChart.chart.getOption().dataZoom[0]||{},l=s.startValue,u=s.endValue;a=l,o=u,m.dataZoom=m.dataZoom.map(function(t){return 0<=l&&0<=u&&(t.startValue=l,t.endValue=u,delete t.start,delete t.end),t})}else a=Math.floor(b.start/100*n.length),o=Math.ceil(b.end/100*n.length);n=t.data.slice(a,o+1)}i.formatter=function(t){var e=t.dataIndex,i=t.value,r="";return e!==a&&e!==o&&Math.max.apply(null,n)+""!=i+""||(r=i),r}}else if(t&&"pie"!==t.type&&"radar"!==t.type){var h=(0,B.getMultiColorGroup)(v.colorGroupsData,v.colorNumber);if("2.5Bar"===t.type){var c=t.shape,d=t.itemStyle&&t.itemStyle.color;if(["square","rectangle"].includes(c)){var f=c;t.type="custom",y.series[e]&&(y.series[e].type="custom");var g=v;t.renderItem=function(e,t){var i,r,n,a=t.coord([t.value(0),t.value(1)]),o=d||h[e.seriesIndex];if(g.highlightOptions){var s=g.highlightOptions.find(function(t){return t.seriesIndex.includes(e.seriesIndex)&&t.dataIndex===e.dataIndex});s&&(s.color||g.highlightColor)&&(o=s.color||g.highlightColor)}if("object"===(0,E.default)(o)){var l=(0,w.default)(o),u=(0,w.default)(o),c=(0,w.default)(o);l.colorStops[0].color=(0,M.getColorWithOpacity)(l.colorStops[0].color,.4),l.colorStops[1].color=(0,M.getColorWithOpacity)(l.colorStops[1].color,.4),u.colorStops[0].color=(0,M.getColorWithOpacity)(u.colorStops[0].color,.7),u.colorStops[1].color=(0,M.getColorWithOpacity)(u.colorStops[1].color,.7),c.colorStops[0].color=(0,M.getColorWithOpacity)(c.colorStops[0].color,.85),c.colorStops[1].color=(0,M.getColorWithOpacity)(c.colorStops[1].color,.85),i=l,r=u,n=c}else i=(0,M.getColorWithOpacity)(o,.4),r=(0,M.getColorWithOpacity)(o,.7),n=(0,M.getColorWithOpacity)(o,.85);return{type:"group",children:[{type:"Cube".concat(f,"Left"),shape:{api:t,xValue:t.value(0),yValue:t.value(1),x:a[0],y:a[1],xAxisPoint:t.coord([t.value(0),0])},style:{fill:i}},{type:"Cube".concat(f,"Right"),shape:{api:t,xValue:t.value(0),yValue:t.value(1),x:a[0],y:a[1],xAxisPoint:t.coord([t.value(0),0])},style:{fill:r}},{type:"Cube".concat(f,"Top"),shape:{api:t,xValue:t.value(0),yValue:t.value(1),x:a[0],y:a[1],xAxisPoint:t.coord([t.value(0),0])},style:{fill:n}}]}}}else if("cylinder"===c){var A=y.series[e+1]&&y.series[e+1].data;t.type="bar",t.barGap="-100%","axis"===m.tooltip.trigger&&(m.tooltip.trigger="item"),y.series[e]&&(y.series[e].type="bar");var p=d||h[e];"string"==typeof p&&(p=v.setGradientColor(p,"#fff")),I.push({name:"",type:"pictorialBar",symbolOffset:[0,-8],symbolPosition:"end",z:12,itemStyle:{normal:{color:p}},data:y.series[e].data.map(function(t,e){return{value:t,symbolSize:!A||A[e]&&+t>=+A[e]?["100%",15]:[0,15]}})},{name:"",type:"pictorialBar",symbolSize:["100%",10],symbolOffset:[0,5],z:12,itemStyle:{normal:{color:p}},data:y.series[e].data})}delete t.shape}}return t}),"pie"===m.series[0].type&&m.series[0].roseType&&(m.series=m.series.map(function(t){return t.roseType||(t.roseType=m.series[0].roseType),t})),m.legend&&0<m.series.length&&"pie"===m.series[0].type&&(m.legend.data=[],m.series.forEach(function(t){var e;t.data&&(e=m.legend.data).push.apply(e,(0,l.default)(t.data.map(function(t){return t.name})))}))}m&&m.radar&&y.radar&&(m.radar.indicator=Object.assign({},y.radar.indicator||{}));var a=y.series;a&&a.length&&"pie"===a[0].type&&this.setItemStyleColor(!1,a),this.highlightOptions&&0<this.highlightOptions.length&&this.setItemStyleColor(!0,a),y.series=this._createRingShineSeries(a,m.series);var o,s=(0,u.default)(m,y);0<I.length&&(o=s.series).push.apply(o,I);return s},_createRingShineSeries:function(o,s){var l=this;return s&&this.datasetOptions.forEach(function(t,e){var i=s[e]||{},r=i.outerGap,n=i.isShine;if("pie"===i.type&&0<=r){var a=o[e].data.map(function(t){return t.value});r=r||Math.min.apply(null,a)/5,o[e].data=l._createRingShineDataOption(o[e].data,r,n),delete s[e].outerGap,delete s[e].isShine}}),o},_createRingShineDataOption:function(t,e,i){if(t){for(var r=this._handlerColorGroup(t.length),n={value:e,name:"",itemStyle:{normal:{label:{show:!1},labelLine:{show:!1},color:"rgba(0, 0, 0, 0)",borderColor:"rgba(0, 0, 0, 0)",borderWidth:0}}},a=[],o=0;o<t.length;o++){var s={value:t[o].value,name:t[o].name};i&&(s.itemStyle={normal:{borderWidth:5,shadowBlur:10,color:r[o],borderColor:r[o],shadowColor:r[o]}}),a.push(s),1<t.length&&a.push(n)}return a}},_handlerColorGroup:function(t){return"object"===(0,E.default)(this.colorGroupsData[0])?(0,B.handleMultiGradient)(this.colorGroupsData,t):SuperMap.ColorsPickerUtil.getGradientColors(this.colorGroupsData,t,"RANGE")},_controlLabel:function(t,s){if(t&&t.show&&s){var l,e=(0,w.default)(t);return e.formatter&&"string"==typeof e.formatter&&(l=e.formatter),e.formatter=function(t){var e=t.dataIndex,i=t.value,r=t.name,n=t.percent,a={"{b}: {c}":"".concat(r,": ").concat(i),"{b}":"".concat(r),"{c}":"".concat(i),"{d}%":"".concat(n,"%")},o="";return e<s&&(o=a[l||"{c}"]),o},e}return t},_changeChartData:function(t,e,i){var r;r=t.formatChartData(e,this.xBar),this.dataSeriesCache=Object.assign({},r),this.echartOptions=this._optionsHandler(i,r)},_setChartTheme:function(){if(!this.theme){var t=this.colorNumber;this.chartTheme=(0,B.chartThemeUtil)(this.backgroundData,this.textColorsData,this.colorGroupsData,t)}},_getEchart:function(){return this.smChart},mergeOptions:function(t,e,i){this._delegateMethod("mergeOptions",t,e,i)},appendData:function(t){this._delegateMethod("appendData",t)},resize:function(t){this._delegateMethod("resize",t)},dispatchAction:function(t){this._delegateMethod("dispatchAction",t)},convertToPixel:function(t,e){return this._delegateMethod("convertToPixel",t,e)},convertFromPixel:function(t,e){return this._delegateMethod("convertFromPixel",t,e)},containPixel:function(t,e){return this._delegateMethod("containPixel",t,e)},showLoading:function(t,e){this._delegateMethod("showLoading",t,e)},hideLoading:function(){this._delegateMethod("hideLoading")},getDataURL:function(t){return this._delegateMethod("getDataURL",t)},getConnectedDataURL:function(t){return this._delegateMethod("getConnectedDataURL",t)},clear:function(){this._delegateMethod("clear")},dispose:function(){this._delegateMethod("dispose")},_delegateMethod:function(t){for(var e,i=arguments.length,r=new Array(1<i?i-1:0),n=1;n<i;n++)r[n-1]=arguments[n];return(e=this.smChart)[t].apply(e,r)},unSupportedFeatureTip:function(){this.$message.destroy(),this.$message.warning(this.$t("chart.unSupportedData"))},handleChartClick:function(t){if(this.associatedMap){var e=t.dataIndex,i=[];this.echartsDataService&&this.echartsDataService.sortDataCache&&(i=this.echartsDataService.sortDataCache.features||i);var r=i[e];this.showDetailInfo(r)}},showDetailInfo:function(t){var e=this,i=((t||{}).geometry||{}).coordinates,r=i&&!!i.length;if(r&&this.viewModel){var n=t.properties||{},a=(0,M.getFeatureCenter)(t),o=this.generateTableData(n);this.tablePopupProps=y({},o),this.$nextTick(function(){e.viewModel.setPopupContent(a,e.$refs.chartTablePopup.$el,e.changePopupArrowStyle)})}else{if(this.mapNotLoadedTip())return;r||this.unSupportedFeatureTip()}},generateTableData:function(t){var e={columns:[{title:this.$t("search.attribute"),dataIndex:"attribute",width:120},{title:this.$t("search.attributeValue"),dataIndex:"attributeValue",width:150}],data:[]};for(var i in t)if(i&&t[i]){var r={};r.attribute=i,r.attributeValue=t[i],e.data.push(r)}return e},changePopupArrowStyle:function(){},mapNotLoadedTip:function(){},_dataZoomChanged:function(){var r=!1;this.options.series&&this.options.series.forEach(function(t,e){var i=t.label&&t.label.normal;r=i.show&&i.smart}),r&&(this.echartOptions=this._optionsHandler(this.options,this.dataSeriesCache,!0))},registerShape:function(){var s=this;this.datasetOptions&&this.options.series&&this.datasetOptions.forEach(function(t,e){var i=s.$options.graphic;if("2.5Bar"===t.seriesType){var r,n,a,o=s.options.series[e].shape;if(i.getShapeClass("Cube".concat(o,"Left")))return;switch(o){case"square":r=i.extendShape({shape:{x:0,y:0},buildPath:function(t,e){var i=e.xAxisPoint,r=[e.x,e.y],n=[e.x-13,e.y-13],a=[i[0]-13,i[1]-13],o=[i[0],i[1]];t.moveTo(r[0],r[1]).lineTo(n[0],n[1]).lineTo(a[0],a[1]).lineTo(o[0],o[1]).closePath()}}),n=i.extendShape({shape:{x:0,y:0},buildPath:function(t,e){var i=e.xAxisPoint,r=[e.x,e.y],n=[i[0],i[1]],a=[i[0]+18,i[1]-9],o=[e.x+18,e.y-9];t.moveTo(r[0],r[1]).lineTo(n[0],n[1]).lineTo(a[0],a[1]).lineTo(o[0],o[1]).closePath()}}),a=i.extendShape({shape:{x:0,y:0},buildPath:function(t,e){var i=[e.x,e.y],r=[e.x+18,e.y-9],n=[e.x+5,e.y-22],a=[e.x-13,e.y-13];t.moveTo(i[0],i[1]).lineTo(r[0],r[1]).lineTo(n[0],n[1]).lineTo(a[0],a[1]).closePath()}});break;case"rectangle":r=i.extendShape({shape:{x:0,y:0},buildPath:function(t,e){var i=e.xAxisPoint,r=[e.x,e.y],n=[e.x-9,e.y-9],a=[i[0]-9,i[1]-9],o=[i[0],i[1]];t.moveTo(r[0],r[1]).lineTo(n[0],n[1]).lineTo(a[0],a[1]).lineTo(o[0],o[1]).closePath()}}),n=i.extendShape({shape:{x:0,y:0},buildPath:function(t,e){var i=e.xAxisPoint,r=[e.x,e.y],n=[i[0],i[1]],a=[i[0]+18,i[1]-9],o=[e.x+18,e.y-9];t.moveTo(r[0],r[1]).lineTo(n[0],n[1]).lineTo(a[0],a[1]).lineTo(o[0],o[1]).closePath()}}),a=i.extendShape({shape:{x:0,y:0},buildPath:function(t,e){var 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0===s||!s.version||0===s.version.indexOf("v0.")||0===s.version.indexOf("v1.")&&0!==s.version.indexOf("v1.8.")?t.exports={nextTick:function(t,e,i,r){if("function"!=typeof t)throw new TypeError('"callback" argument must be a function');var n,a,o=arguments.length;switch(o){case 0:case 1:return s.nextTick(t);case 2:return s.nextTick(function(){t.call(null,e)});case 3:return s.nextTick(function(){t.call(null,e,i)});case 4:return s.nextTick(function(){t.call(null,e,i,r)});default:for(n=new Array(o-1),a=0;a<n.length;)n[a++]=arguments[a];return s.nextTick(function(){t.apply(null,n)})}}}:t.exports=s}).call(this,i("f2ac"))},"3e59":function(t,e,i){"use strict";function r(){var t=this,e=t.$createElement,i=t._self._c||e;return i("div",{staticClass:"sm-component-table-popup",style:[t.backgroundStyle,t.getTextColorStyle,t.styleObject]},[i("div",{staticClass:"sm-component-table-popup__close"},[t._v("x")]),t._v(" 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n("li",{key:e.uuid,staticClass:"line-item",style:r.detailVisibles[i]&&r.getBackgroundStyle,on:{mouseenter:function(t){return t.target.style.background=r.getBackground},mouseleave:function(t){return t.target.style.background=r.detailVisibles[i]?r.getBackground:"inherit"}}},[n("i",{staticClass:"line-icon"}),r._v(" "),n("div",{staticClass:"line-info"},[n("p",{staticClass:"name",style:r.getColorStyle(0),attrs:{title:e.name}},[r._v(r._s(e.name))]),r._v(" "),n("p",{staticClass:"count"},[r._v("\n "+r._s(r.$t("tdtResults.total"))+"\n "),n("span",{style:r.getColorStyle(0)},[r._v(r._s(e.stationNum))]),r._v("\n "+r._s(r.$t("tdtResults.station"))+"\n ")]),r._v(" "),n("p",{staticClass:"show-details",on:{click:function(t){return r.showLineDetail(e.uuid,i)}}},[n("span",[r._v(r._s(r.$t("tdtResults.showDetail")))]),r._v(" "),n("a-icon",{attrs:{type:r.detailVisibles[i]?"caret-up":"caret-down"}})],1),r._v(" "),r.detailVisibles[i]&&r.busData[e.uuid]?n("div",{staticClass:"detail-info"},[n("p",{staticClass:"time"},[r._v("\n "+r._s(r.$t("tdtResults.busEndTime"))+"：\n "),n("span",{style:r.getColorStyle(0)},[r._v(r._s((r.busData[e.uuid]||{}).starttime)+" - "+r._s((r.busData[e.uuid]||{}).endtime))])]),r._v(" "),n("ul",{staticClass:"lines",style:r.getBackgroundStyle},r._l((r.busData[e.uuid]||{}).station||[],function(e,t){return n("li",{key:e.uuid,on:{click:function(t){return r.generatePopup(e)},mouseenter:function(t){return t.target.style.color=r.getColor(0)},mouseleave:function(t){return t.target.style.color="inherit"}}},[r._v(r._s(t+1+"、"+e.name))])}),0)]):r._e()])])}),0)]):r._e()]):r._e()}var n=[];i.d(e,"a",function(){return r}),i.d(e,"b",function(){return n})},"3ef3":function(e,r,n){e.exports=function(){var A=function(t){return typeof t==="number"&&parseFloat(t)==parseInt(t,10)&&!isNaN(t)},T=function(t){return t},r=function(t){return!isNaN(parseFloat(t))&&isFinite(t)};if(!Array.prototype.indexOf){Array.prototype.indexOf=function(t,e){if(this===undefined||this===null){throw new TypeError('"this" is null or not defined')}var i=this.length>>>0;e=+e||0;if(Math.abs(e)===Infinity){e=0}if(e<0){e+=i;if(e<0){e=0}}for(;e<i;e++){if(this[e]===t){return e}}return-1}}var e=function(e){this.objectID="";this.separator=" - ";this.legendSeparator=this.separator;this.method="";this.precision=0;this.precisionflag="auto";this.roundlength=2;this.is_uniqueValues=false;this.debug=false;this.silent=false;this.bounds=Array();this.ranges=Array();this.inner_ranges=null;this.colors=Array();this.counter=Array();this.stat_sorted=null;this.stat_mean=null;this.stat_median=null;this.stat_sum=null;this.stat_max=null;this.stat_min=null;this.stat_pop=null;this.stat_variance=null;this.stat_stddev=null;this.stat_cov=null;this.log=function(t,e){if(this.debug==true||e!=null)console.log(this.objectID+"(object id) :: "+t)};this.setBounds=function(t){this.log("Setting bounds ("+t.length+") : "+t.join());this.bounds=Array();this.bounds=t};this.setSerie=function(t){this.log("Setting serie ("+t.length+") : "+t.join());this.serie=Array();this.serie=t;this.resetStatistics();this.setPrecision()};this.setColors=function(t){this.log("Setting color ramp ("+t.length+") : "+t.join());this.colors=t};this.doCount=function(){if(this._nodata())return;var t=this.sorted();this.counter=new Array;for(i=0;i<this.bounds.length-1;i++){this.counter[i]=0}for(j=0;j<t.length;j++){var e=this.getClass(t[j]);this.counter[e]++}};this.setPrecision=function(t){if(typeof t!=="undefined"){this.precisionflag="manual";this.precision=t}if(this.precisionflag=="auto"){for(var e=0;e<this.serie.length;e++){if(!isNaN(this.serie[e]+"")&&(this.serie[e]+"").toString().indexOf(".")!=-1){var i=(this.serie[e]+"").split(".")[1].length}else{var i=0}if(i>this.precision){this.precision=i}}}if(this.precision>20){this.log("this.precision value ("+this.precision+') is greater than max value. Automatic set-up to 20 to prevent "Uncaught RangeError: toFixed()" when calling decimalFormat() method.');this.precision=20}this.log("Calling setPrecision(). Mode : "+this.precisionflag+" - Decimals : "+this.precision);this.serie=this.decimalFormat(this.serie)};this.decimalFormat=function(t){var e=new Array;for(var i=0;i<t.length;i++){if(r(t[i])){e[i]=parseFloat(parseFloat(t[i]).toFixed(this.precision))}else{e[i]=t[i]}}return e};this.setRanges=function(){this.ranges=Array();for(i=0;i<this.bounds.length-1;i++){this.ranges[i]=this.bounds[i]+this.separator+this.bounds[i+1]}};this.min=function(){if(this._nodata())return;this.stat_min=this.serie[0];for(i=0;i<this.pop();i++){if(this.serie[i]<this.stat_min){this.stat_min=this.serie[i]}}return this.stat_min};this.max=function(){if(this._nodata())return;this.stat_max=this.serie[0];for(i=0;i<this.pop();i++){if(this.serie[i]>this.stat_max){this.stat_max=this.serie[i]}}return this.stat_max};this.sum=function(){if(this._nodata())return;if(this.stat_sum==null){this.stat_sum=0;for(i=0;i<this.pop();i++){this.stat_sum+=parseFloat(this.serie[i])}}return this.stat_sum};this.pop=function(){if(this._nodata())return;if(this.stat_pop==null){this.stat_pop=this.serie.length}return this.stat_pop};this.mean=function(){if(this._nodata())return;if(this.stat_mean==null){this.stat_mean=parseFloat(this.sum()/this.pop())}return this.stat_mean};this.median=function(){if(this._nodata())return;if(this.stat_median==null){this.stat_median=0;var t=this.sorted();if(t.length%2){this.stat_median=parseFloat(t[Math.ceil(t.length/2)-1])}else{this.stat_median=(parseFloat(t[t.length/2-1])+parseFloat(t[t.length/2]))/2}}return this.stat_median};this.variance=function(){round=typeof round==="undefined"?true:false;if(this._nodata())return;if(this.stat_variance==null){var t=0,e=this.mean();for(var i=0;i<this.pop();i++){t+=Math.pow(this.serie[i]-e,2)}this.stat_variance=t/this.pop();if(round==true){this.stat_variance=Math.round(this.stat_variance*Math.pow(10,this.roundlength))/Math.pow(10,this.roundlength)}}return this.stat_variance};this.stddev=function(t){t=typeof t==="undefined"?true:false;if(this._nodata())return;if(this.stat_stddev==null){this.stat_stddev=Math.sqrt(this.variance());if(t==true){this.stat_stddev=Math.round(this.stat_stddev*Math.pow(10,this.roundlength))/Math.pow(10,this.roundlength)}}return this.stat_stddev};this.cov=function(t){t=typeof t==="undefined"?true:false;if(this._nodata())return;if(this.stat_cov==null){this.stat_cov=this.stddev()/this.mean();if(t==true){this.stat_cov=Math.round(this.stat_cov*Math.pow(10,this.roundlength))/Math.pow(10,this.roundlength)}}return this.stat_cov};this.resetStatistics=function(){this.stat_sorted=null;this.stat_mean=null;this.stat_median=null;this.stat_sum=null;this.stat_max=null;this.stat_min=null;this.stat_pop=null;this.stat_variance=null;this.stat_stddev=null;this.stat_cov=null};this._nodata=function(){if(this.serie.length==0){if(this.silent)this.log("[silent mode] Error. You should first enter a serie!",true);else throw new TypeError("Error. You should first enter a serie!");return 1}else return 0};this._hasNegativeValue=function(){for(i=0;i<this.serie.length;i++){if(this.serie[i]<0)return true}return false};this._hasZeroValue=function(){for(i=0;i<this.serie.length;i++){if(parseFloat(this.serie[i])===0)return true}return false};this.sorted=function(){if(this.stat_sorted==null){if(this.is_uniqueValues==false){this.stat_sorted=this.serie.sort(function(t,e){return t-e})}else{this.stat_sorted=this.serie.sort(function(t,e){var i=t.toString().toLowerCase(),r=e.toString().toLowerCase();if(i<r)return-1;if(i>r)return 1;return 0})}}return this.stat_sorted};this.info=function(){if(this._nodata())return;var t="";t+=T("Population")+" : "+this.pop()+" - ["+T("Min")+" : "+this.min()+" | "+T("Max")+" : "+this.max()+"]"+"\n";t+=T("Mean")+" : "+this.mean()+" - "+T("Median")+" : "+this.median()+"\n";t+=T("Variance")+" : "+this.variance()+" - "+T("Standard deviation")+" : "+this.stddev()+" - "+T("Coefficient of variation")+" : "+this.cov()+"\n";return t};this.setClassManually=function(e){if(this._nodata())return;if(e[0]!==this.min()||e[e.length-1]!==this.max()){if(this.silent)this.log("[silent mode] "+t("Given bounds may not be correct! please check your input.\nMin value : "+this.min()+" / Max value : "+this.max()),true);else throw new TypeError(T("Given bounds may not be correct! please check your input.\nMin value : "+this.min()+" / Max value : "+this.max()));return}this.setBounds(e);this.setRanges();this.method=T("manual classification")+" ("+(e.length-1)+" "+T("classes")+")";return this.bounds};this.getClassEqInterval=function(t,e,r){if(this._nodata())return;var n=typeof e==="undefined"?this.min():e;var a=typeof r==="undefined"?this.max():r;var o=Array();var s=n;var l=(a-n)/t;for(i=0;i<=t;i++){o[i]=s;s+=l}o[t]=a;this.setBounds(o);this.setRanges();this.method=T("eq. intervals")+" ("+t+" "+T("classes")+")";return this.bounds};this.getQuantiles=function(t){var e=this.sorted();var i=[];var r=this.pop()/t;for(var n=1;n<t;n++){var a=Math.round(n*r+.49);i.push(e[a-1])}return i};this.getClassQuantile=function(t){if(this._nodata())return;var e=this.sorted();var i=this.getQuantiles(t);i.unshift(e[0]);if(i[e.length-1]!==e[e.length-1])i.push(e[e.length-1]);this.setBounds(i);this.setRanges();this.method=T("quantile")+" ("+t+" "+T("classes")+")";return this.bounds};this.getClassStdDeviation=function(t,e){if(this._nodata())return;var r=this.max();var n=this.min();var a=Array();if(t%2==1){var o=Math.floor(t/2);var s=o+1;a[o]=this.mean()-this.stddev()/2;a[s]=this.mean()+this.stddev()/2;for(i=o-1;i>0;i--){var l=a[i+1]-this.stddev();a[i]=l}for(i=s+1;i<t;i++){var l=a[i-1]+this.stddev();a[i]=l}}else{var u=t/2;a[u]=this.mean();for(i=u-1;i>0;i--){var l=a[i+1]-this.stddev();a[i]=l}for(i=u+1;i<t;i++){var l=a[i-1]+this.stddev();a[i]=l}}a[0]=typeof e==="undefined"?a[1]-this.stddev():this.min();a[t]=typeof e==="undefined"?a[t-1]+this.stddev():this.max();this.setBounds(a);this.setRanges();this.method=T("std deviation")+" ("+t+" "+T("classes")+")";return this.bounds};this.getClassGeometricProgression=function(t){if(this._nodata())return;if(this._hasNegativeValue()||this._hasZeroValue()){if(this.silent)this.log("[silent mode] "+T("geometric progression can't be applied with a serie containing negative or zero values."),true);else throw new TypeError(T("geometric progression can't be applied with a serie containing negative or zero values."));return}var e=Array();var r=this.min();var n=this.max();var a=Math.log(n)/Math.LN10;var o=Math.log(r)/Math.LN10;var s=(a-o)/t;for(i=0;i<t;i++){if(i==0){e[i]=o}else{e[i]=e[i-1]+s}}e=e.map(function(t){return Math.pow(10,t)});e.push(this.max());this.setBounds(e);this.setRanges();this.method=T("geometric progression")+" ("+t+" "+T("classes")+")";return this.bounds};this.getClassArithmeticProgression=function(t){if(this._nodata())return;var e=0;for(i=1;i<=t;i++){e+=i}var r=Array();var n=this.min();var a=this.max();var o=(a-n)/e;for(i=0;i<=t;i++){if(i==0){r[i]=n}else{r[i]=r[i-1]+i*o}}this.setBounds(r);this.setRanges();this.method=T("arithmetic progression")+" ("+t+" "+T("classes")+")";return this.bounds};this.getClassJenks=function(t){if(this._nodata())return;dataList=this.sorted();var e=[];for(var i=0,r=dataList.length+1;i<r;i++){var n=[];for(var a=0,o=t+1;a<o;a++){n.push(0)}e.push(n)}var s=[];for(var l=0,u=dataList.length+1;l<u;l++){var c=[];for(var h=0,d=t+1;h<d;h++){c.push(0)}s.push(c)}for(var f=1,g=t+1;f<g;f++){e[0][f]=1;s[0][f]=0;for(var A=1,p=dataList.length+1;A<p;A++){s[A][f]=Infinity}var m=0}for(var y=2,C=dataList.length+1;y<C;y++){var v=0;var I=0;var b=0;for(var E=1,w=y+1;E<w;E++){var B=y-E+1;var M=parseFloat(dataList[B-1]);I+=M*M;v+=M;b+=1;m=I-v*v/b;var x=B-1;if(x!