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e=L.DomUtil.TRANSITION&&this.options.animate;L.extend(this,e?this._withAnimation:this._noAnimation),this._markerCluster=e?L.MarkerCluster:L.MarkerClusterNonAnimated},addLayer:function(t){if(t instanceof L.LayerGroup)return this.addLayers([t]);if(!t.getLatLng)return this._nonPointGroup.addLayer(t),this.fire(\"layeradd\",{layer:t}),this;if(!this._map)return this._needsClustering.push(t),this.fire(\"layeradd\",{layer:t}),this;if(this.hasLayer(t))return this;this._unspiderfy&&this._unspiderfy(),this._addLayer(t,this._maxZoom),this.fire(\"layeradd\",{layer:t}),this._topClusterLevel._recalculateBounds(),this._refreshClustersIcons();var e=t,n=this._zoom;if(t.__parent)while(e.__parent._zoom>=n)e=e.__parent;return this._currentShownBounds.contains(e.getLatLng())&&(this.options.animateAddingMarkers?this._animationAddLayer(t,e):this._animationAddLayerNonAnimated(t,e)),this},removeLayer:function(t){return t instanceof 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this._topClusterLevel._recalculateBounds(),this._refreshClustersIcons(),this._topClusterLevel._recursivelyAddChildrenToMap(null,this._zoom,this._currentShownBounds),this},clearLayers:function(){return this._map||(this._needsClustering=[],this._needsRemoving=[],delete this._gridClusters,delete this._gridUnclustered),this._noanimationUnspiderfy&&this._noanimationUnspiderfy(),this._featureGroup.clearLayers(),this._nonPointGroup.clearLayers(),this.eachLayer((function(t){t.off(this._childMarkerEventHandlers,this),delete t.__parent}),this),this._map&&this._generateInitialClusters(),this},getBounds:function(){var t=new L.LatLngBounds;this._topClusterLevel&&t.extend(this._topClusterLevel._bounds);for(var e=this._needsClustering.length-1;e>=0;e--)t.extend(this._needsClustering[e].getLatLng());return t.extend(this._nonPointGroup.getBounds()),t},eachLayer:function(t,e){var n,i,r,o=this._needsClustering.slice(),a=this._needsRemoving;for(this._topClusterLevel&&this._topClusterLevel.getAllChildMarkers(o),i=o.length-1;i>=0;i--){for(n=!0,r=a.length-1;r>=0;r--)if(a[r].layer===o[i]){n=!1;break}n&&t.call(e,o[i])}this._nonPointGroup.eachLayer(t,e)},getLayers:function(){var t=[];return this.eachLayer((function(e){t.push(e)})),t},getLayer:function(t){var e=null;return t=parseInt(t,10),this.eachLayer((function(n){L.stamp(n)===t&&(e=n)})),e},hasLayer:function(t){if(!t)return!1;var e,n=this._needsClustering;for(e=n.length-1;e>=0;e--)if(n[e]===t)return!0;for(n=this._needsRemoving,e=n.length-1;e>=0;e--)if(n[e].layer===t)return!1;return!(!t.__parent||t.__parent._group!==this)||this._nonPointGroup.hasLayer(t)},zoomToShowLayer:function(t,e){var n=this._map;\"function\"!==typeof e&&(e=function(){});var i=function(){!n.hasLayer(t)&&!n.hasLayer(t.__parent)||this._inZoomAnimation||(this._map.off(\"moveend\",i,this),this.off(\"animationend\",i,this),n.hasLayer(t)?e():t.__parent._icon&&(this.once(\"spiderfied\",e,this),t.__parent.spiderfy()))};t._icon&&this._map.getBounds().contains(t.getLatLng())?e():t.__parent._zoom<Math.round(this._map._zoom)?(this._map.on(\"moveend\",i,this),this._map.panTo(t.getLatLng())):(this._map.on(\"moveend\",i,this),this.on(\"animationend\",i,this),t.__parent.zoomToBounds())},onAdd:function(t){var e,n,i;if(this._map=t,!isFinite(this._map.getMaxZoom()))throw\"Map has no maxZoom specified\";for(this._featureGroup.addTo(t),this._nonPointGroup.addTo(t),this._gridClusters||this._generateInitialClusters(),this._maxLat=t.options.crs.projection.MAX_LATITUDE,e=0,n=this._needsRemoving.length;e<n;e++)i=this._needsRemoving[e],i.newlatlng=i.layer._latlng,i.layer._latlng=i.latlng;for(e=0,n=this._needsRemoving.length;e<n;e++)i=this._needsRemoving[e],this._removeLayer(i.layer,!0),i.layer._latlng=i.newlatlng;this._needsRemoving=[],this._zoom=Math.round(this._map._zoom),this._currentShownBounds=this._getExpandedVisibleBounds(),this._map.on(\"zoomend\",this._zoomEnd,this),this._map.on(\"moveend\",this._moveEnd,this),this._spiderfierOnAdd&&this._spiderfierOnAdd(),this._bindEvents(),n=this._needsClustering,this._needsClustering=[],this.addLayers(n,!0)},onRemove:function(t){t.off(\"zoomend\",this._zoomEnd,this),t.off(\"moveend\",this._moveEnd,this),this._unbindEvents(),this._map._mapPane.className=this._map._mapPane.className.replace(\" leaflet-cluster-anim\",\"\"),this._spiderfierOnRemove&&this._spiderfierOnRemove(),delete this._maxLat,this._hideCoverage(),this._featureGroup.remove(),this._nonPointGroup.remove(),this._featureGroup.clearLayers(),this._map=null},getVisibleParent:function(t){var e=t;while(e&&!e._icon)e=e.__parent;return e||null},_arraySplice:function(t,e){for(var n=t.length-1;n>=0;n--)if(t[n]===e)return t.splice(n,1),!0},_removeFromGridUnclustered:function(t,e){for(var n=this._map,i=this._gridUnclustered,r=Math.floor(this._map.getMinZoom());e>=r;e--)if(!i[e].removeObject(t,n.project(t.getLatLng(),e)))break},_childMarkerDragStart:function(t){t.target.__dragStart=t.target._latlng},_childMarkerMoved:function(t){if(!this._ignoreMove&&!t.target.__dragStart){var e=t.target._popup&&t.target._popup.isOpen();this._moveChild(t.target,t.oldLatLng,t.latlng),e&&t.target.openPopup()}},_moveChild:function(t,e,n){t._latlng=e,this.removeLayer(t),t._latlng=n,this.addLayer(t)},_childMarkerDragEnd:function(t){var e=t.target.__dragStart;delete t.target.__dragStart,e&&this._moveChild(t.target,e,t.target._latlng)},_removeLayer:function(t,e,n){var i=this._gridClusters,r=this._gridUnclustered,o=this._featureGroup,a=this._map,s=Math.floor(this._map.getMinZoom());e&&this._removeFromGridUnclustered(t,this._maxZoom);var l,u=t.__parent,c=u._markers;this._arraySplice(c,t);while(u){if(u._childCount--,u._boundsNeedUpdate=!0,u._zoom<s)break;e&&u._childCount<=1?(l=u._markers[0]===t?u._markers[1]:u._markers[0],i[u._zoom].removeObject(u,a.project(u._cLatLng,u._zoom)),r[u._zoom].addObject(l,a.project(l.getLatLng(),u._zoom)),this._arraySplice(u.__parent._childClusters,u),u.__parent._markers.push(l),l.__parent=u.__parent,u._icon&&(o.removeLayer(u),n||o.addLayer(l))):u._iconNeedsUpdate=!0,u=u.__parent}delete t.__parent},_isOrIsParent:function(t,e){while(e){if(t===e)return!0;e=e.parentNode}return!1},fire:function(t,e,n){if(e&&e.layer instanceof L.MarkerCluster){if(e.originalEvent&&this._isOrIsParent(e.layer._icon,e.originalEvent.relatedTarget))return;t=\"cluster\"+t}L.FeatureGroup.prototype.fire.call(this,t,e,n)},listens:function(t,e){return L.FeatureGroup.prototype.listens.call(this,t,e)||L.FeatureGroup.prototype.listens.call(this,\"cluster\"+t,e)},_defaultIconCreateFunction:function(t){var e=t.getChildCount(),n=\" marker-cluster-\";return n+=e<10?\"small\":e<100?\"medium\":\"large\",new L.DivIcon({html:\"<div><span>\"+e+\"</span></div>\",className:\"marker-cluster\"+n,iconSize:new L.Point(40,40)})},_bindEvents:function(){var t=this._map,e=this.options.spiderfyOnMaxZoom,n=this.options.showCoverageOnHover,i=this.options.zoomToBoundsOnClick,r=this.options.spiderfyOnEveryZoom;(e||i||r)&&this.on(\"clusterclick clusterkeypress\",this._zoomOrSpiderfy,this),n&&(this.on(\"clustermouseover\",this._showCoverage,this),this.on(\"clustermouseout\",this._hideCoverage,this),t.on(\"zoomend\",this._hideCoverage,this))},_zoomOrSpiderfy:function(t){var e=t.layer,n=e;if(\"clusterkeypress\"!==t.type||!t.originalEvent||13===t.originalEvent.keyCode){while(1===n._childClusters.length)n=n._childClusters[0];n._zoom===this._maxZoom&&n._childCount===e._childCount&&this.options.spiderfyOnMaxZoom?e.spiderfy():this.options.zoomToBoundsOnClick&&e.zoomToBounds(),this.options.spiderfyOnEveryZoom&&e.spiderfy(),t.originalEvent&&13===t.originalEvent.keyCode&&this._map._container.focus()}},_showCoverage:function(t){var e=this._map;this._inZoomAnimation||(this._shownPolygon&&e.removeLayer(this._shownPolygon),t.layer.getChildCount()>2&&t.layer!==this._spiderfied&&(this._shownPolygon=new L.Polygon(t.layer.getConvexHull(),this.options.polygonOptions),e.addLayer(this._shownPolygon)))},_hideCoverage:function(){this._shownPolygon&&(this._map.removeLayer(this._shownPolygon),this._shownPolygon=null)},_unbindEvents:function(){var t=this.options.spiderfyOnMaxZoom,e=this.options.showCoverageOnHover,n=this.options.zoomToBoundsOnClick,i=this.options.spiderfyOnEveryZoom,r=this._map;(t||n||i)&&this.off(\"clusterclick clusterkeypress\",this._zoomOrSpiderfy,this),e&&(this.off(\"clustermouseover\",this._showCoverage,this),this.off(\"clustermouseout\",this._hideCoverage,this),r.off(\"zoomend\",this._hideCoverage,this))},_zoomEnd:function(){this._map&&(this._mergeSplitClusters(),this._zoom=Math.round(this._map._zoom),this._currentShownBounds=this._getExpandedVisibleBounds())},_moveEnd:function(){if(!this._inZoomAnimation){var t=this._getExpandedVisibleBounds();this._topClusterLevel._recursivelyRemoveChildrenFromMap(this._currentShownBounds,Math.floor(this._map.getMinZoom()),this._zoom,t),this._topClusterLevel._recursivelyAddChildrenToMap(null,Math.round(this._map._zoom),t),this._currentShownBounds=t}},_generateInitialClusters:function(){var t=Math.ceil(this._map.getMaxZoom()),e=Math.floor(this._map.getMinZoom()),n=this.options.maxClusterRadius,i=n;\"function\"!==typeof n&&(i=function(){return n}),null!==this.options.disableClusteringAtZoom&&(t=this.options.disableClusteringAtZoom-1),this._maxZoom=t,this._gridClusters={},this._gridUnclustered={};for(var r=t;r>=e;r--)this._gridClusters[r]=new L.DistanceGrid(i(r)),this._gridUnclustered[r]=new L.DistanceGrid(i(r));this._topClusterLevel=new this._markerCluster(this,e-1)},_addLayer:function(t,e){var n,i,r=this._gridClusters,o=this._gridUnclustered,a=Math.floor(this._map.getMinZoom());for(this.options.singleMarkerMode&&this._overrideMarkerIcon(t),t.on(this._childMarkerEventHandlers,this);e>=a;e--){n=this._map.project(t.getLatLng(),e);var s=r[e].getNearObject(n);if(s)return s._addChild(t),void(t.__parent=s);if(s=o[e].getNearObject(n),s){var l=s.__parent;l&&this._removeLayer(s,!1);var u=new this._markerCluster(this,e,s,t);r[e].addObject(u,this._map.project(u._cLatLng,e)),s.__parent=u,t.__parent=u;var c=u;for(i=e-1;i>l._zoom;i--)c=new this._markerCluster(this,i,c),r[i].addObject(c,this._map.project(s.getLatLng(),i));return l._addChild(c),void this._removeFromGridUnclustered(s,e)}o[e].addObject(t,n)}this._topClusterLevel._addChild(t),t.__parent=this._topClusterLevel},_refreshClustersIcons:function(){this._featureGroup.eachLayer((function(t){t instanceof L.MarkerCluster&&t._iconNeedsUpdate&&t._updateIcon()}))},_enqueue:function(t){this._queue.push(t),this._queueTimeout||(this._queueTimeout=setTimeout(L.bind(this._processQueue,this),300))},_processQueue:function(){for(var t=0;t<this._queue.length;t++)this._queue[t].call(this);this._queue.length=0,clearTimeout(this._queueTimeout),this._queueTimeout=null},_mergeSplitClusters:function(){var t=Math.round(this._map._zoom);this._processQueue(),this._zoom<t&&this._currentShownBounds.intersects(this._getExpandedVisibleBounds())?(this._animationStart(),this._topClusterLevel._recursivelyRemoveChildrenFromMap(this._currentShownBounds,Math.floor(this._map.getMinZoom()),this._zoom,this._getExpandedVisibleBounds()),this._animationZoomIn(this._zoom,t)):this._zoom>t?(this._animationStart(),this._animationZoomOut(this._zoom,t)):this._moveEnd()},_getExpandedVisibleBounds:function(){return this.options.removeOutsideVisibleBounds?L.Browser.mobile?this._checkBoundsMaxLat(this._map.getBounds()):this._checkBoundsMaxLat(this._map.getBounds().pad(1)):this._mapBoundsInfinite},_checkBoundsMaxLat:function(t){var e=this._maxLat;return void 0!==e&&(t.getNorth()>=e&&(t._northEast.lat=1/0),t.getSouth()<=-e&&(t._southWest.lat=-1/0)),t},_animationAddLayerNonAnimated:function(t,e){if(e===t)this._featureGroup.addLayer(t);else if(2===e._childCount){e._addToMap();var n=e.getAllChildMarkers();this._featureGroup.removeLayer(n[0]),this._featureGroup.removeLayer(n[1])}else e._updateIcon()},_extractNonGroupLayers:function(t,e){var n,i=t.getLayers(),r=0;for(e=e||[];r<i.length;r++)n=i[r],n instanceof L.LayerGroup?this._extractNonGroupLayers(n,e):e.push(n);return e},_overrideMarkerIcon:function(t){var e=t.options.icon=this.options.iconCreateFunction({getChildCount:function(){return 1},getAllChildMarkers:function(){return[t]}});return e}});L.MarkerClusterGroup.include({_mapBoundsInfinite:new L.LatLngBounds(new L.LatLng(-1/0,-1/0),new L.LatLng(1/0,1/0))}),L.MarkerClusterGroup.include({_noAnimation:{_animationStart:function(){},_animationZoomIn:function(t,e){this._topClusterLevel._recursivelyRemoveChildrenFromMap(this._currentShownBounds,Math.floor(this._map.getMinZoom()),t),this._topClusterLevel._recursivelyAddChildrenToMap(null,e,this._getExpandedVisibleBounds()),this.fire(\"animationend\")},_animationZoomOut:function(t,e){this._topClusterLevel._recursivelyRemoveChildrenFromMap(this._currentShownBounds,Math.floor(this._map.getMinZoom()),t),this._topClusterLevel._recursivelyAddChildrenToMap(null,e,this._getExpandedVisibleBounds()),this.fire(\"animationend\")},_animationAddLayer:function(t,e){this._animationAddLayerNonAnimated(t,e)}},_withAnimation:{_animationStart:function(){this._map._mapPane.className+=\" leaflet-cluster-anim\",this._inZoomAnimation++},_animationZoomIn:function(t,e){var n,i=this._getExpandedVisibleBounds(),r=this._featureGroup,o=Math.floor(this._map.getMinZoom());this._ignoreMove=!0,this._topClusterLevel._recursively(i,t,o,(function(o){var a,s=o._latlng,l=o._markers;for(i.contains(s)||(s=null),o._isSingleParent()&&t+1===e?(r.removeLayer(o),o._recursivelyAddChildrenToMap(null,e,i)):(o.clusterHide(),o._recursivelyAddChildrenToMap(s,e,i)),n=l.length-1;n>=0;n--)a=l[n],i.contains(a._latlng)||r.removeLayer(a)})),this._forceLayout(),this._topClusterLevel._recursivelyBecomeVisible(i,e),r.eachLayer((function(t){t instanceof L.MarkerCluster||!t._icon||t.clusterShow()})),this._topClusterLevel._recursively(i,t,e,(function(t){t._recursivelyRestoreChildPositions(e)})),this._ignoreMove=!1,this._enqueue((function(){this._topClusterLevel._recursively(i,t,o,(function(t){r.removeLayer(t),t.clusterShow()})),this._animationEnd()}))},_animationZoomOut:function(t,e){this._animationZoomOutSingle(this._topClusterLevel,t-1,e),this._topClusterLevel._recursivelyAddChildrenToMap(null,e,this._getExpandedVisibleBounds()),this._topClusterLevel._recursivelyRemoveChildrenFromMap(this._currentShownBounds,Math.floor(this._map.getMinZoom()),t,this._getExpandedVisibleBounds())},_animationAddLayer:function(t,e){var n=this,i=this._featureGroup;i.addLayer(t),e!==t&&(e._childCount>2?(e._updateIcon(),this._forceLayout(),this._animationStart(),t._setPos(this._map.latLngToLayerPoint(e.getLatLng())),t.clusterHide(),this._enqueue((function(){i.removeLayer(t),t.clusterShow(),n._animationEnd()}))):(this._forceLayout(),n._animationStart(),n._animationZoomOutSingle(e,this._map.getMaxZoom(),this._zoom)))}},_animationZoomOutSingle:function(t,e,n){var i=this._getExpandedVisibleBounds(),r=Math.floor(this._map.getMinZoom());t._recursivelyAnimateChildrenInAndAddSelfToMap(i,r,e+1,n);var o=this;this._forceLayout(),t._recursivelyBecomeVisible(i,n),this._enqueue((function(){if(1===t._childCount){var a=t._markers[0];this._ignoreMove=!0,a.setLatLng(a.getLatLng()),this._ignoreMove=!1,a.clusterShow&&a.clusterShow()}else t._recursively(i,n,r,(function(t){t._recursivelyRemoveChildrenFromMap(i,r,e+1)}));o._animationEnd()}))},_animationEnd:function(){this._map&&(this._map._mapPane.className=this._map._mapPane.className.replace(\" leaflet-cluster-anim\",\"\")),this._inZoomAnimation--,this.fire(\"animationend\")},_forceLayout:function(){L.Util.falseFn(document.body.offsetWidth)}}),L.markerClusterGroup=function(t){return new L.MarkerClusterGroup(t)};var n=L.MarkerCluster=L.Marker.extend({options:L.Icon.prototype.options,initialize:function(t,e,n,i){L.Marker.prototype.initialize.call(this,n?n._cLatLng||n.getLatLng():new L.LatLng(0,0),{icon:this,pane:t.options.clusterPane}),this._group=t,this._zoom=e,this._markers=[],this._childClusters=[],this._childCount=0,this._iconNeedsUpdate=!0,this._boundsNeedUpdate=!0,this._bounds=new L.LatLngBounds,n&&this._addChild(n),i&&this._addChild(i)},getAllChildMarkers:function(t,e){t=t||[];for(var n=this._childClusters.length-1;n>=0;n--)this._childClusters[n].getAllChildMarkers(t,e);for(var i=this._markers.length-1;i>=0;i--)e&&this._markers[i].__dragStart||t.push(this._markers[i]);return t},getChildCount:function(){return this._childCount},zoomToBounds:function(t){var e,n=this._childClusters.slice(),i=this._group._map,r=i.getBoundsZoom(this._bounds),o=this._zoom+1,a=i.getZoom();while(n.length>0&&r>o){o++;var s=[];for(e=0;e<n.length;e++)s=s.concat(n[e]._childClusters);n=s}r>o?this._group._map.setView(this._latlng,o):r<=a?this._group._map.setView(this._latlng,a+1):this._group._map.fitBounds(this._bounds,t)},getBounds:function(){var t=new L.LatLngBounds;return t.extend(this._bounds),t},_updateIcon:function(){this._iconNeedsUpdate=!0,this._icon&&this.setIcon(this)},createIcon:function(){return this._iconNeedsUpdate&&(this._iconObj=this._group.options.iconCreateFunction(this),this._iconNeedsUpdate=!1),this._iconObj.createIcon()},createShadow:function(){return this._iconObj.createShadow()},_addChild:function(t,e){this._iconNeedsUpdate=!0,this._boundsNeedUpdate=!0,this._setClusterCenter(t),t instanceof L.MarkerCluster?(e||(this._childClusters.push(t),t.__parent=this),this._childCount+=t._childCount):(e||this._markers.push(t),this._childCount++),this.__parent&&this.__parent._addChild(t,!0)},_setClusterCenter:function(t){this._cLatLng||(this._cLatLng=t._cLatLng||t._latlng)},_resetBounds:function(){var t=this._bounds;t._southWest&&(t._southWest.lat=1/0,t._southWest.lng=1/0),t._northEast&&(t._northEast.lat=-1/0,t._northEast.lng=-1/0)},_recalculateBounds:function(){var t,e,n,i,r=this._markers,o=this._childClusters,a=0,s=0,l=this._childCount;if(0!==l){for(this._resetBounds(),t=0;t<r.length;t++)n=r[t]._latlng,this._bounds.extend(n),a+=n.lat,s+=n.lng;for(t=0;t<o.length;t++)e=o[t],e._boundsNeedUpdate&&e._recalculateBounds(),this._bounds.extend(e._bounds),n=e._wLatLng,i=e._childCount,a+=n.lat*i,s+=n.lng*i;this._latlng=this._wLatLng=new L.LatLng(a/l,s/l),this._boundsNeedUpdate=!1}},_addToMap:function(t){t&&(this._backupLatlng=this._latlng,this.setLatLng(t)),this._group._featureGroup.addLayer(this)},_recursivelyAnimateChildrenIn:function(t,e,n){this._recursively(t,this._group._map.getMinZoom(),n-1,(function(t){var n,i,r=t._markers;for(n=r.length-1;n>=0;n--)i=r[n],i._icon&&(i._setPos(e),i.clusterHide())}),(function(t){var n,i,r=t._childClusters;for(n=r.length-1;n>=0;n--)i=r[n],i._icon&&(i._setPos(e),i.clusterHide())}))},_recursivelyAnimateChildrenInAndAddSelfToMap:function(t,e,n,i){this._recursively(t,i,e,(function(r){r._recursivelyAnimateChildrenIn(t,r._group._map.latLngToLayerPoint(r.getLatLng()).round(),n),r._isSingleParent()&&n-1===i?(r.clusterShow(),r._recursivelyRemoveChildrenFromMap(t,e,n)):r.clusterHide(),r._addToMap()}))},_recursivelyBecomeVisible:function(t,e){this._recursively(t,this._group._map.getMinZoom(),e,null,(function(t){t.clusterShow()}))},_recursivelyAddChildrenToMap:function(t,e,n){this._recursively(n,this._group._map.getMinZoom()-1,e,(function(i){if(e!==i._zoom)for(var r=i._markers.length-1;r>=0;r--){var o=i._markers[r];n.contains(o._latlng)&&(t&&(o._backupLatlng=o.getLatLng(),o.setLatLng(t),o.clusterHide&&o.clusterHide()),i._group._featureGroup.addLayer(o))}}),(function(e){e._addToMap(t)}))},_recursivelyRestoreChildPositions:function(t){for(var e=this._markers.length-1;e>=0;e--){var n=this._markers[e];n._backupLatlng&&(n.setLatLng(n._backupLatlng),delete n._backupLatlng)}if(t-1===this._zoom)for(var i=this._childClusters.length-1;i>=0;i--)this._childClusters[i]._restorePosition();else for(var r=this._childClusters.length-1;r>=0;r--)this._childClusters[r]._recursivelyRestoreChildPositions(t)},_restorePosition:function(){this._backupLatlng&&(this.setLatLng(this._backupLatlng),delete this._backupLatlng)},_recursivelyRemoveChildrenFromMap:function(t,e,n,i){var r,o;this._recursively(t,e-1,n-1,(function(t){for(o=t._markers.length-1;o>=0;o--)r=t._markers[o],i&&i.contains(r._latlng)||(t._group._featureGroup.removeLayer(r),r.clusterShow&&r.clusterShow())}),(function(t){for(o=t._childClusters.length-1;o>=0;o--)r=t._childClusters[o],i&&i.contains(r._latlng)||(t._group._featureGroup.removeLayer(r),r.clusterShow&&r.clusterShow())}))},_recursively:function(t,e,n,i,r){var o,a,s=this._childClusters,l=this._zoom;if(e<=l&&(i&&i(this),r&&l===n&&r(this)),l<e||l<n)for(o=s.length-1;o>=0;o--)a=s[o],a._boundsNeedUpdate&&a._recalculateBounds(),t.intersects(a._bounds)&&a._recursively(t,e,n,i,r)},_isSingleParent:function(){return this._childClusters.length>0&&this._childClusters[0]._childCount===this._childCount}});L.Marker.include({clusterHide:function(){var t=this.options.opacity;return this.setOpacity(0),this.options.opacity=t,this},clusterShow:function(){return this.setOpacity(this.options.opacity)}}),L.DistanceGrid=function(t){this._cellSize=t,this._sqCellSize=t*t,this._grid={},this._objectPoint={}},L.DistanceGrid.prototype={addObject:function(t,e){var n=this._getCoord(e.x),i=this._getCoord(e.y),r=this._grid,o=r[i]=r[i]||{},a=o[n]=o[n]||[],s=L.Util.stamp(t);this._objectPoint[s]=e,a.push(t)},updateObject:function(t,e){this.removeObject(t),this.addObject(t,e)},removeObject:function(t,e){var n,i,r=this._getCoord(e.x),o=this._getCoord(e.y),a=this._grid,s=a[o]=a[o]||{},l=s[r]=s[r]||[];for(delete this._objectPoint[L.Util.stamp(t)],n=0,i=l.length;n<i;n++)if(l[n]===t)return l.splice(n,1),1===i&&delete s[r],!0},eachObject:function(t,e){var n,i,r,o,a,s,l,u=this._grid;for(n in u)for(i in a=u[n],a)for(s=a[i],r=0,o=s.length;r<o;r++)l=t.call(e,s[r]),l&&(r--,o--)},getNearObject:function(t){var e,n,i,r,o,a,s,l,u=this._getCoord(t.x),c=this._getCoord(t.y),h=this._objectPoint,d=this._sqCellSize,p=null;for(e=c-1;e<=c+1;e++)if(r=this._grid[e],r)for(n=u-1;n<=u+1;n++)if(o=r[n],o)for(i=0,a=o.length;i<a;i++)s=o[i],l=this._sqDist(h[L.Util.stamp(s)],t),(l<d||l<=d&&null===p)&&(d=l,p=s);return p},_getCoord:function(t){var e=Math.floor(t/this._cellSize);return isFinite(e)?e:t},_sqDist:function(t,e){var n=e.x-t.x,i=e.y-t.y;return n*n+i*i}},function(){L.QuickHull={getDistant:function(t,e){var n=e[1].lat-e[0].lat,i=e[0].lng-e[1].lng;return i*(t.lat-e[0].lat)+n*(t.lng-e[0].lng)},findMostDistantPointFromBaseLine:function(t,e){var n,i,r,o=0,a=null,s=[];for(n=e.length-1;n>=0;n--)i=e[n],r=this.getDistant(i,t),r>0&&(s.push(i),r>o&&(o=r,a=i));return{maxPoint:a,newPoints:s}},buildConvexHull:function(t,e){var n=[],i=this.findMostDistantPointFromBaseLine(t,e);return i.maxPoint?(n=n.concat(this.buildConvexHull([t[0],i.maxPoint],i.newPoints)),n=n.concat(this.buildConvexHull([i.maxPoint,t[1]],i.newPoints)),n):[t[0]]},getConvexHull:function(t){var e,n=!1,i=!1,r=!1,o=!1,a=null,s=null,l=null,u=null,c=null,h=null;for(e=t.length-1;e>=0;e--){var d=t[e];(!1===n||d.lat>n)&&(a=d,n=d.lat),(!1===i||d.lat<i)&&(s=d,i=d.lat),(!1===r||d.lng>r)&&(l=d,r=d.lng),(!1===o||d.lng<o)&&(u=d,o=d.lng)}i!==n?(h=s,c=a):(h=u,c=l);var p=[].concat(this.buildConvexHull([h,c],t),this.buildConvexHull([c,h],t));return p}}}(),L.MarkerCluster.include({getConvexHull:function(){var t,e,n=this.getAllChildMarkers(),i=[];for(e=n.length-1;e>=0;e--)t=n[e].getLatLng(),i.push(t);return L.QuickHull.getConvexHull(i)}}),L.MarkerCluster.include({_2PI:2*Math.PI,_circleFootSeparation:25,_circleStartAngle:0,_spiralFootSeparation:28,_spiralLengthStart:11,_spiralLengthFactor:5,_circleSpiralSwitchover:9,spiderfy:function(){if(this._group._spiderfied!