=0){for(var S=2,Q=t+1;S<Q;S++){if(s[y][S]>=m+s[x][S-1]){e[y][S]=B;s[y][S]=m+s[x][S-1]}}}}e[y][1]=1;s[y][1]=m}var k=dataList.length;var L=[];for(l=0;l<=t;l++){L.push(0)}L[t]=parseFloat(dataList[dataList.length-1]);L[0]=parseFloat(dataList[0]);var P=t;while(P>=2){var F=parseInt(e[k][P]-2);L[P-1]=dataList[F];k=parseInt(e[k][P]-1);P-=1}if(L[0]==L[1]){L[0]=0}this.setBounds(L);this.setRanges();this.method=T("Jenks")+" ("+t+" "+T("classes")+")";return this.bounds};this.getClassUniqueValues=function(){if(this._nodata())return;this.is_uniqueValues=true;var t=this.sorted();var e=Array();for(i=0;i<this.pop();i++){if(e.indexOf(t[i])===-1)e.push(t[i])}this.bounds=e;this.method=T("unique values");return e};this.getClass=function(t){for(i=0;i<this.bounds.length;i++){if(this.is_uniqueValues==true){if(t==this.bounds[i])return i}else{if(parseFloat(t)<=this.bounds[i+1]){return i}}}return T("Unable to get value's class.")};this.getRanges=function(){return this.ranges};this.getRangeNum=function(t){var e,i;for(i=0;i<this.ranges.length;i++){e=this.ranges[i].split(/ - /);if(t<=parseFloat(e[1])){return i}}};this.getInnerRanges=function(){if(this.inner_ranges!=null)return this.inner_ranges;var t=new Array;var e=this.sorted();var r=1;for(i=0;i<e.length;i++){if(i==0)var n=e[i];if(parseFloat(e[i])>parseFloat(this.bounds[r])){t[r-1]=""+n+this.separator+e[i-1];var n=e[i];r++}if(r==this.bounds.length-1){t[r-1]=""+n+this.separator+e[e.length-1];this.inner_ranges=t;return this.inner_ranges}}};this.getSortedlist=function(){return this.sorted().join(", ")};this.getHtmlLegend=function(t,e,r,n,a,o){var s="";var l=new Array;this.doCount();if(t!=null){ccolors=t}else{ccolors=this.colors}if(e!=null){lg=e}else{lg="Legend"}if(r!=null){getcounter=true}else{getcounter=false}if(n!=null){fn=n}else{fn=function(t){return t}}if(a==null){a="default"}if(a=="discontinuous"){this.getInnerRanges();if(this.counter.indexOf(0)!==-1){if(this.silent)this.log("[silent mode] "+T("Geostats cannot apply 'discontinuous' mode to the getHtmlLegend() method because some classes are not populated.\nPlease switch to 'default' or 'distinct' modes. Exit!"),true);else throw new TypeError(T("Geostats cannot apply 'discontinuous' mode to the getHtmlLegend() method because some classes are not populated.\nPlease switch to 'default' or 'distinct' modes. Exit!"));return}}if(o!=="DESC")o="ASC";if(ccolors.length<this.ranges.length){if(this.silent)this.log("[silent mode] "+T("The number of colors should fit the number of ranges. Exit!"),true);else throw new TypeError(T("The number of colors should fit the number of ranges. 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e=0<arguments.length&&void 0!==t?t:{},i=this.options.data||{},r={keyWord:this.keyWord,queryType:"4",start:"0",count:"10",level:Math.round(this.map.getZoom())+1,mapBound:this._toBBoxString()};return(0,h.tiandituSearch)(i.searchUrl||"https://api.tianditu.gov.cn/search",{postStr:JSON.stringify(Object.assign({},r,e)),type:"query",tk:i.tk}).then(function(t){if(+t.count||!+t.count&&t.prompt)return t}).catch(function(t){var e=t&&t.isCancel?null:t;return Promise.reject(e)})}},{key:"_toBBoxString",value:function(){return(0,h.toBBoxString)(this.map)}},{key:"getFeatureInfo",value:function(t,e){var i=this,r=this.options.resultRender;return this.keyWord=t,this.groupLineList={},this.reset(),this._searchFromTianditu(e).then(function(t){if(i.fire("search-selected-info",{data:t}),!r)return i._showResultToMap(t)})}},{key:"_showResultToMap",value:function(t){var e,i,r,n=t.prompt&&t.prompt.find(function(t){return 4==+t.type});if(t.pois&&t.pois.length)i="Point",r=t.pois,e=this._generatePointsFeatures(r),this._addPoints(e);else if(t.lineData&&t.lineData.length){i="LineString",r=t.lineData;var a=t.lineData[0].uuid;this.showLineDetail(a)}else t.area?(i="Polygon",r=t.area,e=this._generateAreaFeatures(t.area),this._addPolygon(e)):r=t.statistics?(i="Statistics",(0,h.getStatisticsResult)(t.statistics)):t.prompt;return{type:i,result:{count:+t.count,data:r,prompt:((n||{}).admins||[])[0]}}}},{key:"_generatePointsFeatures",value:function(t,e){var i=1<arguments.length&&void 0!==e?e:" ";return(0,h.generatePointsFeatures)(t,i)}},{key:"_generateLinesFeatures",value:function(t){var i=[];return t.linepoint.split(";").forEach(function(t){var e=t.split(",");e&&2===e.length&&i.push([+e[0],+e[1]])}),{type:"Feature",properties:t,geometry:{type:"LineString",coordinates:i}}}},{key:"_generateAreaFeatures",value:function(t){var e=t.points;return{type:"Feature",geometry:{type:"Polygon",coordinates:[(((void 0===e?[]:e)[0]||{}).region||"").split(",").map(function(t){var e=t.split(" ");return e[0]=+e[0],e[1]=+e[1],e})]},properties:t}}},{key:"showLineDetail",value:function(e){var i=this;e&&(this.groupLineList[e]?this._addLines(this._generateLinesFeatures(this.groupLineList[e])):this._transitByUuid(e).then(function(t){t&&(i.groupLineList[e]=t,i._addLines(i._generateLinesFeatures(t)),i.fire("get-transit-data-succeeded",{data:i.groupLineList}))}))}},{key:"_transitByUuid",value:function(t){var e=h.config.BUS_URL,i={postStr:JSON.stringify({uuid:t}),type:"busline",tk:this.options.data.tk};return(0,h.tiandituTransit)(e,i)}},{key:"_addPoints",value:function(t){(0,h.addPoints)(this.map,this.searchResultPoints,t)}},{key:"_addPointsOfLine",value:function(t){if(t&&this.map){var e=this.map.getSource(this.searchResultPointsOfLine),i=t;e?e.setData(i):(this.map.addSource(this.searchResultPointsOfLine,{type:"geojson",data:i}),this.map.addLayer({id:"".concat(this.searchResultPointsOfLine,"-fill"),type:"circle",source:this.searchResultPointsOfLine,paint:{"circle-radius":6,"circle-color":"#3385ff"}}),this.map.addLayer({id:"".concat(this.searchResultPointsOfLine,"-stroke"),type:"circle",source:this.searchResultPointsOfLine,paint:{"circle-radius":4,"circle-color":"#fff"}}))}}},{key:"_addLines",value:function(t){if(t&&this.map){var e=this.map.getSource(this.searchResultLine),i=t,r="".concat(this.searchResultPointsOfLine,"-fill");this._addPointsOfLine(this._generatePointsFeatures(t.properties.station||[],",")),e?e.setData(i):(this.map.addSource(this.searchResultLine,{type:"geojson",data:i}),this.map.addLayer({id:this.searchResultLine,type:"line",source:this.searchResultLine,layout:{"line-cap":"round"},paint:{"line-width":8,"line-color":"rgb(92,155,239)","line-opacity":1}},r));var n=(0,d.default)((0,f.default)(i,1.7));this.map.fitBounds([[n[0],n[1]],[n[2],n[3]]])}}},{key:"_addPolygon",value:function(t){if(t&&this.map){var e=this.map;if(t&&e){var i=e.getSource(this.searchResultPolygon),r=t;i?i.setData(r):(e.addSource(this.searchResultPolygon,{type:"geojson",data:r}),e.addLayer({id:"".concat(this.searchResultPolygon,"-stroke"),type:"line",source:this.searchResultPolygon,layout:{"line-cap":"round","line-join":"round"},paint:{"line-width":3,"line-dasharray":[.6,1.2],"line-color":"#0027eb"}}),e.addLayer({id:this.searchResultPolygon,type:"fill",source:this.searchResultPolygon,layout:{},paint:{"fill-color":"rgb(0, 0, 255)","fill-opacity":.1}}));var n=t.properties.bound.split(","),a=[[n[0],n[1]],[n[2],n[3]]];e.fitBounds(a)}}}},{key:"setHighlightIcon",value:function(t){(0,h.tdtSetHighlightIcon)(this.map,this.searchResultPoints,t)}},{key:"_resetSearchSourceData",value:function(){(0,h.resetSearchSourceData)(this.map)}},{key:"_removeHoverPopup",value:function(){this.hoverPopup&&this.hoverPopup.remove(),this.hoverPopup=null}},{key:"_removeResultPopup",value:function(){this.resultPopup&&this.resultPopup.remove(),this.resultPopup=null}},{key:"reset",value:function(){this._removeResultPopup(),this._resetSearchSourceData()}},{key:"_clearSearchResultLayer",value:function(){(0,h.clearSearchResultLayer)(this.map)}},{key:"removed",value:function(){this.groupLineList={},this.options.resultRender||(this._removeResultPopup(),this._clearSearchResultLayer())}}]),i}(c.default.Evented);e.default=A},"50a6":function(t,e,i){"use strict";var r=i("8e6d");Object.defineProperty(e,"__esModule",{value:!0}),e.default=void 0;var n=r(i("19e1")),a=r(i("66f6")),o=r(i("8377")),s=r(i("c031")),l=r(i("6b51")),u=function(t){function r(t){var e,i=1<arguments.length&&void 0!==arguments[1]?arguments[1]:{};return(0,n.default)(this,r),(e=(0,o.default)(this,(0,s.default)(r).call(this,t,i))).features&&e._createMarker(),e}return(0,l.default)(r,t),(0,a.default)(r,[{key:"setMarkersWidth",value:function(t){this.options.width=t;for(var e=document.getElementsByClassName("sm-component-animate-marker--diffused-aperture"),i=0;i<e.length;i++){e[i].style.setProperty("--container-width",t+"px")}}},{key:"setMarkersColors",value:function(t){if((this.options.colors=t)&&t.length&&0<t.length)for(var e=document.getElementsByClassName("sm-component-animate-marker--diffused-aperture"),i=0;i<e.length;i++){var r=e[i].style;r.setProperty("--background-color",this.options.colors[0]),r.setProperty("--box-shadow-color",this.options.colors[1]||this.options.colors[0])}}},{key:"_createMarker",value:function(){var o=this;this.features.features.forEach(function(t){var e=document.createElement("div");e.className="sm-component-animate-marker--diffused-aperture";var i=document.createElement("div");i.className="sm-component-animate-marker__diffused-aperture-wrapper";var r=document.createElement("div");r.className="sm-component-animate-marker__bg",i.appendChild(r);var n=document.createElement("div");n.className="sm-component-animate-marker__circle",i.appendChild(n),e.appendChild(i);var a=o._getTextContainer(t,"diffused-aperture-name");e.appendChild(a),o.options.width&&e.style.setProperty("--container-width",o.options.width+"px"),o.options.colors&&o.options.colors.length&&0<o.options.colors.length&&(e.style.setProperty("--background-color",o.options.colors[0]),e.style.setProperty("--box-shadow-color",o.options.colors[1]||o.options.colors[0])),o.markersElement.push(e)},this)}}]),r}(r(i("4361")).default);e.default=u},"50af":function(t,e,i){"use strict";var r=i("8e6d");Object.defineProperty(e,"__esModule",{value:!0}),e.default=void 0;var n={name:"StatisticsResult",mixins:[r(i("9259")).default],props:{keyWord:{type:String},from:{type:String,default:"Search"},pageSize:{type:Number,default:10},priorityCitys:{type:Array},data:{type:Array},prompt:{type:Object}},data:function(){return{showMore:!0}},methods:{searchPointsResult:function(t){var e={queryType:"1",queryTerminal:1e4,specifyAdminCode:t};if("Route"===this.from)return e.queryType="7",e.count=this.pageSize,void this.$emit("search-points-result",this.keyWord,e,!0);this.$emit("search-points-result",this.keyWord,e,!1)},searchDetail:function(t){if(t.lon&&t.lat&&!t.childAdmins){var e=[+t.lon,+t.lat];(this.$parent.map||this.$parent.$parent.map).easeTo({center:e}),this.searchPointsResult(t.adminCode)}}}};e.default=n},"50c6":function(t,e,i){"use strict";var r=i("8e6d");Object.defineProperty(e,"__esModule",{value:!0}),e.tranformSingleToMulti=m,e.sortData=y,e.default=void 0;var g=r(i("4066")),n=r(i("279f")),a=r(i("19e1")),o=r(i("66f6")),s=r(i("5e4c")),l=r(i("6e0d")),u=r(i("ca6a")),c=r(i("2df9")),h=r(i("ae5c")),d=i("1448"),f=i("9dde");function A(e,t){var i=Object.keys(e);if(Object.getOwnPropertySymbols){var r=Object.getOwnPropertySymbols(e);t&&(r=r.filter(function(t){return Object.getOwnPropertyDescriptor(e,t).enumerable})),i.push.apply(i,r)}return i}function p(e){for(var t=1;t<arguments.length;t++){var i=null!=arguments[t]?arguments[t]:{};t%2?A(Object(i),!0).forEach(function(t){(0,n.default)(e,t,i[t])}):Object.getOwnPropertyDescriptors?Object.defineProperties(e,Object.getOwnPropertyDescriptors(i)):A(Object(i)).forEach(function(t){Object.defineProperty(e,t,Object.getOwnPropertyDescriptor(i,t))})}return e}function m(t){var e=(t.features[0]||{}).properties;return e?(t.features=Object.entries(e).map(function(t){var e=(0,s.default)(t,2);return{properties:{label:e[0],value:e[1]}}}),Object.assign(t,(0,f.statisticsFeatures)(t.features))):t}function y(t,e,i,r){var 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e;t.transformed&&t.features.length&&(t=m(t)),"iPortal"!==n.dataset.type&&"iServer"!==n.dataset.type&&"rest"!==n.dataset.type&&"geoJSON"!==n.dataset.type||(e=n.formatChartData(n.datasetOptions,a,t)),i(e)}).catch(function(t){e(t)})})}},{key:"formatChartData",value:function(t,e,i){var r=this,n=1<arguments.length&&void 0!==e&&e,a=2<arguments.length&&void 0!==i?i:this.dataCache;return this._clearChartCache(),this.setDatasetOptions(t),a=this._setData(a,n),t.forEach(function(t){var e=r._fieldsData(a,t,n),i=r._createDataOption(e,t);r._createAxisData(e,t),i.tooltip||(i.tooltip=r._fixToolTip(a,t)),r.serieDatas.push(i)}),p({},(0<this.gridAxis.xAxis.length||"{}"!==JSON.stringify(this.gridAxis.yAxis))&&this.gridAxis,{},this.radarAxis,{series:this.serieDatas})}},{key:"setDatasetOptions",value:function(t){this.datasetOptions=t}},{key:"_setData",value:function(t,e){var i=t;if(t){var 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i,r=e.seriesType,n=t.xData,a=[];if("radar"===r&&n){var o=this.radarMax;n.forEach(function(t){a.push({text:t,max:o})}),this.radarAxis={radar:{indicator:a}},i=this.radarAxis}else if(["bar","line","scatter","2.5Bar"].find(function(t){return t===r})){var s=n&&(0,g.default)(n);this.gridAxis.xAxis||(this.gridAxis.xAxis=[],this.gridAxis.yAxis={}),0===this.gridAxis.xAxis.length?this.gridAxis.xAxis.push({data:s}):this.gridAxis.xAxis[0]={data:s},i=this.gridAxis}else i={};return i}},{key:"_fieldsData",value:function(t,e,i){var r,n,a,o,s,l,u,c=e.sort,h=e.yField,d=e.xField,f=e.isStastic;return a=(r=t.fieldCaptions).indexOf(d),n=(o=r.indexOf(h))<0?[]:t.fieldValues[o],u=f?(s=this._getUniqFieldDatas(t,a,c),l=this._stasticXData(s,c),this._stasticYData(n,s,c)):(l=this._getFieldDatas(t,a),(0,g.default)(n)),{xData:l,yData:u}}},{key:"_stasticXData",value:function(t){return Object.keys(t)}},{key:"_stasticYData",value:function(i,t){var e=[];for(var r in t){var n=0;t[r].forEach(function(t){var 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i=this,e=this.options.url,r=this.map.getSource(this.layerId),n={type:"FeatureCollection",features:[{type:"Feature",geometry:{type:"Point",coordinates:t},properties:{}}]};r?r.setData(n):this.map.hasImage(this.imageName)?(this.map.addSource(this.layerId,{type:"geojson",data:n}),this.map.addLayer({type:"symbol",id:this.layerId,source:this.layerId,layout:{"icon-image":this.imageName,"icon-size":this.options.scale||1}})):this.map.loadImage(e,function(t,e){t?console.error(t):(i.map.addImage(i.imageName,e),i.map.addSource(i.layerId,{type:"geojson",data:n}),i.map.addLayer({type:"symbol",id:i.layerId,source:i.layerId,layout:{"icon-image":i.imageName,"icon-size":i.options.scale||1,"icon-allow-overlap":!0,"icon-ignore-placement":!0}}))})}},{key:"_addTrackLineLayer",value:function(){var t,e=this.map.getSource(this.lineLayerId);if(this.options.displayLine){var i=this.lineData;"All"===this.options.displayLine&&(i=this.trackPoints.map(function(t){return 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this._createMap(t),this.map.on("load",function(){i._handleLayerInfo(t,e)})}},{key:"_handleLayerInfo",value:function(t,e){t=this._setLayerID(t),this._layers=[];var i=t.layers,r=t.baseLayer;"function"==typeof this.layerFilter&&this.layerFilter(r)&&this._initBaseLayer(t),i&&0!==i.length?this._initOverlayLayers(i,e):this._sendMapToUser(0,0)}},{key:"_createMap",value:function(t){var n=this;if(!t)return this.mapOptions.container=this.target,this.mapOptions.transformRequest||(this.mapOptions.transformRequest=function(t,e){var i="";if("string"==typeof n.proxy){var r="data";"Tile"===e&&(r="image"),i=n.webMapService.handleProxy(r)}return{url:i?+"".concat(i).concat(encodeURIComponent(t)):t,credentials:n.webMapService.handleWithCredentials(i,t,n.withCredentials||!1)?"include":"omit"}}),void setTimeout(function(){var t=0;n.mapOptions.hasOwnProperty("fadeDuration")&&(t=n.mapOptions.fadeDuration),n.map=new A.default.Map(Object.assign(Object.assign({},n.mapOptions),{fadeDuration:t})),n.map.on("load",function(){n.triggerEvent("addlayerssucceeded",{map:n.map,mapparams:{},layers:[]})})},0);var e=this._getLabelFontFamily(t),i=this._getMapCenter(t),r=t.level||0,a=this.mapOptions,o=a.interactive,s=a.bounds,l=a.minZoom,u=a.maxZoom;isNaN(l)&&(l=t.minScale?this._transformScaleToZoom(t.minScale,A.default.CRS.get(this.baseProjection)):0),isNaN(u)&&(u=t.maxScale?this._transformScaleToZoom(t.maxScale,A.default.CRS.get(this.baseProjection)):22),t.visibleExtent&&4===t.visibleExtent.length&&!s&&(s=[this._unproject([t.visibleExtent[0],t.visibleExtent[1]]),this._unproject([t.visibleExtent[2],t.visibleExtent[3]])]),s||(r+=t.minScale&&t.maxScale?this._transformScaleToZoom(t.minScale,A.default.CRS.get(this.baseProjection)):+Math.log2(this._getResolution(A.default.CRS.get(this.baseProjection).getExtent())/this._getResolution(t.extent)).toFixed(2)),this.map=new A.default.Map({container:this.target,center:this.center||i,zoom:this.zoom||r,minZoom:l,maxZoom:u,bearing:this.bearing||0,pitch:this.pitch||0,bounds:s,interactive:void 0===o||o,style:{version:8,sources:{},layers:[]},crs:this.baseProjection,localIdeographFontFamily:e||"",renderWorldCopies:!1,preserveDrawingBuffer:this.mapOptions.preserveDrawingBuffer||!1,transformRequest:function(t,e){if("Tile"!==e)return{url:t};n.isSuperMapOnline&&0===t.indexOf("http://")&&(t="https://www.supermapol.com/apps/viewer/getUrlResource.png?url=".concat(encodeURIComponent(t)));var i=n.webMapService.handleProxy("image");return{url:t,credentials:n.webMapService.handleWithCredentials(i,t,!1)?"include":"omit"}},fadeDuration:0}),this.triggerEvent("mapinitialized",{map:this.map})}},{key:"_createMVTBaseLayer",value:function(t){var e=t.dataSource.url;-1<e.indexOf("/restjsr/")&&(e+="/style.json"),this.map.addStyle(e)}},{key:"_initBaseLayer",value:function(t){var e,i=t.baseLayer||t,r=this.getBaseLayerType(i),n=this.getMapurls();switch(this.baseLayerProxy=this.webMapService.handleProxy("image"),r){case"TIANDITU":this.baseLayerProxy=null,this._createTiandituLayer(t);break;case"BING":this.baseLayerProxy=null,this._createBingLayer(i.layerID||i.name);break;case"WMS":this._createWMSLayer(i);break;case"WMTS":this._createWMTSLayer(i);break;case"TILE":this._createDynamicTiledLayer(i);break;case"CLOUD":case"XYZ":e=n[i.layerType],this._createXYZLayer(i,e);break;case"BAIDU":this.triggerEvent("notsupportbaidumap",{});break;case"MAPBOXSTYLE":this._createMVTBaseLayer(i)}}},{key:"_initOverlayLayers",value:function(t,o){var s=this;"function"==typeof this.layerFilter&&(t=t.filter(this.layerFilter)),this._layers=t,this.layerAdded=0,this.expectLayerLen=t.length,0<this.expectLayerLen&&t.forEach(function(t,e){var i=s.webMapService.getDatasourceType(t);if("SAMPLE_DATA"===i)return s._addLayerSucceeded(),void s.triggerEvent("getlayerdatasourcefailed",{error:"SAMPLE 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e=this._getTiandituUrl(t),i=t.baseLayer,r=i.labelLayerVisible,n=i.name,a=i.visible,o=Boolean(r),s=e.labelUrl,l=e.tiandituUrl;this._addBaselayer(l,n,a),o&&this._addBaselayer(s,"".concat(n,"-label"),a)}},{key:"_createWMTSLayer",value:function(r){var n=this;this.webMapService.getWmtsInfo(r,this.map.getCRS().epsgCode).then(function(t){var e=r.layerID||r.name;if(t.isMatched){var i=n._getWMTSUrl(Object.assign({},r,t));n._addBaselayer([i],e,r.visible,0,t.matchMaxZoom,!1,t.bounds)}},function(t){throw new Error(t)}).catch(function(t){n.triggerEvent("getmapinfofailed",{error:t})})}},{key:"_createBingLayer",value:function(t){this._addBaselayer(["https://dynamic.t0.tiles.ditu.live.com/comp/ch/{quadkey}?it=G,TW,L,LA&mkt=zh-cn&og=109&cstl=w4c&ur=CN&n=z"],t,layerInfo.visible)}},{key:"_createXYZLayer",value:function(t,e){var i=[];if("OSM"===t.layerType){for(var r=e.match(/\w\-\w/g)[0],n=r[0],a=r[2],o="",s=97;s<123;s++)o+=String.fromCharCode(s);for(var l=o.split(""),u=l.indexOf(n),c=l.indexOf(a),h=l.slice(u,c+1),d=0;d<h.length;d++){var f=e.replace(/{\w\-\w}/g,h[d]);i.push(f)}}else if("GOOGLE_CN"===t.layerType)for(var g=e.match(/\d\-\d/g)[0],A=parseInt(g[0]),p=parseInt(g[2]),m=A;m<=p;m++){var y=e.replace(/{\d\-\d}/g,m.toString());i.push(y)}else i=[e];var C=t.layerID||t.name;this._addBaselayer(i,C,t.visible)}},{key:"_createDynamicTiledLayer",value:function(t){var e=t.url,i=t.layerID||t.name,r=t.minzoom,n=t.maxzoom;this._addBaselayer([e],i,t.visible,r,n,!0)}},{key:"_createWMSLayer",value:function(t){var e=this._getWMSUrl(t),i=t.layerID||t.name;this._addBaselayer([e],i,t.visible)}},{key:"_createVectorLayer",value:function(t,e){var n=this,a=t.featureType,o=t.layerID,s=t.minzoom,l=t.maxzoom,i=t.style,u=t.visible,r=this.map.getSource(o),c={type:"FeatureCollection",features:e};if(r)r.setData(c);else{var h={type:"geojson",data:c};this.map.addSource(o,h)}var d=Array.isArray(i)?i:[i];2===d.length&&("solid"===d[0].lineDash&&"solid"===d[1].lineDash&&(d[0].strokeWidth=d[1].strokeWidth,d[1].strokeWidth=d[1].strokeWidth-2),"solid"===d[0].lineDash&&"dash"===d[1].lineDash&&(d[0].strokeWidth=d[1].strokeWidth,d[1].strokeWidth=.5*d[1].strokeWidth,d[1].lineDash="dashrailway")),d.forEach(function(t,e){var i={style:n._transformStyleToMapBoxGl(t,a),layout:{visibility:u}},r=0===e?o:"".concat(o,"-additional-").concat(e);n._addOverlayToMap(a,o,r,i,s,l)}),"POLYGON"===a&&i.strokeColor&&this._addStrokeLineForPoly(i,o,o+"-strokeLine",u,s,l)}},{key:"_getWMSUrl",value:function(t){var e=t.url;e=e.split("?")[0];var i={service:"WMS",request:"GetMap",layers:null!==t.layers&&"object"===(0,s.default)(t.layers)?t.layers.join(","):t.layers||"0",styles:"",format:"image/png",transparent:"true",version:"1.1.1",width:256,height:256,srs:this.baseProjection};return e+="".concat(this._getParamString(i,e),"&bbox={bbox-epsg-3857}")}},{key:"_setLayerID",value:function(t){var l=this,u={},c=t.baseLayer,e=t.layers,i=void 0===e?[]:e;if(!this.checkSameLayer){var r=this._generateUniqueLayerId(c.name,0);c.name=r.newId}var h=i.map(function(t){return t.name}),n=i.map(function(t,e){t.name in u||(u[t.name]=c.name===t.name?1:0);var i=h.indexOf(t.name),r=h.lastIndexOf(t.name);i<e&&e<=r&&(u[t.name]=u[t.name]+1);var n=u[t.name]?"".concat(t.name,"-").concat(u[t.name]):t.name;if(!l.checkSameLayer||"raster"!==t.layerType){var a=l._generateUniqueLayerId(n,u[t.name]),o=a.newId,s=a.newIndex;u[t.name]=s,n=o}return Object.assign(t,{layerID:n})});return t.layers=n,t.baseLayer=c,t}},{key:"_generateUniqueLayerId",value:function(t,e){return this.map.getLayer(t)?(e++,t=t.match(/-\d+&/gi)?t.replace(/\d+$/gi,e):"".concat(t,"-").concat(e),this._generateUniqueLayerId(t,e)):{newId:t,newIndex:e}}},{key:"_getResizedZoom",value:function(t,e,i,r){var n=2<arguments.length&&void 0!==i?i:512,a=3<arguments.length&&void 0!==r?r:360,o=e.width,s=e.height,l=Math.abs(t.getEast()-t.getWest()),u=Math.abs(this._getBoundsRadian(t.getSouth())-this._getBoundsRadian(t.getNorth())),c=+Math.log2(a/(l/parseInt(o)*n)).toFixed(2),h=+Math.log2(a/(u/parseInt(s)*n)).toFixed(2);return c<=h?c:h}},{key:"_getBoundsRadian",value:function(t){return 180/Math.PI*Math.log(Math.tan(Math.PI/4+t*Math.PI/360))}},{key:"_createRestMapLayer",value:function(t,e){var i=this;t.forEach(function(t){e=i.getRestMapLayerInfo(t,e),i._initBaseLayer(e)}),this._addLayerSucceeded()}},{key:"_addLayerSucceeded",value:function(){this.layerAdded++,this._sendMapToUser(this.layerAdded,this.expectLayerLen)}},{key:"_createDataflowLayer",value:function(t){var e=new A.default.supermap.DataFlowService(t.wsUrl).initSubscribe();this._handleDataflowFeaturesCallback=this._handleDataflowFeatures.bind(this,t),e.on("messageSucceeded",this._handleDataflowFeaturesCallback),this._dataflowService=e}},{key:"_handleDataflowFeatures",value:function(t,e){var i=JSON.parse(e.data);if(this.triggerEvent("dataflowfeatureupdated",{features:i,identifyField:t.identifyField,layerID:t.layerID}),t.filterCondition){var r="select * from json where ("+this.replaceFilterCharacter(t.filterCondition)+")",n=window.jsonsql.query(r,{attributes:i.properties});n&&0<n.length&&this._addDataflowLayer(t,i)}else this._addDataflowLayer(t,i)}},{key:"_getDataFlowRotateStyle",value:function(t,i,r){var n=["match",["get",r]];return t.forEach(function(t){var e;if(360<(e=void 0!==i&&"未设置"!==i&&"None"!==i?t.properties[i]:0)||e<0)return null;n.push(t.properties[r],parseInt(e))}),n.push(0),n}},{key:"_addDataflowLayer",value:function(t,e){var i=t.layerID;if("DATAFLOW_HEAT"===t.layerType)this.map.getSource(i)?this._updateDataFlowFeature(i,e,t):this._createHeatLayer(t,[e]);else{var r=t.pointStyle;if(t.style=r,this.map.getSource(i))this._updateDataFlowFeature(i,e,t,"point");else{var n=this._getDataFlowRotateStyle([e],t.directionField,t.identifyField);["BASIC_POINT","SVG_POINT","IMAGE_POINT"].includes(r.type)?this._createGraphicLayer(t,[e],null,n):this._createSymbolLayer(t,[e],null,n)}if(t.labelStyle&&t.visible&&(this.map.getSource(i+"-label")?this._updateDataFlowFeature(i+"-label",e,t):this._addLabelLayer(t,[e],!0)),t.lineStyle&&t.visible)if(this.map.getSource(i+"-line"))this._updateDataFlowFeature(i+"-line",e,t,"line");else{var a=e.geometry.coordinates,o={type:"Feature",properties:e.properties,geometry:{type:"LineString",coordinates:[a]}};this._createVectorLayer({style:t.lineStyle,featureType:"LINE",visible:"visible",layerID:i+"-line"},[o])}}}},{key:"_updateDataFlowFeature",value:function(t,r,e,n){var a=e.identifyField,o=e.maxPointCount,i=e.directionField,s=(0,p.default)(this.map.getSource(t)._data.features),l=!1;if(s.map(function(t,e){if(t.properties[a]===r.properties[a])if(l=!0,"line"===n){var i=t.geometry.coordinates;i.push(r.geometry.coordinates),o&&i.length>o&&i.splice(0,i.length-o),s[e].geometry.coordinates=i}else s[e]=r}),l||("line"===n?s.push({type:"Feature",properties:r.properties,geometry:{type:"LineString",coordinates:[r.geometry.coordinates]}}):s.push(r)),this.map.getSource(t).setData({type:"FeatureCollection",features:s}),"point"===n){var u=e.pointStyle.type,c=this._getDataFlowRotateStyle(s,i,a);["SVG_POINT","IMAGE_POINT"].includes(u)?this.map.setLayoutProperty(t,"icon-rotate",c):"SYMBOL_POINT"===u&&this.map.setLayoutProperty(t,"text-rotate",c)}}},{key:"_createMigrationLayer",value:function(t,e){window.echarts=f.default;var i=this.getEchartsLayerOptions(t,e,"GLMap");i.GLMap={roam:!0};var r=new g.default(this.map);r.chart.setOption(i),this.echartslayer.push(r),this._addLayerSucceeded()}},{key:"_createRankSymbolLayer",value:function(t,e){var i=t.minzoom,r=t.maxzoom,n=t.themeSetting.themeField,a=t.themeSetting.colors,o=t.style,s=t.featureType,l=this.createRankStyleSource(t,e).styleGroups;e=this.getFilterFeatures(t.filterCondition,e);for(var u=["match",["get","index"]],c=["match",["get","index"]],h=0;h<e.length;h++){var d=e[h],f=parseFloat(d.properties[n]);if(l)for(var g=0;g<l.length;g++)if(l[g].start<=f&&f<l[g].end){var A="SYMBOL_POINT"===o.type||"IMAGE_POINT"===o.type?"SYMBOL_POINT"===o.type?2*l[g].radius:2*Number.parseFloat((l[g].radius/o.imageInfo.size.h).toFixed(2)):l[g].radius;u.push(d.properties.index,A),c.push(d.properties.index,l[g].color);break}}if(u.push(1),c.push("rgba(0, 0, 0, 0)"),this._initLegendConfigInfo(t,l),a&&0<a.length&&(o.fillColor=c),"SYMBOL_POINT"===o.type)this._createSymbolLayer(t,e,u);else if("IMAGE_POINT"===o.type)this._createGraphicLayer(t,e,u);else{var p={type:"geojson",data:{type:"FeatureCollection",features:e}},m={layout:{visibility:t.visible}};m.style=this._transformStyleToMapBoxGl(t.style,s,u,"circle-radius");var y=t.layerID;this._addOverlayToMap(s,p,y,m,i,r),this._addLayerSucceeded()}}},{key:"_addLabelLayer",value:function(t,e,i){var r=2<arguments.length&&void 0!==i&&i,n=t.labelStyle,a=n.backgroundFill,o=n.fontFamily,s=t.minzoom,l=t.maxzoom,u=parseFloat(n.fontSize||14);a="rgba(".concat(a.join(","),")");var c="rgba(255,255,255,0)";n.outlineColor&&0<n.outlineWidth?c=n.outlineColor:"line"!==n.placement&&(c=a||"rgba(255,255,255,1)");var h=(n.outlineWidth||0)/2;0===h&&"line"!==n.placement&&a&&(h=4);var d=n.textAlign||"center";n.textBaseline&&"middle"!==n.textBaseline&&(d="".concat(n.textBaseline).concat("center"===d?"":"-".concat(d)));var f="POINT"===t.featureType?[n.offsetX/u||0,n.offsetY/u||0]:[0,0];this._addLayer({id:"".concat(t.layerID,"-label"),type:"symbol",source:this.map.getSource(t.layerID)&&!r?t.layerID:{type:"geojson",data:{type:"FeatureCollection",features:e}},paint:{"text-color":n.fill,"text-halo-color":c,"text-halo-width":h},layout:{"text-field":"{".concat(n.labelField,"}"),"text-size":u,"text-offset":f,"text-font":o?[o]:["DIN Offc Pro Italic","Arial Unicode MS Regular"],"symbol-placement":"line"===n.placement?"POLYGON"===t.featureType?"line":"line-center":"point","text-max-angle":"POLYGON"===t.featureType?40:30,"symbol-spacing":"POLYGON"===t.featureType?200:50,"text-anchor":d,"text-line-height":1.2,visibility:t.visible},minzoom:s||0,maxzoom:l||22})}},{key:"_createSymbolLayer",value:function(t,e,i,r){document.getElementById("".concat(this.target)).classList.add("supermapol-icons-map");var n=t.layerID,a=t.minzoom,o=t.maxzoom,s=t.style,l=s.unicode,u=String.fromCharCode(parseInt(l.replace(/^&#x/,""),16)),c=i||s.fontSize&&parseFloat(s.fontSize)||12,h=180*(t.style.rotation||0)/Math.PI;this._addLayer({id:n,type:"symbol",source:{type:"geojson",data:{type:"FeatureCollection",features:[]}},paint:{"text-color":(0,y.getColorWithOpacity)(s.fillColor,s.fillOpacity),"text-halo-color":(0,y.getColorWithOpacity)(s.strokeColor||"rgba(0,0,0,0)",s.strokeOpacity),"text-halo-width":s.strokeWidth||0},layout:{"text-field":u,"text-size":c,"text-font":["DIN Offc Pro Italic","Arial Unicode MS Regular"],"text-rotate":r||h||0,"text-offset":[s.offsetX/2||0,s.offsetY/2||0],"text-allow-overlap":!0,visibility:t.visible},minzoom:a||0,maxzoom:o||22}),this.map.getSource(n).setData({type:"FeatureCollection",features:e}),this._addLayerSucceeded()}},{key:"_createGraphicLayer",value:function(n,t,a,o){var s=this,l=n.layerID,u=n.minzoom,c=n.maxzoom,h=n.style,d={type:"geojson",data:{type:"FeatureCollection",features:t}},f="imageIcon-".concat(l);if("IMAGE_POINT"===h.type){var e=h.imageInfo;this.map.loadImage(e.url,function(t,e){if(t)console.error(t);else{var i=2*Number.parseFloat((h.radius/e.width).toFixed(2));s.map.hasImage(f)||s.map.addImage(f,e),s._addLayer({id:l,type:"symbol",source:d,layout:{"icon-image":f,"icon-anchor":"bottom-right","icon-size":a||i,"icon-allow-overlap":!0,visibility:n.visible,"icon-offset":[h.offsetX*e.width||0,h.offsetY*e.height||0],"icon-rotate":o||180*(n.style.rotation||0)/Math.PI},minzoom:u||0,maxzoom:c||22}),s._addLayerSucceeded()}})}else if("SVG_POINT"===h.type){var i=h.url;this._svgDiv||(this._svgDiv=document.createElement("div"),document.body.appendChild(this._svgDiv)),this.getCanvasFromSVG(i,this._svgDiv,function(r){s.handleSvgColor(h,r);var t=r.toDataURL("img/png");t&&s.map.loadImage(t,function(t,e){t&&console.log(t);var i=2*Number.parseFloat((h.radius/r.width).toFixed(2));s.map.hasImage(f)||s.map.addImage(f,e),s._addLayer({id:l,type:"symbol",source:d,layout:{"icon-image":f,"icon-size":a||i,"icon-anchor":"bottom-right",visibility:n.visible,"icon-offset":[h.offsetX*r.width||0,h.offsetY*r.height||0],"icon-allow-overlap":!0,"icon-rotate":o||180*(n.style.rotation||0)/Math.PI},minzoom:u||0,maxzoom:c||22}),s._addLayerSucceeded()})})}else{var r={style:this._transformStyleToMapBoxGl(h,n.featureType),layout:{visibility:n.visible}};this._addOverlayToMap("POINT",d,l,r,u,c),this._addLayerSucceeded()}}},{key:"_createUniqueLayer",value:function(t,e){var i=this.getUniqueStyleGroup(t,e);e=this.getFilterFeatures(t.filterCondition,e);var r=t.layerID,n=t.minzoom,a=t.maxzoom,o=t.style,s=t.themeSetting.themeField;Object.keys(e[0].properties).forEach(function(t){t.toLocaleUpperCase()===s.toLocaleUpperCase()&&(s=t)});var l=t.featureType,u=["match",["get","index"]];e.forEach(function(e){i.forEach(function(t){t.value===e.properties[s]&&u.push(e.properties.index,t.color)})}),u.push("#ffffff"),this._initLegendConfigInfo(t,i);var c=t.visible,h={style:this._transformStyleToMapBoxGl(o,l,u),layout:{visibility:c}},d={type:"geojson",data:{type:"FeatureCollection",features:e}};this._addOverlayToMap(l,d,r,h,n,a),"POLYGON"===l&&o.strokeColor&&this._addStrokeLineForPoly(o,r,r+"-strokeLine",c,n,a),this._addLayerSucceeded()}},{key:"_getWMTSUrl",value:function(t){if("REST"===t.requestEncoding&&t.restResourceURL)return t.restResourceURL.replace("{Style}",t.style||"").replace("{TileMatrixSet}",t.tileMatrixSet).replace("{TileRow}","{y}").replace("{TileCol}","{x}").replace("{TileMatrix}","{z}");var e={service:"WMTS",request:"GetTile",version:"1.0.0",style:t.style||"",layer:t.layer,tilematrixSet:t.tileMatrixSet,format:"image/png",tilematrix:"{z}",tilerow:"{y}",tilecol:"{x}"};return"".concat(t.kvpResourceUrl).concat(this._getParamString(e,t.kvpResourceUrl))}},{key:"_createMarkerLayer",value:function(c,h){var d=this,f=c.minzoom,g=c.maxzoom,r={};(h=h||[]).forEach(function(t){var e=t.dv_v5_markerStyle,i=t.geometry.type.toUpperCase();"POINT"===i&&e.text&&(i="TEXT"),"POINT"===i&&e.src&&-1===e.src.indexOf("http://")&&-1===e.src.indexOf("https://")&&(e.src=d.serverUrl+e.src),r[e.src]||(r[e.src]=e)});function t(r,e){return new Promise(function(i,t){r.indexOf("svg")<0?d.map.loadImage(r,function(t,e){if(t)return console.log(t),void i();d.map.hasImage(r)||d.map.addImage(r,e),i(r)}):(d._svgDiv||(d._svgDiv=document.createElement("div"),document.body.appendChild(d._svgDiv)),d.getCanvasFromSVG(r,d._svgDiv,function(t){d.handleSvgColor(e,t),d.map.loadImage(t.toDataURL("img/png"),function(t,e){if(t)return console.log(t),void i();d.map.hasImage(r)||d.map.addImage(r,e),i(r)})}))})}var e=[];for(var i in r)e.push(t(i,r[i]));Promise.all(e).then(function(t){for(var e=0;e<h.length;e++){var i=h[e],r=i.dv_v5_markerStyle,n=i.geometry.type.toUpperCase();"POINT"===n&&r.text&&(n="TEXT");var a=d.setFeatureInfo(i);i.properties.useStyle=r,i.properties.featureInfo=a;var o={type:"geojson",data:i},s=n+"-"+i.properties.index;if("POINT"===n&&r.src){if(!t.includes(r.src))continue;d._addLayer({id:s,type:"symbol",source:o,layout:{"icon-image":r.src,"icon-size":r.scale,visibility:c.visible},minzoom:f||0,maxzoom:g||22})}if(!r.src){var l={layout:{}};"LINESTRING"===n&&r.lineCap&&(n="LINE",l.layout={"line-cap":r.lineCap});var u=c.visible;l.layout.visibility=u,l.style=d._transformStyleToMapBoxGl(r,n),d._addOverlayToMap(n,o,s,l,f,g),"POLYGON"===n&&r.strokeColor&&d._addStrokeLineForPoly(r,s,s+"-strokeLine",u,f,g)}}d._addLayerSucceeded()})}},{key:"_createHeatLayer",value:function(t,e){var i=t.minzoom,r=t.maxzoom,n=t.themeSetting,a={gradient:n.colors.slice(),radius:parseInt(n.radius)},o=n.customSettings;for(var s in o)a.gradient[s]=o[s];n.weight&&this._changeWeight(e,n.weight);var l=["interpolate",["linear"],["heatmap-density"]],u=a.gradient.length,c=parseFloat((1/u).toFixed(2));a.gradient.forEach(function(t,e){l.push(e*c),0===e&&(t=A.default.supermap.Util.hexToRgba(t,0)),l.push(t)}),this._initLegendConfigInfo(t,a.gradient);var h={"heatmap-color":l,"heatmap-radius":n.radius+15,"heatmap-intensity":{base:1,stops:[[0,.8],[22,1]]}};if(e[0].weight&&4<=e.length){var d=[];e.forEach(function(t){d.push(t.weight)});var f=SuperMap.ArrayStatistic.getMax(d),g=SuperMap.ArrayStatistic.getMin(d);h["heatmap-weight"]=["interpolate",["linear"],["get","weight"],g,0,f,1]}this._addLayer({id:t.layerID,type:"heatmap",source:{type:"geojson",data:{type:"FeatureCollection",features:e}},paint:h,layout:{visibility:t.visible},minzoom:i||0,maxzoom:r||22}),this._addLayerSucceeded()}},{key:"_changeWeight",value:function(t,i){this._fieldMaxValue={},this._getMaxValue(t,i);var r=this._fieldMaxValue[i];t.forEach(function(t){var e=t.properties[i];t.weight=e/r})}},{key:"_getMaxValue",value:function(t,e){var i,r=[],n=e;this._fieldMaxValue[n]||(t.forEach(function(t){(i=t.properties)&&parseFloat(i[n])&&r.push(parseFloat(i[n]))}),this._fieldMaxValue[n]=SuperMap.ArrayStatistic.getArrayStatistic(r,"Maximum"))}},{key:"_createRangeLayer",value:function(t,e){var a=t.themeSetting.themeField,i=t.featureType,r=t.minzoom,n=t.maxzoom,o=t.style,s=this.getRangeStyleGroup(t,e);e=this.getFilterFeatures(t.filterCondition,e);var l=["match",["get","index"]],u=e.filter(function(t,e,i){var r=parseFloat(t.properties[a]);if(!r&&0!==r)return!1;if(s)for(var n=0;n<s.length;n++)if(s[n].start<=r&&r<s[n].end){l.push(t.properties.index,s[n].color);break}return!0},this);l.push("rgba(0, 0, 0, 0)");var c={type:"geojson",data:{type:"FeatureCollection",features:u}};this._initLegendConfigInfo(t,s);var h={layout:{}};"LINE"===i&&o.lineCap&&(h.layout={"line-cap":o.lineCap});var d=t.visible;h.layout.visibility=d,h.style=this._transformStyleToMapBoxGl(o,i,l);var f=t.layerID;this._addOverlayToMap(i,c,f,h,r,n),"POLYGON"===i&&o.strokeColor&&this._addStrokeLineForPoly(o,f,f+"-strokeLine",d,r,n),this._addLayerSucceeded()}},{key:"_sendMapToUser",value:function(t,e){var i=this;if(t===e){for(var r in this._sourceListModel=new h.default({map:this.map}),this._legendList)this._sourceListModel.addSourceStyle(r,this._legendList[r]);for(var n=this._layers.filter(function(t){return!!i.map.getLayer(t.layerID)}),a=n.length-2;-1<a;a--){var o=n[a].layerID,s=n[a+1].layerID;this.map.moveLayer(o,s),this.map.getLayer("".concat(o,"-strokeLine"))&&this.map.moveLayer("".concat(o,"-strokeLine"),s);for(var l=1;l<this.expectLayerLen+1&&this.map.getLayer("".concat(o,"-additional-").concat(l));l++)this.map.moveLayer("".concat(o,"-additional-").concat(l),s);this.map.getLayer("".concat(o,"-label"))&&this.map.moveLayer("".concat(o,"-label"))}this.triggerEvent("addlayerssucceeded",{map:this.map,mapparams:this.mapParams,layers:this._layers})}}},{key:"_getParamString",value:function(t,e,i){var r=2<arguments.length&&void 0!==i&&i,n=[];for(var a in t)n.push((r?a.toUpperCase():a)+"="+t[a]);return(e&&-1!==e.indexOf("?")?"&":"?")+n.join("&")}},{key:"_transformStyleToMapBoxGl",value:function(t,e,i,r){var n={};"POINT"!==t.type&&"BASIC_POINT"!==t.type&&"POINT"!==e||"LINE"===e?["LINE","LINESTRING","MULTILINESTRING"].includes(e)?n={strokeWidth:"line-width",strokeColor:"line-color",strokeOpacity:"line-opacity"}:["REGION","POLYGON","MULTIPOLYGON"].includes(e)&&(n={fillColor:"fill-color",fillOpacity:"fill-opacity"}):n={fillColor:"circle-color",strokeWidth:"circle-stroke-width",fillOpacity:"circle-opacity",radius:"circle-radius",strokeColor:"circle-stroke-color",strokeOpacity:"circle-stroke-opacity"};var a={};for(var o in t)n[o]&&(a[n[o]]=t[o]);if(i&&(r?a[r]=i:a["circle-color"]?a["circle-color"]=i:a["line-color"]?a["line-color"]=i:a["fill-color"]=i),t.lineDash&&"solid"!==t.lineDash&&"LINE"===e&&(a["line-dasharray"]=this.getDashStyle(t.lineDash)),"POINT"===t.type||"BASIC_POINT"===t.type||"POINT"===e){var s=t.offsetX||0,l=t.offsetY||0;a["circle-translate"]=[s*t.radius,l*t.radius]}return a}},{key:"_addOverlayToMap",value:function(t,e,i,r,n,a){var o={POINT:"circle",LINE:"line",POLYGON:"fill"}[t];"circle"!==o&&"line"!==o&&"fill"!==o||this._addLayer({id:i,type:o,source:e,paint:r.style,layout:r.layout||{},minzoom:n||0,maxzoom:a||22})}},{key:"_addBaselayer",value:function(t,e,i,r,n,a,o){var s=!(2<arguments.length&&void 0!==i)||i,l=3<arguments.length&&void 0!==r?r:0,u=4<arguments.length&&void 0!==n?n:22,c=5<arguments.length&&void 0!==a&&a,h=6<arguments.length?o:void 0,d={type:"raster",tiles:t,tileSize:c?this.rasterTileSize:256,rasterSource:c?"iserver":"",prjCoordSys:c?{epsgCode:this.baseProjection.split(":")[1]}:"",proxy:this.baseLayerProxy};h&&(d.bounds=h),this._addLayer({id:e,type:"raster",source:d,minzoom:l||0,maxzoom:u||22,layout:{visibility:s?"visible":"none"}}),this.baseLayerProxy=null}},{key:"_addStrokeLineForPoly",value:function(t,e,i,r,n,a){var 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e,i=t.length,r=null,n="",a=0;!/[A-Z]/.test(e=t.charAt(a));){if(2<=a)throw"MGRSPoint bad conversion from: "+t;n+=e,a++}var o=parseInt(n,10);if(0===a||i<a+3)throw"MGRSPoint bad conversion from: "+t;var s=t.charAt(a++);if(s<="A"||"B"===s||"Y"===s||"Z"<=s||"I"===s||"O"===s)throw"MGRSPoint zone letter "+s+" not handled: "+t;r=t.substring(a,a+=2);for(var l=Pt(o),u=function(t,e){var i=Ct.charCodeAt(e-1),r=1e5,n=!1;for(;i!==t.charCodeAt(0);){if(++i===bt&&i++,i===Et&&i++,Bt<i){if(n)throw"Bad character: "+t;i=It,n=!0}r+=1e5}return r}(r.charAt(0),l),c=function(t,e){if("V"<t)throw"MGRSPoint given invalid Northing "+t;var i=vt.charCodeAt(e-1),r=0,n=!1;for(;i!==t.charCodeAt(0);){if(++i===bt&&i++,i===Et&&i++,wt<i){if(n)throw"Bad character: "+t;i=It,n=!0}r+=1e5}return r}(r.charAt(1),l);c<Tt(s);)c+=2e6;var h=i-a;if(h%2!=0)throw"MGRSPoint has to have an even number \nof digits after the zone letter and two 100km letters - front \nhalf for easting meters, second half for \nnorthing meters"+t;var d,f,g,A=h/2,p=0,m=0;return 0<A&&(d=1e5/Math.pow(10,A),f=t.substring(a,a+A),p=parseFloat(f)*d,g=t.substring(a+A),m=parseFloat(g)*d),{easting:p+u,northing:m+c,zoneLetter:s,zoneNumber:o,accuracy:d}}function Tt(t){var e;switch(t){case"C":e=11e5;break;case"D":e=2e6;break;case"E":e=28e5;break;case"F":e=37e5;break;case"G":e=46e5;break;case"H":e=55e5;break;case"J":e=64e5;break;case"K":e=73e5;break;case"L":e=82e5;break;case"M":e=91e5;break;case"N":e=0;break;case"P":e=8e5;break;case"Q":e=17e5;break;case"R":e=26e5;break;case"S":e=35e5;break;case"T":e=44e5;break;case"U":e=53e5;break;case"V":e=62e5;break;case"W":e=7e6;break;case"X":e=79e5;break;default:e=-1}if(0<=e)return e;throw"Invalid zone letter: "+t}function Rt(t,e,i){if(!(this instanceof Rt))return new Rt(t,e,i);if(Array.isArray(t))this.x=t[0],this.y=t[1],this.z=t[2]||0;else if("object"==typeof t)this.x=t.x,this.y=t.y,this.z=t.z||0;else if("string"==typeof t&&void 0===e){var r=t.split(",");this.x=parseFloat(r[0],10),this.y=parseFloat(r[1],10),this.z=parseFloat(r[2],10)||0}else this.x=t,this.y=e,this.z=i||0;console.warn("proj4.Point will be removed in version 3, use proj4.toPoint")}Rt.fromMGRS=function(t){return new Rt(St(t))},Rt.prototype.toMGRS=function(t){return xt([this.x,this.y],t)};function Ot(t){var e=[];e[0]=1-t*(.25+t*(.046875+t*(.01953125+t*Wt))),e[1]=t*(.75-t*(.046875+t*(.01953125+t*Wt)));var i=t*t;return e[2]=i*(.46875-t*(.013020833333333334+.007120768229166667*t)),i*=t,e[3]=i*(.3645833333333333-.005696614583333333*t),e[4]=i*t*.3076171875,e}function Dt(t,e,i,r){return i*=e,e*=e,r[0]*t-i*(r[1]+e*(r[2]+e*(r[3]+e*r[4])))}function Nt(t,e,i){for(var r=1/(1-e),n=t,a=20;a;--a){var o=Math.sin(n),s=1-e*o*o;if(n-=s=(Dt(n,o,Math.cos(n),i)-t)*(s*Math.sqrt(s))*r,Math.abs(s)<Q)return n}return n}var jt=Rt,Wt=.01068115234375;function Ut(t){var e=Math.exp(t);return e=(e-1/e)/2}function Yt(t,e){t=Math.abs(t),e=Math.abs(e);var i=Math.max(t,e),r=Math.min(t,e)/(i||1);return i*Math.sqrt(1+Math.pow(r,2))}function Gt(t){var e,i,r,n=Math.abs(t);return e=n*(1+n/(Yt(1,n)+1)),n=0==(r=(i=1+e)-1)?e:e*Math.log(i)/r,t<0?-n:n}function zt(t,e){for(var i,r=2*Math.cos(2*e),n=t.length-1,a=t[n],o=0;0<=--n;)i=r*a-o+t[n],o=a,a=i;return e+i*Math.sin(2*e)}function qt(t,e,i){for(var r,n,a,o,s=Math.sin(e),l=Math.cos(e),u=Ut(i),c=(r=i,n=((n=Math.exp(r))+1/n)/2),h=2*l*c,d=-2*s*u,f=t.length-1,g=t[f],A=0,p=0,m=0;0<=--f;)a=p,o=A,g=h*(p=g)-a-d*(A=m)+t[f],m=d*p-o+h*A;return[(h=s*c)*g-(d=l*u)*m,h*m+d*g]}var Vt={init:function(){this.x0=void 0!==this.x0?this.x0:0,this.y0=void 0!==this.y0?this.y0:0,this.long0=void 0!==this.long0?this.long0:0,this.lat0=void 0!