==this&&!this._group._inZoomAnimation){var t,e=this.getAllChildMarkers(null,!0),n=this._group,i=n._map,r=i.latLngToLayerPoint(this._latlng);this._group._unspiderfy(),this._group._spiderfied=this,this._group.options.spiderfyShapePositions?t=this._group.options.spiderfyShapePositions(e.length,r):e.length>=this._circleSpiralSwitchover?t=this._generatePointsSpiral(e.length,r):(r.y+=10,t=this._generatePointsCircle(e.length,r)),this._animationSpiderfy(e,t)}},unspiderfy:function(t){this._group._inZoomAnimation||(this._animationUnspiderfy(t),this._group._spiderfied=null)},_generatePointsCircle:function(t,e){var n,i,r=this._group.options.spiderfyDistanceMultiplier*this._circleFootSeparation*(2+t),o=r/this._2PI,a=this._2PI/t,s=[];for(o=Math.max(o,35),s.length=t,n=0;n<t;n++)i=this._circleStartAngle+n*a,s[n]=new L.Point(e.x+o*Math.cos(i),e.y+o*Math.sin(i))._round();return s},_generatePointsSpiral:function(t,e){var n,i=this._group.options.spiderfyDistanceMultiplier,r=i*this._spiralLengthStart,o=i*this._spiralFootSeparation,a=i*this._spiralLengthFactor*this._2PI,s=0,l=[];for(l.length=t,n=t;n>=0;n--)n<t&&(l[n]=new L.Point(e.x+r*Math.cos(s),e.y+r*Math.sin(s))._round()),s+=o/r+5e-4*n,r+=a/s;return l},_noanimationUnspiderfy:function(){var t,e,n=this._group,i=n._map,r=n._featureGroup,o=this.getAllChildMarkers(null,!0);for(n._ignoreMove=!0,this.setOpacity(1),e=o.length-1;e>=0;e--)t=o[e],r.removeLayer(t),t._preSpiderfyLatlng&&(t.setLatLng(t._preSpiderfyLatlng),delete t._preSpiderfyLatlng),t.setZIndexOffset&&t.setZIndexOffset(0),t._spiderLeg&&(i.removeLayer(t._spiderLeg),delete t._spiderLeg);n.fire(\"unspiderfied\",{cluster:this,markers:o}),n._ignoreMove=!1,n._spiderfied=null}}),L.MarkerClusterNonAnimated=L.MarkerCluster.extend({_animationSpiderfy:function(t,e){var n,i,r,o,a=this._group,s=a._map,l=a._featureGroup,u=this._group.options.spiderLegPolylineOptions;for(a._ignoreMove=!0,n=0;n<t.length;n++)o=s.layerPointToLatLng(e[n]),i=t[n],r=new L.Polyline([this._latlng,o],u),s.addLayer(r),i._spiderLeg=r,i._preSpiderfyLatlng=i._latlng,i.setLatLng(o),i.setZIndexOffset&&i.setZIndexOffset(1e6),l.addLayer(i);this.setOpacity(.3),a._ignoreMove=!1,a.fire(\"spiderfied\",{cluster:this,markers:t})},_animationUnspiderfy:function(){this._noanimationUnspiderfy()}}),L.MarkerCluster.include({_animationSpiderfy:function(t,e){var n,i,r,o,a,s,l=this,u=this._group,c=u._map,h=u._featureGroup,d=this._latlng,p=c.latLngToLayerPoint(d),A=L.Path.SVG,f=L.extend({},this._group.options.spiderLegPolylineOptions),g=f.opacity;for(void 0===g&&(g=L.MarkerClusterGroup.prototype.options.spiderLegPolylineOptions.opacity),A?(f.opacity=0,f.className=(f.className||\"\")+\" leaflet-cluster-spider-leg\"):f.opacity=g,u._ignoreMove=!0,n=0;n<t.length;n++)i=t[n],s=c.layerPointToLatLng(e[n]),r=new L.Polyline([d,s],f),c.addLayer(r),i._spiderLeg=r,A&&(o=r._path,a=o.getTotalLength()+.1,o.style.strokeDasharray=a,o.style.strokeDashoffset=a),i.setZIndexOffset&&i.setZIndexOffset(1e6),i.clusterHide&&i.clusterHide(),h.addLayer(i),i._setPos&&i._setPos(p);for(u._forceLayout(),u._animationStart(),n=t.length-1;n>=0;n--)s=c.layerPointToLatLng(e[n]),i=t[n],i._preSpiderfyLatlng=i._latlng,i.setLatLng(s),i.clusterShow&&i.clusterShow(),A&&(r=i._spiderLeg,o=r._path,o.style.strokeDashoffset=0,r.setStyle({opacity:g}));this.setOpacity(.3),u._ignoreMove=!1,setTimeout((function(){u._animationEnd(),u.fire(\"spiderfied\",{cluster:l,markers:t})}),200)},_animationUnspiderfy:function(t){var e,n,i,r,o,a,s=this,l=this._group,u=l._map,c=l._featureGroup,h=t?u._latLngToNewLayerPoint(this._latlng,t.zoom,t.center):u.latLngToLayerPoint(this._latlng),d=this.getAllChildMarkers(null,!0),p=L.Path.SVG;for(l._ignoreMove=!0,l._animationStart(),this.setOpacity(1),n=d.length-1;n>=0;n--)e=d[n],e._preSpiderfyLatlng&&(e.closePopup(),e.setLatLng(e._preSpiderfyLatlng),delete e._preSpiderfyLatlng,a=!0,e._setPos&&(e._setPos(h),a=!1),e.clusterHide&&(e.clusterHide(),a=!1),a&&c.removeLayer(e),p&&(i=e._spiderLeg,r=i._path,o=r.getTotalLength()+.1,r.style.strokeDashoffset=o,i.setStyle({opacity:0})));l._ignoreMove=!1,setTimeout((function(){var t=0;for(n=d.length-1;n>=0;n--)e=d[n],e._spiderLeg&&t++;for(n=d.length-1;n>=0;n--)e=d[n],e._spiderLeg&&(e.clusterShow&&e.clusterShow(),e.setZIndexOffset&&e.setZIndexOffset(0),t>1&&c.removeLayer(e),u.removeLayer(e._spiderLeg),delete e._spiderLeg);l._animationEnd(),l.fire(\"unspiderfied\",{cluster:s,markers:d})}),200)}}),L.MarkerClusterGroup.include({_spiderfied:null,unspiderfy:function(){this._unspiderfy.apply(this,arguments)},_spiderfierOnAdd:function(){this._map.on(\"click\",this._unspiderfyWrapper,this),this._map.options.zoomAnimation&&this._map.on(\"zoomstart\",this._unspiderfyZoomStart,this),this._map.on(\"zoomend\",this._noanimationUnspiderfy,this),L.Browser.touch||this._map.getRenderer(this)},_spiderfierOnRemove:function(){this._map.off(\"click\",this._unspiderfyWrapper,this),this._map.off(\"zoomstart\",this._unspiderfyZoomStart,this),this._map.off(\"zoomanim\",this._unspiderfyZoomAnim,this),this._map.off(\"zoomend\",this._noanimationUnspiderfy,this),this._noanimationUnspiderfy()},_unspiderfyZoomStart:function(){this._map&&this._map.on(\"zoomanim\",this._unspiderfyZoomAnim,this)},_unspiderfyZoomAnim:function(t){L.DomUtil.hasClass(this._map._mapPane,\"leaflet-touching\")||(this._map.off(\"zoomanim\",this._unspiderfyZoomAnim,this),this._unspiderfy(t))},_unspiderfyWrapper:function(){this._unspiderfy()},_unspiderfy:function(t){this._spiderfied&&this._spiderfied.unspiderfy(t)},_noanimationUnspiderfy:function(){this._spiderfied&&this._spiderfied._noanimationUnspiderfy()},_unspiderfyLayer:function(t){t._spiderLeg&&(this._featureGroup.removeLayer(t),t.clusterShow&&t.clusterShow(),t.setZIndexOffset&&t.setZIndexOffset(0),this._map.removeLayer(t._spiderLeg),delete t._spiderLeg)}}),L.MarkerClusterGroup.include({refreshClusters:function(t){return t?t instanceof L.MarkerClusterGroup?t=t._topClusterLevel.getAllChildMarkers():t instanceof L.LayerGroup?t=t._layers:t instanceof L.MarkerCluster?t=t.getAllChildMarkers():t instanceof L.Marker&&(t=[t]):t=this._topClusterLevel.getAllChildMarkers(),this._flagParentsIconsNeedUpdate(t),this._refreshClustersIcons(),this.options.singleMarkerMode&&this._refreshSingleMarkerModeMarkers(t),this},_flagParentsIconsNeedUpdate:function(t){var e,n;for(e in t){n=t[e].__parent;while(n)n._iconNeedsUpdate=!0,n=n.__parent}},_refreshSingleMarkerModeMarkers:function(t){var e,n;for(e in t)n=t[e],this.hasLayer(n)&&n.setIcon(this._overrideMarkerIcon(n))}}),L.Marker.include({refreshIconOptions:function(t,e){var n=this.options.icon;return 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@import '~@/views/bigScreen.scss';\\r\\n.fullscreen{\\r\\n    width: 100%;\\r\\n    height: 100%;\\r\\n    overflow: hidden;\\r\\n    position: relative;\\r\\n}\\r\\n#map{\\r\\n    position: relative;\\r\\n    z-index: 1;\\r\\n}\\r\\n.map-header{\\r\\n    position: absolute;\\r\\n    left: 0;\\r\\n    top: 0;\\r\\n    width: 100%;\\r\\n    height: 75px;\\r\\n    background: url('~@/assets/img/screen-header.png') no-repeat center / 100%;\\r\\n    display: flex;\\r\\n    align-items: center;\\r\\n    justify-content: center;\\r\\n    z-index: 999;\\r\\n    span{\\r\\n        font-size: 36px;\\r\\n        letter-spacing: 10px;\\r\\n        font-weight: 600;\\r\\n        color: #FFFFFF;\\r\\n    }\\r\\n}\\r\\n.map-side{\\r\\n    position: absolute;\\r\\n    height: calc(100% - 38px);\\r\\n    width: 500px;\\r\\n    bottom: 0px;\\r\\n    background-color: rgba(#0E2039, 0.8);\\r\\n    padding: 20px;\\r\\n    box-sizing: border-box;\\r\\n    z-index: 10;\\r\\n    color: #ffffff;\\r\\n    z-index: 999;\\r\\n}\\r\\n.map-left-side{\\r\\n    left: 0;\\r\\n}\\r\\n.map-right-side{\\r\\n    right: 0;\\r\\n}\\r\\n.point-control-wrapper{\\r\\n    position: absolute;\\r\\n    left: 520px;\\r\\n    top: 100px;\\r\\n    width: 250px;\\r\\n    height: 100px;\\r\\n    background: rgba(0,0,0,0.5);\\r\\n    z-index: 999;\\r\\n    color: #fff;\\r\\n    display: flex;\\r\\n    justify-content: center;\\r\\n    align-items: center;\\r\\n    gap: 20px;\\r\\n    .point-item{\\r\\n        text-align: center;\\r\\n        padding: 10px;\\r\\n        cursor: pointer;\\r\\n    }\\r\\n    .point-item-img{\\r\\n        width: 30px;\\r\\n        height: 30px;\\r\\n    }\\r\\n    .point-name{\\r\\n        font-size: 16px;\\r\\n        font-weight: 700;\\r\\n        color: #FFFFFF;\\r\\n    }\\r\\n    .point-num{\\r\\n        font-size: 30px;\\r\\n        font-weight: 700;\\r\\n        color: #FFFFFF;\\r\\n    }\\r\\n    .point-item:hover,.point-item.active{\\r\\n        .point-name{\\r\\n            color: #fff;\\r\\n            text-shadow: 0 0 20px #3399FF, 0 0 20px #3399FF,0 0 20px #3399FF;\\r\\n        }\\r\\n        .point-num{\\r\\n            color: #3399FF;\\r\\n        }\\r\\n    }\\r\\n}\\r\\n.side-top{\\r\\n    display: flex;\\r\\n    align-items: center;\\r\\n    justify-content: space-between;\\r\\n    .side-top-selector{\\r\\n        width: 48%;\\r\\n    }\\r\\n    /deep/ .el-input__inner{\\r\\n        box-shadow: inset 0px 0px 5px 1px #1A8CFF;\\r\\n        background-color: transparent;\\r\\n        border: 1px solid #1A8CFF;\\r\\n        color: #fff;\\r\\n    }\\r\\n    /deep/.el-input__inner:hover {\\r\\n        border-color: #49d3ff;\\r\\n    }\\r\\n    \\r\\n}\\r\\n.time{\\r\\n    display: flex;\\r\\n    align-items: center;\\r\\n    justify-content: start;\\r\\n    font-size: 20px;\\r\\n    font-weight: 400;\\r\\n    color: #FFFFFF;\\r\\n    img{\\r\\n        width: 24px;\\r\\n        height: 24px;\\r\\n        margin-right: 4px;\\r\\n    }\\r\\n}\\r\\n.WorkPlat-btn{\\r\\n    width: 128px;\\r\\n    height: 38px;\\r\\n    line-height: 38px;\\r\\n    text-align: center;\\r\\n    background: url('~@/assets/img/workplat.png') no-repeat center / 100%;\\r\\n    font-weight: 700;\\r\\n    color: #CCE5FF;\\r\\n    cursor: pointer;\\r\\n}\\r\\n.side-content{\\r\\n    width: 100%;\\r\\n    height: calc(100% - 60px);\\r\\n    margin-top: 20px;\\r\\n    display: flex;\\r\\n    justify-content: space-evenly;\\r\\n    flex-wrap: wrap;\\r\\n    #event-source,#event-palce{\\r\\n        width: 100%;\\r\\n        height: calc(100% - 60px);\\r\\n    }\\r\\n    .side-section{\\r\\n        width: 100%;\\r\\n        height: 33.33%;\\r\\n    }\\r\\n    .section-header{\\r\\n        border-bottom: 1px solid #1A8CFF;\\r\\n        padding: 10px 0;\\r\\n        font-size: 15px;\\r\\n        font-weight: 700;\\r\\n    }\\r\\n    .section-icon{\\r\\n        width: 14px;\\r\\n        height: 14px;\\r\\n        margin-right: 4px;\\r\\n    }\\r\\n    .section-content{\\r\\n        width: 100%;\\r\\n        height: calc(100% - 60px);\\r\\n        margin-top: 20px;\\r\\n    }\\r\\n    .events-type{\\r\\n        gap: 40px;\\r\\n        display: flex;\\r\\n        justify-content: center;\\r\\n        align-items: center;\\r\\n    }\\r\\n    .events-type-item{\\r\\n        width: 183px;\\r\\n        height: 210px;\\r\\n        border-radius: 4px 4px 4px 4px;\\r\\n        opacity: 1;\\r\\n        border: 1px solid #1A8CFF;\\r\\n        box-sizing: border-box;\\r\\n        padding: 16px;\\r\\n        display: flex;\\r\\n        flex-direction: column;\\r\\n        justify-content: space-between;\\r\\n        align-items: center;\\r\\n    }\\r\\n    .type-label{\\r\\n        width: 90px;\\r\\n        height: 30px;\\r\\n        line-height:30px;\\r\\n        background: #3399FF;\\r\\n        border-radius: 18px 18px 18px 18px;\\r\\n        text-align: center;\\r\\n    }\\r\\n    .type-img{\\r\\n        width: 144px;\\r\\n        height: 130px;\\r\\n        position: relative;\\r\\n        img{\\r\\n            width: 100%;\\r\\n            height: 100%;\\r\\n        }\\r\\n        .type-count{\\r\\n            left: 50%;\\r\\n            top: 26px;\\r\\n            position: absolute;\\r\\n            transform: translateX(-50%);\\r\\n            font-size: 36px;\\r\\n            font-weight: 700;\\r\\n            color: #FFFFFF;\\r\\n        }\\r\\n    }\\r\\n    .event-schedule{\\r\\n        gap: 40px;\\r\\n        display: flex;\\r\\n        justify-content: center;\\r\\n        align-items: center;\\r\\n    }\\r\\n    .schedule-wrapper{\\r\\n        width: 240px;\\r\\n        height: 180px;\\r\\n        border-radius: 10px;\\r\\n        border: 1px solid #5479AC;\\r\\n        padding: 20px;\\r\\n        box-sizing: border-box;\\r\\n        .event-total{\\r\\n            padding-bottom: 10px;\\r\\n            border-bottom: 1px solid #5479AC;\\r\\n            text-align: center;\\r\\n            box-sizing: border-box;\\r\\n        }\\r\\n        .event-label{\\r\\n            font-size: 12px;\\r\\n            font-weight: 400;\\r\\n            color: #CCE5FF;\\r\\n            text-align: center;\\r\\n            margin-top: 6px;\\r\\n        }\\r\\n        .event-count{\\r\\n            font-size: 16px;\\r\\n            font-weight: 700;\\r\\n            color: #00EAFF;\\r\\n            text-align: center;\\r\\n        }\\r\\n        .orange{\\r\\n            color: #FFDAA5;\\r\\n        }\\r\\n        .red{\\r\\n            color: #F59F9F;\\r\\n        }\\r\\n        .large{\\r\\n            font-size: 20px;\\r\\n        }\\r\\n    }\\r\\n    .event-schedule-wrapper{\\r\\n        display: flex;\\r\\n        justify-content: space-evenly;\\r\\n        align-items: center;\\r\\n        padding-top: 20px;\\r\\n        box-sizing: border-box;\\r\\n    }\\r\\n    #gauge{\\r\\n        width: 180px;\\r\\n        height: 180px;\\r\\n    }\\r\\n}\\r\\n#map /deep/ .green .leaflet-popup-content-wrapper, \\r\\n#map /deep/ .green .leaflet-popup-tip {\\r\\n    border-radius: 0;\\r\\n    background: linear-gradient(180deg, rgba(9,74,94,0.9) 0%, rgba(29,146,205,0.8239) 96%);\\r\\n    box-shadow: inset 0px 1px 9px 0px #59FFFF, inset 0px 1px 4px 0px #3FE1FF, inset 0px 1px 8px 0px rgba(0,255,240,0.5);\\r\\n    border: 1px solid;\\r\\n    border-image: linear-gradient(180deg, rgba(2, 250, 252, 1), rgba(1, 244, 248, 1)) 1 1;\\r\\n}\\r\\n\\r\\n#map /deep/ .orange .leaflet-popup-content-wrapper, \\r\\n#map /deep/ .orange .leaflet-popup-tip {\\r\\n    border-radius: 0;\\r\\n    background: linear-gradient(180deg, rgba(143,62,36,0.8) 0%, #F07C42 100%);\\r\\n    box-shadow: inset 0px 1px 8px 1px #FF8330;\\r\\n}\\r\\n\\r\\n#map /deep/ .monitor .leaflet-popup-content-wrapper{\\r\\n    border-radius: 0;\\r\\n    background: linear-gradient(180deg, #125DB7 0%, #00112C 100%);\\r\\n    box-shadow: 0px 0px 10px 0px rgba(3,251,255,0.3);\\r\\n    border: 1px solid #03FBFF;\\r\\n}\\r\\n#map /deep/ .monitor .leaflet-popup-tip {\\r\\n    display: none;\\r\\n}\\r\\n\\r\\n\\r\\n/deep/.leaflet-container a.leaflet-popup-close-button{\\r\\n    color: #fff !important;\\r\\n}\\r\\n/deep/.leaflet-container a.leaflet-popup-close-button:hover,\\r\\n/deep/.leaflet-container a.leaflet-popup-close-button:focus {\\r\\n    color: #fff !important;\\r\\n}\\r\\n.popup-volumn{\\r\\n    font-weight: 400;\\r\\n    color: #FFFFFF;\\r\\n    font-size: 16px;\\r\\n    text-align: center;\\r\\n    border-bottom: 1px solid #5A9BB2;\\r\\n    padding: 20px 0;\\r\\n    margin-bottom: 20px;\\r\\n    .volumn-num{\\r\\n        display: inline-block;\\r\\n        width: 26px;\\r\\n        height: 36px;\\r\\n        line-height: 36px;\\r\\n        background: #1A8CFF;\\r\\n        border-radius: 4px 4px 4px 4px;\\r\\n        font-size: 30px;\\r\\n        color: #E5F2FF;\\r\\n    }\\r\\n    .volumn-num ~.volumn-num{\\r\\n        margin-left: 4px;\\r\\n    }\\r\\n}\\r\\n.popup-volumn.orange{\\r\\n    border-bottom: 1px solid #2A3C57;\\r\\n    .volumn-num{\\r\\n        background: #FF973F;\\r\\n    }\\r\\n}\\r\\n.popup-monitor-address{\\r\\n    font-size: 14px;\\r\\n    color: #FFFFFF;\\r\\n    font-weight: 700;\\r\\n}\\r\\n.popup-monitor-video{\\r\\n    width: 600PX;\\r\\n    height: 337PX;\\r\\n    background-color: #0E2039;\\r\\n    margin-top: 10px;\\r\\n}\\r\\n.popup-info{\\r\\n    margin:4px 0;\\r\\n    display: flex;\\r\\n    justify-content: flex-start;\\r\\n    span{\\r\\n        font-size: 14px;\\r\\n        font-weight: 400;\\r\\n        color: #FFFFFF;\\r\\n    }\\r\\n    span.label{\\r\\n        width: 76px;\\r\\n    }\\r\\n    span.content{\\r\\n        width: calc(100% - 76px);\\r\\n    }\\r\\n}\\r\\n\"],sourceRoot:\"\"}])},\"55fc\":function(t,e,n){e=t.exports=n(\"2350\")(!0),e.push([t.i,\".leaflet-cluster-anim .leaflet-marker-icon,.leaflet-cluster-anim .leaflet-marker-shadow{-webkit-transition:-webkit-transform .3s ease-out,opacity .3s ease-in;-moz-transition:-moz-transform .3s ease-out,opacity .3s ease-in;-o-transition:-o-transform .3s ease-out,opacity .3s ease-in;transition:transform .3s ease-out,opacity .3s ease-in}.leaflet-cluster-spider-leg{-webkit-transition:-webkit-stroke-dashoffset .3s ease-out,-webkit-stroke-opacity .3s ease-in;-moz-transition:-moz-stroke-dashoffset .3s ease-out,-moz-stroke-opacity .3s ease-in;-o-transition:-o-stroke-dashoffset .3s ease-out,-o-stroke-opacity .3s ease-in;transition:stroke-dashoffset .3s ease-out,stroke-opacity .3s ease-in}\",\"\",{version:3,sources:[\"D:/jenkins/workspace/damDance-fvue/node_modules/leaflet.markercluster/dist/D:/jenkins/workspace/damDance-fvue/node_modules/leaflet.markercluster/dist/D:/jenkins/workspace/damDance-fvue/node_modules/leaflet.markercluster/dist/MarkerCluster.css\"],names:[],mappings:\"AAAA,wFACC,sEACA,gEACA,4DACA,qDACD,CAEA,4BAEC,6FACA,oFACA,8EACA,oEACD,CAAA\",file:\"MarkerCluster.css\",sourcesContent:[\".leaflet-cluster-anim 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contrast(2) grayscale(.12) hue-rotate(2deg) invert(.04) sepia(.02) brightness(1.1)}\",\"\",{version:3,sources:[\"D:/jenkins/workspace/damDance-fvue/src/views/BigScreen/D:/jenkins/workspace/damDance-fvue/src/views/BigScreen/D:/jenkins/workspace/damDance-fvue/src/views/BigScreen/D:/jenkins/workspace/damDance-fvue/src/views/BigScreen/bigScreen.vue\"],names:[],mappings:\"AA06EA,qCACE,sGAA4G,CAAA\",file:\"bigScreen.vue?vue&type=style&index=1&lang=scss&\",sourcesContent:['\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n\\n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{\\r\\n  filter: url(\"#x-rays\") contrast(2) grayscale(0.12) hue-rotate(2deg) invert(0.04) sepia(0.02) brightness(1.1);\\r\\n}\\r\\n// .area-popper.el-cascader__dropdown{\\r\\n//     background:rgba(#0E2039, 0.94);\\r\\n//     border: solid 1px #1A8CFF;\\r\\n//     .el-cascader-menu{\\r\\n//         color: #fff;\\r\\n//         border-right: solid 1px #1A8CFF;\\r\\n//     }\\r\\n//     .el-cascader-node:not(.is-disabled):hover, .el-cascader-node:not(.is-disabled):focus{\\r\\n//         background:#1A8CFF;\\r\\n//     }\\r\\n//     .el-cascader-node.is-selectable.in-active-path{\\r\\n//         color: #ddd;\\r\\n//     }\\r\\n//     .el-cascader-node.in-active-path, .el-cascader-node.is-selectable.in-checked-path, .el-cascader-node.is-active {\\r\\n//         color: #fff;\\r\\n//         font-weight: bold;\\r\\n//     }\\r\\n//     // // .el-radio__inner{\\r\\n\\r\\n//     // // }\\r\\n//     // .el-radio__input.is-checked .el-radio__inner {\\r\\n//     //     border-color: 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t=this;if(!this.isStreamH265&&this.videoUrl.includes(\".m3u8\")){if(!this.easyPlayer.tech_.hlsPlayer)return setTimeout((function(){return t.setHLSListener()}),50);this.easyPlayer.tech_.hlsPlayer.on(Hls.Events.ERROR,(function(e,n){var i=n.type,r=n.reason,o=n.response;switch(i){case\"networkError\":404===o.code&&(t._recording?(t.recordDownload(),t._recording=!1,setTimeout((function(){return t.initPlayer()}),1500)):t.initPlayer());break;case\"mediaError\":if(\"Unsupported HEVC stream type found 0x24\"!==r)return;t.isStreamH265||t.initH265Player(12),t.isStreamH265=!0;break;default:break}})),this.easyPlayer.tech_.hlsPlayer.on(Hls.Events.FRAG_BUFFERED,(function(e,n){var r=i(n.frag.tagList.filter((function(t){return-1!==t.indexOf(\"INF\")}))[0],2),o=(r[0],r[1]);t.createKbps(Math.round(n.stats.total/(n.stats.buffering.end-n.stats.loading.first))/o)})),this.easyPlayer.tech_.hlsPlayer.on(Hls.Events.RECORDING,(function(e,n){var i=n.data;void 0===t._recording&&(t._recording=!1),void 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d=[\"\",\"0\",\"00\",\"000\",\"0000\",\"00000\",\"000000\",\"0000000\",\"00000000\",\"000000000\",\"0000000000\",\"00000000000\",\"000000000000\",\"0000000000000\",\"00000000000000\",\"000000000000000\",\"0000000000000000\",\"00000000000000000\",\"000000000000000000\",\"0000000000000000000\",\"00000000000000000000\",\"000000000000000000000\",\"0000000000000000000000\",\"00000000000000000000000\",\"000000000000000000000000\",\"0000000000000000000000000\"],p=[0,0,25,16,12,11,10,9,8,8,7,7,7,7,6,6,6,6,6,6,6,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5],A=[0,0,33554432,43046721,16777216,48828125,60466176,40353607,16777216,43046721,1e7,19487171,35831808,62748517,7529536,11390625,16777216,24137569,34012224,47045881,64e6,4084101,5153632,6436343,7962624,9765625,11881376,14348907,17210368,20511149,243e5,28629151,33554432,39135393,45435424,52521875,60466176];o.prototype.toString=function(t,e){var n;if(t=t||10,e=0|e||1,16===t||\"hex\"===t){n=\"\";for(var r=0,o=0,a=0;a<this.length;a++){var s=this.words[a],l=(16777215&(s<<r|o)).toString(16);o=s>>>24-r&16777215,r+=2,r>=26&&(r-=26,a--),n=0!==o||a!==this.length-1?d[6-l.length]+l+n:l+n}0!==o&&(n=o.toString(16)+n);while(n.length%e!==0)n=\"0\"+n;return 0!==this.negative&&(n=\"-\"+n),n}if(t===(0|t)&&t>=2&&t<=36){var u=p[t],c=A[t];n=\"\";var h=this.clone();h.negative=0;while(!h.isZero()){var f=h.modrn(c).toString(t);h=h.idivn(c),n=h.isZero()?f+n:d[u-f.length]+f+n}this.isZero()&&(n=\"0\"+n);while(n.length%e!==0)n=\"0\"+n;return 0!==this.negative&&(n=\"-\"+n),n}i(!1,\"Base should be between 2 and 36\")},o.prototype.toNumber=function(){var t=this.words[0];return 2===this.length?t+=67108864*this.words[1]:3===this.length&&1===this.words[2]?t+=4503599627370496+67108864*this.words[1]:this.length>2&&i(!1,\"Number can only safely store up to 53 bits\"),0!==this.negative?-t:t},o.prototype.toJSON=function(){return this.toString(16,2)},a&&(o.prototype.toBuffer=function(t,e){return this.toArrayLike(a,t,e)}),o.prototype.toArray=function(t,e){return this.toArrayLike(Array,t,e)};var f=function(t,e){return t.allocUnsafe?t.allocUnsafe(e):new t(e)};function g(t){for(var e=new Array(t.bitLength()),n=0;n<e.length;n++){var i=n/26|0,r=n%26;e[n]=t.words[i]>>>r&1}return e}function m(t,e,n){n.negative=e.negative^t.negative;var i=t.length+e.length|0;n.length=i,i=i-1|0;var r=0|t.words[0],o=0|e.words[0],a=r*o,s=67108863&a,l=a/67108864|0;n.words[0]=s;for(var u=1;u<i;u++){for(var c=l>>>26,h=67108863&l,d=Math.min(u,e.length-1),p=Math.max(0,u-t.length+1);p<=d;p++){var A=u-p|0;r=0|t.words[A],o=0|e.words[p],a=r*o+h,c+=a/67108864|0,h=67108863&a}n.words[u]=0|h,l=0|c}return 0!==l?n.words[u]=0|l:n.length--,n._strip()}o.prototype.toArrayLike=function(t,e,n){this._strip();var r=this.byteLength(),o=n||Math.max(1,r);i(r<=o,\"byte array longer than desired length\"),i(o>0,\"Requested array length <= 0\");var a=f(t,o),s=\"le\"===e?\"LE\":\"BE\";return this[\"_toArrayLike\"+s](a,r),a},o.prototype._toArrayLikeLE=function(t,e){for(var n=0,i=0,r=0,o=0;r<this.length;r++){var a=this.words[r]<<o|i;t[n++]=255&a,n<t.length&&(t[n++]=a>>8&255),n<t.length&&(t[n++]=a>>16&255),6===o?(n<t.length&&(t[n++]=a>>24&255),i=0,o=0):(i=a>>>24,o+=2)}if(n<t.length){t[n++]=i;while(n<t.length)t[n++]=0}},o.prototype._toArrayLikeBE=function(t,e){for(var n=t.length-1,i=0,r=0,o=0;r<this.length;r++){var a=this.words[r]<<o|i;t[n--]=255&a,n>=0&&(t[n--]=a>>8&255),n>=0&&(t[n--]=a>>16&255),6===o?(n>=0&&(t[n--]=a>>24&255),i=0,o=0):(i=a>>>24,o+=2)}if(n>=0){t[n--]=i;while(n>=0)t[n--]=0}},Math.clz32?o.prototype._countBits=function(t){return 32-Math.clz32(t)}:o.prototype._countBits=function(t){var e=t,n=0;return e>=4096&&(n+=13,e>>>=13),e>=64&&(n+=7,e>>>=7),e>=8&&(n+=4,e>>>=4),e>=2&&(n+=2,e>>>=2),n+e},o.prototype._zeroBits=function(t){if(0===t)return 26;var e=t,n=0;return 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xt=(u+i|0)+((8191&r)<<13)|0;u=(o+(r>>>13)|0)+(xt>>>26)|0,xt&=67108863,i=Math.imul(T,H),r=Math.imul(T,X),r=r+Math.imul(J,H)|0,o=Math.imul(J,X),i=i+Math.imul(L,$)|0,r=r+Math.imul(L,tt)|0,r=r+Math.imul(R,$)|0,o=o+Math.imul(R,tt)|0,i=i+Math.imul(K,nt)|0,r=r+Math.imul(K,it)|0,r=r+Math.imul(q,nt)|0,o=o+Math.imul(q,it)|0,i=i+Math.imul(k,ot)|0,r=r+Math.imul(k,at)|0,r=r+Math.imul(Q,ot)|0,o=o+Math.imul(Q,at)|0,i=i+Math.imul(S,lt)|0,r=r+Math.imul(S,ut)|0,r=r+Math.imul(x,lt)|0,o=o+Math.imul(x,ut)|0,i=i+Math.imul(E,ht)|0,r=r+Math.imul(E,dt)|0,r=r+Math.imul(b,ht)|0,o=o+Math.imul(b,dt)|0,i=i+Math.imul(C,At)|0,r=r+Math.imul(C,ft)|0,r=r+Math.imul(w,At)|0,o=o+Math.imul(w,ft)|0;var Bt=(u+i|0)+((8191&r)<<13)|0;u=(o+(r>>>13)|0)+(Bt>>>26)|0,Bt&=67108863,i=Math.imul(T,$),r=Math.imul(T,tt),r=r+Math.imul(J,$)|0,o=Math.imul(J,tt),i=i+Math.imul(L,nt)|0,r=r+Math.imul(L,it)|0,r=r+Math.imul(R,nt)|0,o=o+Math.imul(R,it)|0,i=i+Math.imul(K,ot)|0,r=r+Math.imul(K,at)|0,r=r+Math.imul(q,ot)|0,o=o+Math.imul(q,at)|0,i=i+Math.imul(k,lt)|0,r=r+Math.imul(k,ut)|0,r=r+Math.imul(Q,lt)|0,o=o+Math.imul(Q,ut)|0,i=i+Math.imul(S,ht)|0,r=r+Math.imul(S,dt)|0,r=r+Math.imul(x,ht)|0,o=o+Math.imul(x,dt)|0,i=i+Math.imul(E,At)|0,r=r+Math.imul(E,ft)|0,r=r+Math.imul(b,At)|0,o=o+Math.imul(b,ft)|0;var kt=(u+i|0)+((8191&r)<<13)|0;u=(o+(r>>>13)|0)+(kt>>>26)|0,kt&=67108863,i=Math.imul(T,nt),r=Math.imul(T,it),r=r+Math.imul(J,nt)|0,o=Math.imul(J,it),i=i+Math.imul(L,ot)|0,r=r+Math.imul(L,at)|0,r=r+Math.imul(R,ot)|0,o=o+Math.imul(R,at)|0,i=i+Math.imul(K,lt)|0,r=r+Math.imul(K,ut)|0,r=r+Math.imul(q,lt)|0,o=o+Math.imul(q,ut)|0,i=i+Math.imul(k,ht)|0,r=r+Math.imul(k,dt)|0,r=r+Math.imul(Q,ht)|0,o=o+Math.imul(Q,dt)|0,i=i+Math.imul(S,At)|0,r=r+Math.imul(S,ft)|0,r=r+Math.imul(x,At)|0,o=o+Math.imul(x,ft)|0;var Qt=(u+i|0)+((8191&r)<<13)|0;u=(o+(r>>>13)|0)+(Qt>>>26)|0,Qt&=67108863,i=Math.imul(T,ot),r=Math.imul(T,at),r=r+Math.imul(J,ot)|0,o=Math.imul(J,at),i=i+Math.imul(L,lt)|0,r=r+Math.imul(L,ut)|0,r=r+Math.imul(R,lt)|0,o=o+Math.imul(R,ut)|0,i=i+Math.imul(K,ht)|0,r=r+Math.imul(K,dt)|0,r=r+Math.imul(q,ht)|0,o=o+Math.imul(q,dt)|0,i=i+Math.imul(k,At)|0,r=r+Math.imul(k,ft)|0,r=r+Math.imul(Q,At)|0,o=o+Math.imul(Q,ft)|0;var Dt=(u+i|0)+((8191&r)<<13)|0;u=(o+(r>>>13)|0)+(Dt>>>26)|0,Dt&=67108863,i=Math.imul(T,lt),r=Math.imul(T,ut),r=r+Math.imul(J,lt)|0,o=Math.imul(J,ut),i=i+Math.imul(L,ht)|0,r=r+Math.imul(L,dt)|0,r=r+Math.imul(R,ht)|0,o=o+Math.imul(R,dt)|0,i=i+Math.imul(K,At)|0,r=r+Math.imul(K,ft)|0,r=r+Math.imul(q,At)|0,o=o+Math.imul(q,ft)|0;var Kt=(u+i|0)+((8191&r)<<13)|0;u=(o+(r>>>13)|0)+(Kt>>>26)|0,Kt&=67108863,i=Math.imul(T,ht),r=Math.imul(T,dt),r=r+Math.imul(J,ht)|0,o=Math.imul(J,dt),i=i+Math.imul(L,At)|0,r=r+Math.imul(L,ft)|0,r=r+Math.imul(R,At)|0,o=o+Math.imul(R,ft)|0;var qt=(u+i|0)+((8191&r)<<13)|0;u=(o+(r>>>13)|0)+(qt>>>26)|0,qt&=67108863,i=Math.imul(T,At),r=Math.imul(T,ft),r=r+Math.imul(J,At)|0,o=Math.imul(J,ft);var Ot=(u+i|0)+((8191&r)<<13)|0;return u=(o+(r>>>13)|0)+(Ot>>>26)|0,Ot&=67108863,l[0]=gt,l[1]=mt,l[2]=yt,l[3]=vt,l[4]=Ct,l[5]=wt,l[6]=It,l[7]=Et,l[8]=bt,l[9]=Mt,l[10]=St,l[11]=xt,l[12]=Bt,l[13]=kt,l[14]=Qt,l[15]=Dt,l[16]=Kt,l[17]=qt,l[18]=Ot,0!