==this.lat0?this.lat0:0,this.es&&(this.en=Ot(this.es),this.ml0=Dt(this.lat0,Math.sin(this.lat0),Math.cos(this.lat0),this.en))},forward:function(t){var e,i,r,n=t.x,a=t.y,o=Y(n-this.long0),s=Math.sin(a),l=Math.cos(a);if(this.es){var u=l*o,c=Math.pow(u,2),h=this.ep2*Math.pow(l,2),d=Math.pow(h,2),f=Math.abs(l)>Q?Math.tan(a):0,g=Math.pow(f,2),A=Math.pow(g,2);e=1-this.es*Math.pow(s,2),u/=Math.sqrt(e);var p=Dt(a,s,l,this.en);i=this.a*(this.k0*u*(1+c/6*(1-g+h+c/20*(5-18*g+A+14*h-58*g*h+c/42*(61+179*A-A*g-479*g)))))+this.x0,r=this.a*(this.k0*(p-this.ml0+s*o*u/2*(1+c/12*(5-g+9*h+4*d+c/30*(61+A-58*g+270*h-330*g*h+c/56*(1385+543*A-A*g-3111*g))))))+this.y0}else{var m=l*Math.sin(o);if(Math.abs(Math.abs(m)-1)<Q)return 93;if(i=.5*this.a*this.k0*Math.log((1+m)/(1-m))+this.x0,r=l*Math.cos(o)/Math.sqrt(1-Math.pow(m,2)),1<=(m=Math.abs(r))){if(Q<m-1)return 93;r=0}else r=Math.acos(r);a<0&&(r=-r),r=this.a*this.k0*(r-this.lat0)+this.y0}return t.x=i,t.y=r,t},inverse:function(t){var e,i,r,n,a=(t.x-this.x0)*(1/this.a),o=(t.y-this.y0)*(1/this.a);if(this.es)if(e=this.ml0+o/this.k0,i=Nt(e,this.es,this.en),Math.abs(i)<S){var s=Math.sin(i),l=Math.cos(i),u=Math.abs(l)>Q?Math.tan(i):0,c=this.ep2*Math.pow(l,2),h=Math.pow(c,2),d=Math.pow(u,2),f=Math.pow(d,2);e=1-this.es*Math.pow(s,2);var g=a*Math.sqrt(e)/this.k0,A=Math.pow(g,2);r=i-(e*=u)*A/(1-this.es)*.5*(1-A/12*(5+3*d-9*c*d+c-4*h-A/30*(61+90*d-252*c*d+45*f+46*c-A/56*(1385+3633*d+4095*f+1574*f*d)))),n=Y(this.long0+g*(1-A/6*(1+2*d+c-A/20*(5+28*d+24*f+8*c*d+6*c-A/42*(61+662*d+1320*f+720*f*d))))/l)}else r=S*U(o),n=0;else{var p=Math.exp(a/this.k0),m=.5*(p-1/p),y=this.lat0+o/this.k0,C=Math.cos(y);e=Math.sqrt((1-Math.pow(C,2))/(1+Math.pow(m,2))),r=Math.asin(e),o<0&&(r=-r),n=0==m&&0===C?0:Y(Math.atan2(m,C)+this.long0)}return t.x=n,t.y=r,t},names:["Transverse_Mercator","Transverse Mercator","tmerc"]};var Zt={init:function(){if(void 0===this.es||this.es<=0)throw new Error("incorrect elliptical usage");this.x0=void 0!==this.x0?this.x0:0,this.y0=void 0!==this.y0?this.y0:0,this.long0=void 0!==this.long0?this.long0:0,this.lat0=void 0!==this.lat0?this.lat0:0,this.cgb=[],this.cbg=[],this.utg=[],this.gtu=[];var t=this.es/(1+Math.sqrt(1-this.es)),e=t/(2-t),i=e;this.cgb[0]=e*(2+e*(-2/3+e*(e*(116/45+e*(26/45+-2854/675*e))-2))),this.cbg[0]=e*(e*(2/3+e*(4/3+e*(-82/45+e*(32/45+4642/4725*e))))-2),i*=e,this.cgb[1]=i*(7/3+e*(e*(-227/45+e*(2704/315+2323/945*e))-1.6)),this.cbg[1]=i*(5/3+e*(-16/15+e*(-13/9+e*(904/315+-1522/945*e)))),i*=e,this.cgb[2]=i*(56/15+e*(-136/35+e*(-1262/105+73814/2835*e))),this.cbg[2]=i*(-26/15+e*(34/21+e*(1.6+-12686/2835*e))),i*=e,this.cgb[3]=i*(4279/630+e*(-332/35+-399572/14175*e)),this.cbg[3]=i*(1237/630+e*(-24832/14175*e-2.4)),i*=e,this.cgb[4]=i*(4174/315+-144838/6237*e),this.cbg[4]=i*(-734/315+109598/31185*e),i*=e,this.cgb[5]=i*(601676/22275),this.cbg[5]=i*(444337/155925),i=Math.pow(e,2),this.Qn=this.k0/(1+e)*(1+i*(.25+i*(1/64+i/256))),this.utg[0]=e*(e*(2/3+e*(-37/96+e*(1/360+e*(81/512+-96199/604800*e))))-.5),this.gtu[0]=e*(.5+e*(-2/3+e*(5/16+e*(41/180+e*(-127/288+7891/37800*e))))),this.utg[1]=i*(-1/48+e*(-1/15+e*(437/1440+e*(-46/105+1118711/3870720*e)))),this.gtu[1]=i*(13/48+e*(e*(557/1440+e*(281/630+-1983433/1935360*e))-.6)),i*=e,this.utg[2]=i*(-17/480+e*(37/840+e*(209/4480+-5569/90720*e))),this.gtu[2]=i*(61/240+e*(-103/140+e*(15061/26880+167603/181440*e))),i*=e,this.utg[3]=i*(-4397/161280+e*(11/504+830251/7257600*e)),this.gtu[3]=i*(49561/161280+e*(-179/168+6601661/7257600*e)),i*=e,this.utg[4]=i*(-4583/161280+108847/3991680*e),this.gtu[4]=i*(34729/80640+-3418889/1995840*e),i*=e,this.utg[5]=-.03233083094085698*i,this.gtu[5]=.6650675310896665*i;var r=zt(this.cbg,this.lat0);this.Zb=-this.Qn*(r+function(t,e){for(var i,r=2*Math.cos(e),n=t.length-1,a=t[n],o=0;0<=--n;)i=r*a-o+t[n],o=a,a=i;return Math.sin(e)*i}(this.gtu,2*r))},forward:function(t){var e=Y(t.x-this.long0),i=t.y;i=zt(this.cbg,i);var r=Math.sin(i),n=Math.cos(i),a=Math.sin(e),o=Math.cos(e);i=Math.atan2(r,o*n),e=Math.atan2(a*n,Yt(r,n*o)),e=Gt(Math.tan(e));var s,l,u=qt(this.gtu,2*i,2*e);return i+=u[0],e+=u[1],l=Math.abs(e)<=2.623395162778?(s=this.a*(this.Qn*e)+this.x0,this.a*(this.Qn*i+this.Zb)+this.y0):s=1/0,t.x=s,t.y=l,t},inverse:function(t){var e,i,r=(t.x-this.x0)*(1/this.a),n=(t.y-this.y0)*(1/this.a);if(n=(n-this.Zb)/this.Qn,r/=this.Qn,Math.abs(r)<=2.623395162778){var a=qt(this.utg,2*n,2*r);n+=a[0],r+=a[1],r=Math.atan(Ut(r));var o=Math.sin(n),s=Math.cos(n),l=Math.sin(r),u=Math.cos(r);n=Math.atan2(o*u,Yt(l,u*s)),r=Math.atan2(l,u*s),e=Y(r+this.long0),i=zt(this.cgb,n)}else i=e=1/0;return t.x=e,t.y=i,t},names:["Extended_Transverse_Mercator","Extended Transverse Mercator","etmerc"]};function Kt(t,e){return Math.pow((1-t)/(1+t),e)}var Xt={init:function(){var t=function(t,e){if(void 0===t){if((t=Math.floor(30*(Y(e)+Math.PI)/Math.PI)+1)<0)return 0;if(60<t)return 60}return t}(this.zone,this.long0);if(void 0===t)throw new Error("unknown utm zone");this.lat0=0,this.long0=(6*Math.abs(t)-183)*s,this.x0=5e5,this.y0=this.utmSouth?1e7:0,this.k0=.9996,Zt.init.apply(this),this.forward=Zt.forward,this.inverse=Zt.inverse},names:["Universal Transverse Mercator System","utm"],dependsOn:"etmerc"};var Jt={init:function(){var t=Math.sin(this.lat0),e=Math.cos(this.lat0);e*=e,this.rc=Math.sqrt(1-this.es)/(1-this.es*t*t),this.C=Math.sqrt(1+this.es*e*e/(1-this.es)),this.phic0=Math.asin(t/this.C),this.ratexp=.5*this.C*this.e,this.K=Math.tan(.5*this.phic0+y)/(Math.pow(Math.tan(.5*this.lat0+y),this.C)*Kt(this.e*t,this.ratexp))},forward:function(t){var e=t.x,i=t.y;return t.y=2*Math.atan(this.K*Math.pow(Math.tan(.5*i+y),this.C)*Kt(this.e*Math.sin(i),this.ratexp))-S,t.x=this.C*e,t},inverse:function(t){for(var e=t.x/this.C,i=t.y,r=Math.pow(Math.tan(.5*i+y)/this.K,1/this.C),n=20;0<n&&(i=2*Math.atan(r*Kt(this.e*Math.sin(t.y),-.5*this.e))-S,!(Math.abs(i-t.y)<1e-14));--n)t.y=i;return n?(t.x=e,t.y=i,t):null},names:["gauss"]};var Ht={init:function(){Jt.init.apply(this),this.rc&&(this.sinc0=Math.sin(this.phic0),this.cosc0=Math.cos(this.phic0),this.R2=2*this.rc,this.title||(this.title="Oblique Stereographic Alternative"))},forward:function(t){var e,i,r,n;return t.x=Y(t.x-this.long0),Jt.forward.apply(this,[t]),e=Math.sin(t.y),i=Math.cos(t.y),r=Math.cos(t.x),n=this.k0*this.R2/(1+this.sinc0*e+this.cosc0*i*r),t.x=n*i*Math.sin(t.x),t.y=n*(this.cosc0*e-this.sinc0*i*r),t.x=this.a*t.x+this.x0,t.y=this.a*t.y+this.y0,t},inverse:function(t){var e,i,r,n,a;if(t.x=(t.x-this.x0)/this.a,t.y=(t.y-this.y0)/this.a,t.x/=this.k0,t.y/=this.k0,a=Math.sqrt(t.x*t.x+t.y*t.y)){var o=2*Math.atan2(a,this.R2);e=Math.sin(o),i=Math.cos(o),n=Math.asin(i*this.sinc0+t.y*e*this.cosc0/a),r=Math.atan2(t.x*e,a*this.cosc0*i-t.y*this.sinc0*e)}else n=this.phic0,r=0;return t.x=r,t.y=n,Jt.inverse.apply(this,[t]),t.x=Y(t.x+this.long0),t},names:["Stereographic_North_Pole","Oblique_Stereographic","Polar_Stereographic","sterea","Oblique Stereographic Alternative","Double_Stereographic"]};var _t={init:function(){this.coslat0=Math.cos(this.lat0),this.sinlat0=Math.sin(this.lat0),this.sphere?1===this.k0&&!isNaN(this.lat_ts)&&Math.abs(this.coslat0)<=Q&&(this.k0=.5*(1+U(this.lat0)*Math.sin(this.lat_ts))):(Math.abs(this.coslat0)<=Q&&(0<this.lat0?this.con=1:this.con=-1),this.cons=Math.sqrt(Math.pow(1+this.e,1+this.e)*Math.pow(1-this.e,1-this.e)),1===this.k0&&!isNaN(this.lat_ts)&&Math.abs(this.coslat0)<=Q&&(this.k0=.5*this.cons*W(this.e,Math.sin(this.lat_ts),Math.cos(this.lat_ts))/G(this.e,this.con*this.lat_ts,this.con*Math.sin(this.lat_ts))),this.ms1=W(this.e,this.sinlat0,this.coslat0),this.X0=2*Math.atan(this.ssfn_(this.lat0,this.sinlat0,this.e))-S,this.cosX0=Math.cos(this.X0),this.sinX0=Math.sin(this.X0))},forward:function(t){var e,i,r,n,a,o,s=t.x,l=t.y,u=Math.sin(l),c=Math.cos(l),h=Y(s-this.long0);return Math.abs(Math.abs(s-this.long0)-Math.PI)<=Q&&Math.abs(l+this.lat0)<=Q?(t.x=NaN,t.y=NaN,t):this.sphere?(e=2*this.k0/(1+this.sinlat0*u+this.coslat0*c*Math.cos(h)),t.x=this.a*e*c*Math.sin(h)+this.x0,t.y=this.a*e*(this.coslat0*u-this.sinlat0*c*Math.cos(h))+this.y0,t):(i=2*Math.atan(this.ssfn_(l,u,this.e))-S,n=Math.cos(i),r=Math.sin(i),Math.abs(this.coslat0)<=Q?(a=G(this.e,l*this.con,this.con*u),o=2*this.a*this.k0*a/this.cons,t.x=this.x0+o*Math.sin(s-this.long0),t.y=this.y0-this.con*o*Math.cos(s-this.long0)):(Math.abs(this.sinlat0)<Q?(e=2*this.a*this.k0/(1+n*Math.cos(h)),t.y=e*r):(e=2*this.a*this.k0*this.ms1/(this.cosX0*(1+this.sinX0*r+this.cosX0*n*Math.cos(h))),t.y=e*(this.cosX0*r-this.sinX0*n*Math.cos(h))+this.y0),t.x=e*n*Math.sin(h)+this.x0),t)},inverse:function(t){var e,i,r,n,a;t.x-=this.x0,t.y-=this.y0;var o=Math.sqrt(t.x*t.x+t.y*t.y);if(this.sphere){var s=2*Math.atan(o/(2*this.a*this.k0));return e=this.long0,i=this.lat0,o<=Q?(t.x=e,t.y=i,t):(i=Math.asin(Math.cos(s)*this.sinlat0+t.y*Math.sin(s)*this.coslat0/o),e=Math.abs(this.coslat0)<Q?0<this.lat0?Y(this.long0+Math.atan2(t.x,-1*t.y)):Y(this.long0+Math.atan2(t.x,t.y)):Y(this.long0+Math.atan2(t.x*Math.sin(s),o*this.coslat0*Math.cos(s)-t.y*this.sinlat0*Math.sin(s))),t.x=e,t.y=i,t)}if(Math.abs(this.coslat0)<=Q){if(o<=Q)return i=this.lat0,e=this.long0,t.x=e,t.y=i,t;t.x*=this.con,t.y*=this.con,r=o*this.cons/(2*this.a*this.k0),i=this.con*z(this.e,r),e=this.con*Y(this.con*this.long0+Math.atan2(t.x,-1*t.y))}else n=2*Math.atan(o*this.cosX0/(2*this.a*this.k0*this.ms1)),e=this.long0,o<=Q?a=this.X0:(a=Math.asin(Math.cos(n)*this.sinX0+t.y*Math.sin(n)*this.cosX0/o),e=Y(this.long0+Math.atan2(t.x*Math.sin(n),o*this.cosX0*Math.cos(n)-t.y*this.sinX0*Math.sin(n)))),i=-1*z(this.e,Math.tan(.5*(S+a)));return t.x=e,t.y=i,t},names:["stere","Stereographic_South_Pole","Polar Stereographic (variant B)"],ssfn_:function(t,e,i){return e*=i,Math.tan(.5*(S+t))*Math.pow((1-e)/(1+e),.5*i)}};var $t={init:function(){var t=this.lat0;this.lambda0=this.long0;var e=Math.sin(t),i=this.a,r=1/this.rf,n=2*r-Math.pow(r,2),a=this.e=Math.sqrt(n);this.R=this.k0*i*Math.sqrt(1-n)/(1-n*Math.pow(e,2)),this.alpha=Math.sqrt(1+n/(1-n)*Math.pow(Math.cos(t),4)),this.b0=Math.asin(e/this.alpha);var o=Math.log(Math.tan(Math.PI/4+this.b0/2)),s=Math.log(Math.tan(Math.PI/4+t/2)),l=Math.log((1+a*e)/(1-a*e));this.K=o-this.alpha*s+this.alpha*a/2*l},forward:function(t){var e=Math.log(Math.tan(Math.PI/4-t.y/2)),i=this.e/2*Math.log((1+this.e*Math.sin(t.y))/(1-this.e*Math.sin(t.y))),r=-this.alpha*(e+i)+this.K,n=2*(Math.atan(Math.exp(r))-Math.PI/4),a=this.alpha*(t.x-this.lambda0),o=Math.atan(Math.sin(a)/(Math.sin(this.b0)*Math.tan(n)+Math.cos(this.b0)*Math.cos(a))),s=Math.asin(Math.cos(this.b0)*Math.sin(n)-Math.sin(this.b0)*Math.cos(n)*Math.cos(a));return t.y=this.R/2*Math.log((1+Math.sin(s))/(1-Math.sin(s)))+this.y0,t.x=this.R*o+this.x0,t},inverse:function(t){for(var e=t.x-this.x0,i=t.y-this.y0,r=e/this.R,n=2*(Math.atan(Math.exp(i/this.R))-Math.PI/4),a=Math.asin(Math.cos(this.b0)*Math.sin(n)+Math.sin(this.b0)*Math.cos(n)*Math.cos(r)),o=Math.atan(Math.sin(r)/(Math.cos(this.b0)*Math.cos(r)-Math.sin(this.b0)*Math.tan(n))),s=this.lambda0+o/this.alpha,l=0,u=a,c=-1e3,h=0;1e-7<Math.abs(u-c);){if(20<++h)return;l=1/this.alpha*(Math.log(Math.tan(Math.PI/4+a/2))-this.K)+this.e*Math.log(Math.tan(Math.PI/4+Math.asin(this.e*Math.sin(u))/2)),c=u,u=2*Math.atan(Math.exp(l))-Math.PI/2}return t.x=s,t.y=u,t},names:["somerc"]};var te={init:function(){this.no_off=this.no_off||!1,this.no_rot=this.no_rot||!1,isNaN(this.k0)&&(this.k0=1);var t=Math.sin(this.lat0),e=Math.cos(this.lat0),i=this.e*t;this.bl=Math.sqrt(1+this.es/(1-this.es)*Math.pow(e,4)),this.al=this.a*this.bl*this.k0*Math.sqrt(1-this.es)/(1-i*i);var r,n,a=G(this.e,this.lat0,t),o=this.bl/e*Math.sqrt((1-this.es)/(1-i*i));if(o*o<1&&(o=1),isNaN(this.longc)){var s=G(this.e,this.lat1,Math.sin(this.lat1)),l=G(this.e,this.lat2,Math.sin(this.lat2));0<=this.lat0?this.el=(o+Math.sqrt(o*o-1))*Math.pow(a,this.bl):this.el=(o-Math.sqrt(o*o-1))*Math.pow(a,this.bl);var u=Math.pow(s,this.bl),c=Math.pow(l,this.bl);n=.5*((r=this.el/u)-1/r);var h=(this.el*this.el-c*u)/(this.el*this.el+c*u),d=(c-u)/(c+u),f=Y(this.long1-this.long2);this.long0=.5*(this.long1+this.long2)-Math.atan(h*Math.tan(.5*this.bl*f)/d)/this.bl,this.long0=Y(this.long0);var g=Y(this.long1-this.long0);this.gamma0=Math.atan(Math.sin(this.bl*g)/n),this.alpha=Math.asin(o*Math.sin(this.gamma0))}else r=0<=this.lat0?o+Math.sqrt(o*o-1):o-Math.sqrt(o*o-1),this.el=r*Math.pow(a,this.bl),n=.5*(r-1/r),this.gamma0=Math.asin(Math.sin(this.alpha)/o),this.long0=this.longc-Math.asin(n*Math.tan(this.gamma0))/this.bl;this.no_off?this.uc=0:0<=this.lat0?this.uc=this.al/this.bl*Math.atan2(Math.sqrt(o*o-1),Math.cos(this.alpha)):this.uc=-1*this.al/this.bl*Math.atan2(Math.sqrt(o*o-1),Math.cos(this.alpha))},forward:function(t){var e,i,r,n=t.x,a=t.y,o=Y(n-this.long0);if(Math.abs(Math.abs(a)-S)<=Q)r=0<a?-1:1,i=this.al/this.bl*Math.log(Math.tan(y+r*this.gamma0*.5)),e=-1*r*S*this.al/this.bl;else{var s=G(this.e,a,Math.sin(a)),l=this.el/Math.pow(s,this.bl),u=.5*(l-1/l),c=.5*(l+1/l),h=Math.sin(this.bl*o),d=(u*Math.sin(this.gamma0)-h*Math.cos(this.gamma0))/c;i=Math.abs(Math.abs(d)-1)<=Q?Number.POSITIVE_INFINITY:.5*this.al*Math.log((1-d)/(1+d))/this.bl,e=Math.abs(Math.cos(this.bl*o))<=Q?this.al*this.bl*o:this.al*Math.atan2(u*Math.cos(this.gamma0)+h*Math.sin(this.gamma0),Math.cos(this.bl*o))/this.bl}return this.no_rot?(t.x=this.x0+e,t.y=this.y0+i):(e-=this.uc,t.x=this.x0+i*Math.cos(this.alpha)+e*Math.sin(this.alpha),t.y=this.y0+e*Math.cos(this.alpha)-i*Math.sin(this.alpha)),t},inverse:function(t){var e,i;this.no_rot?(i=t.y-this.y0,e=t.x-this.x0):(i=(t.x-this.x0)*Math.cos(this.alpha)-(t.y-this.y0)*Math.sin(this.alpha),e=(t.y-this.y0)*Math.cos(this.alpha)+(t.x-this.x0)*Math.sin(this.alpha),e+=this.uc);var r=Math.exp(-1*this.bl*i/this.al),n=.5*(r-1/r),a=.5*(r+1/r),o=Math.sin(this.bl*e/this.al),s=(o*Math.cos(this.gamma0)+n*Math.sin(this.gamma0))/a,l=Math.pow(this.el/Math.sqrt((1+s)/(1-s)),1/this.bl);return Math.abs(s-1)<Q?(t.x=this.long0,t.y=S):Math.abs(1+s)<Q?(t.x=this.long0,t.y=-1*S):(t.y=z(this.e,l),t.x=Y(this.long0-Math.atan2(n*Math.cos(this.gamma0)-o*Math.sin(this.gamma0),Math.cos(this.bl*e/this.al))/this.bl)),t},names:["Hotine_Oblique_Mercator","Hotine Oblique Mercator","Hotine_Oblique_Mercator_Azimuth_Natural_Origin","Hotine_Oblique_Mercator_Azimuth_Center","omerc"]};var ee={init:function(){if(this.lat2||(this.lat2=this.lat1),this.k0||(this.k0=1),this.x0=this.x0||0,this.y0=this.y0||0,!(Math.abs(this.lat1+this.lat2)<Q)){var t=this.b/this.a;this.e=Math.sqrt(1-t*t);var e=Math.sin(this.lat1),i=Math.cos(this.lat1),r=W(this.e,e,i),n=G(this.e,this.lat1,e),a=Math.sin(this.lat2),o=Math.cos(this.lat2),s=W(this.e,a,o),l=G(this.e,this.lat2,a),u=G(this.e,this.lat0,Math.sin(this.lat0));Math.abs(this.lat1-this.lat2)>Q?this.ns=Math.log(r/s)/Math.log(n/l):this.ns=e,isNaN(this.ns)&&(this.ns=e),this.f0=r/(this.ns*Math.pow(n,this.ns)),this.rh=this.a*this.f0*Math.pow(u,this.ns),this.title||(this.title="Lambert Conformal Conic")}},forward:function(t){var e=t.x,i=t.y;Math.abs(2*Math.abs(i)-Math.PI)<=Q&&(i=U(i)*(S-2*Q));var r,n,a=Math.abs(Math.abs(i)-S);if(Q<a)r=G(this.e,i,Math.sin(i)),n=this.a*this.f0*Math.pow(r,this.ns);else{if((a=i*this.ns)<=0)return null;n=0}var o=this.ns*Y(e-this.long0);return t.x=this.k0*(n*Math.sin(o))+this.x0,t.y=this.k0*(this.rh-n*Math.cos(o))+this.y0,t},inverse:function(t){var e,i,r,n,a,o=(t.x-this.x0)/this.k0,s=this.rh-(t.y-this.y0)/this.k0;i=0<this.ns?(e=Math.sqrt(o*o+s*s),1):(e=-Math.sqrt(o*o+s*s),-1);var l=0;if(0!==e&&(l=Math.atan2(i*o,i*s)),0!==e||0<this.ns){if(i=1/this.ns,r=Math.pow(e/(this.a*this.f0),i),-9999===(n=z(this.e,r)))return null}else n=-S;return a=Y(l/this.ns+this.long0),t.x=a,t.y=n,t},names:["Lambert Tangential Conformal Conic Projection","Lambert_Conformal_Conic","Lambert_Conformal_Conic_2SP","lcc"]};function ie(t,e,i,r,n){return t*n-e*Math.sin(2*n)+i*Math.sin(4*n)-r*Math.sin(6*n)}function re(t){return 1-.25*t*(1+t/16*(3+1.25*t))}function ne(t){return.375*t*(1+.25*t*(1+.46875*t))}function ae(t){return.05859375*t*t*(1+.75*t)}function oe(t){return t*t*t*(35/3072)}function se(t,e,i){var r=e*i;return t/Math.sqrt(1-r*r)}function le(t){return Math.abs(t)<S?t:t-U(t)*Math.PI}function ue(t,e,i,r,n){var a,o;a=t/e;for(var s=0;s<15;s++)if(a+=o=(t-(e*a-i*Math.sin(2*a)+r*Math.sin(4*a)-n*Math.sin(6*a)))/(e-2*i*Math.cos(2*a)+4*r*Math.cos(4*a)-6*n*Math.cos(6*a)),Math.abs(o)<=1e-10)return a;return NaN}var ce={init:function(){this.a=6377397.155,this.es=.006674372230614,this.e=Math.sqrt(this.es),this.lat0||(this.lat0=.863937979737193),this.long0||(this.long0=.4334234309119251),this.k0||(this.k0=.9999),this.s45=.785398163397448,this.s90=2*this.s45,this.fi0=this.lat0,this.e2=this.es,this.e=Math.sqrt(this.e2),this.alfa=Math.sqrt(1+this.e2*Math.pow(Math.cos(this.fi0),4)/(1-this.e2)),this.uq=1.04216856380474,this.u0=Math.asin(Math.sin(this.fi0)/this.alfa),this.g=Math.pow((1+this.e*Math.sin(this.fi0))/(1-this.e*Math.sin(this.fi0)),this.alfa*this.e/2),this.k=Math.tan(this.u0/2+this.s45)/Math.pow(Math.tan(this.fi0/2+this.s45),this.alfa)*this.g,this.k1=this.k0,this.n0=this.a*Math.sqrt(1-this.e2)/(1-this.e2*Math.pow(Math.sin(this.fi0),2)),this.s0=1.37008346281555,this.n=Math.sin(this.s0),this.ro0=this.k1*this.n0/Math.tan(this.s0),this.ad=this.s90-this.uq},forward:function(t){var e,i,r,n,a,o,s,l=t.x,u=t.y,c=Y(l-this.long0);return e=Math.pow((1+this.e*Math.sin(u))/(1-this.e*Math.sin(u)),this.alfa*this.e/2),i=2*(Math.atan(this.k*Math.pow(Math.tan(u/2+this.s45),this.alfa)/e)-this.s45),r=-c*this.alfa,n=Math.asin(Math.cos(this.ad)*Math.sin(i)+Math.sin(this.ad)*Math.cos(i)*Math.cos(r)),a=Math.asin(Math.cos(i)*Math.sin(r)/Math.cos(n)),o=this.n*a,s=this.ro0*Math.pow(Math.tan(this.s0/2+this.s45),this.n)/Math.pow(Math.tan(n/2+this.s45),this.n),t.y=s*Math.cos(o)/1,t.x=s*Math.sin(o)/1,this.czech||(t.y*=-1,t.x*=-1),t},inverse:function(t){var e,i,r,n,a,o,s,l=t.x;t.x=t.y,t.y=l,this.czech||(t.y*=-1,t.x*=-1),a=Math.sqrt(t.x*t.x+t.y*t.y),n=Math.atan2(t.y,t.x)/Math.sin(this.s0),r=2*(Math.atan(Math.pow(this.ro0/a,1/this.n)*Math.tan(this.s0/2+this.s45))-this.s45),e=Math.asin(Math.cos(this.ad)*Math.sin(r)-Math.sin(this.ad)*Math.cos(r)*Math.cos(n)),i=Math.asin(Math.cos(r)*Math.sin(n)/Math.cos(e)),t.x=this.long0-i/this.alfa,o=e;for(var u=s=0;t.y=2*(Math.atan(Math.pow(this.k,-1/this.alfa)*Math.pow(Math.tan(e/2+this.s45),1/this.alfa)*Math.pow((1+this.e*Math.sin(o))/(1-this.e*Math.sin(o)),this.e/2))-this.s45),Math.abs(o-t.y)<1e-10&&(s=1),o=t.y,u+=1,0===s&&u<15;);return 15<=u?null:t},names:["Krovak","krovak"]};function he(t,e){var i;return 1e-7<t?(1-t*t)*(e/(1-(i=t*e)*i)-.5/t*Math.log((1-i)/(1+i))):2*e}var de={init:function(){this.sphere||(this.e0=re(this.es),this.e1=ne(this.es),this.e2=ae(this.es),this.e3=oe(this.es),this.ml0=this.a*ie(this.e0,this.e1,this.e2,this.e3,this.lat0))},forward:function(t){var e,i,r=t.x,n=t.y;if(r=Y(r-this.long0),this.sphere)e=this.a*Math.asin(Math.cos(n)*Math.sin(r)),i=this.a*(Math.atan2(Math.tan(n),Math.cos(r))-this.lat0);else{var a=Math.sin(n),o=Math.cos(n),s=se(this.a,this.e,a),l=Math.tan(n)*Math.tan(n),u=r*Math.cos(n),c=u*u,h=this.es*o*o/(1-this.es);e=s*u*(1-c*l*(1/6-(8-l+8*h)*c/120)),i=this.a*ie(this.e0,this.e1,this.e2,this.e3,n)-this.ml0+s*a/o*c*(.5+(5-l+6*h)*c/24)}return t.x=e+this.x0,t.y=i+this.y0,t},inverse:function(t){t.x-=this.x0,t.y-=this.y0;var e,i,r=t.x/this.a,n=t.y/this.a;if(this.sphere){var a=n+this.lat0;e=Math.asin(Math.sin(a)*Math.cos(r)),i=Math.atan2(Math.tan(r),Math.cos(a))}else{var o=this.ml0/this.a+n,s=ue(o,this.e0,this.e1,this.e2,this.e3);if(Math.abs(Math.abs(s)-S)<=Q)return t.x=this.long0,t.y=S,n<0&&(t.y*=-1),t;var l=se(this.a,this.e,Math.sin(s)),u=l*l*l/this.a/this.a*(1-this.es),c=Math.pow(Math.tan(s),2),h=r*this.a/l,d=h*h;e=s-l*Math.tan(s)/u*h*h*(.5-(1+3*c)*h*h/24),i=h*(1-d*(c/3+(1+3*c)*c*d/15))/Math.cos(s)}return t.x=Y(i+this.long0),t.y=le(e),t},names:["Cassini","Cassini_Soldner","cass"]};var fe=.3333333333333333,ge=.17222222222222222,Ae=.10257936507936508,pe=.06388888888888888,me=.0664021164021164,ye=.016415012942191543;function Ce(t){return 1<Math.abs(t)&&(t=1<t?1:-1),Math.asin(t)}var ve={init:function(){var t,e,i,r,n=Math.abs(this.lat0);if(Math.abs(n-S)<Q?this.mode=this.lat0<0?this.S_POLE:this.N_POLE:Math.abs(n)<Q?this.mode=this.EQUIT:this.mode=this.OBLIQ,0<this.es)switch(this.qp=he(this.e,1),this.mmf=.5/(1-this.es),this.apa=(e=this.es,(r=[])[0]=e*fe,i=e*e,r[0]+=i*ge,r[1]=i*pe,i*=e,r[0]+=i*Ae,r[1]+=i*me,r[2]=i*ye,r),this.mode){case this.N_POLE:case this.S_POLE:this.dd=1;break;case this.EQUIT:this.rq=Math.sqrt(.5*this.qp),this.dd=1/this.rq,this.xmf=1,this.ymf=.5*this.qp;break;case this.OBLIQ:this.rq=Math.sqrt(.5*this.qp),t=Math.sin(this.lat0),this.sinb1=he(this.e,t)/this.qp,this.cosb1=Math.sqrt(1-this.sinb1*this.sinb1),this.dd=Math.cos(this.lat0)/(Math.sqrt(1-this.es*t*t)*this.rq*this.cosb1),this.ymf=(this.xmf=this.rq)/this.dd,this.xmf*=this.dd}else this.mode===this.OBLIQ&&(this.sinph0=Math.sin(this.lat0),this.cosph0=Math.cos(this.lat0))},forward:function(t){var e,i,r,n,a,o,s,l,u,c,h=t.x,d=t.y;if(h=Y(h-this.long0),this.sphere){if(a=Math.sin(d),c=Math.cos(d),r=Math.cos(h),this.mode===this.OBLIQ||this.mode===this.EQUIT){if((i=this.mode===this.EQUIT?1+c*r:1+this.sinph0*a+this.cosph0*c*r)<=Q)return null;e=(i=Math.sqrt(2/i))*c*Math.sin(h),i*=this.mode===this.EQUIT?a:this.cosph0*a-this.sinph0*c*r}else if(this.mode===this.N_POLE||this.mode===this.S_POLE){if(this.mode===this.N_POLE&&(r=-r),Math.abs(d+this.phi0)<Q)return null;i=y-.5*d,e=(i=2*(this.mode===this.S_POLE?Math.cos(i):Math.sin(i)))*Math.sin(h),i*=r}}else{switch(u=l=s=0,r=Math.cos(h),n=Math.sin(h),a=Math.sin(d),o=he(this.e,a),this.mode!==this.OBLIQ&&this.mode!==this.EQUIT||(s=o/this.qp,l=Math.sqrt(1-s*s)),this.mode){case this.OBLIQ:u=1+this.sinb1*s+this.cosb1*l*r;break;case this.EQUIT:u=1+l*r;break;case this.N_POLE:u=S+d,o=this.qp-o;break;case this.S_POLE:u=d-S,o=this.qp+o}if(Math.abs(u)<Q)return null;switch(this.mode){case this.OBLIQ:case this.EQUIT:u=Math.sqrt(2/u),i=this.mode===this.OBLIQ?this.ymf*u*(this.cosb1*s-this.sinb1*l*r):(u=Math.sqrt(2/(1+l*r)))*s*this.ymf,e=this.xmf*u*l*n;break;case this.N_POLE:case this.S_POLE:0<=o?(e=(u=Math.sqrt(o))*n,i=r*(this.mode===this.S_POLE?u:-u)):e=i=0}}return t.x=this.a*e+this.x0,t.y=this.a*i+this.y0,t},inverse:function(t){t.x-=this.x0,t.y-=this.y0;var e,i,r,n,a,o,s,l,u,c,h=t.x/this.a,d=t.y/this.a;if(this.sphere){var f,g=0,A=0;if(1<(i=.5*(f=Math.sqrt(h*h+d*d))))return null;switch(i=2*Math.asin(i),this.mode!==this.OBLIQ&&this.mode!==this.EQUIT||(A=Math.sin(i),g=Math.cos(i)),this.mode){case this.EQUIT:i=Math.abs(f)<=Q?0:Math.asin(d*A/f),h*=A,d=g*f;break;case this.OBLIQ:i=Math.abs(f)<=Q?this.phi0:Math.asin(g*this.sinph0+d*A*this.cosph0/f),h*=A*this.cosph0,d=(g-Math.sin(i)*this.sinph0)*f;break;case this.N_POLE:d=-d,i=S-i;break;case this.S_POLE:i-=S}e=0!==d||this.mode!==this.EQUIT&&this.mode!