==u&&(l[19]=u,n.length++),n};function v(t,e,n){n.negative=e.negative^t.negative,n.length=t.length+e.length;for(var i=0,r=0,o=0;o<n.length-1;o++){var a=r;r=0;for(var s=67108863&i,l=Math.min(o,e.length-1),u=Math.max(0,o-t.length+1);u<=l;u++){var c=o-u,h=0|t.words[c],d=0|e.words[u],p=h*d,A=67108863&p;a=a+(p/67108864|0)|0,A=A+s|0,s=67108863&A,a=a+(A>>>26)|0,r+=a>>>26,a&=67108863}n.words[o]=s,i=a,a=r}return 0!==i?n.words[o]=i:n.length--,n._strip()}function C(t,e,n){return v(t,e,n)}function w(t,e){this.x=t,this.y=e}Math.imul||(y=m),o.prototype.mulTo=function(t,e){var n,i=this.length+t.length;return n=10===this.length&&10===t.length?y(this,t,e):i<63?m(this,t,e):i<1024?v(this,t,e):C(this,t,e),n},w.prototype.makeRBT=function(t){for(var e=new Array(t),n=o.prototype._countBits(t)-1,i=0;i<t;i++)e[i]=this.revBin(i,n,t);return e},w.prototype.revBin=function(t,e,n){if(0===t||t===n-1)return t;for(var i=0,r=0;r<e;r++)i|=(1&t)<<e-r-1,t>>=1;return i},w.prototype.permute=function(t,e,n,i,r,o){for(var a=0;a<o;a++)i[a]=e[t[a]],r[a]=n[t[a]]},w.prototype.transform=function(t,e,n,i,r,o){this.permute(o,t,e,n,i,r);for(var a=1;a<r;a<<=1)for(var s=a<<1,l=Math.cos(2*Math.PI/s),u=Math.sin(2*Math.PI/s),c=0;c<r;c+=s)for(var h=l,d=u,p=0;p<a;p++){var A=n[c+p],f=i[c+p],g=n[c+p+a],m=i[c+p+a],y=h*g-d*m;m=h*m+d*g,g=y,n[c+p]=A+g,i[c+p]=f+m,n[c+p+a]=A-g,i[c+p+a]=f-m,p!==s&&(y=l*h-u*d,d=l*d+u*h,h=y)}},w.prototype.guessLen13b=function(t,e){var n=1|Math.max(e,t),i=1&n,r=0;for(n=n/2|0;n;n>>>=1)r++;return 1<<r+1+i},w.prototype.conjugate=function(t,e,n){if(!(n<=1))for(var i=0;i<n/2;i++){var r=t[i];t[i]=t[n-i-1],t[n-i-1]=r,r=e[i],e[i]=-e[n-i-1],e[n-i-1]=-r}},w.prototype.normalize13b=function(t,e){for(var n=0,i=0;i<e/2;i++){var r=8192*Math.round(t[2*i+1]/e)+Math.round(t[2*i]/e)+n;t[i]=67108863&r,n=r<67108864?0:r/67108864|0}return t},w.prototype.convert13b=function(t,e,n,r){for(var o=0,a=0;a<e;a++)o+=0|t[a],n[2*a]=8191&o,o>>>=13,n[2*a+1]=8191&o,o>>>=13;for(a=2*e;a<r;++a)n[a]=0;i(0===o),i(0===(-8192&o))},w.prototype.stub=function(t){for(var e=new Array(t),n=0;n<t;n++)e[n]=0;return e},w.prototype.mulp=function(t,e,n){var i=2*this.guessLen13b(t.length,e.length),r=this.makeRBT(i),o=this.stub(i),a=new Array(i),s=new Array(i),l=new Array(i),u=new Array(i),c=new Array(i),h=new Array(i),d=n.words;d.length=i,this.convert13b(t.words,t.length,a,i),this.convert13b(e.words,e.length,u,i),this.transform(a,o,s,l,i,r),this.transform(u,o,c,h,i,r);for(var p=0;p<i;p++){var A=s[p]*c[p]-l[p]*h[p];l[p]=s[p]*h[p]+l[p]*c[p],s[p]=A}return this.conjugate(s,l,i),this.transform(s,l,d,o,i,r),this.conjugate(d,o,i),this.normalize13b(d,i),n.negative=t.negative^e.negative,n.length=t.length+e.length,n._strip()},o.prototype.mul=function(t){var e=new o(null);return e.words=new Array(this.length+t.length),this.mulTo(t,e)},o.prototype.mulf=function(t){var e=new o(null);return e.words=new Array(this.length+t.length),C(this,t,e)},o.prototype.imul=function(t){return this.clone().mulTo(t,this)},o.prototype.imuln=function(t){var e=t<0;e&&(t=-t),i(\"number\"===typeof t),i(t<67108864);for(var n=0,r=0;r<this.length;r++){var o=(0|this.words[r])*t,a=(67108863&o)+(67108863&n);n>>=26,n+=o/67108864|0,n+=a>>>26,this.words[r]=67108863&a}return 0!==n&&(this.words[r]=n,this.length++),e?this.ineg():this},o.prototype.muln=function(t){return this.clone().imuln(t)},o.prototype.sqr=function(){return this.mul(this)},o.prototype.isqr=function(){return this.imul(this.clone())},o.prototype.pow=function(t){var e=g(t);if(0===e.length)return new o(1);for(var n=this,i=0;i<e.length;i++,n=n.sqr())if(0!==e[i])break;if(++i<e.length)for(var r=n.sqr();i<e.length;i++,r=r.sqr())0!==e[i]&&(n=n.mul(r));return n},o.prototype.iushln=function(t){i(\"number\"===typeof t&&t>=0);var e,n=t%26,r=(t-n)/26,o=67108863>>>26-n<<26-n;if(0!==n){var a=0;for(e=0;e<this.length;e++){var s=this.words[e]&o,l=(0|this.words[e])-s<<n;this.words[e]=l|a,a=s>>>26-n}a&&(this.words[e]=a,this.length++)}if(0!==r){for(e=this.length-1;e>=0;e--)this.words[e+r]=this.words[e];for(e=0;e<r;e++)this.words[e]=0;this.length+=r}return this._strip()},o.prototype.ishln=function(t){return i(0===this.negative),this.iushln(t)},o.prototype.iushrn=function(t,e,n){var r;i(\"number\"===typeof t&&t>=0),r=e?(e-e%26)/26:0;var o=t%26,a=Math.min((t-o)/26,this.length),s=67108863^67108863>>>o<<o,l=n;if(r-=a,r=Math.max(0,r),l){for(var u=0;u<a;u++)l.words[u]=this.words[u];l.length=a}if(0===a);else if(this.length>a)for(this.length-=a,u=0;u<this.length;u++)this.words[u]=this.words[u+a];else this.words[0]=0,this.length=1;var c=0;for(u=this.length-1;u>=0&&(0!==c||u>=r);u--){var h=0|this.words[u];this.words[u]=c<<26-o|h>>>o,c=h&s}return l&&0!==c&&(l.words[l.length++]=c),0===this.length&&(this.words[0]=0,this.length=1),this._strip()},o.prototype.ishrn=function(t,e,n){return i(0===this.negative),this.iushrn(t,e,n)},o.prototype.shln=function(t){return this.clone().ishln(t)},o.prototype.ushln=function(t){return this.clone().iushln(t)},o.prototype.shrn=function(t){return this.clone().ishrn(t)},o.prototype.ushrn=function(t){return this.clone().iushrn(t)},o.prototype.testn=function(t){i(\"number\"===typeof t&&t>=0);var e=t%26,n=(t-e)/26,r=1<<e;if(this.length<=n)return!1;var o=this.words[n];return!!(o&r)},o.prototype.imaskn=function(t){i(\"number\"===typeof t&&t>=0);var e=t%26,n=(t-e)/26;if(i(0===this.negative,\"imaskn works only with positive numbers\"),this.length<=n)return this;if(0!==e&&n++,this.length=Math.min(n,this.length),0!==e){var r=67108863^67108863>>>e<<e;this.words[this.length-1]&=r}return this._strip()},o.prototype.maskn=function(t){return this.clone().imaskn(t)},o.prototype.iaddn=function(t){return i(\"number\"===typeof t),i(t<67108864),t<0?this.isubn(-t):0!==this.negative?1===this.length&&(0|this.words[0])<=t?(this.words[0]=t-(0|this.words[0]),this.negative=0,this):(this.negative=0,this.isubn(t),this.negative=1,this):this._iaddn(t)},o.prototype._iaddn=function(t){this.words[0]+=t;for(var e=0;e<this.length&&this.words[e]>=67108864;e++)this.words[e]-=67108864,e===this.length-1?this.words[e+1]=1:this.words[e+1]++;return this.length=Math.max(this.length,e+1),this},o.prototype.isubn=function(t){if(i(\"number\"===typeof t),i(t<67108864),t<0)return this.iaddn(-t);if(0!==this.negative)return this.negative=0,this.iaddn(t),this.negative=1,this;if(this.words[0]-=t,1===this.length&&this.words[0]<0)this.words[0]=-this.words[0],this.negative=1;else for(var e=0;e<this.length&&this.words[e]<0;e++)this.words[e]+=67108864,this.words[e+1]-=1;return this._strip()},o.prototype.addn=function(t){return this.clone().iaddn(t)},o.prototype.subn=function(t){return this.clone().isubn(t)},o.prototype.iabs=function(){return this.negative=0,this},o.prototype.abs=function(){return this.clone().iabs()},o.prototype._ishlnsubmul=function(t,e,n){var r,o,a=t.length+n;this._expand(a);var s=0;for(r=0;r<t.length;r++){o=(0|this.words[r+n])+s;var l=(0|t.words[r])*e;o-=67108863&l,s=(o>>26)-(l/67108864|0),this.words[r+n]=67108863&o}for(;r<this.length-n;r++)o=(0|this.words[r+n])+s,s=o>>26,this.words[r+n]=67108863&o;if(0===s)return this._strip();for(i(-1===s),s=0,r=0;r<this.length;r++)o=-(0|this.words[r])+s,s=o>>26,this.words[r]=67108863&o;return this.negative=1,this._strip()},o.prototype._wordDiv=function(t,e){var n=this.length-t.length,i=this.clone(),r=t,a=0|r.words[r.length-1],s=this._countBits(a);n=26-s,0!==n&&(r=r.ushln(n),i.iushln(n),a=0|r.words[r.length-1]);var l,u=i.length-r.length;if(\"mod\"!==e){l=new o(null),l.length=u+1,l.words=new Array(l.length);for(var c=0;c<l.length;c++)l.words[c]=0}var h=i.clone()._ishlnsubmul(r,1,u);0===h.negative&&(i=h,l&&(l.words[u]=1));for(var d=u-1;d>=0;d--){var p=67108864*(0|i.words[r.length+d])+(0|i.words[r.length+d-1]);p=Math.min(p/a|0,67108863),i._ishlnsubmul(r,p,d);while(0!==i.negative)p--,i.negative=0,i._ishlnsubmul(r,1,d),i.isZero()||(i.negative^=1);l&&(l.words[d]=p)}return l&&l._strip(),i._strip(),\"div\"!==e&&0!==n&&i.iushrn(n),{div:l||null,mod:i}},o.prototype.divmod=function(t,e,n){return i(!t.isZero()),this.isZero()?{div:new o(0),mod:new o(0)}:0!==this.negative&&0===t.negative?(s=this.neg().divmod(t,e),\"mod\"!==e&&(r=s.div.neg()),\"div\"!==e&&(a=s.mod.neg(),n&&0!==a.negative&&a.iadd(t)),{div:r,mod:a}):0===this.negative&&0!==t.negative?(s=this.divmod(t.neg(),e),\"mod\"!==e&&(r=s.div.neg()),{div:r,mod:s.mod}):0!==(this.negative&t.negative)?(s=this.neg().divmod(t.neg(),e),\"div\"!==e&&(a=s.mod.neg(),n&&0!==a.negative&&a.isub(t)),{div:s.div,mod:a}):t.length>this.length||this.cmp(t)<0?{div:new o(0),mod:this}:1===t.length?\"div\"===e?{div:this.divn(t.words[0]),mod:null}:\"mod\"===e?{div:null,mod:new o(this.modrn(t.words[0]))}:{div:this.divn(t.words[0]),mod:new o(this.modrn(t.words[0]))}:this._wordDiv(t,e);var r,a,s},o.prototype.div=function(t){return this.divmod(t,\"div\",!1).div},o.prototype.mod=function(t){return this.divmod(t,\"mod\",!1).mod},o.prototype.umod=function(t){return this.divmod(t,\"mod\",!0).mod},o.prototype.divRound=function(t){var e=this.divmod(t);if(e.mod.isZero())return e.div;var n=0!==e.div.negative?e.mod.isub(t):e.mod,i=t.ushrn(1),r=t.andln(1),o=n.cmp(i);return o<0||1===r&&0===o?e.div:0!==e.div.negative?e.div.isubn(1):e.div.iaddn(1)},o.prototype.modrn=function(t){var e=t<0;e&&(t=-t),i(t<=67108863);for(var n=(1<<26)%t,r=0,o=this.length-1;o>=0;o--)r=(n*r+(0|this.words[o]))%t;return e?-r:r},o.prototype.modn=function(t){return this.modrn(t)},o.prototype.idivn=function(t){var e=t<0;e&&(t=-t),i(t<=67108863);for(var n=0,r=this.length-1;r>=0;r--){var o=(0|this.words[r])+67108864*n;this.words[r]=o/t|0,n=o%t}return this._strip(),e?this.ineg():this},o.prototype.divn=function(t){return this.clone().idivn(t)},o.prototype.egcd=function(t){i(0===t.negative),i(!t.isZero());var e=this,n=t.clone();e=0!==e.negative?e.umod(t):e.clone();var r=new o(1),a=new o(0),s=new o(0),l=new o(1),u=0;while(e.isEven()&&n.isEven())e.iushrn(1),n.iushrn(1),++u;var c=n.clone(),h=e.clone();while(!e.isZero()){for(var d=0,p=1;0===(e.words[0]&p)&&d<26;++d,p<<=1);if(d>0){e.iushrn(d);while(d-- >0)(r.isOdd()||a.isOdd())&&(r.iadd(c),a.isub(h)),r.iushrn(1),a.iushrn(1)}for(var A=0,f=1;0===(n.words[0]&f)&&A<26;++A,f<<=1);if(A>0){n.iushrn(A);while(A-- >0)(s.isOdd()||l.isOdd())&&(s.iadd(c),l.isub(h)),s.iushrn(1),l.iushrn(1)}e.cmp(n)>=0?(e.isub(n),r.isub(s),a.isub(l)):(n.isub(e),s.isub(r),l.isub(a))}return{a:s,b:l,gcd:n.iushln(u)}},o.prototype._invmp=function(t){i(0===t.negative),i(!t.isZero());var e=this,n=t.clone();e=0!==e.negative?e.umod(t):e.clone();var r,a=new o(1),s=new o(0),l=n.clone();while(e.cmpn(1)>0&&n.cmpn(1)>0){for(var u=0,c=1;0===(e.words[0]&c)&&u<26;++u,c<<=1);if(u>0){e.iushrn(u);while(u-- >0)a.isOdd()&&a.iadd(l),a.iushrn(1)}for(var h=0,d=1;0===(n.words[0]&d)&&h<26;++h,d<<=1);if(h>0){n.iushrn(h);while(h-- >0)s.isOdd()&&s.iadd(l),s.iushrn(1)}e.cmp(n)>=0?(e.isub(n),a.isub(s)):(n.isub(e),s.isub(a))}return r=0===e.cmpn(1)?a:s,r.cmpn(0)<0&&r.iadd(t),r},o.prototype.gcd=function(t){if(this.isZero())return t.abs();if(t.isZero())return this.abs();var e=this.clone(),n=t.clone();e.negative=0,n.negative=0;for(var i=0;e.isEven()&&n.isEven();i++)e.iushrn(1),n.iushrn(1);do{while(e.isEven())e.iushrn(1);while(n.isEven())n.iushrn(1);var r=e.cmp(n);if(r<0){var o=e;e=n,n=o}else if(0===r||0===n.cmpn(1))break;e.isub(n)}while(1);return n.iushln(i)},o.prototype.invm=function(t){return this.egcd(t).a.umod(t)},o.prototype.isEven=function(){return 0===(1&this.words[0])},o.prototype.isOdd=function(){return 1===(1&this.words[0])},o.prototype.andln=function(t){return this.words[0]&t},o.prototype.bincn=function(t){i(\"number\"===typeof t);var e=t%26,n=(t-e)/26,r=1<<e;if(this.length<=n)return this._expand(n+1),this.words[n]|=r,this;for(var o=r,a=n;0!==o&&a<this.length;a++){var s=0|this.words[a];s+=o,o=s>>>26,s&=67108863,this.words[a]=s}return 0!==o&&(this.words[a]=o,this.length++),this},o.prototype.isZero=function(){return 1===this.length&&0===this.words[0]},o.prototype.cmpn=function(t){var e,n=t<0;if(0!==this.negative&&!n)return-1;if(0===this.negative&&n)return 1;if(this._strip(),this.length>1)e=1;else{n&&(t=-t),i(t<=67108863,\"Number is too big\");var r=0|this.words[0];e=r===t?0:r<t?-1:1}return 0!==this.negative?0|-e:e},o.prototype.cmp=function(t){if(0!==this.negative&&0===t.negative)return-1;if(0===this.negative&&0!==t.negative)return 1;var e=this.ucmp(t);return 0!==this.negative?0|-e:e},o.prototype.ucmp=function(t){if(this.length>t.length)return 1;if(this.length<t.length)return-1;for(var e=0,n=this.length-1;n>=0;n--){var i=0|this.words[n],r=0|t.words[n];if(i!==r){i<r?e=-1:i>r&&(e=1);break}}return e},o.prototype.gtn=function(t){return 1===this.cmpn(t)},o.prototype.gt=function(t){return 1===this.cmp(t)},o.prototype.gten=function(t){return this.cmpn(t)>=0},o.prototype.gte=function(t){return this.cmp(t)>=0},o.prototype.ltn=function(t){return-1===this.cmpn(t)},o.prototype.lt=function(t){return-1===this.cmp(t)},o.prototype.lten=function(t){return this.cmpn(t)<=0},o.prototype.lte=function(t){return this.cmp(t)<=0},o.prototype.eqn=function(t){return 0===this.cmpn(t)},o.prototype.eq=function(t){return 0===this.cmp(t)},o.red=function(t){return new B(t)},o.prototype.toRed=function(t){return i(!this.red,\"Already a number in reduction context\"),i(0===this.negative,\"red works only with positives\"),t.convertTo(this)._forceRed(t)},o.prototype.fromRed=function(){return i(this.red,\"fromRed works only with numbers in reduction context\"),this.red.convertFrom(this)},o.prototype._forceRed=function(t){return this.red=t,this},o.prototype.forceRed=function(t){return i(!this.red,\"Already a number in reduction context\"),this._forceRed(t)},o.prototype.redAdd=function(t){return i(this.red,\"redAdd works only with red numbers\"),this.red.add(this,t)},o.prototype.redIAdd=function(t){return i(this.red,\"redIAdd works only with red numbers\"),this.red.iadd(this,t)},o.prototype.redSub=function(t){return i(this.red,\"redSub works only with red numbers\"),this.red.sub(this,t)},o.prototype.redISub=function(t){return i(this.red,\"redISub works only with red numbers\"),this.red.isub(this,t)},o.prototype.redShl=function(t){return i(this.red,\"redShl works only with red numbers\"),this.red.shl(this,t)},o.prototype.redMul=function(t){return i(this.red,\"redMul works only with red numbers\"),this.red._verify2(this,t),this.red.mul(this,t)},o.prototype.redIMul=function(t){return i(this.red,\"redMul works only with red numbers\"),this.red._verify2(this,t),this.red.imul(this,t)},o.prototype.redSqr=function(){return i(this.red,\"redSqr works only with red numbers\"),this.red._verify1(this),this.red.sqr(this)},o.prototype.redISqr=function(){return i(this.red,\"redISqr works only with red numbers\"),this.red._verify1(this),this.red.isqr(this)},o.prototype.redSqrt=function(){return i(this.red,\"redSqrt works only with red numbers\"),this.red._verify1(this),this.red.sqrt(this)},o.prototype.redInvm=function(){return i(this.red,\"redInvm works only with red numbers\"),this.red._verify1(this),this.red.invm(this)},o.prototype.redNeg=function(){return i(this.red,\"redNeg works only with red numbers\"),this.red._verify1(this),this.red.neg(this)},o.prototype.redPow=function(t){return i(this.red&&!t.red,\"redPow(normalNum)\"),this.red._verify1(this),this.red.pow(this,t)};var I={k256:null,p224:null,p192:null,p25519:null};function E(t,e){this.name=t,this.p=new o(e,16),this.n=this.p.bitLength(),this.k=new o(1).iushln(this.n).isub(this.p),this.tmp=this._tmp()}function b(){E.call(this,\"k256\",\"ffffffff ffffffff ffffffff ffffffff ffffffff ffffffff fffffffe fffffc2f\")}function M(){E.call(this,\"p224\",\"ffffffff ffffffff ffffffff ffffffff 00000000 00000000 00000001\")}function S(){E.call(this,\"p192\",\"ffffffff ffffffff ffffffff fffffffe ffffffff ffffffff\")}function x(){E.call(this,\"25519\",\"7fffffffffffffff ffffffffffffffff ffffffffffffffff ffffffffffffffed\")}function B(t){if(\"string\"===typeof t){var e=o._prime(t);this.m=e.p,this.prime=e}else i(t.gtn(1),\"modulus must be greater than 1\"),this.m=t,this.prime=null}function k(t){B.call(this,t),this.shift=this.m.bitLength(),this.shift%26!==0&&(this.shift+=26-this.shift%26),this.r=new o(1).iushln(this.shift),this.r2=this.imod(this.r.sqr()),this.rinv=this.r._invmp(this.m),this.minv=this.rinv.mul(this.r).isubn(1).div(this.m),this.minv=this.minv.umod(this.r),this.minv=this.r.sub(this.minv)}E.prototype._tmp=function(){var t=new o(null);return t.words=new Array(Math.ceil(this.n/13)),t},E.prototype.ireduce=function(t){var e,n=t;do{this.split(n,this.tmp),n=this.imulK(n),n=n.iadd(this.tmp),e=n.bitLength()}while(e>this.n);var i=e<this.n?-1:n.ucmp(this.p);return 0===i?(n.words[0]=0,n.length=1):i>0?n.isub(this.p):void 0!==n.strip?n.strip():n._strip(),n},E.prototype.split=function(t,e){t.iushrn(this.n,0,e)},E.prototype.imulK=function(t){return t.imul(this.k)},r(b,E),b.prototype.split=function(t,e){for(var n=4194303,i=Math.min(t.length,9),r=0;r<i;r++)e.words[r]=t.words[r];if(e.length=i,t.length<=9)return t.words[0]=0,void(t.length=1);var o=t.words[9];for(e.words[e.length++]=o&n,r=10;r<t.length;r++){var a=0|t.words[r];t.words[r-10]=(a&n)<<4|o>>>22,o=a}o>>>=22,t.words[r-10]=o,0===o&&t.length>10?t.length-=10:t.length-=9},b.prototype.imulK=function(t){t.words[t.length]=0,t.words[t.length+1]=0,t.length+=2;for(var e=0,n=0;n<t.length;n++){var i=0|t.words[n];e+=977*i,t.words[n]=67108863&e,e=64*i+(e/67108864|0)}return 0===t.words[t.length-1]&&(t.length--,0===t.words[t.length-1]&&t.length--),t},r(M,E),r(S,E),r(x,E),x.prototype.imulK=function(t){for(var e=0,n=0;n<t.length;n++){var i=19*(0|t.words[n])+e,r=67108863&i;i>>>=26,t.words[n]=r,e=i}return 0!==e&&(t.words[t.length++]=e),t},o._prime=function(t){if(I[t])return I[t];var e;if(\"k256\"===t)e=new b;else if(\"p224\"===t)e=new M;else if(\"p192\"===t)e=new S;else{if(\"p25519\"!==t)throw new Error(\"Unknown prime \"+t);e=new x}return I[t]=e,e},B.prototype._verify1=function(t){i(0===t.negative,\"red works only with positives\"),i(t.red,\"red works only with red numbers\")},B.prototype._verify2=function(t,e){i(0===(t.negative|e.negative),\"red works only with positives\"),i(t.red&&t.red===e.red,\"red works only with red numbers\")},B.prototype.imod=function(t){return this.prime?this.prime.ireduce(t)._forceRed(this):(c(t,t.umod(this.m)._forceRed(this)),t)},B.prototype.neg=function(t){return t.isZero()?t.clone():this.m.sub(t)._forceRed(this)},B.prototype.add=function(t,e){this._verify2(t,e);var n=t.add(e);return n.cmp(this.m)>=0&&n.isub(this.m),n._forceRed(this)},B.prototype.iadd=function(t,e){this._verify2(t,e);var n=t.iadd(e);return n.cmp(this.m)>=0&&n.isub(this.m),n},B.prototype.sub=function(t,e){this._verify2(t,e);var n=t.sub(e);return n.cmpn(0)<0&&n.iadd(this.m),n._forceRed(this)},B.prototype.isub=function(t,e){this._verify2(t,e);var n=t.isub(e);return n.cmpn(0)<0&&n.iadd(this.m),n},B.prototype.shl=function(t,e){return this._verify1(t),this.imod(t.ushln(e))},B.prototype.imul=function(t,e){return this._verify2(t,e),this.imod(t.imul(e))},B.prototype.mul=function(t,e){return this._verify2(t,e),this.imod(t.mul(e))},B.prototype.isqr=function(t){return this.imul(t,t.clone())},B.prototype.sqr=function(t){return this.mul(t,t)},B.prototype.sqrt=function(t){if(t.isZero())return t.clone();var e=this.m.andln(3);if(i(e%2===1),3===e){var n=this.m.add(new o(1)).iushrn(2);return this.pow(t,n)}var r=this.m.subn(1),a=0;while(!r.isZero()&&0===r.andln(1))a++,r.iushrn(1);i(!r.isZero());var s=new o(1).toRed(this),l=s.redNeg(),u=this.m.subn(1).iushrn(1),c=this.m.bitLength();c=new o(2*c*c).toRed(this);while(0!==this.pow(c,u).cmp(l))c.redIAdd(l);var h=this.pow(c,r),d=this.pow(t,r.addn(1).iushrn(1)),p=this.pow(t,r),A=a;while(0!==p.cmp(s)){for(var f=p,g=0;0!==f.cmp(s);g++)f=f.redSqr();i(g<A);var m=this.pow(h,new o(1).iushln(A-g-1));d=d.redMul(m),h=m.redSqr(),p=p.redMul(h),A=g}return d},B.prototype.invm=function(t){var e=t._invmp(this.m);return 0!==e.negative?(e.negative=0,this.imod(e).redNeg()):this.imod(e)},B.prototype.pow=function(t,e){if(e.isZero())return new o(1).toRed(this);if(0===e.cmpn(1))return t.clone();var n=4,i=new Array(1<<n);i[0]=new o(1).toRed(this),i[1]=t;for(var r=2;r<i.length;r++)i[r]=this.mul(i[r-1],t);var a=i[0],s=0,l=0,u=e.bitLength()%26;for(0===u&&(u=26),r=e.length-1;r>=0;r--){for(var c=e.words[r],h=u-1;h>=0;h--){var d=c>>h&1;a!==i[0]&&(a=this.sqr(a)),0!==d||0!==s?(s<<=1,s|=d,l++,(l===n||0===r&&0===h)&&(a=this.mul(a,i[s]),l=0,s=0)):l=0}u=26}return a},B.prototype.convertTo=function(t){var e=t.umod(this.m);return e===t?e.clone():e},B.prototype.convertFrom=function(t){var e=t.clone();return e.red=null,e},o.mont=function(t){return new k(t)},r(k,B),k.prototype.convertTo=function(t){return this.imod(t.ushln(this.shift))},k.prototype.convertFrom=function(t){var e=this.imod(t.mul(this.rinv));return e.red=null,e},k.prototype.imul=function(t,e){if(t.isZero()||e.isZero())return t.words[0]=0,t.length=1,t;var n=t.imul(e),i=n.maskn(this.shift).mul(this.minv).imaskn(this.shift).mul(this.m),r=n.isub(i).iushrn(this.shift),o=r;return r.cmp(this.m)>=0?o=r.isub(this.m):r.cmpn(0)<0&&(o=r.iadd(this.m)),o._forceRed(this)},k.prototype.mul=function(t,e){if(t.isZero()||e.isZero())return new o(0)._forceRed(this);var n=t.mul(e),i=n.maskn(this.shift).mul(this.minv).imaskn(this.shift).mul(this.m),r=n.isub(i).iushrn(this.shift),a=r;return r.cmp(this.m)>=0?a=r.isub(this.m):r.cmpn(0)<0&&(a=r.iadd(this.m)),a._forceRed(this)},k.prototype.invm=function(t){var e=this.imod(t._invmp(this.m).mul(this.r2));return e._forceRed(this)}})(\"undefined\"===typeof t||t,this)}).call(e,n(\"3IRH\")(t))},\"7P+W\":function(t,e,n){\"use strict\";var i=n(\"vzCy\"),r=n.n(i),o=function(){function t(t,e){for(var n=0;n<e.length;n++){var i=e[n];i.enumerable=i.enumerable||!1,i.configurable=!0,\"value\"in i&&(i.writable=!0),Object.defineProperty(t,i.key,i)}}return function(e,n,i){return n&&t(e.prototype,n),i&&t(e,i),e}}();function a(t,e){if(!(t instanceof e))throw new TypeError(\"Cannot call a class as a function\")}var s=function(){function t(){var e=arguments.length>0&&void 0!==arguments[0]?arguments[0]:\"\",n=arguments[1],i=arguments[2],o=arguments[3],s=arguments[4],l=arguments.length>5&&void 0!==arguments[5]?arguments[5]:[],u=this,c=arguments[6],h=arguments[7];a(this,t),this.TAG=\"WebRtcPlayer\",this._emitter=new r.a,e.includes(\"webrtcs://\")?this._videoSrc=e.replace(\"webrtcs:\",\"https:\"):e.includes(\"webrtc://\")?this._videoSrc=e.replace(\"webrtc://\",\"http://\"):this._videoSrc=e,this._videoEle=null,this._videoId=s,this._videoJsPlayer=null,this._isFristPlaying=!0,this._localSessionDesc=\"\",this._videoParentEle=n,this._luXiangEle=null,this._rtcPC=new RTCPeerConnection({iceServers:l}),this._playing=!0,this._autoplay=i,this._loadingEle=o,this._fullScreenBtnEle=null,this._playBtnEle=null,this._mute=c,this._isFullScreen=!1,this._videoTools=null,this._mobile=this._isMobile(),this._webrtcRecordedBlobs=[],this._webrtcMediaRecorder=null,this._webrtcMimeType={mimeType:\"video/webm;codecs=vp9,opus\"},this._webrtcRecording=!1,this._isAndroid=navigator.userAgent.toLocaleLowerCase().includes(\"android\"),this._setOntrack(),this.initRTC(),this._loadingEle.style.opacity=this._autoplay?1:0,setTimeout((function(){return u._videoParentEle.appendChild(u._loadingEle)}),200),this._recordFileName=h}return o(t,[{key:\"_setOntrack\",value:function(){var t=this;this._rtcPC.ontrack=function(e){t._autoplay?t._playing=!0:t._playing=!1,t._loadingEle.style.opacity=t._playing?1:0,t._videoEle=document.createElement(e.track.kind),t._videoEle.srcObject=e.streams[0];var n=\"aspect-ratio:\"+t._videoParentEle.offsetWidth+\"/\"+t._videoParentEle.offsetHeight;t._videoEle.style=\"width:100%;height: 100%;object-fit: fill;\"+n+\";\",t._videoEle.setAttribute(\"id\",t._videoId),t._videoEle.setAttribute(\"loop\",!0),t._videoEle.setAttribute(\"preload\",!0),t._videoEle.setAttribute(\"controls\",!1),t._videoEle.setAttribute(\"webkit-playsinline\",!0),t._videoEle.setAttribute(\"playsinline\",\"playsinline\"),t._videoEle.setAttribute(\"x5-playsinline\",\"x5-playsinline\"),t._videoEle.setAttribute(\"x-webkit-airplay\",\"allow\"),t._videoEle.setAttribute(\"x5-video-player-type\",\"h5\"),t._videoEle.setAttribute(\"x5-video-player-fullscreen\",\"true\"),t._videoEle.setAttribute(\"x5-video-orientation\",\"portrait\"),t._videoEle.setAttribute(\"x5-video-ignore-metadata\",!0),t._videoEle.setAttribute(\"x5-video-orientation\",\"landscape\"),t._videoEle.setAttribute(\"crossOrigin\",\"Anonymous\"),t._videoEle.muted=!0,t._videoEle.controls=!1,t._videoEle.autoplay=t._autoplay,t._renderVideoTools(),t._videoParentEle.appendChild(t._videoEle),t._setVideoEleEventListener(),t._autoplay&&t._videoEle.play(),window.stream=e.streams[0]}}},{key:\"initRTC\",value:function(){var t=this;this._rtcPC.oniceconnectionstatechange=function(e){return t._emitter.emit(\"oniceconnectionstatechange\",e)},this._rtcPC.onicecandidate=function(e){null===e.candidate&&(t._localSessionDesc=btoa(t._rtcPC.localDescription.sdp),setTimeout((function(){return t.play()}),200))},this._rtcPC.addTransceiver(\"video\",{direction:\"sendrecv\"}),this._rtcPC.createOffer().then((function(e){return t._rtcPC.setLocalDescription(e)})).catch((function(t){}))}},{key:\"_setVideoEleEventListener\",value:function(){var t=this;this._videoEle.addEventListener(\"waiting\",(function(e){t._loadingEle.style.opacity=1,t._emitter.emit(\"waiting\",e)})),this._videoEle.addEventListener(\"playing\",(function(e){t._emitter.emit(\"playing\",e),t._playing=!0,t._loadingEle.style.opacity=0})),this._videoEle.addEventListener(\"canplay\",(function(e){t._autoplay&&t._videoEle.play()})),this._videoEle.addEventListener(\"dblclick\",(function(e){t._onTouchFullScreen()})),this._videoEle.addEventListener(\"click\",(function(e){if(t._emitter.emit(\"click\",e),!t._mobile)return e.preventDefault();t._videoEle&&t._videoEle.play()})),this._videoEle.addEventListener(\"webkitendfullscreen\",(function(){t._isFullScreen=!1,t._fullScreenBtnEle.classList=\"iconfont \"+(t._isFullScreen?\"icon-xiaoping\":\"icon-quanping1\")})),this._isMobile()&&this._videoParentEle.addEventListener(\"touchstart\",(function(e){t._emitter.emit(\"touchstart\",e)}))}},{key:\"_renderVideoTools\",value:function(){var t=this,e=document.createElement(\"span\");e.style=\"width:100%;height:30px;position:absolute;bottom:0;left:0;background-color:rgba(43, 51, 63, 0.7);;z-index: 10;opacity:1;display: flex;flex-direction: row;justify-content: space-between;\",e.classList=\"video-tools\";var n=document.createElement(\"div\");n.style=\"display: flex;flex-direction: row;\",this._playBtnEle=document.createElement(\"span\"),this._playBtnEle.style=\"font-size:14px;width:40px;height: 30px;color:#FFF;text-align:center;display:flex;flex-direction: row;justify-content: center;align-items: center\",this._playBtnEle.classList=\"iconfont \"+(this._playing?\"icon-zanting\":\"icon-bofang\");var i=document.createElement(\"span\");i.style=\"font-size:14px;width:40px;height: 30px;color:#FFF;text-align:center;display:flex;flex-direction: row;justify-content: center;align-items: center\",i.classList=\"iconfont \"+(this._mute?\"icon-jingyin\":\"icon-shengyin1\"),this._playBtnEle.onclick=function(){t._playing=!t._playing,t._playing?t._videoEle.play():t._videoEle.pause(),t._playBtnEle.title=t._playing?\"暂停\":\"播放\",t._playBtnEle.classList=\"iconfont \"+(t._playing?\"icon-zanting\":\"icon-bofang\")},i.onclick=function(){t._mute=!t._mute,i.title=t._mute?\"取消静音\":\"静音\",i.classList=\"iconfont \"+(t._mute?\"icon-jingyin\":\"icon-shengyin1\"),t._videoEle.muted=t._mute};var r=document.createElement(\"div\");r.style=\"display: flex;flex-direction: row;\",this.kbpsEle=document.createElement(\"div\"),this.kbpsEle.style=\"font-size:12px;min-width:60px;height: 30px;color:#FFF;text-align:center;display:flex;flex-direction: row;justify-content: center;align-items: center;padding-right: 10px;\";var o=document.createElement(\"span\");o.title=\"快照\",o.style=\"font-size:16px;width:40px;height: 30px;color:#FFF;text-align:center;display:flex;flex-direction: row;justify-content: center;align-items: 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i=n(\"jkjm\"),r=n(\"rOku\"),o=n(\"BVsN\"),a=n(\"Cua8\"),s=n(\"zOO0\"),l=n(\"geuY\"),u=n(\"5QAX\"),c=n(\"jSRM\"),h=n(\"X3l8\").Buffer;function d(t,e){var n=t.modulus.byteLength(),i=e.length,u=o(\"sha1\").update(h.alloc(0)).digest(),c=u.length,d=2*c;if(i>n-d-2)throw new Error(\"message too long\");var p=h.alloc(n-i-d-2),A=n-c-1,f=r(c),g=s(h.concat([u,p,h.alloc(1,1),e],A),a(f,A)),m=s(f,a(g,c));return new l(h.concat([h.alloc(1),m,g],n))}function p(t,e,n){var i,r=e.length,o=t.modulus.byteLength();if(r>o-11)throw new Error(\"message too long\");return i=n?h.alloc(o-r-3,255):A(o-r-3),new l(h.concat([h.from([0,n?1:2]),i,h.alloc(1),e],o))}function A(t){var e,n=h.allocUnsafe(t),i=0,o=r(2*t),a=0;while(i<t)a===o.length&&(o=r(2*t),a=0),e=o[a++],e&&(n[i++]=e);return n}t.exports=function(t,e,n){var r;r=t.padding?t.padding:n?1:4;var o,a=i(t);if(4===r)o=d(a,e);else if(1===r)o=p(a,e,n);else{if(3!==r)throw new Error(\"unknown padding\");if(o=new l(e),o.cmp(a.modulus)>=0)throw new Error(\"data too long for modulus\")}return n?c(o,a):u(o,a)}},\"ARY+\":function(t,e,n){\"use strict\";var i=n(\"LC74\"),r=n(\"YQyn\"),o=n(\"z+8S\"),a=n(\"X3l8\").Buffer,s=n(\"EXeW\"),l=n(\"LYGd\"),u=n(\"JaR3\"),c=a.alloc(128);function h(t,e){o.call(this,\"digest\"),\"string\"===typeof e&&(e=a.from(e));var n=\"sha512\"===t||\"sha384\"===t?128:64;if(this._alg=t,this._key=e,e.length>n){var i=\"rmd160\"===t?new l:u(t);e=i.update(e).digest()}else e.length<n&&(e=a.concat([e,c],n));for(var r=this._ipad=a.allocUnsafe(n),s=this._opad=a.allocUnsafe(n),h=0;h<n;h++)r[h]=54^e[h],s[h]=92^e[h];this._hash=\"rmd160\"===t?new l:u(t),this._hash.update(r)}i(h,o),h.prototype._update=function(t){this._hash.update(t)},h.prototype._final=function(){var t=this._hash.digest(),e=\"rmd160\"===this._alg?new l:u(this._alg);return e.update(this._opad).update(t).digest()},t.exports=function(t,e){return t=t.toLowerCase(),\"rmd160\"===t||\"ripemd160\"===t?new h(\"rmd160\",e):\"md5\"===t?new r(s,e):new h(t,e)}},AWjC:function(t,e,n){\"use strict\";var i=n(\"08Lv\");function r(t){this.options=t,this.type=this.options.type,this.blockSize=8,this._init(),this.buffer=new Array(this.blockSize),this.bufferOff=0,this.padding=!1!==t.padding}t.exports=r,r.prototype._init=function(){},r.prototype.update=function(t){return 0===t.length?[]:\"decrypt\"===this.type?this._updateDecrypt(t):this._updateEncrypt(t)},r.prototype._buffer=function(t,e){for(var n=Math.min(this.buffer.length-this.bufferOff,t.length-e),i=0;i<n;i++)this.buffer[this.bufferOff+i]=t[e+i];return this.bufferOff+=n,n},r.prototype._flushBuffer=function(t,e){return this._update(this.buffer,0,t,e),this.bufferOff=0,this.blockSize},r.prototype._updateEncrypt=function(t){var e=0,n=0,i=(this.bufferOff+t.length)/this.blockSize|0,r=new Array(i*this.blockSize);0!==this.bufferOff&&(e+=this._buffer(t,e),this.bufferOff===this.buffer.length&&(n+=this._flushBuffer(r,n)));for(var o=t.length-(t.length-e)%this.blockSize;e<o;e+=this.blockSize)this._update(t,e,r,n),n+=this.blockSize;for(;e<t.length;e++,this.bufferOff++)this.buffer[this.bufferOff]=t[e];return r},r.prototype._updateDecrypt=function(t){for(var e=0,n=0,i=Math.ceil((this.bufferOff+t.length)/this.blockSize)-1,r=new Array(i*this.blockSize);i>0;i--)e+=this._buffer(t,e),n+=this._flushBuffer(r,n);return e+=this._buffer(t,e),r},r.prototype.final=function(t){var e,n;return t&&(e=this.update(t)),n=\"encrypt\"===this.type?this._finalEncrypt():this._finalDecrypt(),e?e.concat(n):n},r.prototype._pad=function(t,e){if(0===e)return!1;while(e<t.length)t[e++]=0;return!0},r.prototype._finalEncrypt=function(){if(!this._pad(this.buffer,this.bufferOff))return[];var t=new Array(this.blockSize);return this._update(this.buffer,0,t,0),t},r.prototype._unpad=function(t){return t},r.prototype._finalDecrypt=function(){i.equal(this.bufferOff,this.blockSize,\"Not enough data to decrypt\");var t=new Array(this.blockSize);return this._flushBuffer(t,0),this._unpad(t)}},Az4Q:function(t,e,n){(function(e){t.exports=e[\"EPlayer\"]=n(\"w3EX\")}).call(e,n(\"DuR2\"))},B6Bn:function(t,e,n){\"use strict\";var i=n(\"geuY\"),r=n(\"TkWM\"),o=r.getNAF,a=r.getJSF,s=r.assert;function l(t,e){this.type=t,this.p=new i(e.p,16),this.red=e.prime?i.red(e.prime):i.mont(this.p),this.zero=new i(0).toRed(this.red),this.one=new i(1).toRed(this.red),this.two=new i(2).toRed(this.red),this.n=e.n&&new i(e.n,16),this.g=e.g&&this.pointFromJSON(e.g,e.gRed),this._wnafT1=new Array(4),this._wnafT2=new Array(4),this._wnafT3=new Array(4),this._wnafT4=new Array(4),this._bitLength=this.n?this.n.bitLength():0;var n=this.n&&this.p.div(this.n);!n||n.cmpn(100)>0?this.redN=null:(this._maxwellTrick=!0,this.redN=this.n.toRed(this.red))}function u(t,e){this.curve=t,this.type=e,this.precomputed=null}t.exports=l,l.prototype.point=function(){throw new Error(\"Not implemented\")},l.prototype.validate=function(){throw new Error(\"Not implemented\")},l.prototype._fixedNafMul=function(t,e){s(t.precomputed);var n=t._getDoubles(),i=o(e,1,this._bitLength),r=(1<<n.step+1)-(n.step%2===0?2:1);r/=3;var a,l,u=[];for(a=0;a<i.length;a+=n.step){l=0;for(var c=a+n.step-1;c>=a;c--)l=(l<<1)+i[c];u.push(l)}for(var h=this.jpoint(null,null,null),d=this.jpoint(null,null,null),p=r;p>0;p--){for(a=0;a<u.length;a++)l=u[a],l===p?d=d.mixedAdd(n.points[a]):l===-p&&(d=d.mixedAdd(n.points[a].neg()));h=h.add(d)}return h.toP()},l.prototype._wnafMul=function(t,e){var n=4,i=t._getNAFPoints(n);n=i.wnd;for(var r=i.points,a=o(e,n,this._bitLength),l=this.jpoint(null,null,null),u=a.length-1;u>=0;u--){for(var c=0;u>=0&&0===a[u];u--)c++;if(u>=0&&c++,l=l.dblp(c),u<0)break;var h=a[u];s(0!==h),l=\"affine\"===t.type?h>0?l.mixedAdd(r[h-1>>1]):l.mixedAdd(r[-h-1>>1].neg()):h>0?l.add(r[h-1>>1]):l.add(r[-h-1>>1].neg())}return\"affine\"===t.type?l.toP():l},l.prototype._wnafMulAdd=function(t,e,n,i,r){var s,l,u,c=this._wnafT1,h=this._wnafT2,d=this._wnafT3,p=0;for(s=0;s<i;s++){u=e[s];var A=u._getNAFPoints(t);c[s]=A.wnd,h[s]=A.points}for(s=i-1;s>=1;s-=2){var f=s-1,g=s;if(1===c[f]&&1===c[g]){var m=[e[f],null,null,e[g]];0===e[f].y.cmp(e[g].y)?(m[1]=e[f].add(e[g]),m[2]=e[f].toJ().mixedAdd(e[g].neg())):0===e[f].y.cmp(e[g].y.redNeg())?(m[1]=e[f].toJ().mixedAdd(e[g]),m[2]=e[f].add(e[g].neg())):(m[1]=e[f].toJ().mixedAdd(e[g]),m[2]=e[f].toJ().mixedAdd(e[g].neg()));var y=[-3,-1,-5,-7,0,7,5,1,3],v=a(n[f],n[g]);for(p=Math.max(v[0].length,p),d[f]=new Array(p),d[g]=new Array(p),l=0;l<p;l++){var C=0|v[0][l],w=0|v[1][l];d[f][l]=y[3*(C+1)+(w+1)],d[g][l]=0,h[f]=m}}else d[f]=o(n[f],c[f],this._bitLength),d[g]=o(n[g],c[g],this._bitLength),p=Math.max(d[f].length,p),p=Math.max(d[g].length,p)}var I=this.jpoint(null,null,null),E=this._wnafT4;for(s=p;s>=0;s--){var b=0;while(s>=0){var M=!0;for(l=0;l<i;l++)E[l]=0|d[l][s],0!==E[l]&&(M=!1);if(!M)break;b++,s--}if(s>=0&&b++,I=I.dblp(b),s<0)break;for(l=0;l<i;l++){var S=E[l];0!==S&&(S>0?u=h[l][S-1>>1]:S<0&&(u=h[l][-S-1>>1].neg()),I=\"affine\"===u.type?I.mixedAdd(u):I.add(u))}}for(s=0;s<i;s++)h[s]=null;return r?I:I.toP()},l.BasePoint=u,u.prototype.eq=function(){throw new Error(\"Not implemented\")},u.prototype.validate=function(){return this.curve.validate(this)},l.prototype.decodePoint=function(t,e){t=r.toArray(t,e);var n=this.p.byteLength();if((4===t[0]||6===t[0]||7===t[0])&&t.length-1===2*n){6===t[0]?s(t[t.length-1]%2===0):7===t[0]&&s(t[t.length-1]%2===1);var i=this.point(t.slice(1,1+n),t.slice(1+n,1+2*n));return i}if((2===t[0]||3===t[0])&&t.length-1===n)return this.pointFromX(t.slice(1,1+n),3===t[0]);throw new Error(\"Unknown point format\")},u.prototype.encodeCompressed=function(t){return this.encode(t,!0)},u.prototype._encode=function(t){var e=this.curve.p.byteLength(),n=this.getX().toArray(\"be\",e);return t?[this.getY().isEven()?2:3].concat(n):[4].concat(n,this.getY().toArray(\"be\",e))},u.prototype.encode=function(t,e){return r.encode(this._encode(e),t)},u.prototype.precompute=function(t){if(this.precomputed)return this;var e={doubles:null,naf:null,beta:null};return e.naf=this._getNAFPoints(8),e.doubles=this._getDoubles(4,t),e.beta=this._getBeta(),this.precomputed=e,this},u.prototype._hasDoubles=function(t){if(!this.precomputed)return!1;var e=this.precomputed.doubles;return!!e&&e.points.length>=Math.ceil((t.bitLength()+1)/e.step)},u.prototype._getDoubles=function(t,e){if(this.precomputed&&this.precomputed.doubles)return this.precomputed.doubles;for(var n=[this],i=this,r=0;r<e;r+=t){for(var o=0;o<t;o++)i=i.dbl();n.push(i)}return{step:t,points:n}},u.prototype._getNAFPoints=function(t){if(this.precomputed&&this.precomputed.naf)return this.precomputed.naf;for(var e=[this],n=(1<<t)-1,i=1===n?null:this.dbl(),r=1;r<n;r++)e[r]=e[r-1].add(i);return{wnd:t,points:e}},u.prototype._getBeta=function(){return null},u.prototype.dblp=function(t){for(var e=this,n=0;n<t;n++)e=e.dbl();return e}},BCiZ:function(t,e,n){var i={ECB:n(\"U6yG\"),CBC:n(\"lUSU\"),CFB:n(\"8qoP\"),CFB8:n(\"Z7yx\"),CFB1:n(\"k2Sm\"),OFB:n(\"H1q7\"),CTR:n(\"SsjP\"),GCM:n(\"SsjP\")},r=n(\"6ZSt\");for(var o in r)r[o].module=i[r[o].mode];t.exports=r},BEbT:function(t,e,n){var i=n(\"X3l8\").Buffer;function r(t){i.isBuffer(t)||(t=i.from(t));for(var e=t.length/4|0,n=new Array(e),r=0;r<e;r++)n[r]=t.readUInt32BE(4*r);return n}function o(t){for(var e=0;e<t.length;t++)t[e]=0}function a(t,e,n,i,r){for(var o,a,s,l,u=n[0],c=n[1],h=n[2],d=n[3],p=t[0]^e[0],A=t[1]^e[1],f=t[2]^e[2],g=t[3]^e[3],m=4,y=1;y<r;y++)o=u[p>>>24]^c[A>>>16&255]^h[f>>>8&255]^d[255&g]^e[m++],a=u[A>>>24]^c[f>>>16&255]^h[g>>>8&255]^d[255&p]^e[m++],s=u[f>>>24]^c[g>>>16&255]^h[p>>>8&255]^d[255&A]^e[m++],l=u[g>>>24]^c[p>>>16&255]^h[A>>>8&255]^d[255&f]^e[m++],p=o,A=a,f=s,g=l;return o=(i[p>>>24]<<24|i[A>>>16&255]<<16|i[f>>>8&255]<<8|i[255&g])^e[m++],a=(i[A>>>24]<<24|i[f>>>16&255]<<16|i[g>>>8&255]<<8|i[255&p])^e[m++],s=(i[f>>>24]<<24|i[g>>>16&255]<<16|i[p>>>8&255]<<8|i[255&A])^e[m++],l=(i[g>>>24]<<24|i[p>>>16&255]<<16|i[A>>>8&255]<<8|i[255&f])^e[m++],o>>>=0,a>>>=0,s>>>=0,l>>>=0,[o,a,s,l]}var s=[0,1,2,4,8,16,32,64,128,27,54],l=function(){for(var t=new Array(256),e=0;e<256;e++)t[e]=e<128?e<<1:e<<1^283;for(var n=[],i=[],r=[[],[],[],[]],o=[[],[],[],[]],a=0,s=0,l=0;l<256;++l){var u=s^s<<1^s<<2^s<<3^s<<4;u=u>>>8^255&u^99,n[a]=u,i[u]=a;var c=t[a],h=t[c],d=t[h],p=257*t[u]^16843008*u;r[0][a]=p<<24|p>>>8,r[1][a]=p<<16|p>>>16,r[2][a]=p<<8|p>>>24,r[3][a]=p,p=16843009*d^65537*h^257*c^16843008*a,o[0][u]=p<<24|p>>>8,o[1][u]=p<<16|p>>>16,o[2][u]=p<<8|p>>>24,o[3][u]=p,0===a?a=s=1:(a=c^t[t[t[d^c]]],s^=t[t[s]])}return{SBOX:n,INV_SBOX:i,SUB_MIX:r,INV_SUB_MIX:o}}();function u(t){this._key=r(t),this._reset()}u.blockSize=16,u.keySize=32,u.prototype.blockSize=u.blockSize,u.prototype.keySize=u.keySize,u.prototype._reset=function(){for(var t=this._key,e=t.length,n=e+6,i=4*(n+1),r=[],o=0;o<e;o++)r[o]=t[o];for(o=e;o<i;o++){var a=r[o-1];o%e===0?(a=a<<8|a>>>24,a=l.SBOX[a>>>24]<<24|l.SBOX[a>>>16&255]<<16|l.SBOX[a>>>8&255]<<8|l.SBOX[255&a],a^=s[o/e|0]<<24):e>6&&o%e===4&&(a=l.SBOX[a>>>24]<<24|l.SBOX[a>>>16&255]<<16|l.SBOX[a>>>8&255]<<8|l.SBOX[255&a]),r[o]=r[o-e]^a}for(var u=[],c=0;c<i;c++){var h=i-c,d=r[h-(c%4?0:4)];u[c]=c<4||h<=4?d:l.INV_SUB_MIX[0][l.SBOX[d>>>24]]^l.INV_SUB_MIX[1][l.SBOX[d>>>16&255]]^l.INV_SUB_MIX[2][l.SBOX[d>>>8&255]]^l.INV_SUB_MIX[3][l.SBOX[255&d]]}this._nRounds=n,this._keySchedule=r,this._invKeySchedule=u},u.prototype.encryptBlockRaw=function(t){return t=r(t),a(t,this._keySchedule,l.SUB_MIX,l.SBOX,this._nRounds)},u.prototype.encryptBlock=function(t){var e=this.encryptBlockRaw(t),n=i.allocUnsafe(16);return n.writeUInt32BE(e[0],0),n.writeUInt32BE(e[1],4),n.writeUInt32BE(e[2],8),n.writeUInt32BE(e[3],12),n},u.prototype.decryptBlock=function(t){t=r(t);var e=t[1];t[1]=t[3],t[3]=e;var n=a(t,this._invKeySchedule,l.INV_SUB_MIX,l.INV_SBOX,this._nRounds),o=i.allocUnsafe(16);return o.writeUInt32BE(n[0],0),o.writeUInt32BE(n[3],4),o.writeUInt32BE(n[2],8),o.writeUInt32BE(n[1],12),o},u.prototype.scrub=function(){o(this._keySchedule),o(this._invKeySchedule),o(this._key)},t.exports.AES=u},BO8W:function(t,e,n){\"use strict\";e.utils=n(\"iNQt\"),e.Cipher=n(\"AWjC\"),e.DES=n(\"Icsf\"),e.CBC=n(\"nyV4\"),e.EDE=n(\"YePo\")},BVsN:function(t,e,n){\"use strict\";var i=n(\"LC74\"),r=n(\"eCz2\"),o=n(\"LYGd\"),a=n(\"JaR3\"),s=n(\"z+8S\");function l(t){s.call(this,\"digest\"),this._hash=t}i(l,s),l.prototype._update=function(t){this._hash.update(t)},l.prototype._final=function(){return this._hash.digest()},t.exports=function(t){return t=t.toLowerCase(),\"md5\"===t?new r:\"rmd160\"===t||\"ripemd160\"===t?new o:new 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mn=Oe[\"dynCall_viiii\"];Oe[\"dynCall_viiii\"]=function(){return j(yt,\"you need to wait for the runtime to be ready (e.g. wait for main() to be called)\"),j(!vt,\"the runtime was exited (use NO_EXIT_RUNTIME to keep it alive after main() exits)\"),mn.apply(null,arguments)};var yn=Oe[\"dynCall_viii\"];Oe[\"dynCall_viii\"]=function(){return j(yt,\"you need to wait for the runtime to be ready (e.g. wait for main() to be called)\"),j(!vt,\"the runtime was exited (use NO_EXIT_RUNTIME to keep it alive after main() exits)\"),yn.apply(null,arguments)};var vn=Oe[\"dynCall_iiiiiii\"];Oe[\"dynCall_iiiiiii\"]=function(){return j(yt,\"you need to wait for the runtime to be ready (e.g. wait for main() to be called)\"),j(!vt,\"the runtime was exited (use NO_EXIT_RUNTIME to keep it alive after main() exits)\"),vn.apply(null,arguments)};var Cn=Oe[\"dynCall_iiiiii\"];Oe[\"dynCall_iiiiii\"]=function(){return j(yt,\"you need to wait for the runtime to be ready (e.g. wait for main() to be 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bn=Oe[\"dynCall_viiiiii\"];Oe[\"dynCall_viiiiii\"]=function(){return j(yt,\"you need to wait for the runtime to be ready (e.g. wait for main() to be called)\"),j(!vt,\"the runtime was exited (use NO_EXIT_RUNTIME to keep it alive after main() exits)\"),bn.apply(null,arguments)};var Mn=Oe[\"dynCall_viiiiiiiii\"];Oe[\"dynCall_viiiiiiiii\"]=function(){return j(yt,\"you need to wait for the runtime to be ready (e.g. wait for main() to be called)\"),j(!vt,\"the runtime was exited (use NO_EXIT_RUNTIME to keep it alive after main() exits)\"),Mn.apply(null,arguments)};var Sn=Oe[\"dynCall_viiiiiiii\"];Oe[\"dynCall_viiiiiiii\"]=function(){return j(yt,\"you need to wait for the runtime to be ready (e.g. wait for main() to be called)\"),j(!vt,\"the runtime was exited (use NO_EXIT_RUNTIME to keep it alive after main() exits)\"),Sn.apply(null,arguments)};var xn=Oe[\"dynCall_iiiii\"];Oe[\"dynCall_iiiii\"]=function(){return j(yt,\"you need to wait for the runtime to be ready (e.g. wait for main() to be 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Nn=Oe[\"dynCall_iiiiiiidiiddii\"];Oe[\"dynCall_iiiiiiidiiddii\"]=function(){return j(yt,\"you need to wait for the runtime to be ready (e.g. wait for main() to be called)\"),j(!vt,\"the runtime was exited (use NO_EXIT_RUNTIME to keep it alive after main() exits)\"),Nn.apply(null,arguments)};var Zn=Oe[\"dynCall_jij\"];Oe[\"dynCall_jij\"]=function(){return j(yt,\"you need to wait for the runtime to be ready (e.g. wait for main() to be called)\"),j(!vt,\"the runtime was exited (use NO_EXIT_RUNTIME to keep it alive after main() exits)\"),Zn.apply(null,arguments)};var Pn=Oe[\"dynCall_jii\"];Oe[\"dynCall_jii\"]=function(){return j(yt,\"you need to wait for the runtime to be ready (e.g. wait for main() to be called)\"),j(!vt,\"the runtime was exited (use NO_EXIT_RUNTIME to keep it alive after main() exits)\"),Pn.apply(null,arguments)};var Wn=Oe[\"dynCall_jiji\"];Oe[\"dynCall_jiji\"]=function(){return j(yt,\"you need to wait for the runtime to be ready (e.g. wait for main() to be 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#8183ff;\\n  --VC-LINK: #7d90a9;\\n  --VC-TEXTGREEN: #259c5c;\\n  --VC-FG: white;\\n  --VC-BG: black;\\n  --VC-BG-COLOR-ACTIVE: #282828;\\n  --VC-WARN-BG: #332700;\\n  --VC-WARN-BORDER: #664e00;\\n  --VC-ERROR-BG: #321010;\\n  --VC-ERROR-BORDER: #642020;\\n  --VC-DOM-TAG-NAME-COLOR: #5DB0D7;\\n  --VC-DOM-ATTRIBUTE-NAME-COLOR: #9BBBDC;\\n  --VC-DOM-ATTRIBUTE-VALUE-COLOR: #f29766;\\n  --VC-CODE-KEY-FG: #e36eec;\\n  --VC-CODE-PRIVATE-KEY-FG: #f4c5f7;\\n  --VC-CODE-FUNC-FG: #556af2;\\n  --VC-CODE-NUMBER-FG: #9980ff;\\n  --VC-CODE-STR-FG: #e93f3b;\\n  --VC-CODE-NULL-FG: #808080;\\n}\\n.vc-tabbar {\\n  border-bottom: 1px solid var(--VC-FG-3);\\n  overflow-x: auto;\\n  height: 3em;\\n  width: auto;\\n  white-space: nowrap;\\n}\\n.vc-tabbar .vc-tab {\\n  display: inline-block;\\n  line-height: 3em;\\n  padding: 0 1.15384615em;\\n  border-right: 1px solid var(--VC-FG-3);\\n  text-decoration: none;\\n  color: var(--VC-FG-0);\\n  -webkit-tap-highlight-color: transparent;\\n  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none;\\n}\\n.vc-toolbar .vc-tool.vc-toggle,\\n.vc-toolbar .vc-tool.vc-global-tool {\\n  display: block;\\n}\\n.vc-toolbar .vc-tool:active {\\n  background-color: rgba(0, 0, 0, 0.15);\\n}\\n.vc-toolbar .vc-tool:after {\\n  content: \" \";\\n  position: absolute;\\n  top: 0.53846154em;\\n  bottom: 0.53846154em;\\n  right: 0;\\n  border-left: 1px solid var(--VC-FG-3);\\n}\\n.vc-toolbar .vc-tool-last:after {\\n  border: none;\\n}\\n.vc-topbar {\\n  background-color: var(--VC-BG-1);\\n  display: -webkit-box;\\n  display: -webkit-flex;\\n  display: -moz-box;\\n  display: -ms-flexbox;\\n  display: flex;\\n  -webkit-box-orient: horizontal;\\n  -webkit-box-direction: normal;\\n  -webkit-flex-direction: row;\\n  -moz-box-orient: horizontal;\\n  -moz-box-direction: normal;\\n  -ms-flex-direction: row;\\n  flex-direction: row;\\n  -webkit-flex-wrap: wrap;\\n  -ms-flex-wrap: wrap;\\n  flex-wrap: wrap;\\n  width: 100%;\\n}\\n.vc-topbar .vc-toptab {\\n  display: none;\\n  -webkit-box-flex: 1;\\n  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z-index: 10002;\\n  background-color: var(--VC-BG-0);\\n  transition: bottom 0.3s;\\n}\\n.vc-toggle .vc-switch {\\n  display: none;\\n}\\n.vc-toggle .vc-mask {\\n  background: rgba(0, 0, 0, 0.6);\\n  display: block;\\n}\\n.vc-toggle .vc-panel {\\n  bottom: 0;\\n}\\n.vc-content {\\n  background-color: var(--VC-BG-2);\\n  overflow-x: hidden;\\n  overflow-y: auto;\\n  position: absolute;\\n  top: 3.07692308em;\\n  left: 0;\\n  right: 0;\\n  bottom: 3.07692308em;\\n  -webkit-overflow-scrolling: touch;\\n  margin-bottom: constant(safe-area-inset-bottom);\\n  margin-bottom: env(safe-area-inset-bottom);\\n}\\n.vc-content.vc-has-topbar {\\n  top: 5.46153846em;\\n}\\n.vc-plugin-box {\\n  display: none;\\n  position: relative;\\n  min-height: 100%;\\n}\\n.vc-plugin-box.vc-actived {\\n  display: block;\\n}\\n.vc-plugin-content {\\n  padding-bottom: 6em;\\n  -webkit-tap-highlight-color: transparent;\\n}\\n.vc-plugin-empty:before,\\n.vc-plugin-content:empty:before {\\n  content: \"Empty\";\\n  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i=p(t),r=\"sha512\"===t||\"sha384\"===t?128:64;e.length>r?e=i(e):e.length<r&&(e=a.concat([e,c],r));for(var o=a.allocUnsafe(r+h[t]),s=a.allocUnsafe(r+h[t]),l=0;l<r;l++)o[l]=54^e[l],s[l]=92^e[l];var u=a.allocUnsafe(r+n+4);o.copy(u,0,0,r),this.ipad1=u,this.ipad2=o,this.opad=s,this.alg=t,this.blocksize=r,this.hash=i,this.size=h[t]}function p(t){function e(e){return o(t).update(e).digest()}function n(t){return(new r).update(t).digest()}return\"rmd160\"===t||\"ripemd160\"===t?n:\"md5\"===t?i:e}function A(t,e,n,i,r){s(n,i),t=u(t,l,\"Password\"),e=u(e,l,\"Salt\"),r=r||\"sha1\";var o=new d(r,t,e.length),c=a.allocUnsafe(i),p=a.allocUnsafe(e.length+4);e.copy(p,0,0,e.length);for(var A=0,f=h[r],g=Math.ceil(i/f),m=1;m<=g;m++){p.writeUInt32BE(m,e.length);for(var y=o.run(p,o.ipad1),v=y,C=1;C<n;C++){v=o.run(v,o.ipad2);for(var w=0;w<f;w++)y[w]^=v[w]}y.copy(c,A),A+=f}return c}d.prototype.run=function(t,e){t.copy(e,this.blocksize);var n=this.hash(e);return 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y=A[\"a\"].loadWasmModule,v=A[\"a\"].module,C=i[\"a\"].appEnterprise,w=i[\"a\"].appVersion;e[\"a\"]={name:\"easy-player\",model:{prop:\"videoUrl\",event:\"change\"},props:{alt:{type:String,default:\"无信号\"},aspect:{type:String,default:\"\"},autoplay:{type:[Boolean,String],default:\"true\"},currentTime:{type:Number,default:0},decodeType:{type:String,default:\"auto\"},debug:{type:Boolean,default:function(){return!1}},easyStretch:{type:Boolean,default:function(){return!0}},isH265:{type:Boolean,default:function(){return!1}},live:{type:Boolean,default:function(){return!0}},loop:{type:Boolean,default:!1},muted:{type:Boolean,default:function(){return!0}},playerStyle:{type:String,default:\"\"},poster:{type:String,default:function(){return\"\"}},reconnection:{type:Boolean,default:function(){return!1}},restartTime:{type:Number,default:21600},resolution:{type:String,default:\"\"},resolutionDefault:{type:String,default:\"hd\"},showEnterprise:{type:Boolean,default:!0},iceServers:{type:Array,default:function(){return[]}},videoUrl:{type:String,default:\"\"},videoTitle:{type:String,default:\"\"},isTransCoding:{type:Boolean,default:function(){return!1}},hasAudio:{type:Boolean,default:function(){return!0}},recordMaxFileSize:{type:Number,default:200},progress:{type:Boolean,default:function(){return!0}},remoteHost:{type:String,default:\"https://demo.easycvr.com:18000\"},recordFileName:{type:String,default:\"\"}},mixins:[u[\"a\"],c[\"a\"],h[\"a\"],d[\"a\"]],data:function(){return{TAG:\"EasyPlayer\",degbug:!0,appVersion:w,pause:!1,_playerPlaying:!1,appEnterprise:C,stretch:!1,loading:!1,isFirstPaused:!0,fullscreenIndex:0,initLoading:!1,wasmPlayer:null,playerOption:{},playerMessage:[],easyPlayer:null,waitingTimer:null,isStreamH265:!1,endLoadingTimer:null,startWaitingTime:null,easyWebrtcPlayer:null,showPlayerMessage:!1,resolutionDict:{sd:\"标清\",hd:\"高清\",fhd:\"超清\",yh:\"原画\"},versionStyle:{top:0,left:0,zIndex:9999,position:\"absolute\",pointerEvents:\"auto\"},videoStyle:{},playerPlugins:{videoJsResolutionSwitcher:{default:this.resolutionDefault,dynamicLabel:!0}},eventTimer:null,restartPlayerTimer:null,restartSnapshot:null,isCacheCleanUp:!1,showMessage:!1,showMessageTimer:!1,errorTimeStamp:0,isFirstM3u8:!0,showRightMenu:!1,showViewMessage:!1,playLive:!0,playerMuted:!0,videoEle:null,noSingleEle:null,easyPlayerLoadingEle:null,easyVideoPlayerInnerEle:null,_videoId:null,_luXiangEle:null,_recording:!1,_recordOffset:0,restartH265Snapshot:null,_recordArrayBuffer:[],_cacheArrayBuffer:[],_is_hls:!1,isSafari:/Safari/.test(navigator.userAgent)&&!