==this.OBLIQ?Math.atan2(h,d):0}else{if(s=0,this.mode===this.OBLIQ||this.mode===this.EQUIT){if(h/=this.dd,d*=this.dd,(o=Math.sqrt(h*h+d*d))<Q)return t.x=0,t.y=this.phi0,t;n=2*Math.asin(.5*o/this.rq),r=Math.cos(n),h*=n=Math.sin(n),d=this.mode===this.OBLIQ?(s=r*this.sinb1+d*n*this.cosb1/o,a=this.qp*s,o*this.cosb1*r-d*this.sinb1*n):(s=d*n/o,a=this.qp*s,o*r)}else if(this.mode===this.N_POLE||this.mode===this.S_POLE){if(this.mode===this.N_POLE&&(d=-d),!(a=h*h+d*d))return t.x=0,t.y=this.phi0,t;s=1-a/this.qp,this.mode===this.S_POLE&&(s=-s)}e=Math.atan2(h,d),l=Math.asin(s),u=this.apa,c=l+l,i=l+u[0]*Math.sin(c)+u[1]*Math.sin(c+c)+u[2]*Math.sin(c+c+c)}return t.x=Y(this.long0+e),t.y=i,t},names:["Lambert Azimuthal Equal Area","Lambert_Azimuthal_Equal_Area","laea"],S_POLE:1,N_POLE:2,EQUIT:3,OBLIQ:4};var Ie={init:function(){Math.abs(this.lat1+this.lat2)<Q||(this.temp=this.b/this.a,this.es=1-Math.pow(this.temp,2),this.e3=Math.sqrt(this.es),this.sin_po=Math.sin(this.lat1),this.cos_po=Math.cos(this.lat1),this.t1=this.sin_po,this.con=this.sin_po,this.ms1=W(this.e3,this.sin_po,this.cos_po),this.qs1=he(this.e3,this.sin_po,this.cos_po),this.sin_po=Math.sin(this.lat2),this.cos_po=Math.cos(this.lat2),this.t2=this.sin_po,this.ms2=W(this.e3,this.sin_po,this.cos_po),this.qs2=he(this.e3,this.sin_po,this.cos_po),this.sin_po=Math.sin(this.lat0),this.cos_po=Math.cos(this.lat0),this.t3=this.sin_po,this.qs0=he(this.e3,this.sin_po,this.cos_po),Math.abs(this.lat1-this.lat2)>Q?this.ns0=(this.ms1*this.ms1-this.ms2*this.ms2)/(this.qs2-this.qs1):this.ns0=this.con,this.c=this.ms1*this.ms1+this.ns0*this.qs1,this.rh=this.a*Math.sqrt(this.c-this.ns0*this.qs0)/this.ns0)},forward:function(t){var e=t.x,i=t.y;this.sin_phi=Math.sin(i),this.cos_phi=Math.cos(i);var r=he(this.e3,this.sin_phi,this.cos_phi),n=this.a*Math.sqrt(this.c-this.ns0*r)/this.ns0,a=this.ns0*Y(e-this.long0),o=n*Math.sin(a)+this.x0,s=this.rh-n*Math.cos(a)+this.y0;return t.x=o,t.y=s,t},inverse:function(t){var e,i,r,n,a,o;return t.x-=this.x0,t.y=this.rh-t.y+this.y0,r=0<=this.ns0?(e=Math.sqrt(t.x*t.x+t.y*t.y),1):(e=-Math.sqrt(t.x*t.x+t.y*t.y),-1),(n=0)!==e&&(n=Math.atan2(r*t.x,r*t.y)),r=e*this.ns0/this.a,o=this.sphere?Math.asin((this.c-r*r)/(2*this.ns0)):(i=(this.c-r*r)/this.ns0,this.phi1z(this.e3,i)),a=Y(n/this.ns0+this.long0),t.x=a,t.y=o,t},names:["Albers_Conic_Equal_Area","Albers","aea"],phi1z:function(t,e){var i,r,n,a,o=Ce(.5*e);if(t<Q)return o;for(var s=t*t,l=1;l<=25;l++)if(o+=a=.5*(n=1-(r=t*(i=Math.sin(o)))*r)*n/Math.cos(o)*(e/(1-s)-i/n+.5/t*Math.log((1-r)/(1+r))),Math.abs(a)<=1e-7)return o;return null}};var be={init:function(){this.sin_p14=Math.sin(this.lat0),this.cos_p14=Math.cos(this.lat0),this.infinity_dist=1e3*this.a,this.rc=1},forward:function(t){var e,i,r,n,a,o,s,l=t.x,u=t.y;return r=Y(l-this.long0),e=Math.sin(u),i=Math.cos(u),n=Math.cos(r),s=0<(a=this.sin_p14*e+this.cos_p14*i*n)||Math.abs(a)<=Q?(o=this.x0+1*this.a*i*Math.sin(r)/a,this.y0+1*this.a*(this.cos_p14*e-this.sin_p14*i*n)/a):(o=this.x0+this.infinity_dist*i*Math.sin(r),this.y0+this.infinity_dist*(this.cos_p14*e-this.sin_p14*i*n)),t.x=o,t.y=s,t},inverse:function(t){var e,i,r,n,a,o;return t.x=(t.x-this.x0)/this.a,t.y=(t.y-this.y0)/this.a,t.x/=this.k0,t.y/=this.k0,a=(e=Math.sqrt(t.x*t.x+t.y*t.y))?(n=Math.atan2(e,this.rc),i=Math.sin(n),r=Math.cos(n),o=Ce(r*this.sin_p14+t.y*i*this.cos_p14/e),a=Math.atan2(t.x*i,e*this.cos_p14*r-t.y*this.sin_p14*i),Y(this.long0+a)):(o=this.phic0,0),t.x=a,t.y=o,t},names:["gnom"]};var Ee={init:function(){this.sphere||(this.k0=W(this.e,Math.sin(this.lat_ts),Math.cos(this.lat_ts)))},forward:function(t){var e,i,r=t.x,n=t.y,a=Y(r-this.long0);if(this.sphere)e=this.x0+this.a*a*Math.cos(this.lat_ts),i=this.y0+this.a*Math.sin(n)/Math.cos(this.lat_ts);else{var o=he(this.e,Math.sin(n));e=this.x0+this.a*this.k0*a,i=this.y0+this.a*o*.5/this.k0}return t.x=e,t.y=i,t},inverse:function(t){var e,i;return t.x-=this.x0,t.y-=this.y0,this.sphere?(e=Y(this.long0+t.x/this.a/Math.cos(this.lat_ts)),i=Math.asin(t.y/this.a*Math.cos(this.lat_ts))):(i=function(t,e){var i=1-(1-t*t)/(2*t)*Math.log((1-t)/(1+t));if(Math.abs(Math.abs(e)-i)<1e-6)return e<0?-1*S:S;for(var r,n,a,o,s=Math.asin(.5*e),l=0;l<30;l++)if(n=Math.sin(s),a=Math.cos(s),o=t*n,s+=r=Math.pow(1-o*o,2)/(2*a)*(e/(1-t*t)-n/(1-o*o)+.5/t*Math.log((1-o)/(1+o))),Math.abs(r)<=1e-10)return s;return NaN}(this.e,2*t.y*this.k0/this.a),e=Y(this.long0+t.x/(this.a*this.k0))),t.x=e,t.y=i,t},names:["cea"]};var we={init:function(){this.x0=this.x0||0,this.y0=this.y0||0,this.lat0=this.lat0||0,this.long0=this.long0||0,this.lat_ts=this.lat_ts||0,this.title=this.title||"Equidistant Cylindrical (Plate Carre)",this.rc=Math.cos(this.lat_ts)},forward:function(t){var e=t.x,i=t.y,r=Y(e-this.long0),n=le(i-this.lat0);return t.x=this.x0+this.a*r*this.rc,t.y=this.y0+this.a*n,t},inverse:function(t){var e=t.x,i=t.y;return t.x=Y(this.long0+(e-this.x0)/(this.a*this.rc)),t.y=le(this.lat0+(i-this.y0)/this.a),t},names:["Equirectangular","Equidistant_Cylindrical","eqc"]};var Be={init:function(){this.temp=this.b/this.a,this.es=1-Math.pow(this.temp,2),this.e=Math.sqrt(this.es),this.e0=re(this.es),this.e1=ne(this.es),this.e2=ae(this.es),this.e3=oe(this.es),this.ml0=this.a*ie(this.e0,this.e1,this.e2,this.e3,this.lat0)},forward:function(t){var e,i,r,n=t.x,a=t.y,o=Y(n-this.long0);if(r=o*Math.sin(a),this.sphere)i=Math.abs(a)<=Q?(e=this.a*o,-1*this.a*this.lat0):(e=this.a*Math.sin(r)/Math.tan(a),this.a*(le(a-this.lat0)+(1-Math.cos(r))/Math.tan(a)));else if(Math.abs(a)<=Q)e=this.a*o,i=-1*this.ml0;else{var s=se(this.a,this.e,Math.sin(a))/Math.tan(a);e=s*Math.sin(r),i=this.a*ie(this.e0,this.e1,this.e2,this.e3,a)-this.ml0+s*(1-Math.cos(r))}return t.x=e+this.x0,t.y=i+this.y0,t},inverse:function(t){var e,i,r,n,a,o,s,l,u;if(r=t.x-this.x0,n=t.y-this.y0,this.sphere)if(Math.abs(n+this.a*this.lat0)<=Q)e=Y(r/this.a+this.long0),i=0;else{var c;for(o=this.lat0+n/this.a,s=r*r/this.a/this.a+o*o,l=o,a=20;a;--a)if(l+=u=-1*(o*(l*(c=Math.tan(l))+1)-l-.5*(l*l+s)*c)/((l-o)/c-1),Math.abs(u)<=Q){i=l;break}e=Y(this.long0+Math.asin(r*Math.tan(l)/this.a)/Math.sin(i))}else if(Math.abs(n+this.ml0)<=Q)i=0,e=Y(this.long0+r/this.a);else{var h,d,f,g,A;for(o=(this.ml0+n)/this.a,s=r*r/this.a/this.a+o*o,l=o,a=20;a;--a)if(A=this.e*Math.sin(l),h=Math.sqrt(1-A*A)*Math.tan(l),d=this.a*ie(this.e0,this.e1,this.e2,this.e3,l),f=this.e0-2*this.e1*Math.cos(2*l)+4*this.e2*Math.cos(4*l)-6*this.e3*Math.cos(6*l),l-=u=(o*(h*(g=d/this.a)+1)-g-.5*h*(g*g+s))/(this.es*Math.sin(2*l)*(g*g+s-2*o*g)/(4*h)+(o-g)*(h*f-2/Math.sin(2*l))-f),Math.abs(u)<=Q){i=l;break}h=Math.sqrt(1-this.es*Math.pow(Math.sin(i),2))*Math.tan(i),e=Y(this.long0+Math.asin(r*h/this.a)/Math.sin(i))}return t.x=e,t.y=i,t},names:["Polyconic","poly"]};var Me={init:function(){this.A=[],this.A[1]=.6399175073,this.A[2]=-.1358797613,this.A[3]=.063294409,this.A[4]=-.02526853,this.A[5]=.0117879,this.A[6]=-.0055161,this.A[7]=.0026906,this.A[8]=-.001333,this.A[9]=67e-5,this.A[10]=-34e-5,this.B_re=[],this.B_im=[],this.B_re[1]=.7557853228,this.B_im[1]=0,this.B_re[2]=.249204646,this.B_im[2]=.003371507,this.B_re[3]=-.001541739,this.B_im[3]=.04105856,this.B_re[4]=-.10162907,this.B_im[4]=.01727609,this.B_re[5]=-.26623489,this.B_im[5]=-.36249218,this.B_re[6]=-.6870983,this.B_im[6]=-1.1651967,this.C_re=[],this.C_im=[],this.C_re[1]=1.3231270439,this.C_im[1]=0,this.C_re[2]=-.577245789,this.C_im[2]=-.007809598,this.C_re[3]=.508307513,this.C_im[3]=-.112208952,this.C_re[4]=-.15094762,this.C_im[4]=.18200602,this.C_re[5]=1.01418179,this.C_im[5]=1.64497696,this.C_re[6]=1.9660549,this.C_im[6]=2.5127645,this.D=[],this.D[1]=1.5627014243,this.D[2]=.5185406398,this.D[3]=-.03333098,this.D[4]=-.1052906,this.D[5]=-.0368594,this.D[6]=.007317,this.D[7]=.0122,this.D[8]=.00394,this.D[9]=-.0013},forward:function(t){var e,i=t.x,r=t.y-this.lat0,n=i-this.long0,a=r/x*1e-5,o=n,s=1,l=0;for(e=1;e<=10;e++)s*=a,l+=this.A[e]*s;var u,c=l,h=o,d=1,f=0,g=0,A=0;for(e=1;e<=6;e++)u=f*c+d*h,d=d*c-f*h,f=u,g=g+this.B_re[e]*d-this.B_im[e]*f,A=A+this.B_im[e]*d+this.B_re[e]*f;return t.x=A*this.a+this.x0,t.y=g*this.a+this.y0,t},inverse:function(t){var e,i,r=t.x,n=t.y,a=r-this.x0,o=(n-this.y0)/this.a,s=a/this.a,l=1,u=0,c=0,h=0;for(e=1;e<=6;e++)i=u*o+l*s,l=l*o-u*s,u=i,c=c+this.C_re[e]*l-this.C_im[e]*u,h=h+this.C_im[e]*l+this.C_re[e]*u;for(var d=0;d<this.iterations;d++){var f,g=c,A=h,p=o,m=s;for(e=2;e<=6;e++)f=A*c+g*h,g=g*c-A*h,A=f,p+=(e-1)*(this.B_re[e]*g-this.B_im[e]*A),m+=(e-1)*(this.B_im[e]*g+this.B_re[e]*A);g=1,A=0;var y=this.B_re[1],C=this.B_im[1];for(e=2;e<=6;e++)f=A*c+g*h,g=g*c-A*h,A=f,y+=e*(this.B_re[e]*g-this.B_im[e]*A),C+=e*(this.B_im[e]*g+this.B_re[e]*A);var v=y*y+C*C;c=(p*y+m*C)/v,h=(m*y-p*C)/v}var I=c,b=h,E=1,w=0;for(e=1;e<=9;e++)E*=I,w+=this.D[e]*E;var B=this.lat0+w*x*1e5,M=this.long0+b;return t.x=M,t.y=B,t},names:["New_Zealand_Map_Grid","nzmg"]};var xe={init:function(){},forward:function(t){var e=t.x,i=t.y,r=Y(e-this.long0),n=this.x0+this.a*r,a=this.y0+this.a*Math.log(Math.tan(Math.PI/4+i/2.5))*1.25;return t.x=n,t.y=a,t},inverse:function(t){t.x-=this.x0,t.y-=this.y0;var e=Y(this.long0+t.x/this.a),i=2.5*(Math.atan(Math.exp(.8*t.y/this.a))-Math.PI/4);return t.x=e,t.y=i,t},names:["Miller_Cylindrical","mill"]};var Se={init:function(){this.sphere?(this.n=1,this.m=0,this.es=0,this.C_y=Math.sqrt((this.m+1)/this.n),this.C_x=this.C_y/(this.m+1)):this.en=Ot(this.es)},forward:function(t){var e,i,r=t.x,n=t.y;if(r=Y(r-this.long0),this.sphere){if(this.m)for(var a=this.n*Math.sin(n),o=20;o;--o){var s=(this.m*n+Math.sin(n)-a)/(this.m+Math.cos(n));if(n-=s,Math.abs(s)<Q)break}else n=1!==this.n?Math.asin(this.n*Math.sin(n)):n;e=this.a*this.C_x*r*(this.m+Math.cos(n)),i=this.a*this.C_y*n}else{var l=Math.sin(n),u=Math.cos(n);i=this.a*Dt(n,l,u,this.en),e=this.a*r*u/Math.sqrt(1-this.es*l*l)}return t.x=e,t.y=i,t},inverse:function(t){var e,i,r,n;return t.x-=this.x0,r=t.x/this.a,t.y-=this.y0,e=t.y/this.a,this.sphere?(e/=this.C_y,r/=this.C_x*(this.m+Math.cos(e)),this.m?e=Ce((this.m*e+Math.sin(e))/this.n):1!==this.n&&(e=Ce(Math.sin(e)/this.n)),r=Y(r+this.long0),e=le(e)):(e=Nt(t.y/this.a,this.es,this.en),(n=Math.abs(e))<S?(n=Math.sin(e),i=this.long0+t.x*Math.sqrt(1-this.es*n*n)/(this.a*Math.cos(e)),r=Y(i)):n-Q<S&&(r=this.long0)),t.x=r,t.y=e,t},names:["Sinusoidal","sinu"]};var Qe={init:function(){},forward:function(t){for(var e=t.x,i=t.y,r=Y(e-this.long0),n=i,a=Math.PI*Math.sin(i);;){var o=-(n+Math.sin(n)-a)/(1+Math.cos(n));if(n+=o,Math.abs(o)<Q)break}n/=2,Math.PI/2-Math.abs(i)<Q&&(r=0);var s=.900316316158*this.a*r*Math.cos(n)+this.x0,l=1.4142135623731*this.a*Math.sin(n)+this.y0;return t.x=s,t.y=l,t},inverse:function(t){var e,i;t.x-=this.x0,t.y-=this.y0,i=t.y/(1.4142135623731*this.a),.999999999999<Math.abs(i)&&(i=.999999999999),e=Math.asin(i);var r=Y(this.long0+t.x/(.900316316158*this.a*Math.cos(e)));r<-Math.PI&&(r=-Math.PI),r>Math.PI&&(r=Math.PI),i=(2*e+Math.sin(2*e))/Math.PI,1<Math.abs(i)&&(i=1);var n=Math.asin(i);return t.x=r,t.y=n,t},names:["Mollweide","moll"]};var ke={init:function(){Math.abs(this.lat1+this.lat2)<Q||(this.lat2=this.lat2||this.lat1,this.temp=this.b/this.a,this.es=1-Math.pow(this.temp,2),this.e=Math.sqrt(this.es),this.e0=re(this.es),this.e1=ne(this.es),this.e2=ae(this.es),this.e3=oe(this.es),this.sinphi=Math.sin(this.lat1),this.cosphi=Math.cos(this.lat1),this.ms1=W(this.e,this.sinphi,this.cosphi),this.ml1=ie(this.e0,this.e1,this.e2,this.e3,this.lat1),Math.abs(this.lat1-this.lat2)<Q?this.ns=this.sinphi:(this.sinphi=Math.sin(this.lat2),this.cosphi=Math.cos(this.lat2),this.ms2=W(this.e,this.sinphi,this.cosphi),this.ml2=ie(this.e0,this.e1,this.e2,this.e3,this.lat2),this.ns=(this.ms1-this.ms2)/(this.ml2-this.ml1)),this.g=this.ml1+this.ms1/this.ns,this.ml0=ie(this.e0,this.e1,this.e2,this.e3,this.lat0),this.rh=this.a*(this.g-this.ml0))},forward:function(t){var e,i=t.x,r=t.y;if(this.sphere)e=this.a*(this.g-r);else{var n=ie(this.e0,this.e1,this.e2,this.e3,r);e=this.a*(this.g-n)}var a=this.ns*Y(i-this.long0),o=this.x0+e*Math.sin(a),s=this.y0+this.rh-e*Math.cos(a);return t.x=o,t.y=s,t},inverse:function(t){var e,i,r,n;t.x-=this.x0,t.y=this.rh-t.y+this.y0,e=0<=this.ns?(i=Math.sqrt(t.x*t.x+t.y*t.y),1):(i=-Math.sqrt(t.x*t.x+t.y*t.y),-1);var a=0;if(0!==i&&(a=Math.atan2(e*t.x,e*t.y)),this.sphere)return n=Y(this.long0+a/this.ns),r=le(this.g-i/this.a),t.x=n,t.y=r,t;var o=this.g-i/this.a;return r=ue(o,this.e0,this.e1,this.e2,this.e3),n=Y(this.long0+a/this.ns),t.x=n,t.y=r,t},names:["Equidistant_Conic","eqdc"]};var Le={init:function(){this.R=this.a},forward:function(t){var e,i,r=t.x,n=t.y,a=Y(r-this.long0);Math.abs(n)<=Q&&(e=this.x0+this.R*a,i=this.y0);var o=Ce(2*Math.abs(n/Math.PI));(Math.abs(a)<=Q||Math.abs(Math.abs(n)-S)<=Q)&&(e=this.x0,i=0<=n?this.y0+Math.PI*this.R*Math.tan(.5*o):this.y0+Math.PI*this.R*-Math.tan(.5*o));var s=.5*Math.abs(Math.PI/a-a/Math.PI),l=s*s,u=Math.sin(o),c=Math.cos(o),h=c/(u+c-1),d=h*h,f=h*(2/u-1),g=f*f,A=Math.PI*this.R*(s*(h-g)+Math.sqrt(l*(h-g)*(h-g)-(g+l)*(d-g)))/(g+l);a<0&&(A=-A),e=this.x0+A;var p=l+h;return A=Math.PI*this.R*(f*p-s*Math.sqrt((g+l)*(1+l)-p*p))/(g+l),i=0<=n?this.y0+A:this.y0-A,t.x=e,t.y=i,t},inverse:function(t){var e,i,r,n,a,o,s,l,u,c,h,d;return t.x-=this.x0,t.y-=this.y0,h=Math.PI*this.R,a=(r=t.x/h)*r+(n=t.y/h)*n,h=3*(n*n/(l=-2*(o=-Math.abs(n)*(1+a))+1+2*n*n+a*a)+(2*(s=o-2*n*n+r*r)*s*s/l/l/l-9*o*s/l/l)/27)/(u=(o-s*s/3/l)/l)/(c=2*Math.sqrt(-u/3)),1<Math.abs(h)&&(h=0<=h?1:-1),d=Math.acos(h)/3,i=0<=t.y?(-c*Math.cos(d+Math.PI/3)-s/3/l)*Math.PI:-(-c*Math.cos(d+Math.PI/3)-s/3/l)*Math.PI,e=Math.abs(r)<Q?this.long0:Y(this.long0+Math.PI*(a-1+Math.sqrt(1+2*(r*r-n*n)+a*a))/2/r),t.x=e,t.y=i,t},names:["Van_der_Grinten_I","VanDerGrinten","vandg"]};var Pe={init:function(){this.sin_p12=Math.sin(this.lat0),this.cos_p12=Math.cos(this.lat0)},forward:function(t){var e,i,r,n,a,o,s,l,u,c,h,d,f,g,A,p,m,y,C,v,I,b,E=t.x,w=t.y,B=Math.sin(t.y),M=Math.cos(t.y),x=Y(E-this.long0);return this.sphere?Math.abs(this.sin_p12-1)<=Q?(t.x=this.x0+this.a*(S-w)*Math.sin(x),t.y=this.y0-this.a*(S-w)*Math.cos(x)):Math.abs(this.sin_p12+1)<=Q?(t.x=this.x0+this.a*(S+w)*Math.sin(x),t.y=this.y0+this.a*(S+w)*Math.cos(x)):(y=this.sin_p12*B+this.cos_p12*M*Math.cos(x),m=(p=Math.acos(y))/Math.sin(p),t.x=this.x0+this.a*m*M*Math.sin(x),t.y=this.y0+this.a*m*(this.cos_p12*B-this.sin_p12*M*Math.cos(x))):(e=re(this.es),i=ne(this.es),r=ae(this.es),n=oe(this.es),Math.abs(this.sin_p12-1)<=Q?(a=this.a*ie(e,i,r,n,S),o=this.a*ie(e,i,r,n,w),t.x=this.x0+(a-o)*Math.sin(x),t.y=this.y0-(a-o)*Math.cos(x)):Math.abs(this.sin_p12+1)<=Q?(a=this.a*ie(e,i,r,n,S),o=this.a*ie(e,i,r,n,w),t.x=this.x0+(a+o)*Math.sin(x),t.y=this.y0+(a+o)*Math.cos(x)):(s=B/M,l=se(this.a,this.e,this.sin_p12),u=se(this.a,this.e,B),c=Math.atan((1-this.es)*s+this.es*l*this.sin_p12/(u*M)),C=0===(h=Math.atan2(Math.sin(x),this.cos_p12*Math.tan(c)-this.sin_p12*Math.cos(x)))?Math.asin(this.cos_p12*Math.sin(c)-this.sin_p12*Math.cos(c)):Math.abs(Math.abs(h)-Math.PI)<=Q?-Math.asin(this.cos_p12*Math.sin(c)-this.sin_p12*Math.cos(c)):Math.asin(Math.sin(x)*Math.cos(c)/Math.sin(h)),d=this.e*this.sin_p12/Math.sqrt(1-this.es),p=l*C*(1-(v=C*C)*(A=(f=this.e*this.cos_p12*Math.cos(h)/Math.sqrt(1-this.es))*f)*(1-A)/6+(I=v*C)/8*(g=d*f)*(1-2*A)+(b=I*C)/120*(A*(4-7*A)-3*d*d*(1-7*A))-b*C/48*g),t.x=this.x0+p*Math.sin(h),t.y=this.y0+p*Math.cos(h))),t},inverse:function(t){var e,i,r,n,a,o,s,l,u,c,h,d,f,g,A,p,m,y,C,v,I,b;if(t.x-=this.x0,t.y-=this.y0,this.sphere){if((e=Math.sqrt(t.x*t.x+t.y*t.y))>2*S*this.a)return;return i=e/this.a,r=Math.sin(i),n=Math.cos(i),a=this.long0,Math.abs(e)<=Q?o=this.lat0:(o=Ce(n*this.sin_p12+t.y*r*this.cos_p12/e),s=Math.abs(this.lat0)-S,a=Math.abs(s)<=Q?0<=this.lat0?Y(this.long0+Math.atan2(t.x,-t.y)):Y(this.long0-Math.atan2(-t.x,t.y)):Y(this.long0+Math.atan2(t.x*r,e*this.cos_p12*n-t.y*this.sin_p12*r))),t.x=a,t.y=o,t}return l=re(this.es),u=ne(this.es),c=ae(this.es),h=oe(this.es),Math.abs(this.sin_p12-1)<=Q?(d=this.a*ie(l,u,c,h,S),e=Math.sqrt(t.x*t.x+t.y*t.y),o=ue((d-e)/this.a,l,u,c,h),a=Y(this.long0+Math.atan2(t.x,-1*t.y))):Math.abs(this.sin_p12+1)<=Q?(d=this.a*ie(l,u,c,h,S),e=Math.sqrt(t.x*t.x+t.y*t.y),o=ue((e-d)/this.a,l,u,c,h),a=Y(this.long0+Math.atan2(t.x,t.y))):(e=Math.sqrt(t.x*t.x+t.y*t.y),A=Math.atan2(t.x,t.y),f=se(this.a,this.e,this.sin_p12),p=Math.cos(A),y=-(m=this.e*this.cos_p12*p)*m/(1-this.es),C=3*this.es*(1-y)*this.sin_p12*this.cos_p12*p/(1-this.es),b=1-y*(I=(v=e/f)-y*(1+y)*Math.pow(v,3)/6-C*(1+3*y)*Math.pow(v,4)/24)*I/2-v*I*I*I/6,g=Math.asin(this.sin_p12*Math.cos(I)+this.cos_p12*Math.sin(I)*p),a=Y(this.long0+Math.asin(Math.sin(A)*Math.sin(I)/Math.cos(g))),o=Math.atan((1-this.es*b*this.sin_p12/Math.sin(g))*Math.tan(g)/(1-this.es))),t.x=a,t.y=o,t},names:["Azimuthal_Equidistant","aeqd"]};var Fe={init:function(){this.sin_p14=Math.sin(this.lat0),this.cos_p14=Math.cos(this.lat0)},forward:function(t){var e,i,r,n,a,o,s,l=t.x,u=t.y;return r=Y(l-this.long0),e=Math.sin(u),i=Math.cos(u),n=Math.cos(r),(0<(a=this.sin_p14*e+this.cos_p14*i*n)||Math.abs(a)<=Q)&&(o=1*this.a*i*Math.sin(r),s=this.y0+1*this.a*(this.cos_p14*e-this.sin_p14*i*n)),t.x=o,t.y=s,t},inverse:function(t){var e,i,r,n,a,o,s;return t.x-=this.x0,t.y-=this.y0,e=Math.sqrt(t.x*t.x+t.y*t.y),i=Ce(e/this.a),r=Math.sin(i),n=Math.cos(i),o=this.long0,Math.abs(e)<=Q?(s=this.lat0,t.x=o,t.y=s,t):(s=Ce(n*this.sin_p14+t.y*r*this.cos_p14/e),a=Math.abs(this.lat0)-S,o=Math.abs(a)<=Q?0<=this.lat0?Y(this.long0+Math.atan2(t.x,-t.y)):Y(this.long0-Math.atan2(-t.x,t.y)):Y(this.long0+Math.atan2(t.x*r,e*this.cos_p14*n-t.y*this.sin_p14*r)),t.x=o,t.y=s,t)},names:["ortho"]},Te=1,Re=2,Oe=3,De=4,Ne=5,je=6,We={AREA_0:1,AREA_1:2,AREA_2:3,AREA_3:4};function Ue(t,e,i,r){var n;return t<Q?(r.value=We.AREA_0,n=0):(n=Math.atan2(e,i),Math.abs(n)<=y?r.value=We.AREA_0:y<n&&n<=S+y?(r.value=We.AREA_1,n-=S):S+y<n||n<=-(S+y)?(r.value=We.AREA_2,n=0<=n?n-C:n+C):(r.value=We.AREA_3,n+=S)),n}function Ye(t,e){var i=t+e;return i<-C?i+=r:+C<i&&(i-=r),i}function Ge(t,e){return t[0]+e*(t[1]+e*(t[2]+e*t[3]))}var ze={init:function(){this.x0=this.x0||0,this.y0=this.y0||0,this.lat0=this.lat0||0,this.long0=this.long0||0,this.lat_ts=this.lat_ts||0,this.title=this.title||"Quadrilateralized Spherical Cube",this.lat0>=S-y/2?this.face=Ne:this.lat0<=-(S-y/2)?this.face=je:Math.abs(this.long0)<=y?this.face=Te:Math.abs(this.long0)<=S+y?this.face=0<this.long0?Re:De:this.face=Oe,0!==this.es&&(this.one_minus_f=1-(this.a-this.b)/this.a,this.one_minus_f_squared=this.one_minus_f*this.one_minus_f)},forward:function(t){var e,i,r,n,a,o,s={x:0,y:0},l={value:0};if(t.x-=this.long0,e=0!==this.es?Math.atan(this.one_minus_f_squared*Math.tan(t.y)):t.y,i=t.x,this.face===Ne)n=S-e,r=y<=i&&i<=S+y?(l.value=We.AREA_0,i-S):S+y<i||i<=-(S+y)?(l.value=We.AREA_1,0<i?i-C:i+C):-(S+y)<i&&i<=-y?(l.value=We.AREA_2,i+S):(l.value=We.AREA_3,i);else if(this.face===je)n=S+e,r=y<=i&&i<=S+y?(l.value=We.AREA_0,-i+S):i<y&&-y<=i?(l.value=We.AREA_1,-i):i<-y&&-(S+y)<=i?(l.value=We.AREA_2,-i-S):(l.value=We.AREA_3,0<i?-i+C:-i-C);else{var u,c,h,d,f,g;this.face===Re?i=Ye(i,+S):this.face===Oe?i=Ye(i,+C):this.face===De&&(i=Ye(i,-S)),d=Math.sin(e),f=Math.cos(e),g=Math.sin(i),u=f*Math.cos(i),c=f*g,h=d,this.face===Te?r=Ue(n=Math.acos(u),h,c,l):this.face===Re?r=Ue(n=Math.acos(c),h,-u,l):this.face===Oe?r=Ue(n=Math.acos(-u),h,-c,l):this.face===De?r=Ue(n=Math.acos(-c),h,u,l):(n=r=0,l.value=We.AREA_0)}return o=Math.atan(12/C*(r+Math.acos(Math.sin(r)*Math.cos(y))-S)),a=Math.sqrt((1-Math.cos(n))/(Math.cos(o)*Math.cos(o))/(1-Math.cos(Math.atan(1/Math.cos(r))))),l.value===We.AREA_1?o+=S:l.value===We.AREA_2?o+=C:l.value===We.AREA_3&&(o+=1.5*C),s.x=a*Math.cos(o),s.y=a*Math.sin(o),s.x=s.x*this.a+this.x0,s.y=s.y*this.a+this.y0,t.x=s.x,t.y=s.y,t},inverse:function(t){var e,i,r,n,a,o,s,l,u,c,h,d,f={lam:0,phi:0},g={value:0};if(t.x=(t.x-this.x0)/this.a,t.y=(t.y-this.y0)/this.a,i=Math.atan(Math.sqrt(t.x*t.x+t.y*t.y)),e=Math.atan2(t.y,t.x),0<=t.x&&t.x>=Math.abs(t.y)?g.value=We.AREA_0:0<=t.y&&t.y>=Math.abs(t.x)?(g.value=We.AREA_1,e-=S):t.x<0&&-t.x>=Math.abs(t.y)?(g.value=We.AREA_2,e=e<0?e+C:e-C):(g.value=We.AREA_3,e+=S),u=C/12*Math.tan(e),a=Math.sin(u)/(Math.cos(u)-1/Math.sqrt(2)),o=Math.atan(a),(s=1-(r=Math.cos(e))*r*(n=Math.tan(i))*n*(1-Math.cos(Math.atan(1/Math.cos(o)))))<-1?s=-1:1<s&&(s=1),this.face===Ne)l=Math.acos(s),f.phi=S-l,g.value===We.AREA_0?f.lam=o+S:g.value===We.AREA_1?f.lam=o<0?o+C:o-C:g.value===We.AREA_2?f.lam=o-S:f.lam=o;else if(this.face===je)l=Math.acos(s),f.phi=l-S,g.value===We.AREA_0?f.lam=-o+S:g.value===We.AREA_1?f.lam=-o:g.value===We.AREA_2?f.lam=-o-S:f.lam=o<0?-o-C:-o+C;else{var 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P.Property("angle",e[0]),this.cx=e[1]||0,this.cy=e[2]||0,this.apply=function(t){t.translate(this.cx,this.cy),t.rotate(this.angle.toRadians()),t.translate(-this.cx,-this.cy)},this.unapply=function(t){t.translate(this.cx,this.cy),t.rotate(-1*this.angle.toRadians()),t.translate(-this.cx,-this.cy)},this.applyToPoint=function(t){var e=this.angle.toRadians();t.applyTransform([1,0,0,1,this.p.x||0,this.p.y||0]),t.applyTransform([Math.cos(e),Math.sin(e),-Math.sin(e),Math.cos(e),0,0]),t.applyTransform([1,0,0,1,-this.p.x||0,-this.p.y||0])}},this.Type.scale=function(t){this.p=P.CreatePoint(t),this.apply=function(t){t.scale(this.p.x||1,this.p.y||this.p.x||1)},this.unapply=function(t){t.scale(1/this.p.x||1,1/this.p.y||this.p.x||1)},this.applyToPoint=function(t){t.applyTransform([this.p.x||0,0,0,this.p.y||0,0,0])}},this.Type.matrix=function(t){this.m=P.ToNumberArray(t),this.apply=function(t){t.transform(this.m[0],this.m[1],this.m[2],this.m[3],this.m[4],this.m[5])},this.unapply=function(t){var e=this.m[0],i=this.m[2],r=this.m[4],n=this.m[1],a=this.m[3],o=this.m[5],s=1/(e*(1*a-0*o)-i*(1*n-0*o)+r*(0*n-0*a));t.transform(s*(1*a-0*o),s*(0*o-1*n),s*(0*r-1*i),s*(1*e-0*r),s*(i*o-r*a),s*(r*n-e*o))},this.applyToPoint=function(t){t.applyTransform(this.m)}},this.Type.SkewBase=function(t){this.base=e.Type.matrix,this.base(t),this.angle=new P.Property("angle",t)},this.Type.SkewBase.prototype=new this.Type.matrix,this.Type.skewX=function(t){this.base=e.Type.SkewBase,this.base(t),this.m=[1,0,Math.tan(this.angle.toRadians()),1,0,0]},this.Type.skewX.prototype=new this.Type.SkewBase,this.Type.skewY=function(t){this.base=e.Type.SkewBase,this.base(t),this.m=[1,Math.tan(this.angle.toRadians()),0,1,0,0]},this.Type.skewY.prototype=new this.Type.SkewBase,this.transforms=[],this.apply=function(t){for(var e=0;e<this.transforms.length;e++)this.transforms[e].apply(t)},this.unapply=function(t){for(var e=this.transforms.length-1;0<=e;e--)this.transforms[e].unapply(t)},this.applyToPoint=function(t){for(var e=0;e<this.transforms.length;e++)this.transforms[e].applyToPoint(t)};for(var i=P.trim(P.compressSpaces(t)).replace(/\)([a-zA-Z])/g,") $1").replace(/\)(\s?,\s?)