/Chrome/.test(navigator.userAgent),ImageUrlDataTimer:null,reloadBool:!1}},computed:{defaultPlayerOption:function(){return{loop:this.loop,controls:!0,language:\"zh-CN\",type:\"video/mp4\",userActions:{click:!1},autoplay:this.autoplay,controlBar:{pictureInPictureToggle:!1,volumePanel:{inline:!1}}}}},watch:{progress:{handler:function(){this._handlerVideoProgress()},immediate:!1},muted:{handler:function(t){this.playerMuted=t},immediate:!0},snapshot:{handler:function(t){var e=this;t&&setTimeout((function(){return e.snapshot=!1}),3e4)}},playerMessage:{handler:function(t){var e=this;t&&(this.$nextTick((function(){var t=e.$el.querySelector(\".easy-player-loading-text\");t.scrollTop=t.scrollTop+20})),this.showMessage=!0,this.showMessageTimer&&clearTimeout(this.showMessageTimer),this.showMessageTimer=setTimeout((function(){e.showMessage=!1}),1e4))},immediate:!0},easyStretch:{handler:function(t){this.stretch=t},immediate:!0},isH265:{handler:function(t){this.isStreamH265=t},immediate:!0},isStreamH265:{handler:function(t){var e=this;if(!t){this.handlePoster(!1);var n=this.$el.querySelector(\".easy-player-loading\");n&&(n.style.opacity=0)}this.$el.querySelector(\".vjs-progress-control\")&&(this.$el.querySelector(\".vjs-progress-control\").style.opacity=0),t&&(this.ImageUrlDataTimer=setInterval((function(){e.getH265SnapData()}),5e3))}},easyPlayer:{handler:function(t){var e=this;t&&(this.loading=!0,setTimeout((function(){return 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e=this;this.$nextTick((function(){setTimeout((function(){e.showPlayerMessage&&(e.showPlayerMessage=!1),e.initLoading&&(e.initLoading=!1)}),5e3);var n=e.$el.querySelector(\".easy-player-loading\");n&&(n.style.opacity=t?1:0),e.handlePoster(t)}))},immediate:!1},currentTime:{handler:function(t){t&&this.seek(t)},immediate:!0}},created:function(){this.initVideoJs(),this.isTransCoding&&this.loadWasmKit()},mounted:function(){this.debug&&new o.a},destroyed:function(){this.destroyPlayer()},methods:{handlePoster:function(){var t=arguments.length>0&&void 0!==arguments[0]&&arguments[0];if(!this.$el.querySelector(\".easy-big-play-button\")){var e=this.$el.querySelector(\".easy-player-poster\");e&&(e.style.opacity=t?1:0,e.style.zIndex=t?888:-99)}},getH265SnapData:function(){var t=this,e=void 0,n=void 0;if(n=this._is_hls?this.easyPlayer.saveImageDateURL():this.easyPlayer.tech_.flvPlayer.saveImageDateURL(),n.length<786432)return setTimeout((function(){return 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this.$el.querySelector(\".vjs-play-control\").click()},switchAudio:function(){if(this.isStreamH265){if(this._is_hls)return this.easyPlayer.switchAudio();this.easyPlayer&&this.easyPlayer.tech_&&this.easyPlayer.tech_.flvPlayer&&this.easyPlayer.tech_.flvPlayer.switchAudio()}else this.$el.querySelector(\".vjs-mute-control\").click()},handlerVideOption:function(t){this.playerOption=null;var e={language:\"zh-CN\"};t.includes(\".mp4\")?e.type=\"video/mp4\":t.includes(\".ogv\")?e.type=\"video/ogg\":t.includes(\".flv\")?e={type:\"video/flv\",techOrder:[\"html5\",\"flvjs\"],flvjs:{mediaDataSource:{muted:this.playerMuted,isLive:this.live,cors:!0,hasAudio:this.hasAudio,withCredentials:!1,recordMaxFileSize:this.recordMaxFileSize},config:{enableStashBuffer:!1,autoCleanupSourceBuffer:!0,autoCleanupMaxBackwardDuration:10,autoCleanupMinBackwardDuration:5,decodeType:this.decodeType,recordFileName:this.recordFileName}}}:t.includes(\".m3u8\")&&(e=Object.assign(e,{type:\"application/x-mpegURL\",techOrder:[\"hlsjs\",\"html5\",\"flvjs\"],html5:{hls:{withCredentials:!0}}}));var n=this.aspect||this.$refs.videoInner.offsetWidth+\":\"+this.$refs.videoInner.offsetHeight;t.includes(\".m3u8\")&&this.resolution&&(e=Object.assign(e,{plugins:this.playerPlugins})),this.playerOption=Object.assign(this.defaultPlayerOption,e,{aspectRatio:n,playbackRates:this.live?[]:[.75,1,1.25,1.5,2]})},initPlayer:function(){var t=this,e=this.videoUrl;if(e.startsWith(\"app://.\")&&(e=e.replace(\"app://.\",this.remoteHost)),this.easyPlayer&&this.destroyPlayer(),this.easyWebrtcPlayer&&this.destroyPlayer(),this.setRestartPlay(),this.initVideoEle(),this.reloadBool&&this.isStreamH265&&-1!==this.videoUrl.indexOf(\".m3u8\"))return this.initH265Player(12,this.reloadBool);this.$nextTick((function(){if(t.showVersion(),e.startsWith(\"webrtc\"))return t.$nextTick((function(){return t.initWebRTCPlayer()}));if(flvjs.isSupported()){var 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if(\"le\"===n)for(r=0,o=0;r<t.length;r+=3)a=t[r]|t[r+1]<<8|t[r+2]<<16,this.words[o]|=a<<s&67108863,this.words[o+1]=a>>>26-s&67108863,s+=24,s>=26&&(s-=26,o++);return this.strip()},o.prototype._parseHex=function(t,e,n){this.length=Math.ceil((t.length-e)/6),this.words=new Array(this.length);for(var i=0;i<this.length;i++)this.words[i]=0;var r,o=0,a=0;if(\"be\"===n)for(i=t.length-1;i>=e;i-=2)r=l(t,e,i)<<o,this.words[a]|=67108863&r,o>=18?(o-=18,a+=1,this.words[a]|=r>>>26):o+=8;else{var s=t.length-e;for(i=s%2===0?e+1:e;i<t.length;i+=2)r=l(t,e,i)<<o,this.words[a]|=67108863&r,o>=18?(o-=18,a+=1,this.words[a]|=r>>>26):o+=8}this.strip()},o.prototype._parseBase=function(t,e,n){this.words=[0],this.length=1;for(var i=0,r=1;r<=67108863;r*=e)i++;i--,r=r/e|0;for(var o=t.length-n,a=o%i,s=Math.min(o,o-a)+n,l=0,c=n;c<s;c+=i)l=u(t,c,c+i,e),this.imuln(r),this.words[0]+l<67108864?this.words[0]+=l:this._iaddn(l);if(0!==a){var h=1;for(l=u(t,c,t.length,e),c=0;c<a;c++)h*=e;this.imuln(h),this.words[0]+l<67108864?this.words[0]+=l:this._iaddn(l)}this.strip()},o.prototype.copy=function(t){t.words=new Array(this.length);for(var e=0;e<this.length;e++)t.words[e]=this.words[e];t.length=this.length,t.negative=this.negative,t.red=this.red},o.prototype.clone=function(){var t=new o(null);return this.copy(t),t},o.prototype._expand=function(t){while(this.length<t)this.words[this.length++]=0;return this},o.prototype.strip=function(){while(this.length>1&&0===this.words[this.length-1])this.length--;return this._normSign()},o.prototype._normSign=function(){return 1===this.length&&0===this.words[0]&&(this.negative=0),this},o.prototype.inspect=function(){return(this.red?\"<BN-R: \":\"<BN: \")+this.toString(16)+\">\"};var c=[\"\",\"0\",\"00\",\"000\",\"0000\",\"00000\",\"000000\",\"0000000\",\"00000000\",\"000000000\",\"0000000000\",\"00000000000\",\"000000000000\",\"0000000000000\",\"00000000000000\",\"000000000000000\",\"0000000000000000\",\"00000000000000000\",\"000000000000000000\",\"0000000000000000000\",\"00000000000000000000\",\"000000000000000000000\",\"0000000000000000000000\",\"00000000000000000000000\",\"000000000000000000000000\",\"0000000000000000000000000\"],h=[0,0,25,16,12,11,10,9,8,8,7,7,7,7,6,6,6,6,6,6,6,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5],d=[0,0,33554432,43046721,16777216,48828125,60466176,40353607,16777216,43046721,1e7,19487171,35831808,62748517,7529536,11390625,16777216,24137569,34012224,47045881,64e6,4084101,5153632,6436343,7962624,9765625,11881376,14348907,17210368,20511149,243e5,28629151,33554432,39135393,45435424,52521875,60466176];function p(t){for(var e=new Array(t.bitLength()),n=0;n<e.length;n++){var i=n/26|0,r=n%26;e[n]=(t.words[i]&1<<r)>>>r}return e}function A(t,e,n){n.negative=e.negative^t.negative;var i=t.length+e.length|0;n.length=i,i=i-1|0;var r=0|t.words[0],o=0|e.words[0],a=r*o,s=67108863&a,l=a/67108864|0;n.words[0]=s;for(var u=1;u<i;u++){for(var c=l>>>26,h=67108863&l,d=Math.min(u,e.length-1),p=Math.max(0,u-t.length+1);p<=d;p++){var A=u-p|0;r=0|t.words[A],o=0|e.words[p],a=r*o+h,c+=a/67108864|0,h=67108863&a}n.words[u]=0|h,l=0|c}return 0!==l?n.words[u]=0|l:n.length--,n.strip()}o.prototype.toString=function(t,e){var n;if(t=t||10,e=0|e||1,16===t||\"hex\"===t){n=\"\";for(var r=0,o=0,a=0;a<this.length;a++){var s=this.words[a],l=(16777215&(s<<r|o)).toString(16);o=s>>>24-r&16777215,n=0!==o||a!==this.length-1?c[6-l.length]+l+n:l+n,r+=2,r>=26&&(r-=26,a--)}0!==o&&(n=o.toString(16)+n);while(n.length%e!==0)n=\"0\"+n;return 0!==this.negative&&(n=\"-\"+n),n}if(t===(0|t)&&t>=2&&t<=36){var u=h[t],p=d[t];n=\"\";var A=this.clone();A.negative=0;while(!A.isZero()){var f=A.modn(p).toString(t);A=A.idivn(p),n=A.isZero()?f+n:c[u-f.length]+f+n}this.isZero()&&(n=\"0\"+n);while(n.length%e!==0)n=\"0\"+n;return 0!==this.negative&&(n=\"-\"+n),n}i(!1,\"Base should be between 2 and 36\")},o.prototype.toNumber=function(){var t=this.words[0];return 2===this.length?t+=67108864*this.words[1]:3===this.length&&1===this.words[2]?t+=4503599627370496+67108864*this.words[1]:this.length>2&&i(!1,\"Number can only safely store up to 53 bits\"),0!==this.negative?-t:t},o.prototype.toJSON=function(){return this.toString(16)},o.prototype.toBuffer=function(t,e){return i(\"undefined\"!==typeof a),this.toArrayLike(a,t,e)},o.prototype.toArray=function(t,e){return this.toArrayLike(Array,t,e)},o.prototype.toArrayLike=function(t,e,n){var r=this.byteLength(),o=n||Math.max(1,r);i(r<=o,\"byte array longer than desired length\"),i(o>0,\"Requested array length <= 0\"),this.strip();var a,s,l=\"le\"===e,u=new t(o),c=this.clone();if(l){for(s=0;!c.isZero();s++)a=c.andln(255),c.iushrn(8),u[s]=a;for(;s<o;s++)u[s]=0}else{for(s=0;s<o-r;s++)u[s]=0;for(s=0;!c.isZero();s++)a=c.andln(255),c.iushrn(8),u[o-s-1]=a}return u},Math.clz32?o.prototype._countBits=function(t){return 32-Math.clz32(t)}:o.prototype._countBits=function(t){var e=t,n=0;return e>=4096&&(n+=13,e>>>=13),e>=64&&(n+=7,e>>>=7),e>=8&&(n+=4,e>>>=4),e>=2&&(n+=2,e>>>=2),n+e},o.prototype._zeroBits=function(t){if(0===t)return 26;var e=t,n=0;return 0===(8191&e)&&(n+=13,e>>>=13),0===(127&e)&&(n+=7,e>>>=7),0===(15&e)&&(n+=4,e>>>=4),0===(3&e)&&(n+=2,e>>>=2),0===(1&e)&&n++,n},o.prototype.bitLength=function(){var t=this.words[this.length-1],e=this._countBits(t);return 26*(this.length-1)+e},o.prototype.zeroBits=function(){if(this.isZero())return 0;for(var t=0,e=0;e<this.length;e++){var n=this._zeroBits(this.words[e]);if(t+=n,26!==n)break}return t},o.prototype.byteLength=function(){return Math.ceil(this.bitLength()/8)},o.prototype.toTwos=function(t){return 0!==this.negative?this.abs().inotn(t).iaddn(1):this.clone()},o.prototype.fromTwos=function(t){return this.testn(t-1)?this.notn(t).iaddn(1).ineg():this.clone()},o.prototype.isNeg=function(){return 0!==this.negative},o.prototype.neg=function(){return this.clone().ineg()},o.prototype.ineg=function(){return this.isZero()||(this.negative^=1),this},o.prototype.iuor=function(t){while(this.length<t.length)this.words[this.length++]=0;for(var e=0;e<t.length;e++)this.words[e]=this.words[e]|t.words[e];return this.strip()},o.prototype.ior=function(t){return i(0===(this.negative|t.negative)),this.iuor(t)},o.prototype.or=function(t){return this.length>t.length?this.clone().ior(t):t.clone().ior(this)},o.prototype.uor=function(t){return this.length>t.length?this.clone().iuor(t):t.clone().iuor(this)},o.prototype.iuand=function(t){var e;e=this.length>t.length?t:this;for(var n=0;n<e.length;n++)this.words[n]=this.words[n]&t.words[n];return this.length=e.length,this.strip()},o.prototype.iand=function(t){return i(0===(this.negative|t.negative)),this.iuand(t)},o.prototype.and=function(t){return this.length>t.length?this.clone().iand(t):t.clone().iand(this)},o.prototype.uand=function(t){return this.length>t.length?this.clone().iuand(t):t.clone().iuand(this)},o.prototype.iuxor=function(t){var e,n;this.length>t.length?(e=this,n=t):(e=t,n=this);for(var i=0;i<n.length;i++)this.words[i]=e.words[i]^n.words[i];if(this!==e)for(;i<e.length;i++)this.words[i]=e.words[i];return this.length=e.length,this.strip()},o.prototype.ixor=function(t){return i(0===(this.negative|t.negative)),this.iuxor(t)},o.prototype.xor=function(t){return this.length>t.length?this.clone().ixor(t):t.clone().ixor(this)},o.prototype.uxor=function(t){return this.length>t.length?this.clone().iuxor(t):t.clone().iuxor(this)},o.prototype.inotn=function(t){i(\"number\"===typeof t&&t>=0);var e=0|Math.ceil(t/26),n=t%26;this._expand(e),n>0&&e--;for(var r=0;r<e;r++)this.words[r]=67108863&~this.words[r];return n>0&&(this.words[r]=~this.words[r]&67108863>>26-n),this.strip()},o.prototype.notn=function(t){return this.clone().inotn(t)},o.prototype.setn=function(t,e){i(\"number\"===typeof t&&t>=0);var n=t/26|0,r=t%26;return this._expand(n+1),this.words[n]=e?this.words[n]|1<<r:this.words[n]&~(1<<r),this.strip()},o.prototype.iadd=function(t){var e,n,i;if(0!==this.negative&&0===t.negative)return this.negative=0,e=this.isub(t),this.negative^=1,this._normSign();if(0===this.negative&&0!==t.negative)return t.negative=0,e=this.isub(t),t.negative=1,e._normSign();this.length>t.length?(n=this,i=t):(n=t,i=this);for(var r=0,o=0;o<i.length;o++)e=(0|n.words[o])+(0|i.words[o])+r,this.words[o]=67108863&e,r=e>>>26;for(;0!==r&&o<n.length;o++)e=(0|n.words[o])+r,this.words[o]=67108863&e,r=e>>>26;if(this.length=n.length,0!==r)this.words[this.length]=r,this.length++;else if(n!==this)for(;o<n.length;o++)this.words[o]=n.words[o];return this},o.prototype.add=function(t){var e;return 0!==t.negative&&0===this.negative?(t.negative=0,e=this.sub(t),t.negative^=1,e):0===t.negative&&0!==this.negative?(this.negative=0,e=t.sub(this),this.negative=1,e):this.length>t.length?this.clone().iadd(t):t.clone().iadd(this)},o.prototype.isub=function(t){if(0!==t.negative){t.negative=0;var e=this.iadd(t);return t.negative=1,e._normSign()}if(0!==this.negative)return this.negative=0,this.iadd(t),this.negative=1,this._normSign();var n,i,r=this.cmp(t);if(0===r)return this.negative=0,this.length=1,this.words[0]=0,this;r>0?(n=this,i=t):(n=t,i=this);for(var o=0,a=0;a<i.length;a++)e=(0|n.words[a])-(0|i.words[a])+o,o=e>>26,this.words[a]=67108863&e;for(;0!==o&&a<n.length;a++)e=(0|n.words[a])+o,o=e>>26,this.words[a]=67108863&e;if(0===o&&a<n.length&&n!==this)for(;a<n.length;a++)this.words[a]=n.words[a];return this.length=Math.max(this.length,a),n!==this&&(this.negative=1),this.strip()},o.prototype.sub=function(t){return this.clone().isub(t)};var f=function(t,e,n){var i,r,o,a=t.words,s=e.words,l=n.words,u=0,c=0|a[0],h=8191&c,d=c>>>13,p=0|a[1],A=8191&p,f=p>>>13,g=0|a[2],m=8191&g,y=g>>>13,v=0|a[3],C=8191&v,w=v>>>13,I=0|a[4],E=8191&I,b=I>>>13,M=0|a[5],S=8191&M,x=M>>>13,B=0|a[6],k=8191&B,Q=B>>>13,D=0|a[7],K=8191&D,q=D>>>13,O=0|a[8],L=8191&O,R=O>>>13,j=0|a[9],T=8191&j,J=j>>>13,G=0|s[0],Y=8191&G,F=G>>>13,U=0|s[1],z=8191&U,N=U>>>13,Z=0|s[2],P=8191&Z,W=Z>>>13,V=0|s[3],H=8191&V,X=V>>>13,_=0|s[4],$=8191&_,tt=_>>>13,et=0|s[5],nt=8191&et,it=et>>>13,rt=0|s[6],ot=8191&rt,at=rt>>>13,st=0|s[7],lt=8191&st,ut=st>>>13,ct=0|s[8],ht=8191&ct,dt=ct>>>13,pt=0|s[9],At=8191&pt,ft=pt>>>13;n.negative=t.negative^e.negative,n.length=19,i=Math.imul(h,Y),r=Math.imul(h,F),r=r+Math.imul(d,Y)|0,o=Math.imul(d,F);var gt=(u+i|0)+((8191&r)<<13)|0;u=(o+(r>>>13)|0)+(gt>>>26)|0,gt&=67108863,i=Math.imul(A,Y),r=Math.imul(A,F),r=r+Math.imul(f,Y)|0,o=Math.imul(f,F),i=i+Math.imul(h,z)|0,r=r+Math.imul(h,N)|0,r=r+Math.imul(d,z)|0,o=o+Math.imul(d,N)|0;var mt=(u+i|0)+((8191&r)<<13)|0;u=(o+(r>>>13)|0)+(mt>>>26)|0,mt&=67108863,i=Math.imul(m,Y),r=Math.imul(m,F),r=r+Math.imul(y,Y)|0,o=Math.imul(y,F),i=i+Math.imul(A,z)|0,r=r+Math.imul(A,N)|0,r=r+Math.imul(f,z)|0,o=o+Math.imul(f,N)|0,i=i+Math.imul(h,P)|0,r=r+Math.imul(h,W)|0,r=r+Math.imul(d,P)|0,o=o+Math.imul(d,W)|0;var yt=(u+i|0)+((8191&r)<<13)|0;u=(o+(r>>>13)|0)+(yt>>>26)|0,yt&=67108863,i=Math.imul(C,Y),r=Math.imul(C,F),r=r+Math.imul(w,Y)|0,o=Math.imul(w,F),i=i+Math.imul(m,z)|0,r=r+Math.imul(m,N)|0,r=r+Math.imul(y,z)|0,o=o+Math.imul(y,N)|0,i=i+Math.imul(A,P)|0,r=r+Math.imul(A,W)|0,r=r+Math.imul(f,P)|0,o=o+Math.imul(f,W)|0,i=i+Math.imul(h,H)|0,r=r+Math.imul(h,X)|0,r=r+Math.imul(d,H)|0,o=o+Math.imul(d,X)|0;var vt=(u+i|0)+((8191&r)<<13)|0;u=(o+(r>>>13)|0)+(vt>>>26)|0,vt&=67108863,i=Math.imul(E,Y),r=Math.imul(E,F),r=r+Math.imul(b,Y)|0,o=Math.imul(b,F),i=i+Math.imul(C,z)|0,r=r+Math.imul(C,N)|0,r=r+Math.imul(w,z)|0,o=o+Math.imul(w,N)|0,i=i+Math.imul(m,P)|0,r=r+Math.imul(m,W)|0,r=r+Math.imul(y,P)|0,o=o+Math.imul(y,W)|0,i=i+Math.imul(A,H)|0,r=r+Math.imul(A,X)|0,r=r+Math.imul(f,H)|0,o=o+Math.imul(f,X)|0,i=i+Math.imul(h,$)|0,r=r+Math.imul(h,tt)|0,r=r+Math.imul(d,$)|0,o=o+Math.imul(d,tt)|0;var Ct=(u+i|0)+((8191&r)<<13)|0;u=(o+(r>>>13)|0)+(Ct>>>26)|0,Ct&=67108863,i=Math.imul(S,Y),r=Math.imul(S,F),r=r+Math.imul(x,Y)|0,o=Math.imul(x,F),i=i+Math.imul(E,z)|0,r=r+Math.imul(E,N)|0,r=r+Math.imul(b,z)|0,o=o+Math.imul(b,N)|0,i=i+Math.imul(C,P)|0,r=r+Math.imul(C,W)|0,r=r+Math.imul(w,P)|0,o=o+Math.imul(w,W)|0,i=i+Math.imul(m,H)|0,r=r+Math.imul(m,X)|0,r=r+Math.imul(y,H)|0,o=o+Math.imul(y,X)|0,i=i+Math.imul(A,$)|0,r=r+Math.imul(A,tt)|0,r=r+Math.imul(f,$)|0,o=o+Math.imul(f,tt)|0,i=i+Math.imul(h,nt)|0,r=r+Math.imul(h,it)|0,r=r+Math.imul(d,nt)|0,o=o+Math.imul(d,it)|0;var wt=(u+i|0)+((8191&r)<<13)|0;u=(o+(r>>>13)|0)+(wt>>>26)|0,wt&=67108863,i=Math.imul(k,Y),r=Math.imul(k,F),r=r+Math.imul(Q,Y)|0,o=Math.imul(Q,F),i=i+Math.imul(S,z)|0,r=r+Math.imul(S,N)|0,r=r+Math.imul(x,z)|0,o=o+Math.imul(x,N)|0,i=i+Math.imul(E,P)|0,r=r+Math.imul(E,W)|0,r=r+Math.imul(b,P)|0,o=o+Math.imul(b,W)|0,i=i+Math.imul(C,H)|0,r=r+Math.imul(C,X)|0,r=r+Math.imul(w,H)|0,o=o+Math.imul(w,X)|0,i=i+Math.imul(m,$)|0,r=r+Math.imul(m,tt)|0,r=r+Math.imul(y,$)|0,o=o+Math.imul(y,tt)|0,i=i+Math.imul(A,nt)|0,r=r+Math.imul(A,it)|0,r=r+Math.imul(f,nt)|0,o=o+Math.imul(f,it)|0,i=i+Math.imul(h,ot)|0,r=r+Math.imul(h,at)|0,r=r+Math.imul(d,ot)|0,o=o+Math.imul(d,at)|0;var It=(u+i|0)+((8191&r)<<13)|0;u=(o+(r>>>13)|0)+(It>>>26)|0,It&=67108863,i=Math.imul(K,Y),r=Math.imul(K,F),r=r+Math.imul(q,Y)|0,o=Math.imul(q,F),i=i+Math.imul(k,z)|0,r=r+Math.imul(k,N)|0,r=r+Math.imul(Q,z)|0,o=o+Math.imul(Q,N)|0,i=i+Math.imul(S,P)|0,r=r+Math.imul(S,W)|0,r=r+Math.imul(x,P)|0,o=o+Math.imul(x,W)|0,i=i+Math.imul(E,H)|0,r=r+Math.imul(E,X)|0,r=r+Math.imul(b,H)|0,o=o+Math.imul(b,X)|0,i=i+Math.imul(C,$)|0,r=r+Math.imul(C,tt)|0,r=r+Math.imul(w,$)|0,o=o+Math.imul(w,tt)|0,i=i+Math.imul(m,nt)|0,r=r+Math.imul(m,it)|0,r=r+Math.imul(y,nt)|0,o=o+Math.imul(y,it)|0,i=i+Math.imul(A,ot)|0,r=r+Math.imul(A,at)|0,r=r+Math.imul(f,ot)|0,o=o+Math.imul(f,at)|0,i=i+Math.imul(h,lt)|0,r=r+Math.imul(h,ut)|0,r=r+Math.imul(d,lt)|0,o=o+Math.imul(d,ut)|0;var Et=(u+i|0)+((8191&r)<<13)|0;u=(o+(r>>>13)|0)+(Et>>>26)|0,Et&=67108863,i=Math.imul(L,Y),r=Math.imul(L,F),r=r+Math.imul(R,Y)|0,o=Math.imul(R,F),i=i+Math.imul(K,z)|0,r=r+Math.imul(K,N)|0,r=r+Math.imul(q,z)|0,o=o+Math.imul(q,N)|0,i=i+Math.imul(k,P)|0,r=r+Math.imul(k,W)|0,r=r+Math.imul(Q,P)|0,o=o+Math.imul(Q,W)|0,i=i+Math.imul(S,H)|0,r=r+Math.imul(S,X)|0,r=r+Math.imul(x,H)|0,o=o+Math.imul(x,X)|0,i=i+Math.imul(E,$)|0,r=r+Math.imul(E,tt)|0,r=r+Math.imul(b,$)|0,o=o+Math.imul(b,tt)|0,i=i+Math.imul(C,nt)|0,r=r+Math.imul(C,it)|0,r=r+Math.imul(w,nt)|0,o=o+Math.imul(w,it)|0,i=i+Math.imul(m,ot)|0,r=r+Math.imul(m,at)|0,r=r+Math.imul(y,ot)|0,o=o+Math.imul(y,at)|0,i=i+Math.imul(A,lt)|0,r=r+Math.imul(A,ut)|0,r=r+Math.imul(f,lt)|0,o=o+Math.imul(f,ut)|0,i=i+Math.imul(h,ht)|0,r=r+Math.imul(h,dt)|0,r=r+Math.imul(d,ht)|0,o=o+Math.imul(d,dt)|0;var bt=(u+i|0)+((8191&r)<<13)|0;u=(o+(r>>>13)|0)+(bt>>>26)|0,bt&=67108863,i=Math.imul(T,Y),r=Math.imul(T,F),r=r+Math.imul(J,Y)|0,o=Math.imul(J,F),i=i+Math.imul(L,z)|0,r=r+Math.imul(L,N)|0,r=r+Math.imul(R,z)|0,o=o+Math.imul(R,N)|0,i=i+Math.imul(K,P)|0,r=r+Math.imul(K,W)|0,r=r+Math.imul(q,P)|0,o=o+Math.imul(q,W)|0,i=i+Math.imul(k,H)|0,r=r+Math.imul(k,X)|0,r=r+Math.imul(Q,H)|0,o=o+Math.imul(Q,X)|0,i=i+Math.imul(S,$)|0,r=r+Math.imul(S,tt)|0,r=r+Math.imul(x,$)|0,o=o+Math.imul(x,tt)|0,i=i+Math.imul(E,nt)|0,r=r+Math.imul(E,it)|0,r=r+Math.imul(b,nt)|0,o=o+Math.imul(b,it)|0,i=i+Math.imul(C,ot)|0,r=r+Math.imul(C,at)|0,r=r+Math.imul(w,ot)|0,o=o+Math.imul(w,at)|0,i=i+Math.imul(m,lt)|0,r=r+Math.imul(m,ut)|0,r=r+Math.imul(y,lt)|0,o=o+Math.imul(y,ut)|0,i=i+Math.imul(A,ht)|0,r=r+Math.imul(A,dt)|0,r=r+Math.imul(f,ht)|0,o=o+Math.imul(f,dt)|0,i=i+Math.imul(h,At)|0,r=r+Math.imul(h,ft)|0,r=r+Math.imul(d,At)|0,o=o+Math.imul(d,ft)|0;var Mt=(u+i|0)+((8191&r)<<13)|0;u=(o+(r>>>13)|0)+(Mt>>>26)|0,Mt&=67108863,i=Math.imul(T,z),r=Math.imul(T,N),r=r+Math.imul(J,z)|0,o=Math.imul(J,N),i=i+Math.imul(L,P)|0,r=r+Math.imul(L,W)|0,r=r+Math.imul(R,P)|0,o=o+Math.imul(R,W)|0,i=i+Math.imul(K,H)|0,r=r+Math.imul(K,X)|0,r=r+Math.imul(q,H)|0,o=o+Math.imul(q,X)|0,i=i+Math.imul(k,$)|0,r=r+Math.imul(k,tt)|0,r=r+Math.imul(Q,$)|0,o=o+Math.imul(Q,tt)|0,i=i+Math.imul(S,nt)|0,r=r+Math.imul(S,it)|0,r=r+Math.imul(x,nt)|0,o=o+Math.imul(x,it)|0,i=i+Math.imul(E,ot)|0,r=r+Math.imul(E,at)|0,r=r+Math.imul(b,ot)|0,o=o+Math.imul(b,at)|0,i=i+Math.imul(C,lt)|0,r=r+Math.imul(C,ut)|0,r=r+Math.imul(w,lt)|0,o=o+Math.imul(w,ut)|0,i=i+Math.imul(m,ht)|0,r=r+Math.imul(m,dt)|0,r=r+Math.imul(y,ht)|0,o=o+Math.imul(y,dt)|0,i=i+Math.imul(A,At)|0,r=r+Math.imul(A,ft)|0,r=r+Math.imul(f,At)|0,o=o+Math.imul(f,ft)|0;var St=(u+i|0)+((8191&r)<<13)|0;u=(o+(r>>>13)|0)+(St>>>26)|0,St&=67108863,i=Math.imul(T,P),r=Math.imul(T,W),r=r+Math.imul(J,P)|0,o=Math.imul(J,W),i=i+Math.imul(L,H)|0,r=r+Math.imul(L,X)|0,r=r+Math.imul(R,H)|0,o=o+Math.imul(R,X)|0,i=i+Math.imul(K,$)|0,r=r+Math.imul(K,tt)|0,r=r+Math.imul(q,$)|0,o=o+Math.imul(q,tt)|0,i=i+Math.imul(k,nt)|0,r=r+Math.imul(k,it)|0,r=r+Math.imul(Q,nt)|0,o=o+Math.imul(Q,it)|0,i=i+Math.imul(S,ot)|0,r=r+Math.imul(S,at)|0,r=r+Math.imul(x,ot)|0,o=o+Math.imul(x,at)|0,i=i+Math.imul(E,lt)|0,r=r+Math.imul(E,ut)|0,r=r+Math.imul(b,lt)|0,o=o+Math.imul(b,ut)|0,i=i+Math.imul(C,ht)|0,r=r+Math.imul(C,dt)|0,r=r+Math.imul(w,ht)|0,o=o+Math.imul(w,dt)|0,i=i+Math.imul(m,At)|0,r=r+Math.imul(m,ft)|0,r=r+Math.imul(y,At)|0,o=o+Math.imul(y,ft)|0;var xt=(u+i|0)+((8191&r)<<13)|0;u=(o+(r>>>13)|0)+(xt>>>26)|0,xt&=67108863,i=Math.imul(T,H),r=Math.imul(T,X),r=r+Math.imul(J,H)|0,o=Math.imul(J,X),i=i+Math.imul(L,$)|0,r=r+Math.imul(L,tt)|0,r=r+Math.imul(R,$)|0,o=o+Math.imul(R,tt)|0,i=i+Math.imul(K,nt)|0,r=r+Math.imul(K,it)|0,r=r+Math.imul(q,nt)|0,o=o+Math.imul(q,it)|0,i=i+Math.imul(k,ot)|0,r=r+Math.imul(k,at)|0,r=r+Math.imul(Q,ot)|0,o=o+Math.imul(Q,at)|0,i=i+Math.imul(S,lt)|0,r=r+Math.imul(S,ut)|0,r=r+Math.imul(x,lt)|0,o=o+Math.imul(x,ut)|0,i=i+Math.imul(E,ht)|0,r=r+Math.imul(E,dt)|0,r=r+Math.imul(b,ht)|0,o=o+Math.imul(b,dt)|0,i=i+Math.imul(C,At)|0,r=r+Math.imul(C,ft)|0,r=r+Math.imul(w,At)|0,o=o+Math.imul(w,ft)|0;var Bt=(u+i|0)+((8191&r)<<13)|0;u=(o+(r>>>13)|0)+(Bt>>>26)|0,Bt&=67108863,i=Math.imul(T,$),r=Math.imul(T,tt),r=r+Math.imul(J,$)|0,o=Math.imul(J,tt),i=i+Math.imul(L,nt)|0,r=r+Math.imul(L,it)|0,r=r+Math.imul(R,nt)|0,o=o+Math.imul(R,it)|0,i=i+Math.imul(K,ot)|0,r=r+Math.imul(K,at)|0,r=r+Math.imul(q,ot)|0,o=o+Math.imul(q,at)|0,i=i+Math.imul(k,lt)|0,r=r+Math.imul(k,ut)|0,r=r+Math.imul(Q,lt)|0,o=o+Math.imul(Q,ut)|0,i=i+Math.imul(S,ht)|0,r=r+Math.imul(S,dt)|0,r=r+Math.imul(x,ht)|0,o=o+Math.imul(x,dt)|0,i=i+Math.imul(E,At)|0,r=r+Math.imul(E,ft)|0,r=r+Math.imul(b,At)|0,o=o+Math.imul(b,ft)|0;var kt=(u+i|0)+((8191&r)<<13)|0;u=(o+(r>>>13)|0)+(kt>>>26)|0,kt&=67108863,i=Math.imul(T,nt),r=Math.imul(T,it),r=r+Math.imul(J,nt)|0,o=Math.imul(J,it),i=i+Math.imul(L,ot)|0,r=r+Math.imul(L,at)|0,r=r+Math.imul(R,ot)|0,o=o+Math.imul(R,at)|0,i=i+Math.imul(K,lt)|0,r=r+Math.imul(K,ut)|0,r=r+Math.imul(q,lt)|0,o=o+Math.imul(q,ut)|0,i=i+Math.imul(k,ht)|0,r=r+Math.imul(k,dt)|0,r=r+Math.imul(Q,ht)|0,o=o+Math.imul(Q,dt)|0,i=i+Math.imul(S,At)|0,r=r+Math.imul(S,ft)|0,r=r+Math.imul(x,At)|0,o=o+Math.imul(x,ft)|0;var Qt=(u+i|0)+((8191&r)<<13)|0;u=(o+(r>>>13)|0)+(Qt>>>26)|0,Qt&=67108863,i=Math.imul(T,ot),r=Math.imul(T,at),r=r+Math.imul(J,ot)|0,o=Math.imul(J,at),i=i+Math.imul(L,lt)|0,r=r+Math.imul(L,ut)|0,r=r+Math.imul(R,lt)|0,o=o+Math.imul(R,ut)|0,i=i+Math.imul(K,ht)|0,r=r+Math.imul(K,dt)|0,r=r+Math.imul(q,ht)|0,o=o+Math.imul(q,dt)|0,i=i+Math.imul(k,At)|0,r=r+Math.imul(k,ft)|0,r=r+Math.imul(Q,At)|0,o=o+Math.imul(Q,ft)|0;var Dt=(u+i|0)+((8191&r)<<13)|0;u=(o+(r>>>13)|0)+(Dt>>>26)|0,Dt&=67108863,i=Math.imul(T,lt),r=Math.imul(T,ut),r=r+Math.imul(J,lt)|0,o=Math.imul(J,ut),i=i+Math.imul(L,ht)|0,r=r+Math.imul(L,dt)|0,r=r+Math.imul(R,ht)|0,o=o+Math.imul(R,dt)|0,i=i+Math.imul(K,At)|0,r=r+Math.imul(K,ft)|0,r=r+Math.imul(q,At)|0,o=o+Math.imul(q,ft)|0;var Kt=(u+i|0)+((8191&r)<<13)|0;u=(o+(r>>>13)|0)+(Kt>>>26)|0,Kt&=67108863,i=Math.imul(T,ht),r=Math.imul(T,dt),r=r+Math.imul(J,ht)|0,o=Math.imul(J,dt),i=i+Math.imul(L,At)|0,r=r+Math.imul(L,ft)|0,r=r+Math.imul(R,At)|0,o=o+Math.imul(R,ft)|0;var qt=(u+i|0)+((8191&r)<<13)|0;u=(o+(r>>>13)|0)+(qt>>>26)|0,qt&=67108863,i=Math.imul(T,At),r=Math.imul(T,ft),r=r+Math.imul(J,At)|0,o=Math.imul(J,ft);var Ot=(u+i|0)+((8191&r)<<13)|0;return u=(o+(r>>>13)|0)+(Ot>>>26)|0,Ot&=67108863,l[0]=gt,l[1]=mt,l[2]=yt,l[3]=vt,l[4]=Ct,l[5]=wt,l[6]=It,l[7]=Et,l[8]=bt,l[9]=Mt,l[10]=St,l[11]=xt,l[12]=Bt,l[13]=kt,l[14]=Qt,l[15]=Dt,l[16]=Kt,l[17]=qt,l[18]=Ot,0!