/g,") ").split(/\s(?=[a-z])/),r=0;r<i.length;r++)if("none"!==i[r]){var n=P.trim(i[r].split("(")[0]),a=i[r].split("(")[1].replace(")",""),o=this.Type[n];if(void 0!==o){var s=new o(a);s.type=n,this.transforms.push(s)}}},P.AspectRatio=function(t,e,i,r,n,a,o,s,l,u){var c=(e=(e=P.compressSpaces(e)).replace(/^defer\s/,"")).split(" ")[0]||"xMidYMid",h=e.split(" ")[1]||"meet",d=i/r,f=n/a,g=Math.min(d,f),A=Math.max(d,f);"meet"==h&&(r*=g,a*=g),"slice"==h&&(r*=A,a*=A),l=new P.Property("refX",l),u=new P.Property("refY",u),l.hasValue()&&u.hasValue()?t.translate(-g*l.toPixels("x"),-g*u.toPixels("y")):(c.match(/^xMid/)&&("meet"==h&&g==f||"slice"==h&&A==f)&&t.translate(i/2-r/2,0),c.match(/YMid$/)&&("meet"==h&&g==d||"slice"==h&&A==d)&&t.translate(0,n/2-a/2),c.match(/^xMax/)&&("meet"==h&&g==f||"slice"==h&&A==f)&&t.translate(i-r,0),c.match(/YMax$/)&&("meet"==h&&g==d||"slice"==h&&A==d)&&t.translate(0,n-a)),"none"==c?t.scale(d,f):"meet"==h?t.scale(g,g):"slice"==h&&t.scale(A,A),t.translate(null==o?0:-o,null==s?0:-s)},P.Element={},P.EmptyProperty=new P.Property("EMPTY",""),P.Element.ElementBase=function(a){this.attributes={},this.styles={},this.stylesSpecificity={},this.children=[],this.attribute=function(t,e){var i=this.attributes[t];return null!=i?i:(1==e&&(i=new P.Property(t,""),this.attributes[t]=i),i||P.EmptyProperty)},this.getHrefAttribute=function(){for(var t in this.attributes)if("href"==t||t.match(/:href$/))return this.attributes[t];return P.EmptyProperty},this.style=function(t,e,i){var r=this.styles[t];if(null!=r)return r;var n=this.attribute(t);if(null!=n&&n.hasValue())return this.styles[t]=n;if(1!=i){var a=this.parent;if(null!=a){var o=a.style(t);if(null!=o&&o.hasValue())return o}}return 1==e&&(r=new P.Property(t,""),this.styles[t]=r),r||P.EmptyProperty},this.render=function(t){if("none"!=this.style("display").value&&"hidden"!=this.style("visibility").value){if(t.save(),this.style("mask").hasValue()){var e=this.style("mask").getDefinition();null!=e&&e.apply(t,this)}else if(this.style("filter").hasValue()){var i=this.style("filter").getDefinition();null!=i&&i.apply(t,this)}else this.setContext(t),this.renderChildren(t),this.clearContext(t);t.restore()}},this.setContext=function(t){},this.clearContext=function(t){},this.renderChildren=function(t){for(var e=0;e<this.children.length;e++)this.children[e].render(t)},this.addChild=function(t,e){var i=t;e&&(i=P.CreateElement(t)),i.parent=this,"title"!=i.type&&this.children.push(i)},this.addStylesFromStyleDefinition=function(){for(var t in P.Styles)if("@"!=t[0]&&d(a,t)){var e=P.Styles[t],i=P.StylesSpecificity[t];if(null!=e)for(var r in e){var n=this.stylesSpecificity[r];void 0===n&&(n="000"),n<i&&(this.styles[r]=e[r],this.stylesSpecificity[r]=i)}}};var t,e=new RegExp("^[A-Z-]+$");if(null!=a&&1==a.nodeType){for(var i=0;i<a.attributes.length;i++){var r=a.attributes[i],n=(t=r.nodeName,e.test(t)?t.toLowerCase():t);this.attributes[n]=new P.Property(n,r.value)}if(this.addStylesFromStyleDefinition(),this.attribute("style").hasValue()){var o=this.attribute("style").value.split(";");for(i=0;i<o.length;i++)if(""!=P.trim(o[i])){var s=o[i].split(":"),l=P.trim(s[0]),u=P.trim(s[1]);this.styles[l]=new P.Property(l,u)}}for(this.attribute("id").hasValue()&&null==P.Definitions[this.attribute("id").value]&&(P.Definitions[this.attribute("id").value]=this),i=0;i<a.childNodes.length;i++){var c=a.childNodes[i];if(1==c.nodeType&&this.addChild(c,!0),this.captureTextNodes&&(3==c.nodeType||4==c.nodeType)){var h=c.value||c.text||c.textContent||"";""!=P.compressSpaces(h)&&this.addChild(new P.Element.tspan(c),!1)}}}},P.Element.RenderedElementBase=function(t){this.base=P.Element.ElementBase,this.base(t),this.calculateOpacity=function(){for(var t=1,e=this;null!=e;){var i=e.style("opacity",!1,!0);i.hasValue()&&(t*=i.numValue()),e=e.parent}return t},this.setContext=function(t,e){if(!e){var i;if(this.style("fill").isUrlDefinition())null!=(i=this.style("fill").getFillStyleDefinition(this,this.style("fill-opacity")))&&(t.fillStyle=i);else if(this.style("fill").hasValue()){var r;"currentColor"==(r=this.style("fill")).value&&(r.value=this.style("color").value),"inherit"!=r.value&&(t.fillStyle="none"==r.value?"rgba(0,0,0,0)":r.value)}if(this.style("fill-opacity").hasValue()&&(r=(r=new P.Property("fill",t.fillStyle)).addOpacity(this.style("fill-opacity")),t.fillStyle=r.value),this.style("stroke").isUrlDefinition())null!=(i=this.style("stroke").getFillStyleDefinition(this,this.style("stroke-opacity")))&&(t.strokeStyle=i);else if(this.style("stroke").hasValue()){var n;"currentColor"==(n=this.style("stroke")).value&&(n.value=this.style("color").value),"inherit"!=n.value&&(t.strokeStyle="none"==n.value?"rgba(0,0,0,0)":n.value)}if(this.style("stroke-opacity").hasValue()&&(n=(n=new P.Property("stroke",t.strokeStyle)).addOpacity(this.style("stroke-opacity")),t.strokeStyle=n.value),this.style("stroke-width").hasValue()){var a=this.style("stroke-width").toPixels();t.lineWidth=0==a?.001:a}if(this.style("stroke-linecap").hasValue()&&(t.lineCap=this.style("stroke-linecap").value),this.style("stroke-linejoin").hasValue()&&(t.lineJoin=this.style("stroke-linejoin").value),this.style("stroke-miterlimit").hasValue()&&(t.miterLimit=this.style("stroke-miterlimit").value),this.style("paint-order").hasValue()&&(t.paintOrder=this.style("paint-order").value),this.style("stroke-dasharray").hasValue()&&"none"!=this.style("stroke-dasharray").value){var o=P.ToNumberArray(this.style("stroke-dasharray").value);void 0!==t.setLineDash?t.setLineDash(o):void 0!==t.webkitLineDash?t.webkitLineDash=o:void 0===t.mozDash||1==o.length&&0==o[0]||(t.mozDash=o);var s=this.style("stroke-dashoffset").toPixels();void 0!==t.lineDashOffset?t.lineDashOffset=s:void 0!==t.webkitLineDashOffset?t.webkitLineDashOffset=s:void 0!==t.mozDashOffset&&(t.mozDashOffset=s)}}if(void 0!==t.font){t.font=P.Font.CreateFont(this.style("font-style").value,this.style("font-variant").value,this.style("font-weight").value,this.style("font-size").hasValue()?this.style("font-size").toPixels()+"px":"",this.style("font-family").value).toString();var l=this.style("font-size",!1,!1);l.isPixels()&&(P.emSize=l.toPixels())}if(this.style("transform",!1,!0).hasValue()&&new P.Transform(this.style("transform",!1,!0).value).apply(t),this.style("clip-path",!1,!0).hasValue()){var u=this.style("clip-path",!1,!0).getDefinition();null!=u&&u.apply(t)}t.globalAlpha=this.calculateOpacity()}},P.Element.RenderedElementBase.prototype=new P.Element.ElementBase,P.Element.PathElementBase=function(t){this.base=P.Element.RenderedElementBase,this.base(t),this.path=function(t){return null!=t&&t.beginPath(),new P.BoundingBox},this.renderChildren=function(t){this.path(t),P.Mouse.checkPath(this,t),""!=t.fillStyle&&("inherit"!=this.style("fill-rule").valueOrDefault("inherit")?t.fill(this.style("fill-rule").value):t.fill()),""!=t.strokeStyle&&t.stroke();var e=this.getMarkers();if(null!=e){if(this.style("marker-start").isUrlDefinition()&&(i=this.style("marker-start").getDefinition()).render(t,e[0][0],e[0][1]),this.style("marker-mid").isUrlDefinition())for(var i=this.style("marker-mid").getDefinition(),r=1;r<e.length-1;r++)i.render(t,e[r][0],e[r][1]);this.style("marker-end").isUrlDefinition()&&(i=this.style("marker-end").getDefinition()).render(t,e[e.length-1][0],e[e.length-1][1])}},this.getBoundingBox=function(){return this.path()},this.getMarkers=function(){return null}},P.Element.PathElementBase.prototype=new P.Element.RenderedElementBase,P.Element.svg=function(t){this.base=P.Element.RenderedElementBase,this.base(t),this.baseClearContext=this.clearContext,this.clearContext=function(t){this.baseClearContext(t),P.ViewPort.RemoveCurrent()},this.baseSetContext=this.setContext,this.setContext=function(t){if(t.strokeStyle="rgba(0,0,0,0)",t.lineCap="butt",t.lineJoin="miter",t.miterLimit=4,t.canvas.style&&void 0!==t.font&&void 0!==c.getComputedStyle){t.font=c.getComputedStyle(t.canvas).getPropertyValue("font");var e=new P.Property("fontSize",P.Font.Parse(t.font).fontSize);e.hasValue()&&(P.rootEmSize=P.emSize=e.toPixels("y"))}this.baseSetContext(t),this.attribute("x").hasValue()||(this.attribute("x",!0).value=0),this.attribute("y").hasValue()||(this.attribute("y",!0).value=0),t.translate(this.attribute("x").toPixels("x"),this.attribute("y").toPixels("y"));var i=P.ViewPort.width(),r=P.ViewPort.height();if(this.attribute("width").hasValue()||(this.attribute("width",!0).value="100%"),this.attribute("height").hasValue()||(this.attribute("height",!0).value="100%"),void 0===this.root){i=this.attribute("width").toPixels("x"),r=this.attribute("height").toPixels("y");var n=0,a=0;this.attribute("refX").hasValue()&&this.attribute("refY").hasValue()&&(n=-this.attribute("refX").toPixels("x"),a=-this.attribute("refY").toPixels("y")),"visible"!=this.attribute("overflow").valueOrDefault("hidden")&&(t.beginPath(),t.moveTo(n,a),t.lineTo(i,a),t.lineTo(i,r),t.lineTo(n,r),t.closePath(),t.clip())}if(P.ViewPort.SetCurrent(i,r),this.attribute("viewBox").hasValue()){var o=P.ToNumberArray(this.attribute("viewBox").value),s=o[0],l=o[1];i=o[2],r=o[3],P.AspectRatio(t,this.attribute("preserveAspectRatio").value,P.ViewPort.width(),i,P.ViewPort.height(),r,s,l,this.attribute("refX").value,this.attribute("refY").value),P.ViewPort.RemoveCurrent(),P.ViewPort.SetCurrent(o[2],o[3])}}},P.Element.svg.prototype=new P.Element.RenderedElementBase,P.Element.rect=function(t){this.base=P.Element.PathElementBase,this.base(t),this.path=function(t){var e=this.attribute("x").toPixels("x"),i=this.attribute("y").toPixels("y"),r=this.attribute("width").toPixels("x"),n=this.attribute("height").toPixels("y"),a=this.attribute("rx").toPixels("x"),o=this.attribute("ry").toPixels("y");if(this.attribute("rx").hasValue()&&!this.attribute("ry").hasValue()&&(o=a),this.attribute("ry").hasValue()&&!this.attribute("rx").hasValue()&&(a=o),a=Math.min(a,r/2),o=Math.min(o,n/2),null!=t){var s=(Math.sqrt(2)-1)/3*4;t.beginPath(),t.moveTo(e+a,i),t.lineTo(e+r-a,i),t.bezierCurveTo(e+r-a+s*a,i,e+r,i+o-s*o,e+r,i+o),t.lineTo(e+r,i+n-o),t.bezierCurveTo(e+r,i+n-o+s*o,e+r-a+s*a,i+n,e+r-a,i+n),t.lineTo(e+a,i+n),t.bezierCurveTo(e+a-s*a,i+n,e,i+n-o+s*o,e,i+n-o),t.lineTo(e,i+o),t.bezierCurveTo(e,i+o-s*o,e+a-s*a,i,e+a,i),t.closePath()}return new P.BoundingBox(e,i,e+r,i+n)}},P.Element.rect.prototype=new P.Element.PathElementBase,P.Element.circle=function(t){this.base=P.Element.PathElementBase,this.base(t),this.path=function(t){var e=this.attribute("cx").toPixels("x"),i=this.attribute("cy").toPixels("y"),r=this.attribute("r").toPixels();return null!=t&&(t.beginPath(),t.arc(e,i,r,0,2*Math.PI,!1),t.closePath()),new P.BoundingBox(e-r,i-r,e+r,i+r)}},P.Element.circle.prototype=new P.Element.PathElementBase,P.Element.ellipse=function(t){this.base=P.Element.PathElementBase,this.base(t),this.path=function(t){var e=(Math.sqrt(2)-1)/3*4,i=this.attribute("rx").toPixels("x"),r=this.attribute("ry").toPixels("y"),n=this.attribute("cx").toPixels("x"),a=this.attribute("cy").toPixels("y");return null!=t&&(t.beginPath(),t.moveTo(n+i,a),t.bezierCurveTo(n+i,a+e*r,n+e*i,a+r,n,a+r),t.bezierCurveTo(n-e*i,a+r,n-i,a+e*r,n-i,a),t.bezierCurveTo(n-i,a-e*r,n-e*i,a-r,n,a-r),t.bezierCurveTo(n+e*i,a-r,n+i,a-e*r,n+i,a),t.closePath()),new P.BoundingBox(n-i,a-r,n+i,a+r)}},P.Element.ellipse.prototype=new P.Element.PathElementBase,P.Element.line=function(t){this.base=P.Element.PathElementBase,this.base(t),this.getPoints=function(){return[new P.Point(this.attribute("x1").toPixels("x"),this.attribute("y1").toPixels("y")),new P.Point(this.attribute("x2").toPixels("x"),this.attribute("y2").toPixels("y"))]},this.path=function(t){var e=this.getPoints();return null!=t&&(t.beginPath(),t.moveTo(e[0].x,e[0].y),t.lineTo(e[1].x,e[1].y)),new P.BoundingBox(e[0].x,e[0].y,e[1].x,e[1].y)},this.getMarkers=function(){var t=this.getPoints(),e=t[0].angleTo(t[1]);return[[t[0],e],[t[1],e]]}},P.Element.line.prototype=new P.Element.PathElementBase,P.Element.polyline=function(t){this.base=P.Element.PathElementBase,this.base(t),this.points=P.CreatePath(this.attribute("points").value),this.path=function(t){var e=new P.BoundingBox(this.points[0].x,this.points[0].y);null!=t&&(t.beginPath(),t.moveTo(this.points[0].x,this.points[0].y));for(var i=1;i<this.points.length;i++)e.addPoint(this.points[i].x,this.points[i].y),null!=t&&t.lineTo(this.points[i].x,this.points[i].y);return e},this.getMarkers=function(){for(var t=[],e=0;e<this.points.length-1;e++)t.push([this.points[e],this.points[e].angleTo(this.points[e+1])]);return 0<t.length&&t.push([this.points[this.points.length-1],t[t.length-1][1]]),t}},P.Element.polyline.prototype=new P.Element.PathElementBase,P.Element.polygon=function(t){this.base=P.Element.polyline,this.base(t),this.basePath=this.path,this.path=function(t){var e=this.basePath(t);return null!=t&&(t.lineTo(this.points[0].x,this.points[0].y),t.closePath()),e}},P.Element.polygon.prototype=new P.Element.polyline,P.Element.path=function(t){this.base=P.Element.PathElementBase,this.base(t);var e=this.attribute("d").value;e=e.replace(/,/gm," ");for(var i=0;i<2;i++)e=e.replace(/([MmZzLlHhVvCcSsQqTtAa])([^\s])/gm,"$1 $2");for(e=(e=e.replace(/([^\s])([MmZzLlHhVvCcSsQqTtAa])/gm,"$1 $2")).replace(/([0-9])([+\-])/gm,"$1 $2"),i=0;i<2;i++)e=e.replace(/(\.[0-9]*)(\.)/gm,"$1 $2");e=e.replace(/([Aa](\s+[0-9]+){3})\s+([01])\s*([01])/gm,"$1 $3 $4 "),e=P.compressSpaces(e),e=P.trim(e),this.PathParser=new function(t){this.tokens=t.split(" "),this.reset=function(){this.i=-1,this.command="",this.previousCommand="",this.start=new P.Point(0,0),this.control=new P.Point(0,0),this.current=new P.Point(0,0),this.points=[],this.angles=[]},this.isEnd=function(){return this.i>=this.tokens.length-1},this.isCommandOrEnd=function(){return!!this.isEnd()||null!=this.tokens[this.i+1].match(/^[A-Za-z]$/)},this.isRelativeCommand=function(){switch(this.command){case"m":case"l":case"h":case"v":case"c":case"s":case"q":case"t":case"a":case"z":return!0}return!1},this.getToken=function(){return this.i++,this.tokens[this.i]},this.getScalar=function(){return parseFloat(this.getToken())},this.nextCommand=function(){this.previousCommand=this.command,this.command=this.getToken()},this.getPoint=function(){var t=new P.Point(this.getScalar(),this.getScalar());return this.makeAbsolute(t)},this.getAsControlPoint=function(){var t=this.getPoint();return this.control=t},this.getAsCurrentPoint=function(){var t=this.getPoint();return this.current=t},this.getReflectedControlPoint=function(){return"c"!=this.previousCommand.toLowerCase()&&"s"!=this.previousCommand.toLowerCase()&&"q"!=this.previousCommand.toLowerCase()&&"t"!=this.previousCommand.toLowerCase()?this.current:new P.Point(2*this.current.x-this.control.x,2*this.current.y-this.control.y)},this.makeAbsolute=function(t){return this.isRelativeCommand()&&(t.x+=this.current.x,t.y+=this.current.y),t},this.addMarker=function(t,e,i){null!=i&&0<this.angles.length&&null==this.angles[this.angles.length-1]&&(this.angles[this.angles.length-1]=this.points[this.points.length-1].angleTo(i)),this.addMarkerAngle(t,null==e?null:e.angleTo(t))},this.addMarkerAngle=function(t,e){this.points.push(t),this.angles.push(e)},this.getMarkerPoints=function(){return this.points},this.getMarkerAngles=function(){for(var t=0;t<this.angles.length;t++)if(null==this.angles[t])for(var e=t+1;e<this.angles.length;e++)if(null!=this.angles[e]){this.angles[t]=this.angles[e];break}return this.angles}}(e),this.path=function(t){var e=this.PathParser;e.reset();var i=new P.BoundingBox;for(null!=t&&t.beginPath();!e.isEnd();)switch(e.nextCommand(),e.command){case"M":case"m":var r=e.getAsCurrentPoint();for(e.addMarker(r),i.addPoint(r.x,r.y),null!=t&&t.moveTo(r.x,r.y),e.start=e.current;!e.isCommandOrEnd();)r=e.getAsCurrentPoint(),e.addMarker(r,e.start),i.addPoint(r.x,r.y),null!=t&&t.lineTo(r.x,r.y);break;case"L":case"l":for(;!e.isCommandOrEnd();){var n=e.current;r=e.getAsCurrentPoint(),e.addMarker(r,n),i.addPoint(r.x,r.y),null!=t&&t.lineTo(r.x,r.y)}break;case"H":case"h":for(;!e.isCommandOrEnd();){var a=new P.Point((e.isRelativeCommand()?e.current.x:0)+e.getScalar(),e.current.y);e.addMarker(a,e.current),e.current=a,i.addPoint(e.current.x,e.current.y),null!=t&&t.lineTo(e.current.x,e.current.y)}break;case"V":case"v":for(;!e.isCommandOrEnd();)a=new P.Point(e.current.x,(e.isRelativeCommand()?e.current.y:0)+e.getScalar()),e.addMarker(a,e.current),e.current=a,i.addPoint(e.current.x,e.current.y),null!=t&&t.lineTo(e.current.x,e.current.y);break;case"C":case"c":for(;!e.isCommandOrEnd();){var o=e.current,s=e.getPoint(),l=e.getAsControlPoint(),u=e.getAsCurrentPoint();e.addMarker(u,l,s),i.addBezierCurve(o.x,o.y,s.x,s.y,l.x,l.y,u.x,u.y),null!=t&&t.bezierCurveTo(s.x,s.y,l.x,l.y,u.x,u.y)}break;case"S":case"s":for(;!e.isCommandOrEnd();)o=e.current,s=e.getReflectedControlPoint(),l=e.getAsControlPoint(),u=e.getAsCurrentPoint(),e.addMarker(u,l,s),i.addBezierCurve(o.x,o.y,s.x,s.y,l.x,l.y,u.x,u.y),null!=t&&t.bezierCurveTo(s.x,s.y,l.x,l.y,u.x,u.y);break;case"Q":case"q":for(;!e.isCommandOrEnd();)o=e.current,l=e.getAsControlPoint(),u=e.getAsCurrentPoint(),e.addMarker(u,l,l),i.addQuadraticCurve(o.x,o.y,l.x,l.y,u.x,u.y),null!=t&&t.quadraticCurveTo(l.x,l.y,u.x,u.y);break;case"T":case"t":for(;!e.isCommandOrEnd();)o=e.current,l=e.getReflectedControlPoint(),e.control=l,u=e.getAsCurrentPoint(),e.addMarker(u,l,l),i.addQuadraticCurve(o.x,o.y,l.x,l.y,u.x,u.y),null!=t&&t.quadraticCurveTo(l.x,l.y,u.x,u.y);break;case"A":case"a":for(;!e.isCommandOrEnd();){o=e.current;var c=e.getScalar(),h=e.getScalar(),d=e.getScalar()*(Math.PI/180),f=e.getScalar(),g=e.getScalar(),A=(u=e.getAsCurrentPoint(),new P.Point(Math.cos(d)*(o.x-u.x)/2+Math.sin(d)*(o.y-u.y)/2,-Math.sin(d)*(o.x-u.x)/2+Math.cos(d)*(o.y-u.y)/2)),p=Math.pow(A.x,2)/Math.pow(c,2)+Math.pow(A.y,2)/Math.pow(h,2);1<p&&(c*=Math.sqrt(p),h*=Math.sqrt(p));var m=(f==g?-1:1)*Math.sqrt((Math.pow(c,2)*Math.pow(h,2)-Math.pow(c,2)*Math.pow(A.y,2)-Math.pow(h,2)*Math.pow(A.x,2))/(Math.pow(c,2)*Math.pow(A.y,2)+Math.pow(h,2)*Math.pow(A.x,2)));isNaN(m)&&(m=0);var y=new P.Point(m*c*A.y/h,m*-h*A.x/c),C=new P.Point((o.x+u.x)/2+Math.cos(d)*y.x-Math.sin(d)*y.y,(o.y+u.y)/2+Math.sin(d)*y.x+Math.cos(d)*y.y),v=function(t){return Math.sqrt(Math.pow(t[0],2)+Math.pow(t[1],2))},I=function(t,e){return(t[0]*e[0]+t[1]*e[1])/(v(t)*v(e))},b=function(t,e){return(t[0]*e[1]<t[1]*e[0]?-1:1)*Math.acos(I(t,e))},E=b([1,0],[(A.x-y.x)/c,(A.y-y.y)/h]),w=[(A.x-y.x)/c,(A.y-y.y)/h],B=[(-A.x-y.x)/c,(-A.y-y.y)/h],M=b(w,B);I(w,B)<=-1&&(M=Math.PI),1<=I(w,B)&&(M=0);var x=1-g?1:-1,S=E+x*(M/2),Q=new P.Point(C.x+c*Math.cos(S),C.y+h*Math.sin(S));if(e.addMarkerAngle(Q,S-x*Math.PI/2),e.addMarkerAngle(u,S-x*Math.PI),i.addPoint(u.x,u.y),null!=t){I=h<c?c:h;var k=h<c?1:c/h,L=h<c?h/c:1;t.translate(C.x,C.y),t.rotate(d),t.scale(k,L),t.arc(0,0,I,E,E+M,1-g),t.scale(1/k,1/L),t.rotate(-d),t.translate(-C.x,-C.y)}}break;case"Z":case"z":null!=t&&i.x1!==i.x2&&i.y1!