==u&&(l[19]=u,n.length++),n};function g(t,e,n){n.negative=e.negative^t.negative,n.length=t.length+e.length;for(var i=0,r=0,o=0;o<n.length-1;o++){var a=r;r=0;for(var s=67108863&i,l=Math.min(o,e.length-1),u=Math.max(0,o-t.length+1);u<=l;u++){var c=o-u,h=0|t.words[c],d=0|e.words[u],p=h*d,A=67108863&p;a=a+(p/67108864|0)|0,A=A+s|0,s=67108863&A,a=a+(A>>>26)|0,r+=a>>>26,a&=67108863}n.words[o]=s,i=a,a=r}return 0!==i?n.words[o]=i:n.length--,n.strip()}function m(t,e,n){var i=new y;return i.mulp(t,e,n)}function y(t,e){this.x=t,this.y=e}Math.imul||(f=A),o.prototype.mulTo=function(t,e){var n,i=this.length+t.length;return n=10===this.length&&10===t.length?f(this,t,e):i<63?A(this,t,e):i<1024?g(this,t,e):m(this,t,e),n},y.prototype.makeRBT=function(t){for(var e=new Array(t),n=o.prototype._countBits(t)-1,i=0;i<t;i++)e[i]=this.revBin(i,n,t);return e},y.prototype.revBin=function(t,e,n){if(0===t||t===n-1)return t;for(var i=0,r=0;r<e;r++)i|=(1&t)<<e-r-1,t>>=1;return i},y.prototype.permute=function(t,e,n,i,r,o){for(var a=0;a<o;a++)i[a]=e[t[a]],r[a]=n[t[a]]},y.prototype.transform=function(t,e,n,i,r,o){this.permute(o,t,e,n,i,r);for(var a=1;a<r;a<<=1)for(var s=a<<1,l=Math.cos(2*Math.PI/s),u=Math.sin(2*Math.PI/s),c=0;c<r;c+=s)for(var h=l,d=u,p=0;p<a;p++){var A=n[c+p],f=i[c+p],g=n[c+p+a],m=i[c+p+a],y=h*g-d*m;m=h*m+d*g,g=y,n[c+p]=A+g,i[c+p]=f+m,n[c+p+a]=A-g,i[c+p+a]=f-m,p!==s&&(y=l*h-u*d,d=l*d+u*h,h=y)}},y.prototype.guessLen13b=function(t,e){var n=1|Math.max(e,t),i=1&n,r=0;for(n=n/2|0;n;n>>>=1)r++;return 1<<r+1+i},y.prototype.conjugate=function(t,e,n){if(!(n<=1))for(var i=0;i<n/2;i++){var r=t[i];t[i]=t[n-i-1],t[n-i-1]=r,r=e[i],e[i]=-e[n-i-1],e[n-i-1]=-r}},y.prototype.normalize13b=function(t,e){for(var n=0,i=0;i<e/2;i++){var r=8192*Math.round(t[2*i+1]/e)+Math.round(t[2*i]/e)+n;t[i]=67108863&r,n=r<67108864?0:r/67108864|0}return t},y.prototype.convert13b=function(t,e,n,r){for(var o=0,a=0;a<e;a++)o+=0|t[a],n[2*a]=8191&o,o>>>=13,n[2*a+1]=8191&o,o>>>=13;for(a=2*e;a<r;++a)n[a]=0;i(0===o),i(0===(-8192&o))},y.prototype.stub=function(t){for(var e=new Array(t),n=0;n<t;n++)e[n]=0;return e},y.prototype.mulp=function(t,e,n){var i=2*this.guessLen13b(t.length,e.length),r=this.makeRBT(i),o=this.stub(i),a=new Array(i),s=new Array(i),l=new Array(i),u=new Array(i),c=new Array(i),h=new Array(i),d=n.words;d.length=i,this.convert13b(t.words,t.length,a,i),this.convert13b(e.words,e.length,u,i),this.transform(a,o,s,l,i,r),this.transform(u,o,c,h,i,r);for(var p=0;p<i;p++){var A=s[p]*c[p]-l[p]*h[p];l[p]=s[p]*h[p]+l[p]*c[p],s[p]=A}return this.conjugate(s,l,i),this.transform(s,l,d,o,i,r),this.conjugate(d,o,i),this.normalize13b(d,i),n.negative=t.negative^e.negative,n.length=t.length+e.length,n.strip()},o.prototype.mul=function(t){var e=new o(null);return e.words=new Array(this.length+t.length),this.mulTo(t,e)},o.prototype.mulf=function(t){var e=new o(null);return e.words=new Array(this.length+t.length),m(this,t,e)},o.prototype.imul=function(t){return this.clone().mulTo(t,this)},o.prototype.imuln=function(t){i(\"number\"===typeof t),i(t<67108864);for(var e=0,n=0;n<this.length;n++){var r=(0|this.words[n])*t,o=(67108863&r)+(67108863&e);e>>=26,e+=r/67108864|0,e+=o>>>26,this.words[n]=67108863&o}return 0!==e&&(this.words[n]=e,this.length++),this},o.prototype.muln=function(t){return this.clone().imuln(t)},o.prototype.sqr=function(){return this.mul(this)},o.prototype.isqr=function(){return this.imul(this.clone())},o.prototype.pow=function(t){var e=p(t);if(0===e.length)return new o(1);for(var n=this,i=0;i<e.length;i++,n=n.sqr())if(0!==e[i])break;if(++i<e.length)for(var r=n.sqr();i<e.length;i++,r=r.sqr())0!==e[i]&&(n=n.mul(r));return n},o.prototype.iushln=function(t){i(\"number\"===typeof t&&t>=0);var e,n=t%26,r=(t-n)/26,o=67108863>>>26-n<<26-n;if(0!==n){var a=0;for(e=0;e<this.length;e++){var s=this.words[e]&o,l=(0|this.words[e])-s<<n;this.words[e]=l|a,a=s>>>26-n}a&&(this.words[e]=a,this.length++)}if(0!==r){for(e=this.length-1;e>=0;e--)this.words[e+r]=this.words[e];for(e=0;e<r;e++)this.words[e]=0;this.length+=r}return this.strip()},o.prototype.ishln=function(t){return i(0===this.negative),this.iushln(t)},o.prototype.iushrn=function(t,e,n){var r;i(\"number\"===typeof t&&t>=0),r=e?(e-e%26)/26:0;var o=t%26,a=Math.min((t-o)/26,this.length),s=67108863^67108863>>>o<<o,l=n;if(r-=a,r=Math.max(0,r),l){for(var u=0;u<a;u++)l.words[u]=this.words[u];l.length=a}if(0===a);else if(this.length>a)for(this.length-=a,u=0;u<this.length;u++)this.words[u]=this.words[u+a];else this.words[0]=0,this.length=1;var c=0;for(u=this.length-1;u>=0&&(0!==c||u>=r);u--){var h=0|this.words[u];this.words[u]=c<<26-o|h>>>o,c=h&s}return l&&0!==c&&(l.words[l.length++]=c),0===this.length&&(this.words[0]=0,this.length=1),this.strip()},o.prototype.ishrn=function(t,e,n){return i(0===this.negative),this.iushrn(t,e,n)},o.prototype.shln=function(t){return this.clone().ishln(t)},o.prototype.ushln=function(t){return this.clone().iushln(t)},o.prototype.shrn=function(t){return this.clone().ishrn(t)},o.prototype.ushrn=function(t){return this.clone().iushrn(t)},o.prototype.testn=function(t){i(\"number\"===typeof t&&t>=0);var e=t%26,n=(t-e)/26,r=1<<e;if(this.length<=n)return!1;var o=this.words[n];return!!(o&r)},o.prototype.imaskn=function(t){i(\"number\"===typeof t&&t>=0);var e=t%26,n=(t-e)/26;if(i(0===this.negative,\"imaskn works only with positive numbers\"),this.length<=n)return this;if(0!==e&&n++,this.length=Math.min(n,this.length),0!==e){var r=67108863^67108863>>>e<<e;this.words[this.length-1]&=r}return this.strip()},o.prototype.maskn=function(t){return this.clone().imaskn(t)},o.prototype.iaddn=function(t){return i(\"number\"===typeof t),i(t<67108864),t<0?this.isubn(-t):0!==this.negative?1===this.length&&(0|this.words[0])<t?(this.words[0]=t-(0|this.words[0]),this.negative=0,this):(this.negative=0,this.isubn(t),this.negative=1,this):this._iaddn(t)},o.prototype._iaddn=function(t){this.words[0]+=t;for(var e=0;e<this.length&&this.words[e]>=67108864;e++)this.words[e]-=67108864,e===this.length-1?this.words[e+1]=1:this.words[e+1]++;return this.length=Math.max(this.length,e+1),this},o.prototype.isubn=function(t){if(i(\"number\"===typeof t),i(t<67108864),t<0)return this.iaddn(-t);if(0!==this.negative)return this.negative=0,this.iaddn(t),this.negative=1,this;if(this.words[0]-=t,1===this.length&&this.words[0]<0)this.words[0]=-this.words[0],this.negative=1;else for(var e=0;e<this.length&&this.words[e]<0;e++)this.words[e]+=67108864,this.words[e+1]-=1;return this.strip()},o.prototype.addn=function(t){return this.clone().iaddn(t)},o.prototype.subn=function(t){return this.clone().isubn(t)},o.prototype.iabs=function(){return this.negative=0,this},o.prototype.abs=function(){return this.clone().iabs()},o.prototype._ishlnsubmul=function(t,e,n){var r,o,a=t.length+n;this._expand(a);var s=0;for(r=0;r<t.length;r++){o=(0|this.words[r+n])+s;var l=(0|t.words[r])*e;o-=67108863&l,s=(o>>26)-(l/67108864|0),this.words[r+n]=67108863&o}for(;r<this.length-n;r++)o=(0|this.words[r+n])+s,s=o>>26,this.words[r+n]=67108863&o;if(0===s)return this.strip();for(i(-1===s),s=0,r=0;r<this.length;r++)o=-(0|this.words[r])+s,s=o>>26,this.words[r]=67108863&o;return this.negative=1,this.strip()},o.prototype._wordDiv=function(t,e){var n=this.length-t.length,i=this.clone(),r=t,a=0|r.words[r.length-1],s=this._countBits(a);n=26-s,0!==n&&(r=r.ushln(n),i.iushln(n),a=0|r.words[r.length-1]);var l,u=i.length-r.length;if(\"mod\"!==e){l=new o(null),l.length=u+1,l.words=new Array(l.length);for(var c=0;c<l.length;c++)l.words[c]=0}var h=i.clone()._ishlnsubmul(r,1,u);0===h.negative&&(i=h,l&&(l.words[u]=1));for(var d=u-1;d>=0;d--){var p=67108864*(0|i.words[r.length+d])+(0|i.words[r.length+d-1]);p=Math.min(p/a|0,67108863),i._ishlnsubmul(r,p,d);while(0!==i.negative)p--,i.negative=0,i._ishlnsubmul(r,1,d),i.isZero()||(i.negative^=1);l&&(l.words[d]=p)}return l&&l.strip(),i.strip(),\"div\"!==e&&0!==n&&i.iushrn(n),{div:l||null,mod:i}},o.prototype.divmod=function(t,e,n){return i(!t.isZero()),this.isZero()?{div:new o(0),mod:new o(0)}:0!==this.negative&&0===t.negative?(s=this.neg().divmod(t,e),\"mod\"!==e&&(r=s.div.neg()),\"div\"!==e&&(a=s.mod.neg(),n&&0!==a.negative&&a.iadd(t)),{div:r,mod:a}):0===this.negative&&0!==t.negative?(s=this.divmod(t.neg(),e),\"mod\"!==e&&(r=s.div.neg()),{div:r,mod:s.mod}):0!==(this.negative&t.negative)?(s=this.neg().divmod(t.neg(),e),\"div\"!==e&&(a=s.mod.neg(),n&&0!==a.negative&&a.isub(t)),{div:s.div,mod:a}):t.length>this.length||this.cmp(t)<0?{div:new o(0),mod:this}:1===t.length?\"div\"===e?{div:this.divn(t.words[0]),mod:null}:\"mod\"===e?{div:null,mod:new o(this.modn(t.words[0]))}:{div:this.divn(t.words[0]),mod:new o(this.modn(t.words[0]))}:this._wordDiv(t,e);var r,a,s},o.prototype.div=function(t){return this.divmod(t,\"div\",!1).div},o.prototype.mod=function(t){return this.divmod(t,\"mod\",!1).mod},o.prototype.umod=function(t){return this.divmod(t,\"mod\",!0).mod},o.prototype.divRound=function(t){var e=this.divmod(t);if(e.mod.isZero())return e.div;var n=0!==e.div.negative?e.mod.isub(t):e.mod,i=t.ushrn(1),r=t.andln(1),o=n.cmp(i);return o<0||1===r&&0===o?e.div:0!==e.div.negative?e.div.isubn(1):e.div.iaddn(1)},o.prototype.modn=function(t){i(t<=67108863);for(var e=(1<<26)%t,n=0,r=this.length-1;r>=0;r--)n=(e*n+(0|this.words[r]))%t;return n},o.prototype.idivn=function(t){i(t<=67108863);for(var e=0,n=this.length-1;n>=0;n--){var r=(0|this.words[n])+67108864*e;this.words[n]=r/t|0,e=r%t}return this.strip()},o.prototype.divn=function(t){return this.clone().idivn(t)},o.prototype.egcd=function(t){i(0===t.negative),i(!t.isZero());var e=this,n=t.clone();e=0!==e.negative?e.umod(t):e.clone();var r=new o(1),a=new o(0),s=new o(0),l=new o(1),u=0;while(e.isEven()&&n.isEven())e.iushrn(1),n.iushrn(1),++u;var c=n.clone(),h=e.clone();while(!e.isZero()){for(var d=0,p=1;0===(e.words[0]&p)&&d<26;++d,p<<=1);if(d>0){e.iushrn(d);while(d-- >0)(r.isOdd()||a.isOdd())&&(r.iadd(c),a.isub(h)),r.iushrn(1),a.iushrn(1)}for(var A=0,f=1;0===(n.words[0]&f)&&A<26;++A,f<<=1);if(A>0){n.iushrn(A);while(A-- >0)(s.isOdd()||l.isOdd())&&(s.iadd(c),l.isub(h)),s.iushrn(1),l.iushrn(1)}e.cmp(n)>=0?(e.isub(n),r.isub(s),a.isub(l)):(n.isub(e),s.isub(r),l.isub(a))}return{a:s,b:l,gcd:n.iushln(u)}},o.prototype._invmp=function(t){i(0===t.negative),i(!t.isZero());var e=this,n=t.clone();e=0!==e.negative?e.umod(t):e.clone();var r,a=new o(1),s=new o(0),l=n.clone();while(e.cmpn(1)>0&&n.cmpn(1)>0){for(var u=0,c=1;0===(e.words[0]&c)&&u<26;++u,c<<=1);if(u>0){e.iushrn(u);while(u-- >0)a.isOdd()&&a.iadd(l),a.iushrn(1)}for(var h=0,d=1;0===(n.words[0]&d)&&h<26;++h,d<<=1);if(h>0){n.iushrn(h);while(h-- >0)s.isOdd()&&s.iadd(l),s.iushrn(1)}e.cmp(n)>=0?(e.isub(n),a.isub(s)):(n.isub(e),s.isub(a))}return r=0===e.cmpn(1)?a:s,r.cmpn(0)<0&&r.iadd(t),r},o.prototype.gcd=function(t){if(this.isZero())return t.abs();if(t.isZero())return this.abs();var e=this.clone(),n=t.clone();e.negative=0,n.negative=0;for(var i=0;e.isEven()&&n.isEven();i++)e.iushrn(1),n.iushrn(1);do{while(e.isEven())e.iushrn(1);while(n.isEven())n.iushrn(1);var r=e.cmp(n);if(r<0){var o=e;e=n,n=o}else if(0===r||0===n.cmpn(1))break;e.isub(n)}while(1);return n.iushln(i)},o.prototype.invm=function(t){return this.egcd(t).a.umod(t)},o.prototype.isEven=function(){return 0===(1&this.words[0])},o.prototype.isOdd=function(){return 1===(1&this.words[0])},o.prototype.andln=function(t){return this.words[0]&t},o.prototype.bincn=function(t){i(\"number\"===typeof t);var e=t%26,n=(t-e)/26,r=1<<e;if(this.length<=n)return this._expand(n+1),this.words[n]|=r,this;for(var o=r,a=n;0!==o&&a<this.length;a++){var s=0|this.words[a];s+=o,o=s>>>26,s&=67108863,this.words[a]=s}return 0!==o&&(this.words[a]=o,this.length++),this},o.prototype.isZero=function(){return 1===this.length&&0===this.words[0]},o.prototype.cmpn=function(t){var e,n=t<0;if(0!==this.negative&&!n)return-1;if(0===this.negative&&n)return 1;if(this.strip(),this.length>1)e=1;else{n&&(t=-t),i(t<=67108863,\"Number is too big\");var r=0|this.words[0];e=r===t?0:r<t?-1:1}return 0!==this.negative?0|-e:e},o.prototype.cmp=function(t){if(0!==this.negative&&0===t.negative)return-1;if(0===this.negative&&0!==t.negative)return 1;var e=this.ucmp(t);return 0!==this.negative?0|-e:e},o.prototype.ucmp=function(t){if(this.length>t.length)return 1;if(this.length<t.length)return-1;for(var e=0,n=this.length-1;n>=0;n--){var i=0|this.words[n],r=0|t.words[n];if(i!==r){i<r?e=-1:i>r&&(e=1);break}}return e},o.prototype.gtn=function(t){return 1===this.cmpn(t)},o.prototype.gt=function(t){return 1===this.cmp(t)},o.prototype.gten=function(t){return this.cmpn(t)>=0},o.prototype.gte=function(t){return this.cmp(t)>=0},o.prototype.ltn=function(t){return-1===this.cmpn(t)},o.prototype.lt=function(t){return-1===this.cmp(t)},o.prototype.lten=function(t){return this.cmpn(t)<=0},o.prototype.lte=function(t){return this.cmp(t)<=0},o.prototype.eqn=function(t){return 0===this.cmpn(t)},o.prototype.eq=function(t){return 0===this.cmp(t)},o.red=function(t){return new M(t)},o.prototype.toRed=function(t){return i(!this.red,\"Already a number in reduction context\"),i(0===this.negative,\"red works only with positives\"),t.convertTo(this)._forceRed(t)},o.prototype.fromRed=function(){return i(this.red,\"fromRed works only with numbers in reduction context\"),this.red.convertFrom(this)},o.prototype._forceRed=function(t){return this.red=t,this},o.prototype.forceRed=function(t){return i(!this.red,\"Already a number in reduction context\"),this._forceRed(t)},o.prototype.redAdd=function(t){return i(this.red,\"redAdd works only with red numbers\"),this.red.add(this,t)},o.prototype.redIAdd=function(t){return i(this.red,\"redIAdd works only with red numbers\"),this.red.iadd(this,t)},o.prototype.redSub=function(t){return i(this.red,\"redSub works only with red numbers\"),this.red.sub(this,t)},o.prototype.redISub=function(t){return i(this.red,\"redISub works only with red numbers\"),this.red.isub(this,t)},o.prototype.redShl=function(t){return i(this.red,\"redShl works only with red numbers\"),this.red.shl(this,t)},o.prototype.redMul=function(t){return i(this.red,\"redMul works only with red numbers\"),this.red._verify2(this,t),this.red.mul(this,t)},o.prototype.redIMul=function(t){return i(this.red,\"redMul works only with red numbers\"),this.red._verify2(this,t),this.red.imul(this,t)},o.prototype.redSqr=function(){return i(this.red,\"redSqr works only with red numbers\"),this.red._verify1(this),this.red.sqr(this)},o.prototype.redISqr=function(){return i(this.red,\"redISqr works only with red numbers\"),this.red._verify1(this),this.red.isqr(this)},o.prototype.redSqrt=function(){return i(this.red,\"redSqrt works only with red numbers\"),this.red._verify1(this),this.red.sqrt(this)},o.prototype.redInvm=function(){return i(this.red,\"redInvm works only with red numbers\"),this.red._verify1(this),this.red.invm(this)},o.prototype.redNeg=function(){return i(this.red,\"redNeg works only with red numbers\"),this.red._verify1(this),this.red.neg(this)},o.prototype.redPow=function(t){return i(this.red&&!t.red,\"redPow(normalNum)\"),this.red._verify1(this),this.red.pow(this,t)};var v={k256:null,p224:null,p192:null,p25519:null};function C(t,e){this.name=t,this.p=new o(e,16),this.n=this.p.bitLength(),this.k=new o(1).iushln(this.n).isub(this.p),this.tmp=this._tmp()}function w(){C.call(this,\"k256\",\"ffffffff ffffffff ffffffff ffffffff ffffffff ffffffff fffffffe fffffc2f\")}function I(){C.call(this,\"p224\",\"ffffffff ffffffff ffffffff ffffffff 00000000 00000000 00000001\")}function E(){C.call(this,\"p192\",\"ffffffff ffffffff ffffffff fffffffe ffffffff ffffffff\")}function b(){C.call(this,\"25519\",\"7fffffffffffffff ffffffffffffffff ffffffffffffffff ffffffffffffffed\")}function M(t){if(\"string\"===typeof t){var e=o._prime(t);this.m=e.p,this.prime=e}else i(t.gtn(1),\"modulus must be greater than 1\"),this.m=t,this.prime=null}function S(t){M.call(this,t),this.shift=this.m.bitLength(),this.shift%26!==0&&(this.shift+=26-this.shift%26),this.r=new o(1).iushln(this.shift),this.r2=this.imod(this.r.sqr()),this.rinv=this.r._invmp(this.m),this.minv=this.rinv.mul(this.r).isubn(1).div(this.m),this.minv=this.minv.umod(this.r),this.minv=this.r.sub(this.minv)}C.prototype._tmp=function(){var t=new o(null);return t.words=new Array(Math.ceil(this.n/13)),t},C.prototype.ireduce=function(t){var e,n=t;do{this.split(n,this.tmp),n=this.imulK(n),n=n.iadd(this.tmp),e=n.bitLength()}while(e>this.n);var i=e<this.n?-1:n.ucmp(this.p);return 0===i?(n.words[0]=0,n.length=1):i>0?n.isub(this.p):void 0!==n.strip?n.strip():n._strip(),n},C.prototype.split=function(t,e){t.iushrn(this.n,0,e)},C.prototype.imulK=function(t){return t.imul(this.k)},r(w,C),w.prototype.split=function(t,e){for(var n=4194303,i=Math.min(t.length,9),r=0;r<i;r++)e.words[r]=t.words[r];if(e.length=i,t.length<=9)return t.words[0]=0,void(t.length=1);var o=t.words[9];for(e.words[e.length++]=o&n,r=10;r<t.length;r++){var a=0|t.words[r];t.words[r-10]=(a&n)<<4|o>>>22,o=a}o>>>=22,t.words[r-10]=o,0===o&&t.length>10?t.length-=10:t.length-=9},w.prototype.imulK=function(t){t.words[t.length]=0,t.words[t.length+1]=0,t.length+=2;for(var e=0,n=0;n<t.length;n++){var i=0|t.words[n];e+=977*i,t.words[n]=67108863&e,e=64*i+(e/67108864|0)}return 0===t.words[t.length-1]&&(t.length--,0===t.words[t.length-1]&&t.length--),t},r(I,C),r(E,C),r(b,C),b.prototype.imulK=function(t){for(var e=0,n=0;n<t.length;n++){var i=19*(0|t.words[n])+e,r=67108863&i;i>>>=26,t.words[n]=r,e=i}return 0!==e&&(t.words[t.length++]=e),t},o._prime=function(t){if(v[t])return v[t];var e;if(\"k256\"===t)e=new w;else if(\"p224\"===t)e=new I;else if(\"p192\"===t)e=new E;else{if(\"p25519\"!==t)throw new Error(\"Unknown prime \"+t);e=new b}return v[t]=e,e},M.prototype._verify1=function(t){i(0===t.negative,\"red works only with positives\"),i(t.red,\"red works only with red numbers\")},M.prototype._verify2=function(t,e){i(0===(t.negative|e.negative),\"red works only with positives\"),i(t.red&&t.red===e.red,\"red works only with red numbers\")},M.prototype.imod=function(t){return this.prime?this.prime.ireduce(t)._forceRed(this):t.umod(this.m)._forceRed(this)},M.prototype.neg=function(t){return t.isZero()?t.clone():this.m.sub(t)._forceRed(this)},M.prototype.add=function(t,e){this._verify2(t,e);var n=t.add(e);return n.cmp(this.m)>=0&&n.isub(this.m),n._forceRed(this)},M.prototype.iadd=function(t,e){this._verify2(t,e);var n=t.iadd(e);return n.cmp(this.m)>=0&&n.isub(this.m),n},M.prototype.sub=function(t,e){this._verify2(t,e);var n=t.sub(e);return n.cmpn(0)<0&&n.iadd(this.m),n._forceRed(this)},M.prototype.isub=function(t,e){this._verify2(t,e);var n=t.isub(e);return n.cmpn(0)<0&&n.iadd(this.m),n},M.prototype.shl=function(t,e){return this._verify1(t),this.imod(t.ushln(e))},M.prototype.imul=function(t,e){return this._verify2(t,e),this.imod(t.imul(e))},M.prototype.mul=function(t,e){return this._verify2(t,e),this.imod(t.mul(e))},M.prototype.isqr=function(t){return this.imul(t,t.clone())},M.prototype.sqr=function(t){return this.mul(t,t)},M.prototype.sqrt=function(t){if(t.isZero())return t.clone();var e=this.m.andln(3);if(i(e%2===1),3===e){var n=this.m.add(new o(1)).iushrn(2);return this.pow(t,n)}var r=this.m.subn(1),a=0;while(!r.isZero()&&0===r.andln(1))a++,r.iushrn(1);i(!r.isZero());var s=new o(1).toRed(this),l=s.redNeg(),u=this.m.subn(1).iushrn(1),c=this.m.bitLength();c=new o(2*c*c).toRed(this);while(0!==this.pow(c,u).cmp(l))c.redIAdd(l);var h=this.pow(c,r),d=this.pow(t,r.addn(1).iushrn(1)),p=this.pow(t,r),A=a;while(0!==p.cmp(s)){for(var f=p,g=0;0!==f.cmp(s);g++)f=f.redSqr();i(g<A);var m=this.pow(h,new o(1).iushln(A-g-1));d=d.redMul(m),h=m.redSqr(),p=p.redMul(h),A=g}return d},M.prototype.invm=function(t){var e=t._invmp(this.m);return 0!==e.negative?(e.negative=0,this.imod(e).redNeg()):this.imod(e)},M.prototype.pow=function(t,e){if(e.isZero())return new o(1).toRed(this);if(0===e.cmpn(1))return t.clone();var n=4,i=new Array(1<<n);i[0]=new o(1).toRed(this),i[1]=t;for(var r=2;r<i.length;r++)i[r]=this.mul(i[r-1],t);var a=i[0],s=0,l=0,u=e.bitLength()%26;for(0===u&&(u=26),r=e.length-1;r>=0;r--){for(var c=e.words[r],h=u-1;h>=0;h--){var d=c>>h&1;a!==i[0]&&(a=this.sqr(a)),0!==d||0!==s?(s<<=1,s|=d,l++,(l===n||0===r&&0===h)&&(a=this.mul(a,i[s]),l=0,s=0)):l=0}u=26}return a},M.prototype.convertTo=function(t){var e=t.umod(this.m);return e===t?e.clone():e},M.prototype.convertFrom=function(t){var e=t.clone();return e.red=null,e},o.mont=function(t){return new S(t)},r(S,M),S.prototype.convertTo=function(t){return this.imod(t.ushln(this.shift))},S.prototype.convertFrom=function(t){var e=this.imod(t.mul(this.rinv));return e.red=null,e},S.prototype.imul=function(t,e){if(t.isZero()||e.isZero())return t.words[0]=0,t.length=1,t;var n=t.imul(e),i=n.maskn(this.shift).mul(this.minv).imaskn(this.shift).mul(this.m),r=n.isub(i).iushrn(this.shift),o=r;return r.cmp(this.m)>=0?o=r.isub(this.m):r.cmpn(0)<0&&(o=r.iadd(this.m)),o._forceRed(this)},S.prototype.mul=function(t,e){if(t.isZero()||e.isZero())return new o(0)._forceRed(this);var n=t.mul(e),i=n.maskn(this.shift).mul(this.minv).imaskn(this.shift).mul(this.m),r=n.isub(i).iushrn(this.shift),a=r;return r.cmp(this.m)>=0?a=r.isub(this.m):r.cmpn(0)<0&&(a=r.iadd(this.m)),a._forceRed(this)},S.prototype.invm=function(t){var e=this.imod(t._invmp(this.m).mul(this.r2));return e._forceRed(this)}})(\"undefined\"===typeof t||t,this)}).call(e,n(\"3IRH\")(t))},gw8B:function(t,e,n){(function(e){var i=n(\"lZ6o\"),r=n(\"geuY\");t.exports=function(t){return new a(t)};var o={secp256k1:{name:\"secp256k1\",byteLength:32},secp224r1:{name:\"p224\",byteLength:28},prime256v1:{name:\"p256\",byteLength:32},prime192v1:{name:\"p192\",byteLength:24},ed25519:{name:\"ed25519\",byteLength:32},secp384r1:{name:\"p384\",byteLength:48},secp521r1:{name:\"p521\",byteLength:66}};function a(t){this.curveType=o[t],this.curveType||(this.curveType={name:t}),this.curve=new i.ec(this.curveType.name),this.keys=void 0}function s(t,n,i){Array.isArray(t)||(t=t.toArray());var r=new e(t);if(i&&r.length<i){var o=new e(i-r.length);o.fill(0),r=e.concat([o,r])}return n?r.toString(n):r}o.p224=o.secp224r1,o.p256=o.secp256r1=o.prime256v1,o.p192=o.secp192r1=o.prime192v1,o.p384=o.secp384r1,o.p521=o.secp521r1,a.prototype.generateKeys=function(t,e){return this.keys=this.curve.genKeyPair(),this.getPublicKey(t,e)},a.prototype.computeSecret=function(t,n,i){n=n||\"utf8\",e.isBuffer(t)||(t=new e(t,n));var r=this.curve.keyFromPublic(t).getPublic(),o=r.mul(this.keys.getPrivate()).getX();return s(o,i,this.curveType.byteLength)},a.prototype.getPublicKey=function(t,e){var n=this.keys.getPublic(\"compressed\"===e,!0);return\"hybrid\"===e&&(n[n.length-1]%2?n[0]=7:n[0]=6),s(n,t)},a.prototype.getPrivateKey=function(t){return s(this.keys.getPrivate(),t)},a.prototype.setPublicKey=function(t,n){return n=n||\"utf8\",e.isBuffer(t)||(t=new e(t,n)),this.keys._importPublic(t),this},a.prototype.setPrivateKey=function(t,n){n=n||\"utf8\",e.isBuffer(t)||(t=new e(t,n));var i=new r(t);return i=i.toString(16),this.keys=this.curve.genKeyPair(),this.keys._importPrivate(i),this}}).call(e,n(\"EuP9\").Buffer)},hBHd:function(t,e,n){\"use strict\";var i=n(\"WrlE\").codes.ERR_INVALID_OPT_VALUE;function r(t,e,n){return null!