==i.y2&&t.closePath(),e.current=e.start}return i},this.getMarkers=function(){for(var t=this.PathParser.getMarkerPoints(),e=this.PathParser.getMarkerAngles(),i=[],r=0;r<t.length;r++)i.push([t[r],e[r]]);return i}},P.Element.path.prototype=new P.Element.PathElementBase,P.Element.pattern=function(t){this.base=P.Element.ElementBase,this.base(t),this.createPattern=function(t,e){var i=this.attribute("width").toPixels("x",!0),r=this.attribute("height").toPixels("y",!0),n=new P.Element.svg;n.attributes.viewBox=new P.Property("viewBox",this.attribute("viewBox").value),n.attributes.width=new P.Property("width",i+"px"),n.attributes.height=new P.Property("height",r+"px"),n.attributes.transform=new P.Property("transform",this.attribute("patternTransform").value),n.children=this.children;var a=g();a.width=i,a.height=r;var o=a.getContext("2d");this.attribute("x").hasValue()&&this.attribute("y").hasValue()&&o.translate(this.attribute("x").toPixels("x",!0),this.attribute("y").toPixels("y",!0));for(var s=-1;s<=1;s++)for(var l=-1;l<=1;l++)o.save(),n.attributes.x=new P.Property("x",s*a.width),n.attributes.y=new P.Property("y",l*a.height),n.render(o),o.restore();return t.createPattern(a,"repeat")}},P.Element.pattern.prototype=new P.Element.ElementBase,P.Element.marker=function(t){this.base=P.Element.ElementBase,this.base(t),this.baseRender=this.render,this.render=function(t,e,i){if(e){t.translate(e.x,e.y),"auto"==this.attribute("orient").valueOrDefault("auto")&&t.rotate(i),"strokeWidth"==this.attribute("markerUnits").valueOrDefault("strokeWidth")&&t.scale(t.lineWidth,t.lineWidth),t.save();var r=new P.Element.svg;r.attributes.viewBox=new P.Property("viewBox",this.attribute("viewBox").value),r.attributes.refX=new P.Property("refX",this.attribute("refX").value),r.attributes.refY=new P.Property("refY",this.attribute("refY").value),r.attributes.width=new P.Property("width",this.attribute("markerWidth").value),r.attributes.height=new P.Property("height",this.attribute("markerHeight").value),r.attributes.fill=new P.Property("fill",this.attribute("fill").valueOrDefault("black")),r.attributes.stroke=new P.Property("stroke",this.attribute("stroke").valueOrDefault("none")),r.children=this.children,r.render(t),t.restore(),"strokeWidth"==this.attribute("markerUnits").valueOrDefault("strokeWidth")&&t.scale(1/t.lineWidth,1/t.lineWidth),"auto"==this.attribute("orient").valueOrDefault("auto")&&t.rotate(-i),t.translate(-e.x,-e.y)}}},P.Element.marker.prototype=new P.Element.ElementBase,P.Element.defs=function(t){this.base=P.Element.ElementBase,this.base(t),this.render=function(t){}},P.Element.defs.prototype=new P.Element.ElementBase,P.Element.GradientBase=function(t){this.base=P.Element.ElementBase,this.base(t),this.stops=[];for(var e=0;e<this.children.length;e++){var i=this.children[e];"stop"==i.type&&this.stops.push(i)}this.getGradient=function(){},this.gradientUnits=function(){return this.attribute("gradientUnits").valueOrDefault("objectBoundingBox")},this.attributesToInherit=["gradientUnits"],this.inheritStopContainer=function(t){for(var e=0;e<this.attributesToInherit.length;e++){var i=this.attributesToInherit[e];!this.attribute(i).hasValue()&&t.attribute(i).hasValue()&&(this.attribute(i,!0).value=t.attribute(i).value)}},this.createGradient=function(t,e,i){var r=this;this.getHrefAttribute().hasValue()&&(r=this.getHrefAttribute().getDefinition(),this.inheritStopContainer(r));var n=function(t){return i.hasValue()?new P.Property("color",t).addOpacity(i).value:t},a=this.getGradient(t,e);if(null==a)return n(r.stops[r.stops.length-1].color);for(var o=0;o<r.stops.length;o++)a.addColorStop(r.stops[o].offset,n(r.stops[o].color));if(this.attribute("gradientTransform").hasValue()){var s=P.ViewPort.viewPorts[0],l=new P.Element.rect;l.attributes.x=new P.Property("x",-P.MAX_VIRTUAL_PIXELS/3),l.attributes.y=new P.Property("y",-P.MAX_VIRTUAL_PIXELS/3),l.attributes.width=new P.Property("width",P.MAX_VIRTUAL_PIXELS),l.attributes.height=new P.Property("height",P.MAX_VIRTUAL_PIXELS);var u=new P.Element.g;u.attributes.transform=new P.Property("transform",this.attribute("gradientTransform").value),u.children=[l];var c=new P.Element.svg;c.attributes.x=new P.Property("x",0),c.attributes.y=new P.Property("y",0),c.attributes.width=new P.Property("width",s.width),c.attributes.height=new P.Property("height",s.height),c.children=[u];var h=g();h.width=s.width,h.height=s.height;var d=h.getContext("2d");return d.fillStyle=a,c.render(d),d.createPattern(h,"no-repeat")}return a}},P.Element.GradientBase.prototype=new P.Element.ElementBase,P.Element.linearGradient=function(t){this.base=P.Element.GradientBase,this.base(t),this.attributesToInherit.push("x1"),this.attributesToInherit.push("y1"),this.attributesToInherit.push("x2"),this.attributesToInherit.push("y2"),this.getGradient=function(t,e){var i="objectBoundingBox"==this.gradientUnits()?e.getBoundingBox(t):null;this.attribute("x1").hasValue()||this.attribute("y1").hasValue()||this.attribute("x2").hasValue()||this.attribute("y2").hasValue()||(this.attribute("x1",!0).value=0,this.attribute("y1",!0).value=0,this.attribute("x2",!0).value=1,this.attribute("y2",!0).value=0);var r="objectBoundingBox"==this.gradientUnits()?i.x()+i.width()*this.attribute("x1").numValue():this.attribute("x1").toPixels("x"),n="objectBoundingBox"==this.gradientUnits()?i.y()+i.height()*this.attribute("y1").numValue():this.attribute("y1").toPixels("y"),a="objectBoundingBox"==this.gradientUnits()?i.x()+i.width()*this.attribute("x2").numValue():this.attribute("x2").toPixels("x"),o="objectBoundingBox"==this.gradientUnits()?i.y()+i.height()*this.attribute("y2").numValue():this.attribute("y2").toPixels("y");return r==a&&n==o?null:t.createLinearGradient(r,n,a,o)}},P.Element.linearGradient.prototype=new P.Element.GradientBase,P.Element.radialGradient=function(t){this.base=P.Element.GradientBase,this.base(t),this.attributesToInherit.push("cx"),this.attributesToInherit.push("cy"),this.attributesToInherit.push("r"),this.attributesToInherit.push("fx"),this.attributesToInherit.push("fy"),this.getGradient=function(t,e){var i=e.getBoundingBox(t);this.attribute("cx").hasValue()||(this.attribute("cx",!0).value="50%"),this.attribute("cy").hasValue()||(this.attribute("cy",!0).value="50%"),this.attribute("r").hasValue()||(this.attribute("r",!0).value="50%");var r="objectBoundingBox"==this.gradientUnits()?i.x()+i.width()*this.attribute("cx").numValue():this.attribute("cx").toPixels("x"),n="objectBoundingBox"==this.gradientUnits()?i.y()+i.height()*this.attribute("cy").numValue():this.attribute("cy").toPixels("y"),a=r,o=n;this.attribute("fx").hasValue()&&(a="objectBoundingBox"==this.gradientUnits()?i.x()+i.width()*this.attribute("fx").numValue():this.attribute("fx").toPixels("x")),this.attribute("fy").hasValue()&&(o="objectBoundingBox"==this.gradientUnits()?i.y()+i.height()*this.attribute("fy").numValue():this.attribute("fy").toPixels("y"));var s="objectBoundingBox"==this.gradientUnits()?(i.width()+i.height())/2*this.attribute("r").numValue():this.attribute("r").toPixels();return t.createRadialGradient(a,o,0,r,n,s)}},P.Element.radialGradient.prototype=new P.Element.GradientBase,P.Element.stop=function(t){this.base=P.Element.ElementBase,this.base(t),this.offset=this.attribute("offset").numValue(),this.offset<0&&(this.offset=0),1<this.offset&&(this.offset=1);var e=this.style("stop-color",!0);""===e.value&&(e.value="#000"),this.style("stop-opacity").hasValue()&&(e=e.addOpacity(this.style("stop-opacity"))),this.color=e.value},P.Element.stop.prototype=new P.Element.ElementBase,P.Element.AnimateBase=function(t){this.base=P.Element.ElementBase,this.base(t),P.Animations.push(this),this.duration=0,this.begin=this.attribute("begin").toMilliseconds(),this.maxDuration=this.begin+this.attribute("dur").toMilliseconds(),this.getProperty=function(){var t=this.attribute("attributeType").value,e=this.attribute("attributeName").value;return"CSS"==t?this.parent.style(e,!0):this.parent.attribute(e,!0)},this.initialValue=null,this.initialUnits="",this.removed=!1,this.calcValue=function(){return""},this.update=function(t){if(null==this.initialValue&&(this.initialValue=this.getProperty().value,this.initialUnits=this.getProperty().getUnits()),this.duration>this.maxDuration){if("indefinite"==this.attribute("repeatCount").value||"indefinite"==this.attribute("repeatDur").value)this.duration=0;else if("freeze"!=this.attribute("fill").valueOrDefault("remove")||this.frozen){if("remove"==this.attribute("fill").valueOrDefault("remove")&&!this.removed)return this.removed=!0,this.getProperty().value=this.parent.animationFrozen?this.parent.animationFrozenValue:this.initialValue,!0}else this.frozen=!0,this.parent.animationFrozen=!0,this.parent.animationFrozenValue=this.getProperty().value;return!1}this.duration=this.duration+t;var e=!1;if(this.begin<this.duration){var i=this.calcValue();this.attribute("type").hasValue()&&(i=this.attribute("type").value+"("+i+")"),this.getProperty().value=i,e=!0}return e},this.from=this.attribute("from"),this.to=this.attribute("to"),this.values=this.attribute("values"),this.values.hasValue()&&(this.values.value=this.values.value.split(";")),this.progress=function(){var t={progress:(this.duration-this.begin)/(this.maxDuration-this.begin)};if(this.values.hasValue()){var e=t.progress*(this.values.value.length-1),i=Math.floor(e),r=Math.ceil(e);t.from=new P.Property("from",parseFloat(this.values.value[i])),t.to=new P.Property("to",parseFloat(this.values.value[r])),t.progress=(e-i)/(r-i)}else t.from=this.from,t.to=this.to;return t}},P.Element.AnimateBase.prototype=new P.Element.ElementBase,P.Element.animate=function(t){this.base=P.Element.AnimateBase,this.base(t),this.calcValue=function(){var t=this.progress();return t.from.numValue()+(t.to.numValue()-t.from.numValue())*t.progress+this.initialUnits}},P.Element.animate.prototype=new P.Element.AnimateBase,P.Element.animateColor=function(t){this.base=P.Element.AnimateBase,this.base(t),this.calcValue=function(){var t=this.progress(),e=new f(t.from.value),i=new f(t.to.value);if(e.ok&&i.ok){var r=e.r+(i.r-e.r)*t.progress,n=e.g+(i.g-e.g)*t.progress,a=e.b+(i.b-e.b)*t.progress;return"rgb("+parseInt(r,10)+","+parseInt(n,10)+","+parseInt(a,10)+")"}return this.attribute("from").value}},P.Element.animateColor.prototype=new P.Element.AnimateBase,P.Element.animateTransform=function(t){this.base=P.Element.AnimateBase,this.base(t),this.calcValue=function(){for(var t=this.progress(),e=P.ToNumberArray(t.from.value),i=P.ToNumberArray(t.to.value),r="",n=0;n<e.length;n++)r+=e[n]+(i[n]-e[n])*t.progress+" ";return r}},P.Element.animateTransform.prototype=new P.Element.animate,P.Element.font=function(t){this.base=P.Element.ElementBase,this.base(t),this.horizAdvX=this.attribute("horiz-adv-x").numValue(),this.isRTL=!1,this.isArabic=!1,this.fontFace=null,this.missingGlyph=null,this.glyphs=[];for(var e=0;e<this.children.length;e++){var i=this.children[e];"font-face"==i.type?(this.fontFace=i).style("font-family").hasValue()&&(P.Definitions[i.style("font-family").value]=this):"missing-glyph"==i.type?this.missingGlyph=i:"glyph"==i.type&&(""!=i.arabicForm?(this.isRTL=!0,this.isArabic=!0,void 0===this.glyphs[i.unicode]&&(this.glyphs[i.unicode]=[]),this.glyphs[i.unicode][i.arabicForm]=i):this.glyphs[i.unicode]=i)}},P.Element.font.prototype=new P.Element.ElementBase,P.Element.fontface=function(t){this.base=P.Element.ElementBase,this.base(t),this.ascent=this.attribute("ascent").value,this.descent=this.attribute("descent").value,this.unitsPerEm=this.attribute("units-per-em").numValue()},P.Element.fontface.prototype=new P.Element.ElementBase,P.Element.missingglyph=function(t){this.base=P.Element.path,this.base(t),this.horizAdvX=0},P.Element.missingglyph.prototype=new P.Element.path,P.Element.glyph=function(t){this.base=P.Element.path,this.base(t),this.horizAdvX=this.attribute("horiz-adv-x").numValue(),this.unicode=this.attribute("unicode").value,this.arabicForm=this.attribute("arabic-form").value},P.Element.glyph.prototype=new P.Element.path,P.Element.text=function(t){this.captureTextNodes=!0,this.base=P.Element.RenderedElementBase,this.base(t),this.baseSetContext=this.setContext,this.setContext=function(t){this.baseSetContext(t);var e=this.style("dominant-baseline").toTextBaseline();null==e&&(e=this.style("alignment-baseline").toTextBaseline()),null!=e&&(t.textBaseline=e)},this.initializeCoordinates=function(t){this.x=this.attribute("x").toPixels("x"),this.y=this.attribute("y").toPixels("y"),this.attribute("dx").hasValue()&&(this.x+=this.attribute("dx").toPixels("x")),this.attribute("dy").hasValue()&&(this.y+=this.attribute("dy").toPixels("y")),this.x+=this.getAnchorDelta(t,this,0)},this.getBoundingBox=function(t){this.initializeCoordinates(t);for(var e=null,i=0;i<this.children.length;i++){var r=this.getChildBoundingBox(t,this,this,i);null==e?e=r:e.addBoundingBox(r)}return e},this.renderChildren=function(t){this.initializeCoordinates(t);for(var e=0;e<this.children.length;e++)this.renderChild(t,this,this,e)},this.getAnchorDelta=function(t,e,i){var r=this.style("text-anchor").valueOrDefault("start");if("start"!=r){for(var n=0,a=i;a<e.children.length;a++){var o=e.children[a];if(i<a&&o.attribute("x").hasValue())break;n+=o.measureTextRecursive(t)}return-1*("end"==r?n:n/2)}return 0},this.adjustChildCoordinates=function(t,e,i,r){var n=i.children[r];return n.attribute("x").hasValue()?(n.x=n.attribute("x").toPixels("x")+e.getAnchorDelta(t,i,r),n.attribute("dx").hasValue()&&(n.x+=n.attribute("dx").toPixels("x"))):(n.attribute("dx").hasValue()&&(e.x+=n.attribute("dx").toPixels("x")),n.x=e.x),e.x=n.x+n.measureText(t),n.attribute("y").hasValue()?(n.y=n.attribute("y").toPixels("y"),n.attribute("dy").hasValue()&&(n.y+=n.attribute("dy").toPixels("y"))):(n.attribute("dy").hasValue()&&(e.y+=n.attribute("dy").toPixels("y")),n.y=e.y),e.y=n.y,n},this.getChildBoundingBox=function(t,e,i,r){var n=this.adjustChildCoordinates(t,e,i,r),a=n.getBoundingBox(t);for(r=0;r<n.children.length;r++){var o=e.getChildBoundingBox(t,e,n,r);a.addBoundingBox(o)}return a},this.renderChild=function(t,e,i,r){var n=this.adjustChildCoordinates(t,e,i,r);for(n.render(t),r=0;r<n.children.length;r++)e.renderChild(t,e,n,r)}},P.Element.text.prototype=new P.Element.RenderedElementBase,P.Element.TextElementBase=function(t){this.base=P.Element.RenderedElementBase,this.base(t),this.getGlyph=function(t,e,i){var r=e[i],n=null;if(t.isArabic){var a="isolated";(0==i||" "==e[i-1])&&i<e.length-2&&" "!=e[i+1]&&(a="terminal"),0<i&&" "!=e[i-1]&&i<e.length-2&&" "!=e[i+1]&&(a="medial"),0<i&&" "!=e[i-1]&&(i==e.length-1||" "==e[i+1])&&(a="initial"),void 0!==t.glyphs[r]&&null==(n=t.glyphs[r][a])&&"glyph"==t.glyphs[r].type&&(n=t.glyphs[r])}else n=t.glyphs[r];return null==n&&(n=t.missingGlyph),n},this.renderChildren=function(t){var e=this.parent.style("font-family").getDefinition();if(null==e)"stroke"==t.paintOrder?(""!=t.strokeStyle&&t.strokeText(P.compressSpaces(this.getText()),this.x,this.y),""!=t.fillStyle&&t.fillText(P.compressSpaces(this.getText()),this.x,this.y)):(""!=t.fillStyle&&t.fillText(P.compressSpaces(this.getText()),this.x,this.y),""!=t.strokeStyle&&t.strokeText(P.compressSpaces(this.getText()),this.x,this.y));else{var i=this.parent.style("font-size").numValueOrDefault(P.Font.Parse(P.ctx.font).fontSize),r=this.parent.style("font-style").valueOrDefault(P.Font.Parse(P.ctx.font).fontStyle),n=this.getText();e.isRTL&&(n=n.split("").reverse().join(""));for(var a=P.ToNumberArray(this.parent.attribute("dx").value),o=0;o<n.length;o++){var s=this.getGlyph(e,n,o),l=i/e.fontFace.unitsPerEm;t.translate(this.x,this.y),t.scale(l,-l);var u=t.lineWidth;t.lineWidth=t.lineWidth*e.fontFace.unitsPerEm/i,"italic"==r&&t.transform(1,0,.4,1,0,0),s.render(t),"italic"==r&&t.transform(1,0,-.4,1,0,0),t.lineWidth=u,t.scale(1/l,-1/l),t.translate(-this.x,-this.y),this.x+=i*(s.horizAdvX||e.horizAdvX)/e.fontFace.unitsPerEm,void 0===a[o]||isNaN(a[o])||(this.x+=a[o])}}},this.getText=function(){},this.measureTextRecursive=function(t){for(var e=this.measureText(t),i=0;i<this.children.length;i++)e+=this.children[i].measureTextRecursive(t);return e},this.measureText=function(t){var e=this.parent.style("font-family").getDefinition();if(null!=e){var i=this.parent.style("font-size").numValueOrDefault(P.Font.Parse(P.ctx.font).fontSize),r=0,n=this.getText();e.isRTL&&(n=n.split("").reverse().join(""));for(var a=P.ToNumberArray(this.parent.attribute("dx").value),o=0;o<n.length;o++)r+=(this.getGlyph(e,n,o).horizAdvX||e.horizAdvX)*i/e.fontFace.unitsPerEm,void 0===a[o]||isNaN(a[o])||(r+=a[o]);return r}var s=P.compressSpaces(this.getText());if(!t.measureText)return 10*s.length;t.save(),this.setContext(t,!0);var l=t.measureText(s).width;return t.restore(),l},this.getBoundingBox=function(t){var e=this.parent.style("font-size").numValueOrDefault(P.Font.Parse(P.ctx.font).fontSize);return new P.BoundingBox(this.x,this.y-e,this.x+this.measureText(t),this.y)}},P.Element.TextElementBase.prototype=new P.Element.RenderedElementBase,P.Element.tspan=function(t){this.captureTextNodes=!0,this.base=P.Element.TextElementBase,this.base(t),this.text=P.compressSpaces(t.value||t.text||t.textContent||""),this.getText=function(){return 0<this.children.length?"":this.text}},P.Element.tspan.prototype=new P.Element.TextElementBase,P.Element.tref=function(t){this.base=P.Element.TextElementBase,this.base(t),this.getText=function(){var t=this.getHrefAttribute().getDefinition();if(null!=t)return t.children[0].getText()}},P.Element.tref.prototype=new P.Element.TextElementBase,P.Element.a=function(t){this.base=P.Element.TextElementBase,this.base(t),this.hasText=0<t.childNodes.length;for(var e=0;e<t.childNodes.length;e++)3!=t.childNodes[e].nodeType&&(this.hasText=!1);this.text=this.hasText?t.childNodes[0].value||t.childNodes[0].data:"",this.getText=function(){return this.text},this.baseRenderChildren=this.renderChildren,this.renderChildren=function(t){if(this.hasText){this.baseRenderChildren(t);var e=new P.Property("fontSize",P.Font.Parse(P.ctx.font).fontSize);P.Mouse.checkBoundingBox(this,new P.BoundingBox(this.x,this.y-e.toPixels("y"),this.x+this.measureText(t),this.y))}else if(0<this.children.length){var i=new P.Element.g;i.children=this.children,i.parent=this,i.render(t)}},this.onclick=function(){c.open(this.getHrefAttribute().value)},this.onmousemove=function(){P.ctx.canvas.style.cursor="pointer"}},P.Element.a.prototype=new P.Element.TextElementBase,P.Element.image=function(t){this.base=P.Element.RenderedElementBase,this.base(t);var e=this.getHrefAttribute().value;if(""!=e){var a=e.match(/\.svg$/);if(P.Images.push(this),this.loaded=!1,a)this.img=P.ajax(e),this.loaded=!0;else{this.img=document.createElement("img"),1==P.opts.useCORS&&(this.img.crossOrigin="Anonymous");var o=this;this.img.onload=function(){o.loaded=!0},this.img.onerror=function(){P.log('ERROR: image "'+e+'" not found'),o.loaded=!0},this.img.src=e}this.renderChildren=function(t){var e=this.attribute("x").toPixels("x"),i=this.attribute("y").toPixels("y"),r=this.attribute("width").toPixels("x"),n=this.attribute("height").toPixels("y");0!=r&&0!=n&&(t.save(),a?t.drawSvg(this.img,e,i,r,n):(t.translate(e,i),P.AspectRatio(t,this.attribute("preserveAspectRatio").value,r,this.img.width,n,this.img.height,0,0),o.loaded&&(void 0===this.img.complete||this.img.complete)&&t.drawImage(this.img,0,0)),t.restore())},this.getBoundingBox=function(){var t=this.attribute("x").toPixels("x"),e=this.attribute("y").toPixels("y"),i=this.attribute("width").toPixels("x"),r=this.attribute("height").toPixels("y");return new P.BoundingBox(t,e,t+i,e+r)}}},P.Element.image.prototype=new P.Element.RenderedElementBase,P.Element.g=function(t){this.base=P.Element.RenderedElementBase,this.base(t),this.getBoundingBox=function(t){for(var e=new P.BoundingBox,i=0;i<this.children.length;i++)e.addBoundingBox(this.children[i].getBoundingBox(t));return e}},P.Element.g.prototype=new P.Element.RenderedElementBase,P.Element.symbol=function(t){this.base=P.Element.RenderedElementBase,this.base(t),this.render=function(t){}},P.Element.symbol.prototype=new P.Element.RenderedElementBase,P.Element.style=function(t){this.base=P.Element.ElementBase,this.base(t);for(var e="",i=0;i<t.childNodes.length;i++)e+=t.childNodes[i].data;e=e.replace(/(\/\*([^*]|[\r\n]|(\*+([^*\/]|[\r\n])))*\*+\/)|(^[\s]*\/\/.*)/gm,"");var r=(e=P.compressSpaces(e)).split("}");for(i=0;i<r.length;i++)if(""!=P.trim(r[i]))for(var n=r[i].split("{"),a=n[0].split(","),o=n[1].split(";"),s=0;s<a.length;s++){var l=P.trim(a[s]);if(""!=l){for(var u=P.Styles[l]||{},c=0;c<o.length;c++){var h=o[c].indexOf(":"),d=o[c].substr(0,h),f=o[c].substr(h+1,o[c].length-h);null!=d&&null!=f&&(u[P.trim(d)]=new P.Property(P.trim(d),P.trim(f)))}if(P.Styles[l]=u,P.StylesSpecificity[l]=E(l),"@font-face"==l)for(var g=u["font-family"].value.replace(/"/g,""),A=u.src.value.split(","),p=0;p<A.length;p++)if(0<A[p].indexOf('format("svg")'))for(var m=A[p].indexOf("url"),y=A[p].indexOf(")",m),C=A[p].substr(m+5,y-m-6),v=P.parseXml(P.ajax(C)).getElementsByTagName("font"),I=0;I<v.length;I++){var b=P.CreateElement(v[I]);P.Definitions[g]=b}}}},P.Element.style.prototype=new P.Element.ElementBase,P.Element.use=function(t){this.base=P.Element.RenderedElementBase,this.base(t),this.baseSetContext=this.setContext,this.setContext=function(t){this.baseSetContext(t),this.attribute("x").hasValue()&&t.translate(this.attribute("x").toPixels("x"),0),this.attribute("y").hasValue()&&t.translate(0,this.attribute("y").toPixels("y"))};var r=this.getHrefAttribute().getDefinition();this.path=function(t){null!=r&&r.path(t)},this.elementTransform=function(){if(null!=r&&r.style("transform",!1,!0).hasValue())return new P.Transform(r.style("transform",!1,!0).value)},this.getBoundingBox=function(t){if(null!=r)return r.getBoundingBox(t)},this.renderChildren=function(t){if(null!=r){var e=r;"symbol"==r.type&&((e=new P.Element.svg).type="svg",e.attributes.viewBox=new P.Property("viewBox",r.attribute("viewBox").value),e.attributes.preserveAspectRatio=new P.Property("preserveAspectRatio",r.attribute("preserveAspectRatio").value),e.attributes.overflow=new P.Property("overflow",r.attribute("overflow").value),e.children=r.children),"svg"==e.type&&(this.attribute("width").hasValue()&&(e.attributes.width=new P.Property("width",this.attribute("width").value)),this.attribute("height").hasValue()&&(e.attributes.height=new P.Property("height",this.attribute("height").value)));var i=e.parent;e.parent=null,e.render(t),e.parent=i}}},P.Element.use.prototype=new P.Element.RenderedElementBase,P.Element.mask=function(t){this.base=P.Element.ElementBase,this.base(t),this.apply=function(t,e){var i=this.attribute("x").toPixels("x"),r=this.attribute("y").toPixels("y"),n=this.attribute("width").toPixels("x"),a=this.attribute("height").toPixels("y");if(0==n&&0==a){for(var o=new P.BoundingBox,s=0;s<this.children.length;s++)o.addBoundingBox(this.children[s].getBoundingBox(t));i=Math.floor(o.x1),r=Math.floor(o.y1),n=Math.floor(o.width()),a=Math.floor(o.height())}var l=e.attribute("mask").value;e.attribute("mask").value="";var u=g();u.width=i+n,u.height=r+a;var c=u.getContext("2d");this.renderChildren(c);var h=g();h.width=i+n,h.height=r+a;var d=h.getContext("2d");e.render(d),d.globalCompositeOperation="destination-in",d.fillStyle=c.createPattern(u,"no-repeat"),d.fillRect(0,0,i+n,r+a),t.fillStyle=d.createPattern(h,"no-repeat"),t.fillRect(0,0,i+n,r+a),e.attribute("mask").value=l},this.render=function(t){}},P.Element.mask.prototype=new P.Element.ElementBase,P.Element.clipPath=function(t){this.base=P.Element.ElementBase,this.base(t),this.apply=function(t){var e="undefined"!=typeof CanvasRenderingContext2D,i=t.beginPath,r=t.closePath;e&&(CanvasRenderingContext2D.prototype.beginPath=function(){},CanvasRenderingContext2D.prototype.closePath=function(){}),i.call(t);for(var n=0;n<this.children.length;n++){var a=this.children[n];if(void 0!==a.path){var o=void 0!