=t.highWaterMark?t.highWaterMark:e?t[n]:null}function o(t,e,n,o){var a=r(e,o,n);if(null!=a){if(!isFinite(a)||Math.floor(a)!==a||a<0){var s=o?n:\"highWaterMark\";throw new i(s,a)}return Math.floor(a)}return t.objectMode?16:16384}t.exports={getHighWaterMark:o}},hQ80:function(t,e,n){\"use strict\";var i,r=e,o=n(\"3PYz\"),a=n(\"tRuz\"),s=n(\"TkWM\"),l=s.assert;function u(t){\"short\"===t.type?this.curve=new a.short(t):\"edwards\"===t.type?this.curve=new a.edwards(t):this.curve=new a.mont(t),this.g=this.curve.g,this.n=this.curve.n,this.hash=t.hash,l(this.g.validate(),\"Invalid curve\"),l(this.g.mul(this.n).isInfinity(),\"Invalid curve, G*N != O\")}function c(t,e){Object.defineProperty(r,t,{configurable:!0,enumerable:!0,get:function(){var n=new u(e);return Object.defineProperty(r,t,{configurable:!0,enumerable:!0,value:n}),n}})}r.PresetCurve=u,c(\"p192\",{type:\"short\",prime:\"p192\",p:\"ffffffff ffffffff ffffffff fffffffe ffffffff ffffffff\",a:\"ffffffff ffffffff ffffffff fffffffe ffffffff fffffffc\",b:\"64210519 e59c80e7 0fa7e9ab 72243049 feb8deec c146b9b1\",n:\"ffffffff ffffffff ffffffff 99def836 146bc9b1 b4d22831\",hash:o.sha256,gRed:!1,g:[\"188da80e b03090f6 7cbf20eb 43a18800 f4ff0afd 82ff1012\",\"07192b95 ffc8da78 631011ed 6b24cdd5 73f977a1 1e794811\"]}),c(\"p224\",{type:\"short\",prime:\"p224\",p:\"ffffffff ffffffff ffffffff ffffffff 00000000 00000000 00000001\",a:\"ffffffff ffffffff ffffffff fffffffe ffffffff ffffffff fffffffe\",b:\"b4050a85 0c04b3ab f5413256 5044b0b7 d7bfd8ba 270b3943 2355ffb4\",n:\"ffffffff ffffffff ffffffff ffff16a2 e0b8f03e 13dd2945 5c5c2a3d\",hash:o.sha256,gRed:!1,g:[\"b70e0cbd 6bb4bf7f 321390b9 4a03c1d3 56c21122 343280d6 115c1d21\",\"bd376388 b5f723fb 4c22dfe6 cd4375a0 5a074764 44d58199 85007e34\"]}),c(\"p256\",{type:\"short\",prime:null,p:\"ffffffff 00000001 00000000 00000000 00000000 ffffffff ffffffff ffffffff\",a:\"ffffffff 00000001 00000000 00000000 00000000 ffffffff ffffffff fffffffc\",b:\"5ac635d8 aa3a93e7 b3ebbd55 769886bc 651d06b0 cc53b0f6 3bce3c3e 27d2604b\",n:\"ffffffff 00000000 ffffffff ffffffff bce6faad a7179e84 f3b9cac2 fc632551\",hash:o.sha256,gRed:!1,g:[\"6b17d1f2 e12c4247 f8bce6e5 63a440f2 77037d81 2deb33a0 f4a13945 d898c296\",\"4fe342e2 fe1a7f9b 8ee7eb4a 7c0f9e16 2bce3357 6b315ece cbb64068 37bf51f5\"]}),c(\"p384\",{type:\"short\",prime:null,p:\"ffffffff ffffffff ffffffff ffffffff ffffffff ffffffff ffffffff fffffffe ffffffff 00000000 00000000 ffffffff\",a:\"ffffffff ffffffff ffffffff ffffffff ffffffff ffffffff ffffffff fffffffe ffffffff 00000000 00000000 fffffffc\",b:\"b3312fa7 e23ee7e4 988e056b e3f82d19 181d9c6e fe814112 0314088f 5013875a c656398d 8a2ed19d 2a85c8ed d3ec2aef\",n:\"ffffffff ffffffff ffffffff ffffffff ffffffff ffffffff c7634d81 f4372ddf 581a0db2 48b0a77a ecec196a ccc52973\",hash:o.sha384,gRed:!1,g:[\"aa87ca22 be8b0537 8eb1c71e f320ad74 6e1d3b62 8ba79b98 59f741e0 82542a38 5502f25d bf55296c 3a545e38 72760ab7\",\"3617de4a 96262c6f 5d9e98bf 9292dc29 f8f41dbd 289a147c e9da3113 b5f0b8c0 0a60b1ce 1d7e819d 7a431d7c 90ea0e5f\"]}),c(\"p521\",{type:\"short\",prime:null,p:\"000001ff ffffffff ffffffff ffffffff ffffffff ffffffff ffffffff ffffffff ffffffff ffffffff ffffffff ffffffff ffffffff ffffffff ffffffff ffffffff ffffffff\",a:\"000001ff ffffffff ffffffff ffffffff ffffffff ffffffff ffffffff ffffffff ffffffff ffffffff ffffffff ffffffff ffffffff ffffffff ffffffff ffffffff fffffffc\",b:\"00000051 953eb961 8e1c9a1f 929a21a0 b68540ee a2da725b 99b315f3 b8b48991 8ef109e1 56193951 ec7e937b 1652c0bd 3bb1bf07 3573df88 3d2c34f1 ef451fd4 6b503f00\",n:\"000001ff ffffffff ffffffff ffffffff ffffffff ffffffff ffffffff ffffffff fffffffa 51868783 bf2f966b 7fcc0148 f709a5d0 3bb5c9b8 899c47ae bb6fb71e 91386409\",hash:o.sha512,gRed:!1,g:[\"000000c6 858e06b7 0404e9cd 9e3ecb66 2395b442 9c648139 053fb521 f828af60 6b4d3dba a14b5e77 efe75928 fe1dc127 a2ffa8de 3348b3c1 856a429b f97e7e31 c2e5bd66\",\"00000118 39296a78 9a3bc004 5c8a5fb4 2c7d1bd9 98f54449 579b4468 17afbd17 273e662c 97ee7299 5ef42640 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i&&(this._S=e.S),this._Rencoded=Array.isArray(e.R)?e.R:e.Rencoded,this._Sencoded=Array.isArray(e.S)?e.S:e.Sencoded}a(l,\"S\",(function(){return this.eddsa.decodeInt(this.Sencoded())})),a(l,\"R\",(function(){return this.eddsa.decodePoint(this.Rencoded())})),a(l,\"Rencoded\",(function(){return this.eddsa.encodePoint(this.R())})),a(l,\"Sencoded\",(function(){return this.eddsa.encodeInt(this.S())})),l.prototype.toBytes=function(){return this.Rencoded().concat(this.Sencoded())},l.prototype.toHex=function(){return r.encode(this.toBytes(),\"hex\").toUpperCase()},t.exports=l},iLJX:function(t,e,n){\"use strict\";const i=e;i.der=n(\"reGU\"),i.pem=n(\"vWx2\")},iNQt:function(t,e,n){\"use strict\";e.readUInt32BE=function(t,e){var n=t[0+e]<<24|t[1+e]<<16|t[2+e]<<8|t[3+e];return n>>>0},e.writeUInt32BE=function(t,e,n){t[0+n]=e>>>24,t[1+n]=e>>>16&255,t[2+n]=e>>>8&255,t[3+n]=255&e},e.ip=function(t,e,n,i){for(var r=0,o=0,a=6;a>=0;a-=2){for(var s=0;s<=24;s+=8)r<<=1,r|=e>>>s+a&1;for(s=0;s<=24;s+=8)r<<=1,r|=t>>>s+a&1}for(a=6;a>=0;a-=2){for(s=1;s<=25;s+=8)o<<=1,o|=e>>>s+a&1;for(s=1;s<=25;s+=8)o<<=1,o|=t>>>s+a&1}n[i+0]=r>>>0,n[i+1]=o>>>0},e.rip=function(t,e,n,i){for(var r=0,o=0,a=0;a<4;a++)for(var s=24;s>=0;s-=8)r<<=1,r|=e>>>s+a&1,r<<=1,r|=t>>>s+a&1;for(a=4;a<8;a++)for(s=24;s>=0;s-=8)o<<=1,o|=e>>>s+a&1,o<<=1,o|=t>>>s+a&1;n[i+0]=r>>>0,n[i+1]=o>>>0},e.pc1=function(t,e,n,i){for(var r=0,o=0,a=7;a>=5;a--){for(var s=0;s<=24;s+=8)r<<=1,r|=e>>s+a&1;for(s=0;s<=24;s+=8)r<<=1,r|=t>>s+a&1}for(s=0;s<=24;s+=8)r<<=1,r|=e>>s+a&1;for(a=1;a<=3;a++){for(s=0;s<=24;s+=8)o<<=1,o|=e>>s+a&1;for(s=0;s<=24;s+=8)o<<=1,o|=t>>s+a&1}for(s=0;s<=24;s+=8)o<<=1,o|=t>>s+a&1;n[i+0]=r>>>0,n[i+1]=o>>>0},e.r28shl=function(t,e){return t<<e&268435455|t>>>28-e};var i=[14,11,17,4,27,23,25,0,13,22,7,18,5,9,16,24,2,20,12,21,1,8,15,26,15,4,25,19,9,1,26,16,5,11,23,8,12,7,17,0,22,3,10,14,6,20,27,24];e.pc2=function(t,e,n,r){for(var o=0,a=0,s=i.length>>>1,l=0;l<s;l++)o<<=1,o|=t>>>i[l]&1;for(l=s;l<i.length;l++)a<<=1,a|=e>>>i[l]&1;n[r+0]=o>>>0,n[r+1]=a>>>0},e.expand=function(t,e,n){var i=0,r=0;i=(1&t)<<5|t>>>27;for(var o=23;o>=15;o-=4)i<<=6,i|=t>>>o&63;for(o=11;o>=3;o-=4)r|=t>>>o&63,r<<=6;r|=(31&t)<<1|t>>>31,e[n+0]=i>>>0,e[n+1]=r>>>0};var 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n=t.algorithm.decrypt.kde.kdeparams.salt,i=parseInt(t.algorithm.decrypt.kde.kdeparams.iters.toString(),10),o=r[t.algorithm.decrypt.cipher.algo.join(\".\")],u=t.algorithm.decrypt.cipher.iv,c=t.subjectPrivateKey,h=parseInt(o.split(\"-\")[1],10)/8,d=s.pbkdf2Sync(e,n,i,h,\"sha1\"),p=a.createDecipheriv(o,d,u),A=[];return A.push(p.update(c)),A.push(p.final()),l.concat(A)}t.exports=u,u.signature=i.signature},jxY5:function(t,e){t.exports={logoGif:\"data:image/gif;base64,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\\n\",loading:\"data:image/gif;base64,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e)t.style[n]=e[n]};this.container=e,r(this.container,{display:\"inline-block\",position:\"relative\",minWidth:\"80px\",minHeight:\"80px\"}),this.canvas=document.createElement(\"canvas\"),this.canvas.width=960,this.canvas.height=540,r(this.canvas,{display:\"block\",width:\"100%\"}),this.container.appendChild(this.canvas),this.playButton=document.createElement(\"div\"),this.playButton.innerHTML=t.PLAY_BUTTON,r(this.playButton,{zIndex:2,position:\"absolute\",top:\"0\",bottom:\"0\",left:\"0\",right:\"0\",maxWidth:\"75px\",maxHeight:\"75px\",margin:\"auto\",opacity:\"0.7\",cursor:\"pointer\"}),this.container.appendChild(this.playButton);var o={canvas:this.canvas};for(var a in e.dataset)try{o[a]=JSON.parse(e.dataset[a])}catch(t){o[a]=e.dataset[a]}if(this.player=new i.Player(n,o),e.playerInstance=this.player,!o.poster||o.autoplay||this.player.options.streaming||(o.decodeFirstFrame=!1,this.poster=new Image,this.poster.src=o.poster,this.poster.addEventListener(\"load\",this.posterLoaded),r(this.poster,{display:\"block\",zIndex:1,position:\"absolute\",top:0,left:0,bottom:0,right:0}),this.container.appendChild(this.poster)),this.player.options.streaming||this.container.addEventListener(\"click\",this.onClick.bind(this)),(o.autoplay||this.player.options.streaming)&&(this.playButton.style.display=\"none\"),this.player.audioOut&&!this.player.audioOut.unlocked){var s=this.container;(o.autoplay||this.player.options.streaming)&&(this.unmuteButton=document.createElement(\"div\"),this.unmuteButton.innerHTML=t.UNMUTE_BUTTON,r(this.unmuteButton,{zIndex:2,position:\"absolute\",bottom:\"10px\",right:\"20px\",width:\"75px\",height:\"75px\",margin:\"auto\",opacity:\"0.7\",cursor:\"pointer\"}),this.container.appendChild(this.unmuteButton),s=this.unmuteButton),this.unlockAudioBound=this.onUnlockAudio.bind(this,s),s.addEventListener(\"touchstart\",this.unlockAudioBound,!1),s.addEventListener(\"click\",this.unlockAudioBound,!0)}};return t.prototype.onUnlockAudio=function(t,e){this.unmuteButton&&(e.preventDefault(),e.stopPropagation()),this.player.audioOut.unlock(function(){this.unmuteButton&&(this.unmuteButton.style.display=\"none\"),t.removeEventListener(\"touchstart\",this.unlockAudioBound),t.removeEventListener(\"click\",this.unlockAudioBound)}.bind(this))},t.prototype.onClick=function(t){this.player.isPlaying?(this.player.pause(),this.playButton.style.display=\"block\"):(this.player.play(),this.playButton.style.display=\"none\",this.poster&&(this.poster.style.display=\"none\"))},t.PLAY_BUTTON='<svg style=\"max-width: 75px; max-height: 75px;\" viewBox=\"0 0 200 200\" alt=\"Play video\"><circle cx=\"100\" cy=\"100\" r=\"90\" fill=\"none\" stroke-width=\"15\" stroke=\"#fff\"/><polygon points=\"70, 55 70, 145 145, 100\" fill=\"#fff\"/></svg>',t.UNMUTE_BUTTON='<svg style=\"max-width: 75px; max-height: 75px;\" viewBox=\"0 0 75 75\"><polygon class=\"audio-speaker\" stroke=\"none\" fill=\"#fff\" points=\"39,13 22,28 6,28 6,47 21,47 39,62 39,13\"/><g stroke=\"#fff\" stroke-width=\"5\"><path d=\"M 49,50 69,26\"/><path d=\"M 69,50 49,26\"/></g></svg>',t}(),i.Player=function(){\"use strict\";var t=function(t,e){this.options=e||{},e.source?(this.source=new e.source(t,e),e.streaming=!!this.source.streaming):t.match(/^wss?:\\/\\//)?(this.source=new i.Source.WebSocket(t,e),e.streaming=!0):!1!==e.progressive?(this.source=new i.Source.AjaxProgressive(t,e),e.streaming=!1):(this.source=new i.Source.Ajax(t,e),e.streaming=!1),this.maxAudioLag=e.maxAudioLag||.25,this.loop=!1!==e.loop,this.autoplay=!!e.autoplay||e.streaming,this.demuxer=new i.Demuxer.TS(e),this.source.connect(this.demuxer),!1!==e.video&&(this.video=new i.Decoder.MPEG1Video(e),this.renderer=!e.disableGl&&i.Renderer.WebGL.IsSupported()?new i.Renderer.WebGL(e):new i.Renderer.Canvas2D(e),this.demuxer.connect(i.Demuxer.TS.STREAM.VIDEO_1,this.video),this.video.connect(this.renderer)),!1!==e.audio&&i.AudioOutput.WebAudio.IsSupported()&&(this.audio=new i.Decoder.MP2Audio(e),this.audioOut=new i.AudioOutput.WebAudio(e),this.demuxer.connect(i.Demuxer.TS.STREAM.AUDIO_1,this.audio),this.audio.connect(this.audioOut)),Object.defineProperty(this,\"currentTime\",{get:this.getCurrentTime,set:this.setCurrentTime}),Object.defineProperty(this,\"volume\",{get:this.getVolume,set:this.setVolume}),this.unpauseOnShow=!1,!1!==e.pauseWhenHidden&&document.addEventListener(\"visibilitychange\",this.showHide.bind(this)),this.source.start(),this.autoplay&&this.play()};return t.prototype.showHide=function(t){\"hidden\"===document.visibilityState?(this.unpauseOnShow=this.wantsToPlay,this.pause()):this.unpauseOnShow&&this.play()},t.prototype.play=function(t){this.animationId=requestAnimationFrame(this.update.bind(this)),this.wantsToPlay=!0},t.prototype.pause=function(t){cancelAnimationFrame(this.animationId),this.wantsToPlay=!1,this.isPlaying=!1,this.audio&&this.audio.canPlay&&(this.audioOut.stop(),this.seek(this.currentTime))},t.prototype.getVolume=function(){return this.audioOut?this.audioOut.volume:0},t.prototype.setVolume=function(t){this.audioOut&&(this.audioOut.volume=t)},t.prototype.stop=function(t){this.pause(),this.seek(0),this.video&&!1!==this.options.decodeFirstFrame&&this.video.decode()},t.prototype.destroy=function(){this.pause(),this.source.destroy(),this.renderer.destroy(),this.audioOut.destroy()},t.prototype.seek=function(t){var e=this.audio&&this.audio.canPlay?this.audio.startTime:this.video.startTime;this.video&&this.video.seek(t+e),this.audio&&this.audio.seek(t+e),this.startTime=i.Now()-t},t.prototype.getCurrentTime=function(){return this.audio&&this.audio.canPlay?this.audio.currentTime-this.audio.startTime:this.video.currentTime-this.video.startTime},t.prototype.setCurrentTime=function(t){this.seek(t)},t.prototype.update=function(){this.animationId=requestAnimationFrame(this.update.bind(this)),this.source.established?(this.isPlaying||(this.isPlaying=!0,this.startTime=i.Now()-this.currentTime),this.options.streaming?this.updateForStreaming():this.updateForStaticFile()):this.renderer&&this.renderer.renderProgress(this.source.progress)},t.prototype.updateForStreaming=function(){if(this.video&&this.video.decode(),this.audio){var t=!1;do{this.audioOut.enqueuedTime>this.maxAudioLag&&(this.audioOut.resetEnqueuedTime(),this.audioOut.enabled=!1),t=this.audio.decode()}while(t);this.audioOut.enabled=!0}},t.prototype.updateForStaticFile=function(){var t=!1,e=0;if(this.audio&&this.audio.canPlay){for(;!t&&this.audio.decodedTime-this.audio.currentTime<.25;)t=!this.audio.decode();this.video&&this.video.currentTime<this.audio.currentTime&&(t=!this.video.decode()),e=this.demuxer.currentTime-this.audio.currentTime}else if(this.video){var n=i.Now()-this.startTime+this.video.startTime,r=n-this.video.currentTime,o=1/this.video.frameRate;this.video&&r>0&&(r>2*o&&(this.startTime+=r),t=!this.video.decode()),e=this.demuxer.currentTime-n}this.source.resume(e),t&&this.source.completed&&(this.loop?this.seek(0):this.pause())},t}(),i.BitBuffer=function(){\"use strict\";var t=function t(e,i){\"object\"==(\"undefined\"===typeof e?\"undefined\":n(e))?(this.bytes=e instanceof Uint8Array?e:new Uint8Array(e),this.byteLength=this.bytes.length):(this.bytes=new Uint8Array(e||1048576),this.byteLength=0),this.mode=i||t.MODE.EXPAND,this.index=0};return t.prototype.resize=function(t){var e=new Uint8Array(t);0!==this.byteLength&&(this.byteLength=Math.min(this.byteLength,t),e.set(this.bytes,0,this.byteLength)),this.bytes=e,this.index=Math.min(this.index,this.byteLength<<3)},t.prototype.evict=function(t){var e=this.index>>3,n=this.bytes.length-this.byteLength;if(this.index===this.byteLength<<3||t>n+e)return this.byteLength=0,void(this.index=0);0!==e&&(this.bytes.copyWithin?this.bytes.copyWithin(0,e,this.byteLength):this.bytes.set(this.bytes.subarray(e,this.byteLength)),this.byteLength=this.byteLength-e,this.index-=e<<3)},t.prototype.write=function(e){var i=\"object\"==n(e[0]),r=0,o=this.bytes.length-this.byteLength;if(i){r=0;for(var a=0;a<e.length;a++)r+=e[a].byteLength}else r=e.byteLength;if(r>o)if(this.mode===t.MODE.EXPAND){var s=Math.max(2*this.bytes.length,r-o);this.resize(s)}else this.evict(r);if(i)for(a=0;a<e.length;a++)this.appendSingleBuffer(e[a]);else this.appendSingleBuffer(e)},t.prototype.appendSingleBuffer=function(t){t=t instanceof Uint8Array?t:new Uint8Array(t),this.bytes.set(t,this.byteLength),this.byteLength+=t.length},t.prototype.findNextStartCode=function(){for(var t=this.index+7>>3;t<this.byteLength;t++)if(0==this.bytes[t]&&0==this.bytes[t+1]&&1==this.bytes[t+2])return this.index=t+4<<3,this.bytes[t+3];return this.index=this.byteLength<<3,-1},t.prototype.findStartCode=function(t){for(var e=0;;)if((e=this.findNextStartCode())===t||-1===e)return e;return-1},t.prototype.nextBytesAreStartCode=function(){var t=this.index+7>>3;return t>=this.byteLength||0==this.bytes[t]&&0==this.bytes[t+1]&&1==this.bytes[t+2]},t.prototype.peek=function(t){for(var e=this.index,n=0;t;){var i=this.bytes[e>>3],r=8-(7&e),o=r<t?r:t,a=r-o;n=n<<o|(i&255>>8-o<<a)>>a,e+=o,t-=o}return n},t.prototype.read=function(t){var e=this.peek(t);return this.index+=t,e},t.prototype.skip=function(t){return this.index+=t},t.prototype.rewind=function(t){this.index=Math.max(this.index-t,0)},t.prototype.has=function(t){return(this.byteLength<<3)-this.index>=t},t.MODE={EVICT:1,EXPAND:2},t}(),i.Source.Ajax=function(){\"use strict\";var t=function(t,e){this.url=t,this.destination=null,this.request=null,this.completed=!1,this.established=!1,this.progress=0};return t.prototype.connect=function(t){this.destination=t},t.prototype.start=function(){this.request=new XMLHttpRequest,this.request.onreadystatechange=function(){this.request.readyState===this.request.DONE&&200===this.request.status&&this.onLoad(this.request.response)}.bind(this),this.request.onprogress=this.onProgress.bind(this),this.request.open(\"GET\",this.url),this.request.responseType=\"arraybuffer\",this.request.send()},t.prototype.resume=function(t){},t.prototype.destroy=function(){this.request.abort()},t.prototype.onProgress=function(t){this.progress=t.loaded/t.total},t.prototype.onLoad=function(t){this.established=!0,this.completed=!0,this.progress=1,this.destination&&this.destination.write(t)},t}(),i.Source.AjaxProgressive=function(){\"use strict\";var t=function(t,e){this.url=t,this.destination=null,this.request=null,this.completed=!1,this.established=!1,this.progress=0,this.fileSize=0,this.loadedSize=0,this.chunkSize=e.chunkSize||1048576,this.isLoading=!1,this.loadStartTime=0,this.throttled=!1!==e.throttled,this.aborted=!1};return t.prototype.connect=function(t){this.destination=t},t.prototype.start=function(){this.request=new XMLHttpRequest,this.request.onreadystatechange=function(){this.request.readyState===this.request.DONE&&(this.fileSize=parseInt(this.request.getResponseHeader(\"Content-Length\")),this.loadNextChunk())}.bind(this),this.request.onprogress=this.onProgress.bind(this),this.request.open(\"HEAD\",this.url),this.request.send()},t.prototype.resume=function(t){!this.isLoading&&this.throttled&&8*this.loadTime+2>t&&this.loadNextChunk()},t.prototype.destroy=function(){this.request.abort(),this.aborted=!0},t.prototype.loadNextChunk=function(){var t=this.loadedSize,e=Math.min(this.loadedSize+this.chunkSize-1,this.fileSize-1);t>=this.fileSize||this.aborted?this.completed=!0:(this.isLoading=!0,this.loadStartTime=i.Now(),this.request=new XMLHttpRequest,this.request.onreadystatechange=function(){this.request.readyState===this.request.DONE&&this.request.status>=200&&this.request.status<300?this.onChunkLoad(this.request.response):this.request.readyState===this.request.DONE&&this.loadFails++<3&&this.loadNextChunk()}.bind(this),0===t&&(this.request.onprogress=this.onProgress.bind(this)),this.request.open(\"GET\",this.url+\"?\"+t+\"-\"+e),this.request.setRequestHeader(\"Range\",\"bytes=\"+t+\"-\"+e),this.request.responseType=\"arraybuffer\",this.request.send())},t.prototype.onProgress=function(t){this.progress=t.loaded/t.total},t.prototype.onChunkLoad=function(t){this.established=!0,this.progress=1,this.loadedSize+=t.byteLength,this.loadFails=0,this.isLoading=!1,this.destination&&this.destination.write(t),this.loadTime=i.Now()-this.loadStartTime,this.throttled||this.loadNextChunk()},t}(),i.Source.WebSocket=function(){\"use strict\";var t=function(t,e){this.url=t,this.options=e,this.socket=null,this.callbacks={connect:[],data:[]},this.destination=null,this.reconnectInterval=void 0!==e.reconnectInterval?e.reconnectInterval:5,this.shouldAttemptReconnect=!!this.reconnectInterval,this.completed=!1,this.established=!1,this.progress=0,this.reconnectTimeoutId=0};return t.prototype.connect=function(t){this.destination=t},t.prototype.destroy=function(){clearTimeout(this.reconnectTimeoutId),this.shouldAttemptReconnect=!1,this.socket.close()},t.prototype.start=function(){this.shouldAttemptReconnect=!!this.reconnectInterval,this.progress=0,this.established=!1,this.socket=new WebSocket(this.url,this.options.protocols||null),this.socket.binaryType=\"arraybuffer\",this.socket.onmessage=this.onMessage.bind(this),this.socket.onopen=this.onOpen.bind(this),this.socket.onerror=this.onClose.bind(this),this.socket.onclose=this.onClose.bind(this)},t.prototype.resume=function(t){},t.prototype.onOpen=function(){this.progress=1,this.established=!0},t.prototype.onClose=function(){this.shouldAttemptReconnect&&(clearTimeout(this.reconnectTimeoutId),this.reconnectTimeoutId=setTimeout(function(){this.start()}.bind(this),1e3*this.reconnectInterval))},t.prototype.onMessage=function(t){this.destination&&this.destination.write(t.data)},t}(),i.Demuxer.TS=function(){\"use strict\";var t=function(t){this.bits=null,this.leftoverBytes=null,this.guessVideoFrameEnd=!0,this.pidsToStreamIds={},this.pesPacketInfo={},this.startTime=0,this.currentTime=0};return t.prototype.connect=function(t,e){this.pesPacketInfo[t]={destination:e,currentLength:0,totalLength:0,pts:0,buffers:[]}},t.prototype.write=function(t){if(this.leftoverBytes){var e=t.byteLength+this.leftoverBytes.byteLength;this.bits=new i.BitBuffer(e),this.bits.write([this.leftoverBytes,t])}else this.bits=new i.BitBuffer(t);for(;this.bits.has(1504)&&this.parsePacket(););var n=this.bits.byteLength-(this.bits.index>>3);this.leftoverBytes=n>0?this.bits.bytes.subarray(this.bits.index>>3):null},t.prototype.parsePacket=function(){if(71!==this.bits.read(8)&&!this.resync())return!1;var t=187+(this.bits.index>>3),e=(this.bits.read(1),this.bits.read(1)),n=(this.bits.read(1),this.bits.read(13)),i=(this.bits.read(2),this.bits.read(2)),r=(this.bits.read(4),this.pidsToStreamIds[n]);if(e&&r){var o=this.pesPacketInfo[r];o&&o.currentLength&&this.packetComplete(o)}if(1&i){if(2&i){var a=this.bits.read(8);this.bits.skip(a<<3)}if(e&&this.bits.nextBytesAreStartCode()){this.bits.skip(24),r=this.bits.read(8),this.pidsToStreamIds[n]=r;var s=this.bits.read(16);this.bits.skip(8);var l=this.bits.read(2);this.bits.skip(6);var u=this.bits.read(8),c=this.bits.index+(u<<3);o=this.pesPacketInfo[r];if(o){var h=0;if(2&l){this.bits.skip(4);var d=this.bits.read(3);this.bits.skip(1);var p=this.bits.read(15);this.bits.skip(1);var A=this.bits.read(15);this.bits.skip(1),h=(1073741824*d+32768*p+A)/9e4,this.currentTime=h,-1===this.startTime&&(this.startTime=h)}var f=s?s-u-3:0;this.packetStart(o,h,f)}this.bits.index=c}if(r){o=this.pesPacketInfo[r];if(o){var g=this.bits.index>>3,m=this.packetAddData(o,g,t),y=!e&&2&i;(m||this.guessVideoFrameEnd&&y)&&this.packetComplete(o)}}}return this.bits.index=t<<3,!0},t.prototype.resync=function(){if(!this.bits.has(9024))return!1;for(var t=this.bits.index>>3,e=0;e<187;e++)if(71===this.bits.bytes[t+e]){for(var n=!0,i=1;i<5;i++)if(71!==this.bits.bytes[t+e+188*i]){n=!1;break}if(n)return this.bits.index=t+e+1<<3,!0}return this.bits.skip(1496),!1},t.prototype.packetStart=function(t,e,n){t.totalLength=n,t.currentLength=0,t.pts=e},t.prototype.packetAddData=function(t,e,n){return t.buffers.push(this.bits.bytes.subarray(e,n)),t.currentLength+=n-e,0!