==a.elementTransform&&a.elementTransform();!o&&a.style("transform",!1,!0).hasValue()&&(o=new P.Transform(a.style("transform",!1,!0).value)),o&&o.apply(t),a.path(t),e&&(CanvasRenderingContext2D.prototype.closePath=r),o&&o.unapply(t)}}r.call(t),t.clip(),e&&(CanvasRenderingContext2D.prototype.beginPath=i,CanvasRenderingContext2D.prototype.closePath=r)},this.render=function(t){}},P.Element.clipPath.prototype=new P.Element.ElementBase,P.Element.filter=function(t){this.base=P.Element.ElementBase,this.base(t),this.apply=function(t,e){var i=e.getBoundingBox(t),r=Math.floor(i.x1),n=Math.floor(i.y1),a=Math.floor(i.width()),o=Math.floor(i.height()),s=e.style("filter").value;e.style("filter").value="";for(var l=0,u=0,c=0;c<this.children.length;c++){var h=this.children[c].extraFilterDistance||0;l=Math.max(l,h),u=Math.max(u,h)}var d=g();d.width=a+2*l,d.height=o+2*u;var f=d.getContext("2d");for(f.translate(-r+l,-n+u),e.render(f),c=0;c<this.children.length;c++)"function"==typeof this.children[c].apply&&this.children[c].apply(f,0,0,a+2*l,o+2*u);t.drawImage(d,0,0,a+2*l,o+2*u,r-l,n-u,a+2*l,o+2*u),e.style("filter",!0).value=s},this.render=function(t){}},P.Element.filter.prototype=new P.Element.ElementBase,P.Element.feMorphology=function(t){this.base=P.Element.ElementBase,this.base(t),this.apply=function(t,e,i,r,n){}},P.Element.feMorphology.prototype=new P.Element.ElementBase,P.Element.feComposite=function(t){this.base=P.Element.ElementBase,this.base(t),this.apply=function(t,e,i,r,n){}},P.Element.feComposite.prototype=new P.Element.ElementBase,P.Element.feColorMatrix=function(t){this.base=P.Element.ElementBase,this.base(t);var r=P.ToNumberArray(this.attribute("values").value);switch(this.attribute("type").valueOrDefault("matrix")){case"saturate":var e=r[0];r=[.213+.787*e,.715-.715*e,.072-.072*e,0,0,.213-.213*e,.715+.285*e,.072-.072*e,0,0,.213-.213*e,.715-.715*e,.072+.928*e,0,0,0,0,0,1,0,0,0,0,0,1];break;case"hueRotate":var n=r[0]*Math.PI/180,i=function(t,e,i){return t+Math.cos(n)*e+Math.sin(n)*i};r=[i(.213,.787,-.213),i(.715,-.715,-.715),i(.072,-.072,.928),0,0,i(.213,-.213,.143),i(.715,.285,.14),i(.072,-.072,-.283),0,0,i(.213,-.213,-.787),i(.715,-.715,.715),i(.072,.928,.072),0,0,0,0,0,1,0,0,0,0,0,1];break;case"luminanceToAlpha":r=[0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,.2125,.7154,.0721,0,0,0,0,0,0,1]}function c(t,e,i,r,n,a){return t[i*r*4+4*e+a]}function h(t,e,i,r,n,a,o){t[i*r*4+4*e+a]=o}function d(t,e){var i=r[t];return i*(i<0?e-255:e)}this.apply=function(t,e,i,r,n){var a=t.getImageData(0,0,r,n);for(i=0;i<n;i++)for(e=0;e<r;e++){var o=c(a.data,e,i,r,0,0),s=c(a.data,e,i,r,0,1),l=c(a.data,e,i,r,0,2),u=c(a.data,e,i,r,0,3);h(a.data,e,i,r,0,0,d(0,o)+d(1,s)+d(2,l)+d(3,u)+d(4,1)),h(a.data,e,i,r,0,1,d(5,o)+d(6,s)+d(7,l)+d(8,u)+d(9,1)),h(a.data,e,i,r,0,2,d(10,o)+d(11,s)+d(12,l)+d(13,u)+d(14,1)),h(a.data,e,i,r,0,3,d(15,o)+d(16,s)+d(17,l)+d(18,u)+d(19,1))}t.clearRect(0,0,r,n),t.putImageData(a,0,0)}},P.Element.feColorMatrix.prototype=new P.Element.ElementBase,P.Element.feGaussianBlur=function(t){this.base=P.Element.ElementBase,this.base(t),this.blurRadius=Math.floor(this.attribute("stdDeviation").numValue()),this.extraFilterDistance=this.blurRadius,this.apply=function(t,e,i,r,n){A&&void 0!==A.canvasRGBA?(t.canvas.id=P.UniqueId(),t.canvas.style.display="none",document.body.appendChild(t.canvas),A.canvasRGBA(t.canvas,e,i,r,n,this.blurRadius),document.body.removeChild(t.canvas)):P.log("ERROR: StackBlur.js must be included for blur to work")}},P.Element.feGaussianBlur.prototype=new P.Element.ElementBase,P.Element.title=function(t){},P.Element.title.prototype=new P.Element.ElementBase,P.Element.desc=function(t){},P.Element.desc.prototype=new P.Element.ElementBase,P.Element.MISSING=function(t){P.log("ERROR: Element '"+t.nodeName+"' not yet implemented.")},P.Element.MISSING.prototype=new P.Element.ElementBase,P.CreateElement=function(t){var e=t.nodeName.replace(/^[^:]+:/,"");e=e.replace(/\-/g,"");var i=null;return(i=void 0!==P.Element[e]?new P.Element[e](t):new P.Element.MISSING(t)).type=t.nodeName,i},P.load=function(t,e){P.loadXml(t,P.ajax(e))},P.loadXml=function(t,e){P.loadXmlDoc(t,P.parseXml(e))},P.loadXmlDoc=function(a,o){P.init(a);var i=function(t){for(var e=a.canvas;e;)t.x-=e.offsetLeft,t.y-=e.offsetTop,e=e.offsetParent;return c.scrollX&&(t.x+=c.scrollX),c.scrollY&&(t.y+=c.scrollY),t};1!=P.opts.ignoreMouse&&(a.canvas.onclick=function(t){var e=i(new P.Point(null!=t?t.clientX:event.clientX,null!=t?t.clientY:event.clientY));P.Mouse.onclick(e.x,e.y)},a.canvas.onmousemove=function(t){var e=i(new P.Point(null!=t?t.clientX:event.clientX,null!=t?t.clientY:event.clientY));P.Mouse.onmousemove(e.x,e.y)});var s=P.CreateElement(o.documentElement);s.root=!0,s.addStylesFromStyleDefinition();var l=!0,r=function(){P.ViewPort.Clear(),a.canvas.parentNode?P.ViewPort.SetCurrent(a.canvas.parentNode.clientWidth,a.canvas.parentNode.clientHeight):P.ViewPort.SetCurrent(800,600),1!=P.opts.ignoreDimensions&&(s.style("width").hasValue()&&(a.canvas.width=s.style("width").toPixels("x"),a.canvas.style&&(a.canvas.style.width=a.canvas.width+"px")),s.style("height").hasValue()&&(a.canvas.height=s.style("height").toPixels("y"),a.canvas.style&&(a.canvas.style.height=a.canvas.height+"px")));var t=a.canvas.clientWidth||a.canvas.width,e=a.canvas.clientHeight||a.canvas.height;if(1==P.opts.ignoreDimensions&&s.style("width").hasValue()&&s.style("height").hasValue()&&(t=s.style("width").toPixels("x"),e=s.style("height").toPixels("y")),P.ViewPort.SetCurrent(t,e),null!=P.opts.offsetX&&(s.attribute("x",!0).value=P.opts.offsetX),null!=P.opts.offsetY&&(s.attribute("y",!0).value=P.opts.offsetY),null!=P.opts.scaleWidth||null!=P.opts.scaleHeight){var i=null,r=null,n=P.ToNumberArray(s.attribute("viewBox").value);null!=P.opts.scaleWidth&&(s.attribute("width").hasValue()?i=s.attribute("width").toPixels("x")/P.opts.scaleWidth:isNaN(n[2])||(i=n[2]/P.opts.scaleWidth)),null!=P.opts.scaleHeight&&(s.attribute("height").hasValue()?r=s.attribute("height").toPixels("y")/P.opts.scaleHeight:isNaN(n[3])||(r=n[3]/P.opts.scaleHeight)),null==i&&(i=r),null==r&&(r=i),s.attribute("width",!0).value=P.opts.scaleWidth,s.attribute("height",!0).value=P.opts.scaleHeight,s.style("transform",!0,!0).value+=" scale("+1/i+","+1/r+")"}1!=P.opts.ignoreClear&&a.clearRect(0,0,t,e),s.render(a),l&&(l=!1,"function"==typeof P.opts.renderCallback&&P.opts.renderCallback(o))},n=!0;P.ImagesLoaded()&&(n=!1,r()),P.intervalID=setInterval(function(){var t=!1;if(n&&P.ImagesLoaded()&&(t=!(n=!1)),1!=P.opts.ignoreMouse&&(t|=P.Mouse.hasEvents()),1!=P.opts.ignoreAnimation)for(var e=0;e<P.Animations.length;e++)t|=P.Animations[e].update(1e3/P.FRAMERATE);"function"==typeof P.opts.forceRedraw&&1==P.opts.forceRedraw()&&(t=!0),t&&(r(),P.Mouse.runEvents())},1e3/P.FRAMERATE)},P.stop=function(){P.intervalID&&clearInterval(P.intervalID)},P.Mouse=new function(){this.events=[],this.hasEvents=function(){return 0!=this.events.length},this.onclick=function(t,e){this.events.push({type:"onclick",x:t,y:e,run:function(t){t.onclick&&t.onclick()}})},this.onmousemove=function(t,e){this.events.push({type:"onmousemove",x:t,y:e,run:function(t){t.onmousemove&&t.onmousemove()}})},this.eventElements=[],this.checkPath=function(t,e){for(var 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r;return(0,a.default)(this,n),(r=(0,s.default)(this,(0,l.default)(n).call(this))).echartslayer=[],r._layers=[],r.serverUrl=e.serverUrl||"https://www.supermapol.com",r.accessToken=e.accessToken,r.accessKey=e.accessKey,r.tiandituKey=e.tiandituKey||"",r.withCredentials=e.withCredentials||!1,r.proxy=e.proxy,r.target=e.target||"map",r.excludePortalProxyUrl=e.excludePortalProxyUrl,r.isSuperMapOnline=e.isSuperMapOnline,r.ignoreBaseProjection=e.ignoreBaseProjection,r.echartslayer=[],r.webMapService=new f.default(t,e),r.mapOptions=i,r.eventTypes=["getmapinfofailed","crsnotsupport","getlayerdatasourcefailed","addlayerssucceeded","notsupportmvt","notsupportbaidumap","projectionIsNotMatch","beforeremovemap"],r.mapId=t,r}return(0,u.default)(n,t),(0,o.default)(n,[{key:"echartsLayerResize",value:function(){this.echartslayer.forEach(function(t){t.chart.resize()})}},{key:"setMapId",value:function(t){var 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t.mapParams={title:this.webMapInfo.title,description:this.webMapInfo.description},this.mapParams=t.mapParams,void this._getMapInfo(t,null)}this.mapId&&this.serverUrl?(this._taskID=new Date,this.getMapInfo(this._taskID)):this._createMap()}},{key:"getMapInfo",value:function(e){var i=this;this.serverUrl=this.webMapService.handleServerUrl(this.serverUrl),this.webMapService.getMapInfo().then(function(t){i._taskID===e&&(i.mapParams=t.mapParams,i._getMapInfo(t,e))},function(t){throw t}).catch(function(t){i.triggerEvent("getmapinfofailed",{error:t}),console.log(t)})}},{key:"getBaseLayerType",value:function(t){var e=t.layerType;switch((-1<e.indexOf("TIANDITU_VEC")||-1<e.indexOf("TIANDITU_IMG")||-1<e.indexOf("TIANDITU_TER"))&&(e="TIANDITU"),e){case"TILE":case"SUPERMAP_REST":return"TILE";case"CLOUD":case"CLOUD_BLACK":return"CLOUD";case"OSM":case"JAPAN_ORT":case"JAPAN_RELIEF":case"JAPAN_PALE":case"JAPAN_STD":case"GOOGLE_CN":case"GOOGLE":return"XYZ";default:return e}}},{key:"getMapurls",value:function(t){var e=0<arguments.length&&void 0!==t?t:{};return{CLOUD:e.CLOUD||"http://t2.dituhui.com/FileService/image?map=quanguo&type=web&x={x}&y={y}&z={z}",CLOUD_BLACK:e.CLOUD_BLACK||"http://t3.dituhui.com/MapService/getGdp?x={x}&y={y}&z={z}",OSM:e.OSM||"https://{a-c}.tile.openstreetmap.org/{z}/{x}/{y}.png",GOOGLE:"https://www.google.cn/maps/vt/pb=!1m4!1m3!1i{z}!2i{x}!3i{y}!2m3!1e0!2sm!3i380072576!3m8!2szh-CN!3scn!5e1105!12m4!1e68!2m2!1sset!2sRoadmap!4e0!5m1!1e0",GOOGLE_CN:"https://mt{0-3}.google.cn/vt/lyrs=m&hl=zh-CN&gl=cn&x={x}&y={y}&z={z}",JAPAN_STD:"https://cyberjapandata.gsi.go.jp/xyz/std/{z}/{x}/{y}.png",JAPAN_PALE:"https://cyberjapandata.gsi.go.jp/xyz/pale/{z}/{x}/{y}.png",JAPAN_RELIEF:"https://cyberjapandata.gsi.go.jp/xyz/relief/{z}/{x}/{y}.png",JAPAN_ORT:"https://cyberjapandata.gsi.go.jp/xyz/ort/{z}/{x}/{y}.jpg"}}},{key:"getLayerFeatures",value:function(e,i,t){var r=this,n=this.webMapService.getLayerFeatures(t,e,this.baseProjection);n&&n.then(function(t){r.mapId&&r._taskID!==i||r._getLayerFeaturesSucceeded(t,e)},function(t){throw new Error(t)}).catch(function(t){r._addLayerSucceeded(),r.triggerEvent("getlayerdatasourcefailed",{error:t,layer:e,map:r.map}),console.log(t)})}},{key:"setFeatureInfo",value:function(t){var e,i=t.dv_v5_markerInfo;if(!i||!i.dataViz_title)return i;e=i;var r=t.properties;for(var n in e)r[n]&&(e[n]=r[n],delete r[n]);return e}},{key:"getRankStyleGroup",value:function(i,t,e){var r=[],n=[],a=e.style,o=e.themeSetting,s=o.segmentMethod,l=o.segmentCount,u=o.customSettings,c=e.themeSetting.minRadius,h=e.themeSetting.maxRadius,d=o.colors,f=a.fillColor;t.forEach(function(t){var e=t.properties[i];null!=e&&(0,M.default)(+e)&&r.push(Number(e))});try{n=SuperMap.ArrayStatistic.getArraySegments(r,s,l)}catch(t){console.log(t)}for(var g=0;g<l;g++)if(g in u){var A=u[g].segment.start,p=u[g].segment.end;null!=A&&(n[g]=A),null!=p&&(n[g+1]=p)}var m=[];if(n&&n.length){for(var y,C,v=n.length,I=(h-c)/(v-1),b=Number(((h+c)/2).toFixed(2)),E="",w=d?SuperMap.ColorsPickerUtil.getGradientColors(d,v,"RANGE"):[],B=0;B<v-1;B++)b=(y=Number(n[B].toFixed(2)))===(C=Number(n[B+1].toFixed(2)))?b:c+Math.round(I*B),C=B===v-2?C+.01:C,b=u[B]&&u[B].radius?u[B].radius:b,a.radius=b,d&&0<d.length&&(E=u[B]&&u[B].color?u[B].color:w[B]||f,a.fillColor=E),m.push({radius:b,color:E,start:y,end:C,style:a});return m}return!1}},{key:"createRankStyleSource",value:function(t,e){var i=t.themeSetting.themeField,r=this.getRankStyleGroup(i,e,t);return!!r&&{parameters:t,styleGroups:r}}},{key:"isMatchAdministrativeName",value:function(t,e){if("string"!=typeof e||e.constructor!==String)return!1;var i=t.substr(0,2);return"张家"===i&&(i=t.substr(0,3)),!!e.match(new RegExp(i))}},{key:"getRestMapLayerInfo",value:function(t,e){var i=t.bounds,r=t.coordUnit,n=t.visibleScales,a=t.url;return e.layerType="TILE",e.orginEpsgCode=this.baseProjection,e.units=r&&r.toLowerCase(),e.extent=[i.left,i.bottom,i.right,i.top],e.visibleScales=n,e.url=a,e.sourceType="TILE",e}},{key:"handleLayerFeatures",value:function(t,e){var i=e.layerType,r=e.style,n=e.themeSetting,a=e.filterCondition;return(r||n)&&a&&"RANGE"!==i&&"UNIQUE"!==i&&"RANK_SYMBOL"!==i&&(t=this.getFilterFeatures(a,t)),t}},{key:"mergeFeatures",value:function(t,e,i){if(e=e.map(function(t,e){return t.properties.hasOwnProperty("index")||(t.properties.index=e),t}),!i)return e;var r=this.map.getSource(t);if(!r||!r._data.features)return e;var n=r._data.features,a=[];return e.forEach(function(e){var t=n.find(function(t){return isNaN(+t.properties[i])&&isNaN(+e.properties[i])?JSON.stringify(t.properties[i]||"")===JSON.stringify(e.properties[i]||""):+t.properties[i]==+e.properties[i]});t?a.push(Object.assign(Object.assign({},t),e)):e.geometry&&a.push(e)}),a}},{key:"getFilterFeatures",value:function(t,e){if(!t)return e;for(var i="select * from json where ("+this.replaceFilterCharacter(t)+")",r=[],n=0;n<e.length;n++){var a=e[n],o=void 0;try{o=window.jsonsql.query(i,{properties:a.properties})}catch(t){continue}o&&0<o.length&&r.push(a)}return r}},{key:"replaceFilterCharacter",value:function(t){return t=t.replace(/=/g,"==").replace(/AND|and/g,"&&").replace(/or|OR/g,"||").replace(/<==/g,"<=").replace(/>==/g,">=")}},{key:"getEchartsLayerOptions",value:function(t,e,i){var r=this.webMapService.getFeatureProperties(e),n=this._createLinesData(t,r),a=this._createPointsData(n,t,r);return this._createOptions(t,n,a,i)}},{key:"getDashStyle",value:function(t,e,i){var r=2<arguments.length&&void 0!==i?i:"array";if(!t)return"array"===r?[]:"";var n,a=1<arguments.length&&void 0!==e?e:1;switch(t){case"solid":n=[];break;case"dot":n=[1,4*a];break;case"dash":n=[4*a,4*a];break;case"dashrailway":n=[8*a,12*a];break;case"dashdot":n=[4*a,4*a,1*a,4*a];break;case"longdash":n=[8*a,4*a];break;case"longdashdot":n=[8*a,4*a,1,4*a];break;default:SuperMap.Util.isArray(t)&&(n=t),n=(t=SuperMap.String.trim(t).replace(/\s+/g,",")).replace(/\[|\]/gi,"").split(",")}return n="array"===r?n:n.join(",")}},{key:"getCanvasFromSVG",value:function(t,e,i){var r=document.createElement("canvas");r.id="dataviz-canvas-".concat((new Date).getTime()),r.style.display="none",e.appendChild(r),(window.canvg?window.canvg:d.default)(r.id,t,{ignoreMouse:!0,ignoreAnimation:!0,renderCallback:function(){300<r.width||300<r.height||i(r)},forceRedraw:function(){return!1}})}},{key:"getRangeStyleGroup",value:function(t,e){var i,r=t.featureType,n=t.style,a=t.themeSetting,o=a.customSettings,s=a.themeField,l=a.segmentCount,u=a.segmentMethod,c=a.colors,h=[];e.forEach(function(t){if(i=t.properties){var e=i[s];(e||0===e)&&(0,M.default)(+e)&&h.push(parseFloat(e))}},this);var d=SuperMap.ArrayStatistic.getArraySegments(h,u,l);if(d){var f=l;i&&d[0]===d[i.length-1]&&(f=1,d.length=2);for(var g=0;g<d.length;g++){var A=d[g];A=0===g?Math.floor(100*A)/100:Math.ceil(100*A)/100+.1,d[g]=Number(A.toFixed(2))}var p=c;p=SuperMap.ColorsPickerUtil.getGradientColors(p,f,"RANGE");for(var m=0;m<f;m++)m in o&&(o[m].segment.start&&(d[m]=o[m].segment.start),o[m].segment.end&&(d[m+1]=o[m].segment.end));for(var y=[],C=0;C<f;C++){var v=p[C];C in o&&o[C].color&&(v=o[C].color),"LINE"===r?n.strokeColor=v:n.fillColor=v;var I=d[C],b=d[C+1],E=JSON.parse(JSON.stringify(n));y.push({style:E,color:v,start:I,end:b})}return y}}},{key:"getUniqueStyleGroup",value:function(t,e){var r=t.featureType,n=t.style,i=t.themeSetting,a=i.themeField,o=i.colors,s=i.customSettings;Object.keys(e[0].properties).forEach(function(t){t.toLocaleUpperCase()===a.toLocaleUpperCase()&&(a=t)});var l=[];for(var u in e){var c=e[u].properties[a],h=!1;for(var d in l)if(l[d]===c){h=!0;break}h||l.push(c||"0")}var f=o;f=SuperMap.ColorsPickerUtil.getGradientColors(f,l.length);var g=[];return l.forEach(function(t,e){var i=f[e];t in s&&(i=s[t]),"LINE"===r?n.strokeColor=i:n.fillColor=i,g.push({color:i,style:Object.assign({},n),value:t})},this),g}},{key:"transformFeatures",value:function(i){var a=this;return i&&i.forEach(function(t,e){var r=t.geometry.type,n=t.geometry.coordinates;0!==n.length&&("LineString"===r?n.forEach(function(t,e){t=a._unproject(t),n[e]=t},a):"Point"===r?(n=a._unproject(n),t.geometry.coordinates=n):"MultiPolygon"!==r&&"Polygon"!==r||n.forEach(function(t,e){var i="MultiPolygon"===r?t[0]:t;i.forEach(function(t,e){t=a._unproject(t),i[e]=t}),n[e]=t}),i[e]=t)}),i}},{key:"handleSvgColor",value:function(t,e){var i=t.fillColor,r=t.fillOpacity,n=t.strokeColor,a=t.strokeOpacity,o=t.strokeWidth,s=e.getContext("2d");i&&(s.fillStyle=(0,g.getColorWithOpacity)(i,r),s.fill()),(n||o)&&(s.strokeStyle=(0,g.getColorWithOpacity)(n,a),s.lineWidth=o,s.stroke())}},{key:"_createLinesData",value:function(t,e){var r=this,a=[];if(e&&e.length){var o,s,l=t.from,u=t.to;if("XY_FIELD"===l.type&&l.xField&&l.yField&&u.xField&&u.yField)e.forEach(function(t){var e=t[l.xField],i=t[l.yField],r=t[u.xField],n=t[u.yField];e&&i&&r&&n&&(o=[t[l.xField],t[l.yField]],s=[t[u.xField],t[u.yField]],a.push({coords:[o,s]}))});else if("PLACE_FIELD"===l.type&&l.field&&u.field){var n=h.default.concat(c.default);e.forEach(function(t){var e=t[l.field],i=t[u.field];o=n.find(function(t){return r.isMatchAdministrativeName(t.name,e)}),s=n.find(function(t){return r.isMatchAdministrativeName(t.name,i)}),o&&s&&a.push({coords:[o.coord,s.coord]})})}}return a}},{key:"_createPointsData",value:function(t,e,s){var i=[],l=e.labelSetting;if(!l.show||!t.length)return i;var u=[],c=[];return t.forEach(function(t,e){var i=t.coords,r=i[0],n=i[1],a=s[e][l.from],o=s[e][l.to];u.find(function(t){return t.value[0]===r[0]&&t.value[1]===r[1]})||u.push({name:a,value:r}),c.find(function(t){return t.value[0]===n[0]&&t.value[1]===n[1]})||c.push({name:o,value:n})}),i=u.concat(c)}},{key:"_createOptions",value:function(t,e,i,r){var n,a=this._createLineSeries(t,e,r);if(i&&i.length){var o=this._createPointSeries(t,i,r);n=a.concat(o)}else n=a.slice();return{series:n}}},{key:"_createPointSeries",value:function(t,e,i){var r=t.lineSetting,n=t.animationSetting,a=t.labelSetting,o=[{name:"point-series",coordinateSystem:i,zlevel:2,label:{normal:{show:a.show,position:"right",formatter:"{b}",color:a.color,fontFamily:a.fontFamily}},itemStyle:{normal:{color:r.color||a.color}},data:e}];return 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e=t.allDatas.features,i=[],r=0,n=e.length;r<n;r++){var a=e[r],o=a.geometry.coordinates;"Point"===e[r].geometry.type&&e[r].properties&&(e[r].properties.lon=o[0],e[r].properties.lat=o[1]),a.properties.index=r+"",i.push(a)}return i}},{key:"_getDataFromIportal",value:function(t,l){var u,e=this,i="".concat(this.serverUrl,"web/datas/").concat(t,"/content.json?pageSize=9999999¤tPage=1");return this.accessToken&&(i="".concat(i,"&").concat(this.accessKey,"=").concat(this.accessToken)),new Promise(function(o,s){var t=e.handleProxy();SuperMap.FetchRequest.get(i,null,{withCredentials:e.handleWithCredentials(t,i,e.withCredentials),proxy:t}).then(function(t){return t.json()}).then(function(a){return f(e,void 0,void 0,c.default.mark(function t(){var e,i,r,n;return c.default.wrap(function(t){for(;;)switch(t.prev=t.next){case 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n=t[0].name,a=t[0].type.toUpperCase();l._getDataService(e,n).then(function(t){var e=t.dataItemServices;0===e.length&&s("noDataServices");var i={layer:u,dataItemServices:e,datasetName:n,featureType:a,resolve:o,reject:s,baseProjection:c};if(h){var r=e.filter(function(t){return t&&"RESTDATA"===t.serviceType})[0];l._isMvt(r.address,n,c).then(function(t){l._getServiceInfoFromLayer(i,t)}).catch(function(){l._getServiceInfoFromLayer(i)})}else l._getServiceInfoFromLayer(i)})}else s("resultIsEmpty")}).catch(function(t){s(t)})})}},{key:"_isMvt",value:function(t,e,i){return this._getDatasetsInfo(t,e).then(function(e){return e.epsgCode==i.split("EPSG:")[1]?SuperMap.FetchRequest.get("".concat(e.url,"/tilefeature.mvt")).then(function(t){return t.json()}).then(function(t){return e.isMvt=t.error&&400===t.error.code,e}).catch(function(){return e}):e})}},{key:"_getServiceInfoFromLayer",value:function(t,i){var 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SuperMap.FetchRequest.get(i,null,{withCredentials:a.handleWithCredentials(t,i,!1),proxy:t}).then(function(t){return t.json()}).then(function(t){return{epsgCode:t.datasetInfo.prjCoordSys.epsgCode,bounds:t.datasetInfo.bounds,datasourceName:e,datasetName:n,url:i}})})}},{key:"_getDatasources",value:function(t){var e=this.handleProxy(),i="".concat(t,"/data/datasources.json");return SuperMap.FetchRequest.get(i,null,{withCredentials:this.handleWithCredentials(e,i,!1),proxy:e}).then(function(t){return t.json()}).then(function(t){if(401===t.code)throw Error(t.errorMsg);return t.datasourceNames[0]})}},{key:"_getDataService",value:function(e,i){var t=this.handleProxy(),r="".concat(this.serverUrl,"web/datas/").concat(e,".json");return SuperMap.FetchRequest.get(r,null,{withCredentials:this.handleWithCredentials(t,r,this.withCredentials),proxy:t}).then(function(t){return t.json()}).then(function(t){return t.fileId=e,t.datasetName=i,t})}},{key:"_checkUploadToRelationship",value:function(t){var e=this.handleProxy(),i="".concat(this.serverUrl,"web/datas/").concat(t,"/datasets.json");return SuperMap.FetchRequest.get(i,null,{withCredentials:this.handleWithCredentials(e,i,this.withCredentials),proxy:e}).then(function(t){return t.json()}).then(function(t){return t})}},{key:"_handleMapUrl",value:function(){var t=this.serverUrl+"web/maps/"+this.mapId+"/map";(this.accessToken||this.accessKey)&&(t+="token="+this.accessToken);var e="getUrlResource.json?url=";if(this.excludePortalProxyUrl&&-1<this.serverUrl.indexOf(e)){var i=this.serverUrl.split(e);1<i.length&&(t=i[0]+e+this.serverUrl+"web/maps/"+this.mapId+"/map.json")}return t=-1===t.indexOf(".json")?"".concat(t,".json"):t}},{key:"handleProxy",value:function(t){if(!this.proxy)return null;var e=this.proxyOptions[t||"data"],i=this.serverUrl+e;return"string"==typeof this.proxy&&(i=this.proxy),i}},{key:"handleWithCredentials",value:function(t,e,i){var r=2<arguments.length&&void 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