==t.totalLength&&t.currentLength>=t.totalLength},t.prototype.packetComplete=function(t){t.destination.write(t.pts,t.buffers),t.totalLength=0,t.currentLength=0,t.buffers=[]},t.STREAM={PACK_HEADER:186,SYSTEM_HEADER:187,PROGRAM_MAP:188,PRIVATE_1:189,PADDING:190,PRIVATE_2:191,AUDIO_1:192,VIDEO_1:224,DIRECTORY:255},t}(),i.Decoder.Base=function(){\"use strict\";var t=function(t){this.destination=null,this.canPlay=!1,this.collectTimestamps=!t.streaming,this.timestamps=[],this.timestampIndex=0,this.startTime=0,this.decodedTime=0,Object.defineProperty(this,\"currentTime\",{get:this.getCurrentTime})};return t.prototype.connect=function(t){this.destination=t},t.prototype.write=function(t,e){this.collectTimestamps&&(0===this.timestamps.length&&(this.startTime=t,this.decodedTime=t),this.timestamps.push({index:this.bits.byteLength<<3,time:t})),this.bits.write(e),this.canPlay=!0},t.prototype.seek=function(t){if(this.collectTimestamps){this.timestampIndex=0;for(var e=0;e<this.timestamps.length&&!(this.timestamps[e].time>t);e++)this.timestampIndex=e;var n=this.timestamps[this.timestampIndex];n?(this.bits.index=n.index,this.decodedTime=n.time):(this.bits.index=0,this.decodedTime=this.startTime)}},t.prototype.decode=function(){this.advanceDecodedTime(0)},t.prototype.advanceDecodedTime=function(t){if(this.collectTimestamps){for(var e=-1,n=this.timestampIndex;n<this.timestamps.length&&!(this.timestamps[n].index>this.bits.index);n++)e=n;if(-1!==e&&e!==this.timestampIndex)return this.timestampIndex=e,void(this.decodedTime=this.timestamps[this.timestampIndex].time)}this.decodedTime+=t},t.prototype.getCurrentTime=function(){return this.decodedTime},t}(),i.Decoder.MPEG1Video=function(){\"use strict\";var t=function(t){i.Decoder.Base.call(this,t);var e=t.videoBufferSize||524288,n=t.streaming?i.BitBuffer.MODE.EVICT:i.BitBuffer.MODE.EXPAND;this.bits=new i.BitBuffer(e,n),this.customIntraQuantMatrix=new Uint8Array(64),this.customNonIntraQuantMatrix=new Uint8Array(64),this.blockData=new Int32Array(64),this.currentFrame=0,this.decodeFirstFrame=!1!==t.decodeFirstFrame};return t.prototype=Object.create(i.Decoder.Base.prototype),t.prototype.constructor=t,t.prototype.write=function(e,n){if(i.Decoder.Base.prototype.write.call(this,e,n),!this.hasSequenceHeader){if(-1===this.bits.findStartCode(t.START.SEQUENCE))return!1;this.decodeSequenceHeader(),this.decodeFirstFrame&&this.decode()}},t.prototype.decode=function(){return!!this.hasSequenceHeader&&(-1===this.bits.findStartCode(t.START.PICTURE)?(this.bits.byteLength,this.bits.index,!1):(this.decodePicture(),this.advanceDecodedTime(1/this.frameRate),!0))},t.prototype.readHuffman=function(t){var e=0;do{e=t[e+this.bits.read(1)]}while(e>=0&&0!==t[e]);return t[e+2]},t.prototype.frameRate=30,t.prototype.decodeSequenceHeader=function(){var e=this.bits.read(12),n=this.bits.read(12);if(this.bits.skip(4),this.frameRate=t.PICTURE_RATE[this.bits.read(4)],this.bits.skip(30),e===this.width&&n===this.height||(this.width=e,this.height=n,this.initBuffers(),this.destination&&this.destination.resize(e,n)),this.bits.read(1)){for(var i=0;i<64;i++)this.customIntraQuantMatrix[t.ZIG_ZAG[i]]=this.bits.read(8);this.intraQuantMatrix=this.customIntraQuantMatrix}if(this.bits.read(1)){for(i=0;i<64;i++){var r=t.ZIG_ZAG[i];this.customNonIntraQuantMatrix[r]=this.bits.read(8)}this.nonIntraQuantMatrix=this.customNonIntraQuantMatrix}this.hasSequenceHeader=!0},t.prototype.initBuffers=function(){this.intraQuantMatrix=t.DEFAULT_INTRA_QUANT_MATRIX,this.nonIntraQuantMatrix=t.DEFAULT_NON_INTRA_QUANT_MATRIX,this.mbWidth=this.width+15>>4,this.mbHeight=this.height+15>>4,this.mbSize=this.mbWidth*this.mbHeight,this.codedWidth=this.mbWidth<<4,this.codedHeight=this.mbHeight<<4,this.codedSize=this.codedWidth*this.codedHeight,this.halfWidth=this.mbWidth<<3,this.halfHeight=this.mbHeight<<3,this.currentY=new Uint8ClampedArray(this.codedSize),this.currentY32=new Uint32Array(this.currentY.buffer),this.currentCr=new Uint8ClampedArray(this.codedSize>>2),this.currentCr32=new Uint32Array(this.currentCr.buffer),this.currentCb=new Uint8ClampedArray(this.codedSize>>2),this.currentCb32=new Uint32Array(this.currentCb.buffer),this.forwardY=new Uint8ClampedArray(this.codedSize),this.forwardY32=new Uint32Array(this.forwardY.buffer),this.forwardCr=new Uint8ClampedArray(this.codedSize>>2),this.forwardCr32=new Uint32Array(this.forwardCr.buffer),this.forwardCb=new Uint8ClampedArray(this.codedSize>>2),this.forwardCb32=new Uint32Array(this.forwardCb.buffer)},t.prototype.currentY=null,t.prototype.currentCr=null,t.prototype.currentCb=null,t.prototype.pictureType=0,t.prototype.forwardY=null,t.prototype.forwardCr=null,t.prototype.forwardCb=null,t.prototype.fullPelForward=!1,t.prototype.forwardFCode=0,t.prototype.forwardRSize=0,t.prototype.forwardF=0,t.prototype.decodePicture=function(e){if(this.currentFrame++,this.bits.skip(10),this.pictureType=this.bits.read(3),this.bits.skip(16),!(this.pictureType<=0||this.pictureType>=t.PICTURE_TYPE.B)){if(this.pictureType===t.PICTURE_TYPE.PREDICTIVE){if(this.fullPelForward=this.bits.read(1),this.forwardFCode=this.bits.read(3),0===this.forwardFCode)return;this.forwardRSize=this.forwardFCode-1,this.forwardF=1<<this.forwardRSize}var n=0;do{n=this.bits.findNextStartCode()}while(n===t.START.EXTENSION||n===t.START.USER_DATA);for(;n>=t.START.SLICE_FIRST&&n<=t.START.SLICE_LAST;)this.decodeSlice(255&n),n=this.bits.findNextStartCode();if(-1!==n&&this.bits.rewind(32),this.destination&&this.destination.render(this.currentY,this.currentCr,this.currentCb),this.pictureType===t.PICTURE_TYPE.INTRA||this.pictureType===t.PICTURE_TYPE.PREDICTIVE){var i=this.forwardY,r=this.forwardY32,o=this.forwardCr,a=this.forwardCr32,s=this.forwardCb,l=this.forwardCb32;this.forwardY=this.currentY,this.forwardY32=this.currentY32,this.forwardCr=this.currentCr,this.forwardCr32=this.currentCr32,this.forwardCb=this.currentCb,this.forwardCb32=this.currentCb32,this.currentY=i,this.currentY32=r,this.currentCr=o,this.currentCr32=a,this.currentCb=s,this.currentCb32=l}}},t.prototype.quantizerScale=0,t.prototype.sliceBegin=!1,t.prototype.decodeSlice=function(t){for(this.sliceBegin=!0,this.macroblockAddress=(t-1)*this.mbWidth-1,this.motionFwH=this.motionFwHPrev=0,this.motionFwV=this.motionFwVPrev=0,this.dcPredictorY=128,this.dcPredictorCr=128,this.dcPredictorCb=128,this.quantizerScale=this.bits.read(5);this.bits.read(1);)this.bits.skip(8);do{this.decodeMacroblock()}while(!this.bits.nextBytesAreStartCode())},t.prototype.macroblockAddress=0,t.prototype.mbRow=0,t.prototype.mbCol=0,t.prototype.macroblockType=0,t.prototype.macroblockIntra=!1,t.prototype.macroblockMotFw=!1,t.prototype.motionFwH=0,t.prototype.motionFwV=0,t.prototype.motionFwHPrev=0,t.prototype.motionFwVPrev=0,t.prototype.decodeMacroblock=function(){for(var e=0,n=this.readHuffman(t.MACROBLOCK_ADDRESS_INCREMENT);34===n;)n=this.readHuffman(t.MACROBLOCK_ADDRESS_INCREMENT);for(;35===n;)e+=33,n=this.readHuffman(t.MACROBLOCK_ADDRESS_INCREMENT);if(e+=n,this.sliceBegin)this.sliceBegin=!1,this.macroblockAddress+=e;else{if(this.macroblockAddress+e>=this.mbSize)return;for(e>1&&(this.dcPredictorY=128,this.dcPredictorCr=128,this.dcPredictorCb=128,this.pictureType===t.PICTURE_TYPE.PREDICTIVE&&(this.motionFwH=this.motionFwHPrev=0,this.motionFwV=this.motionFwVPrev=0));e>1;)this.macroblockAddress++,this.mbRow=this.macroblockAddress/this.mbWidth|0,this.mbCol=this.macroblockAddress%this.mbWidth,this.copyMacroblock(this.motionFwH,this.motionFwV,this.forwardY,this.forwardCr,this.forwardCb),e--;this.macroblockAddress++}this.mbRow=this.macroblockAddress/this.mbWidth|0,this.mbCol=this.macroblockAddress%this.mbWidth;var i=t.MACROBLOCK_TYPE[this.pictureType];this.macroblockType=this.readHuffman(i),this.macroblockIntra=1&this.macroblockType,this.macroblockMotFw=8&this.macroblockType,0!=(16&this.macroblockType)&&(this.quantizerScale=this.bits.read(5)),this.macroblockIntra?(this.motionFwH=this.motionFwHPrev=0,this.motionFwV=this.motionFwVPrev=0):(this.dcPredictorY=128,this.dcPredictorCr=128,this.dcPredictorCb=128,this.decodeMotionVectors(),this.copyMacroblock(this.motionFwH,this.motionFwV,this.forwardY,this.forwardCr,this.forwardCb));for(var r=0!=(2&this.macroblockType)?this.readHuffman(t.CODE_BLOCK_PATTERN):this.macroblockIntra?63:0,o=0,a=32;o<6;o++)0!=(r&a)&&this.decodeBlock(o),a>>=1},t.prototype.decodeMotionVectors=function(){var e,n,i=0;this.macroblockMotFw?(e=this.readHuffman(t.MOTION),0!==e&&1!==this.forwardF?(i=this.bits.read(this.forwardRSize),n=(Math.abs(e)-1<<this.forwardRSize)+i+1,e<0&&(n=-n)):n=e,this.motionFwHPrev+=n,this.motionFwHPrev>(this.forwardF<<4)-1?this.motionFwHPrev-=this.forwardF<<5:this.motionFwHPrev<-this.forwardF<<4&&(this.motionFwHPrev+=this.forwardF<<5),this.motionFwH=this.motionFwHPrev,this.fullPelForward&&(this.motionFwH<<=1),e=this.readHuffman(t.MOTION),0!==e&&1!==this.forwardF?(i=this.bits.read(this.forwardRSize),n=(Math.abs(e)-1<<this.forwardRSize)+i+1,e<0&&(n=-n)):n=e,this.motionFwVPrev+=n,this.motionFwVPrev>(this.forwardF<<4)-1?this.motionFwVPrev-=this.forwardF<<5:this.motionFwVPrev<-this.forwardF<<4&&(this.motionFwVPrev+=this.forwardF<<5),this.motionFwV=this.motionFwVPrev,this.fullPelForward&&(this.motionFwV<<=1)):this.pictureType===t.PICTURE_TYPE.PREDICTIVE&&(this.motionFwH=this.motionFwHPrev=0,this.motionFwV=this.motionFwVPrev=0)},t.prototype.copyMacroblock=function(t,e,n,i,r){var o,a,s,l,u,c,h,d,p,A,f,g,m,y,v,C,w,I,E,b=this.currentY32,M=this.currentCb32,S=this.currentCr32;if(o=this.codedWidth,a=o-16,s=t>>1,l=e>>1,u=1==(1&t),c=1==(1&e),h=((this.mbRow<<4)+l)*o+(this.mbCol<<4)+s,d=this.mbRow*o+this.mbCol<<2,p=d+(o<<2),u)if(c)for(;d<p;){for(f=n[h]+n[h+o],h++,A=0;A<4;A++)g=n[h]+n[h+o],h++,m=f+g+2>>2&255,f=n[h]+n[h+o],h++,m|=f+g+2<<6&65280,g=n[h]+n[h+o],h++,m|=f+g+2<<14&16711680,f=n[h]+n[h+o],h++,m|=f+g+2<<22&4278190080,b[d++]=m;d+=a>>2,h+=a-1}else for(;d<p;){for(f=n[h++],A=0;A<4;A++)g=n[h++],m=f+g+1>>1&255,f=n[h++],m|=f+g+1<<7&65280,g=n[h++],m|=f+g+1<<15&16711680,f=n[h++],m|=f+g+1<<23&4278190080,b[d++]=m;d+=a>>2,h+=a-1}else if(c)for(;d<p;){for(A=0;A<4;A++)m=n[h]+n[h+o]+1>>1&255,h++,m|=n[h]+n[h+o]+1<<7&65280,h++,m|=n[h]+n[h+o]+1<<15&16711680,h++,m|=n[h]+n[h+o]+1<<23&4278190080,h++,b[d++]=m;d+=a>>2,h+=a}else for(;d<p;){for(A=0;A<4;A++)m=n[h],h++,m|=n[h]<<8,h++,m|=n[h]<<16,h++,m|=n[h]<<24,h++,b[d++]=m;d+=a>>2,h+=a}if(o=this.halfWidth,a=o-8,s=t/2>>1,l=e/2>>1,u=1==(t/2&1),c=1==(e/2&1),h=((this.mbRow<<3)+l)*o+(this.mbCol<<3)+s,d=this.mbRow*o+this.mbCol<<1,p=d+(o<<1),u)if(c)for(;d<p;){for(y=i[h]+i[h+o],w=r[h]+r[h+o],h++,A=0;A<2;A++)v=i[h]+i[h+o],I=r[h]+r[h+o],h++,C=y+v+2>>2&255,E=w+I+2>>2&255,y=i[h]+i[h+o],w=r[h]+r[h+o],h++,C|=y+v+2<<6&65280,E|=w+I+2<<6&65280,v=i[h]+i[h+o],I=r[h]+r[h+o],h++,C|=y+v+2<<14&16711680,E|=w+I+2<<14&16711680,y=i[h]+i[h+o],w=r[h]+r[h+o],h++,C|=y+v+2<<22&4278190080,E|=w+I+2<<22&4278190080,S[d]=C,M[d]=E,d++;d+=a>>2,h+=a-1}else for(;d<p;){for(y=i[h],w=r[h],h++,A=0;A<2;A++)v=i[h],I=r[h++],C=y+v+1>>1&255,E=w+I+1>>1&255,y=i[h],w=r[h++],C|=y+v+1<<7&65280,E|=w+I+1<<7&65280,v=i[h],I=r[h++],C|=y+v+1<<15&16711680,E|=w+I+1<<15&16711680,y=i[h],w=r[h++],C|=y+v+1<<23&4278190080,E|=w+I+1<<23&4278190080,S[d]=C,M[d]=E,d++;d+=a>>2,h+=a-1}else if(c)for(;d<p;){for(A=0;A<2;A++)C=i[h]+i[h+o]+1>>1&255,E=r[h]+r[h+o]+1>>1&255,h++,C|=i[h]+i[h+o]+1<<7&65280,E|=r[h]+r[h+o]+1<<7&65280,h++,C|=i[h]+i[h+o]+1<<15&16711680,E|=r[h]+r[h+o]+1<<15&16711680,h++,C|=i[h]+i[h+o]+1<<23&4278190080,E|=r[h]+r[h+o]+1<<23&4278190080,h++,S[d]=C,M[d]=E,d++;d+=a>>2,h+=a}else for(;d<p;){for(A=0;A<2;A++)C=i[h],E=r[h],h++,C|=i[h]<<8,E|=r[h]<<8,h++,C|=i[h]<<16,E|=r[h]<<16,h++,C|=i[h]<<24,E|=r[h]<<24,h++,S[d]=C,M[d]=E,d++;d+=a>>2,h+=a}},t.prototype.dcPredictorY=0,t.prototype.dcPredictorCr=0,t.prototype.dcPredictorCb=0,t.prototype.blockData=null,t.prototype.decodeBlock=function(e){var n,r,o,a,s=0;if(this.macroblockIntra){var l,u;if(e<4?(l=this.dcPredictorY,u=this.readHuffman(t.DCT_DC_SIZE_LUMINANCE)):(l=4===e?this.dcPredictorCr:this.dcPredictorCb,u=this.readHuffman(t.DCT_DC_SIZE_CHROMINANCE)),u>0){var c=this.bits.read(u);this.blockData[0]=0!=(c&1<<u-1)?l+c:l+(-1<<u|c+1)}else this.blockData[0]=l;e<4?this.dcPredictorY=this.blockData[0]:4===e?this.dcPredictorCr=this.blockData[0]:this.dcPredictorCb=this.blockData[0],this.blockData[0]<<=8,n=this.intraQuantMatrix,s=1}else n=this.nonIntraQuantMatrix;for(var h=0;;){var d=0,p=this.readHuffman(t.DCT_COEFF);if(1===p&&s>0&&0===this.bits.read(1))break;65535===p?(d=this.bits.read(6),h=this.bits.read(8),0===h?h=this.bits.read(8):128===h?h=this.bits.read(8)-256:h>128&&(h-=256)):(d=p>>8,h=255&p,this.bits.read(1)&&(h=-h)),s+=d;var A=t.ZIG_ZAG[s];s++,h<<=1,this.macroblockIntra||(h+=h<0?-1:1),h=h*this.quantizerScale*n[A]>>4,0==(1&h)&&(h-=h>0?1:-1),h>2047?h=2047:h<-2048&&(h=-2048),this.blockData[A]=h*t.PREMULTIPLIER_MATRIX[A]}e<4?(r=this.currentY,a=this.codedWidth-8,o=this.mbRow*this.codedWidth+this.mbCol<<4,0!=(1&e)&&(o+=8),0!=(2&e)&&(o+=this.codedWidth<<3)):(r=4===e?this.currentCb:this.currentCr,a=(this.codedWidth>>1)-8,o=(this.mbRow*this.codedWidth<<2)+(this.mbCol<<3)),this.macroblockIntra?1===s?(t.CopyValueToDestination(this.blockData[0]+128>>8,r,o,a),this.blockData[0]=0):(t.IDCT(this.blockData),t.CopyBlockToDestination(this.blockData,r,o,a),i.Fill(this.blockData,0)):1===s?(t.AddValueToDestination(this.blockData[0]+128>>8,r,o,a),this.blockData[0]=0):(t.IDCT(this.blockData),t.AddBlockToDestination(this.blockData,r,o,a),i.Fill(this.blockData,0)),s=0},t.CopyBlockToDestination=function(t,e,n,i){for(var r=0;r<64;r+=8,n+=i+8)e[n+0]=t[r+0],e[n+1]=t[r+1],e[n+2]=t[r+2],e[n+3]=t[r+3],e[n+4]=t[r+4],e[n+5]=t[r+5],e[n+6]=t[r+6],e[n+7]=t[r+7]},t.AddBlockToDestination=function(t,e,n,i){for(var r=0;r<64;r+=8,n+=i+8)e[n+0]+=t[r+0],e[n+1]+=t[r+1],e[n+2]+=t[r+2],e[n+3]+=t[r+3],e[n+4]+=t[r+4],e[n+5]+=t[r+5],e[n+6]+=t[r+6],e[n+7]+=t[r+7]},t.CopyValueToDestination=function(t,e,n,i){for(var r=0;r<64;r+=8,n+=i+8)e[n+0]=t,e[n+1]=t,e[n+2]=t,e[n+3]=t,e[n+4]=t,e[n+5]=t,e[n+6]=t,e[n+7]=t},t.AddValueToDestination=function(t,e,n,i){for(var r=0;r<64;r+=8,n+=i+8)e[n+0]+=t,e[n+1]+=t,e[n+2]+=t,e[n+3]+=t,e[n+4]+=t,e[n+5]+=t,e[n+6]+=t,e[n+7]+=t},t.IDCT=function(t){for(var e,n,i,r,o,a,s,l,u,c,h,d,p,A,f,g,m,y,v=0;v<8;++v)e=t[32+v],n=t[16+v]+t[48+v],i=t[40+v]-t[24+v],a=t[8+v]+t[56+v],s=t[24+v]+t[40+v],r=t[8+v]-t[56+v],o=a+s,l=t[0+v],p=(473*r-196*i+128>>8)-o,u=p-(362*(a-s)+128>>8),c=l-e,h=(362*(t[16+v]-t[48+v])+128>>8)-n,d=l+e,A=c+h,f=d+n,g=c-h,m=d-n,y=-u-(473*i+196*r+128>>8),t[0+v]=o+f,t[8+v]=p+A,t[16+v]=g-u,t[24+v]=m-y,t[32+v]=m+y,t[40+v]=u+g,t[48+v]=A-p,t[56+v]=f-o;for(v=0;v<64;v+=8)e=t[4+v],n=t[2+v]+t[6+v],i=t[5+v]-t[3+v],a=t[1+v]+t[7+v],s=t[3+v]+t[5+v],r=t[1+v]-t[7+v],o=a+s,l=t[0+v],p=(473*r-196*i+128>>8)-o,u=p-(362*(a-s)+128>>8),c=l-e,h=(362*(t[2+v]-t[6+v])+128>>8)-n,d=l+e,A=c+h,f=d+n,g=c-h,m=d-n,y=-u-(473*i+196*r+128>>8),t[0+v]=o+f+128>>8,t[1+v]=p+A+128>>8,t[2+v]=g-u+128>>8,t[3+v]=m-y+128>>8,t[4+v]=m+y+128>>8,t[5+v]=u+g+128>>8,t[6+v]=A-p+128>>8,t[7+v]=f-o+128>>8},t.PICTURE_RATE=[0,23.976,24,25,29.97,30,50,59.94,60,0,0,0,0,0,0,0],t.ZIG_ZAG=new Uint8Array([0,1,8,16,9,2,3,10,17,24,32,25,18,11,4,5,12,19,26,33,40,48,41,34,27,20,13,6,7,14,21,28,35,42,49,56,57,50,43,36,29,22,15,23,30,37,44,51,58,59,52,45,38,31,39,46,53,60,61,54,47,55,62,63]),t.DEFAULT_INTRA_QUANT_MATRIX=new Uint8Array([8,16,19,22,26,27,29,34,16,16,22,24,27,29,34,37,19,22,26,27,29,34,34,38,22,22,26,27,29,34,37,40,22,26,27,29,32,35,40,48,26,27,29,32,35,40,48,58,26,27,29,34,38,46,56,69,27,29,35,38,46,56,69,83]),t.DEFAULT_NON_INTRA_QUANT_MATRIX=new Uint8Array([16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16,16]),t.PREMULTIPLIER_MATRIX=new Uint8Array([32,44,42,38,32,25,17,9,44,62,58,52,44,35,24,12,42,58,55,49,42,33,23,12,38,52,49,44,38,30,20,10,32,44,42,38,32,25,17,9,25,35,33,30,25,20,14,7,17,24,23,20,17,14,9,5,9,12,12,10,9,7,5,2]),t.MACROBLOCK_ADDRESS_INCREMENT=new Int16Array([3,6,0,9,12,0,0,0,1,15,18,0,21,24,0,27,30,0,33,36,0,0,0,3,0,0,2,39,42,0,45,48,0,0,0,5,0,0,4,51,54,0,57,60,0,0,0,7,0,0,6,63,66,0,69,72,0,75,78,0,81,84,0,-1,87,0,-1,90,0,93,96,0,99,102,0,105,108,0,111,114,0,0,0,9,0,0,8,117,120,0,123,126,0,129,132,0,135,138,0,0,0,15,0,0,14,0,0,13,0,0,12,0,0,11,0,0,10,141,-1,0,-1,144,0,147,150,0,153,156,0,159,162,0,165,168,0,171,174,0,177,180,0,183,-1,0,-1,186,0,189,192,0,195,198,0,201,204,0,207,210,0,213,216,0,219,222,0,0,0,21,0,0,20,0,0,19,0,0,18,0,0,17,0,0,16,0,0,35,0,0,34,0,0,33,0,0,32,0,0,31,0,0,30,0,0,29,0,0,28,0,0,27,0,0,26,0,0,25,0,0,24,0,0,23,0,0,22]),t.MACROBLOCK_TYPE_INTRA=new Int8Array([3,6,0,-1,9,0,0,0,1,0,0,17]),t.MACROBLOCK_TYPE_PREDICTIVE=new Int8Array([3,6,0,9,12,0,0,0,10,15,18,0,0,0,2,21,24,0,0,0,8,27,30,0,33,36,0,-1,39,0,0,0,18,0,0,26,0,0,1,0,0,17]),t.MACROBLOCK_TYPE_B=new Int8Array([3,6,0,9,15,0,12,18,0,24,21,0,0,0,12,27,30,0,0,0,14,39,42,0,36,33,0,0,0,4,0,0,6,54,48,0,45,51,0,0,0,8,0,0,10,-1,57,0,0,0,1,60,63,0,0,0,30,0,0,17,0,0,22,0,0,26]),t.MACROBLOCK_TYPE=[null,t.MACROBLOCK_TYPE_INTRA,t.MACROBLOCK_TYPE_PREDICTIVE,t.MACROBLOCK_TYPE_B],t.CODE_BLOCK_PATTERN=new Int16Array([6,3,0,9,18,0,12,15,0,24,33,0,36,39,0,27,21,0,30,42,0,60,57,0,54,48,0,69,51,0,81,75,0,63,84,0,45,66,0,72,78,0,0,0,60,105,120,0,132,144,0,114,108,0,126,141,0,87,93,0,117,96,0,0,0,32,135,138,0,99,123,0,129,102,0,0,0,4,90,111,0,0,0,8,0,0,16,0,0,44,150,168,0,0,0,28,0,0,52,0,0,62,183,177,0,156,180,0,0,0,1,165,162,0,0,0,61,0,0,56,171,174,0,0,0,2,0,0,40,153,186,0,0,0,48,192,189,0,147,159,0,0,0,20,0,0,12,240,249,0,0,0,63,231,225,0,195,219,0,252,198,0,0,0,24,0,0,36,0,0,3,207,261,0,243,237,0,204,213,0,210,234,0,201,228,0,216,222,0,258,255,0,264,246,0,-1,282,0,285,291,0,0,0,33,0,0,9,318,330,0,306,348,0,0,0,5,0,0,10,279,267,0,0,0,6,0,0,18,0,0,17,0,0,34,339,357,0,309,312,0,270,276,0,327,321,0,351,354,0,303,297,0,294,288,0,300,273,0,342,345,0,315,324,0,336,333,0,363,375,0,0,0,41,0,0,14,0,0,21,372,366,0,360,369,0,0,0,11,0,0,19,0,0,7,0,0,35,0,0,13,0,0,50,0,0,49,0,0,58,0,0,37,0,0,25,0,0,45,0,0,57,0,0,26,0,0,29,0,0,38,0,0,53,0,0,23,0,0,43,0,0,46,0,0,42,0,0,22,0,0,54,0,0,51,0,0,15,0,0,30,0,0,39,0,0,47,0,0,55,0,0,27,0,0,59,0,0,31]),t.MOTION=new Int16Array([3,6,0,12,9,0,0,0,0,18,15,0,24,21,0,0,0,-1,0,0,1,27,30,0,36,33,0,0,0,2,0,0,-2,42,45,0,48,39,0,60,54,0,0,0,3,0,0,-3,51,57,0,-1,69,0,81,75,0,78,63,0,72,66,0,96,84,0,87,93,0,-1,99,0,108,105,0,0,0,-4,90,102,0,0,0,4,0,0,-7,0,0,5,111,123,0,0,0,-5,0,0,7,114,120,0,126,117,0,0,0,-6,0,0,6,153,162,0,150,147,0,135,138,0,156,141,0,129,159,0,132,144,0,0,0,10,0,0,9,0,0,8,0,0,-8,171,198,0,0,0,-9,180,192,0,168,183,0,165,186,0,174,189,0,0,0,-10,177,195,0,0,0,12,0,0,16,0,0,13,0,0,14,0,0,11,0,0,15,0,0,-16,0,0,-12,0,0,-14,0,0,-15,0,0,-11,0,0,-13]),t.DCT_DC_SIZE_LUMINANCE=new Int8Array([6,3,0,18,15,0,9,12,0,0,0,1,0,0,2,27,24,0,21,30,0,0,0,0,36,33,0,0,0,4,0,0,3,39,42,0,0,0,5,0,0,6,48,45,0,51,-1,0,0,0,7,0,0,8]),t.DCT_DC_SIZE_CHROMINANCE=new Int8Array([6,3,0,12,9,0,18,15,0,24,21,0,0,0,2,0,0,1,0,0,0,30,27,0,0,0,3,36,33,0,0,0,4,42,39,0,0,0,5,48,45,0,0,0,6,51,-1,0,0,0,7,0,0,8]),t.DCT_COEFF=new Int32Array([3,6,0,12,9,0,0,0,1,21,24,0,18,15,0,39,27,0,33,30,0,42,36,0,0,0,257,60,66,0,54,63,0,48,57,0,0,0,513,51,45,0,0,0,2,0,0,3,81,75,0,87,93,0,72,78,0,96,90,0,0,0,1025,69,84,0,0,0,769,0,0,258,0,0,1793,0,0,65535,0,0,1537,111,108,0,0,0,1281,105,102,0,117,114,0,99,126,0,120,123,0,156,150,0,162,159,0,144,147,0,129,135,0,138,132,0,0,0,2049,0,0,4,0,0,514,0,0,2305,153,141,0,165,171,0,180,168,0,177,174,0,183,186,0,0,0,2561,0,0,3329,0,0,6,0,0,259,0,0,5,0,0,770,0,0,2817,0,0,3073,228,225,0,201,210,0,219,213,0,234,222,0,216,231,0,207,192,0,204,189,0,198,195,0,243,261,0,273,240,0,246,237,0,249,258,0,279,276,0,252,255,0,270,282,0,264,267,0,0,0,515,0,0,260,0,0,7,0,0,1026,0,0,1282,0,0,4097,0,0,3841,0,0,3585,315,321,0,333,342,0,312,291,0,375,357,0,288,294,0,-1,369,0,285,303,0,318,363,0,297,306,0,339,309,0,336,348,0,330,300,0,372,345,0,351,366,0,327,354,0,360,324,0,381,408,0,417,420,0,390,378,0,435,438,0,384,387,0,0,0,2050,396,402,0,465,462,0,0,0,8,411,399,0,429,432,0,453,414,0,426,423,0,0,0,10,0,0,9,0,0,11,0,0,5377,0,0,1538,0,0,771,0,0,5121,0,0,1794,0,0,4353,0,0,4609,0,0,4865,444,456,0,0,0,1027,459,450,0,0,0,261,393,405,0,0,0,516,447,441,0,516,519,0,486,474,0,510,483,0,504,498,0,471,537,0,507,501,0,522,513,0,534,531,0,468,477,0,492,495,0,549,546,0,525,528,0,0,0,263,0,0,2562,0,0,2306,0,0,5633,0,0,5889,0,0,6401,0,0,6145,0,0,1283,0,0,772,0,0,13,0,0,12,0,0,14,0,0,15,0,0,517,0,0,6657,0,0,262,540,543,0,480,489,0,588,597,0,0,0,27,609,555,0,606,603,0,0,0,19,0,0,22,591,621,0,0,0,18,573,576,0,564,570,0,0,0,20,552,582,0,0,0,21,558,579,0,0,0,23,612,594,0,0,0,25,0,0,24,600,615,0,0,0,31,0,0,30,0,0,28,0,0,29,0,0,26,0,0,17,0,0,16,567,618,0,561,585,0,654,633,0,0,0,37,645,648,0,0,0,36,630,636,0,0,0,34,639,627,0,663,666,0,657,624,0,651,642,0,669,660,0,0,0,35,0,0,267,0,0,40,0,0,268,0,0,266,0,0,32,0,0,264,0,0,265,0,0,38,0,0,269,0,0,270,0,0,33,0,0,39,0,0,7937,0,0,6913,0,0,7681,0,0,4098,0,0,7425,0,0,7169,0,0,271,0,0,274,0,0,273,0,0,272,0,0,1539,0,0,2818,0,0,3586,0,0,3330,0,0,3074,0,0,3842]),t.PICTURE_TYPE={INTRA:1,PREDICTIVE:2,B:3},t.START={SEQUENCE:179,SLICE_FIRST:1,SLICE_LAST:175,PICTURE:0,EXTENSION:181,USER_DATA:178},t}(),i.Decoder.MP2Audio=function(){\"use strict\";var t=function t(e){i.Decoder.Base.call(this,e);var n=e.audioBufferSize||131072,r=e.streaming?i.BitBuffer.MODE.EVICT:i.BitBuffer.MODE.EXPAND;this.bits=new i.BitBuffer(n,r),this.left=new Float32Array(1152),this.right=new Float32Array(1152),this.sampleRate=44100,this.D=new Float32Array(1024),this.D.set(t.SYNTHESIS_WINDOW,0),this.D.set(t.SYNTHESIS_WINDOW,512),this.V=new Float32Array(1024),this.U=new Int32Array(32),this.VPos=0,this.allocation=[new Array(32),new Array(32)],this.scaleFactorInfo=[new Uint8Array(32),new Uint8Array(32)],this.scaleFactor=[new Array(32),new Array(32)],this.sample=[new Array(32),new Array(32)];for(var o=0;o<2;o++)for(var a=0;a<32;a++)this.scaleFactor[o][a]=[0,0,0],this.sample[o][a]=[0,0,0]};return t.prototype=Object.create(i.Decoder.Base.prototype),t.prototype.constructor=t,t.prototype.decode=function(){var t=this.bits.index>>3;if(t>=this.bits.byteLength)return!1;var e=this.decodeFrame(this.left,this.right);return this.bits.index=t+e<<3,!!e&&(this.destination&&this.destination.play(this.sampleRate,this.left,this.right),this.advanceDecodedTime(this.left.length/this.sampleRate),!0)},t.prototype.getCurrentTime=function(){var t=this.destination?this.destination.enqueuedTime:0;return this.decodedTime-t},t.prototype.decodeFrame=function(e,n){var r=this.bits.read(11),o=this.bits.read(2),a=this.bits.read(2),s=!this.bits.read(1);if(r!==t.FRAME_SYNC||o!==t.VERSION.MPEG_1||a!==t.LAYER.II)return 0;var l=this.bits.read(4)-1;if(l>13)return 0;var u=this.bits.read(2),c=t.SAMPLE_RATE[u];if(3===u)return 0;o===t.VERSION.MPEG_2&&(u+=4,l+=14);var h=this.bits.read(1),d=(this.bits.read(1),this.bits.read(2)),p=0;d===t.MODE.JOINT_STEREO?p=this.bits.read(2)+1<<2:(this.bits.skip(2),p=d===t.MODE.MONO?0:32),this.bits.skip(4),s&&this.bits.skip(16);var A=t.BIT_RATE[l],f=(c=t.SAMPLE_RATE[u],144e3*A/c+h|0),g=0,m=0;if(o===t.VERSION.MPEG_2)g=2,m=30;else{var y=d===t.MODE.MONO?0:1,v=t.QUANT_LUT_STEP_1[y][l];g=t.QUANT_LUT_STEP_2[v][u],m=63&g,g>>=6}p>m&&(p=m);for(var C=0;C<p;C++)this.allocation[0][C]=this.readAllocation(C,g),this.allocation[1][C]=this.readAllocation(C,g);for(C=p;C<m;C++)this.allocation[0][C]=this.allocation[1][C]=this.readAllocation(C,g);var w=d===t.MODE.MONO?1:2;for(C=0;C<m;C++){for(I=0;I<w;I++)this.allocation[I][C]&&(this.scaleFactorInfo[I][C]=this.bits.read(2));d===t.MODE.MONO&&(this.scaleFactorInfo[1][C]=this.scaleFactorInfo[0][C])}for(C=0;C<m;C++){for(var I=0;I<w;I++)if(this.allocation[I][C]){var E=this.scaleFactor[I][C];switch(this.scaleFactorInfo[I][C]){case 0:E[0]=this.bits.read(6),E[1]=this.bits.read(6),E[2]=this.bits.read(6);break;case 1:E[0]=E[1]=this.bits.read(6),E[2]=this.bits.read(6);break;case 2:E[0]=E[1]=E[2]=this.bits.read(6);break;case 3:E[0]=this.bits.read(6),E[1]=E[2]=this.bits.read(6)}}d===t.MODE.MONO&&(this.scaleFactor[1][C][0]=this.scaleFactor[0][C][0],this.scaleFactor[1][C][1]=this.scaleFactor[0][C][1],this.scaleFactor[1][C][2]=this.scaleFactor[0][C][2])}for(var b=0,M=0;M<3;M++)for(var S=0;S<4;S++){for(C=0;C<p;C++)this.readSamples(0,C,M),this.readSamples(1,C,M);for(C=p;C<m;C++)this.readSamples(0,C,M),this.sample[1][C][0]=this.sample[0][C][0],this.sample[1][C][1]=this.sample[0][C][1],this.sample[1][C][2]=this.sample[0][C][2];for(C=m;C<32;C++)this.sample[0][C][0]=0,this.sample[0][C][1]=0,this.sample[0][C][2]=0,this.sample[1][C][0]=0,this.sample[1][C][1]=0,this.sample[1][C][2]=0;for(var x=0;x<3;x++){this.VPos=this.VPos-64&1023;for(I=0;I<2;I++){t.MatrixTransform(this.sample[I],x,this.V,this.VPos),i.Fill(this.U,0);for(var B=512-(this.VPos>>1),k=this.VPos%128>>1;k<1024;){for(var Q=0;Q<32;++Q)this.U[Q]+=this.D[B++]*this.V[k++];k+=96,B+=32}for(k=1120-k,B-=480;k<1024;){for(Q=0;Q<32;++Q)this.U[Q]+=this.D[B++]*this.V[k++];k+=96,B+=32}for(var D=0===I?e:n,K=0;K<32;K++)D[b+K]=this.U[K]/2147418112}b+=32}}return this.sampleRate=c,f},t.prototype.readAllocation=function(e,n){var i=t.QUANT_LUT_STEP_3[n][e],r=t.QUANT_LUT_STEP4[15&i][this.bits.read(i>>4)];return r?t.QUANT_TAB[r-1]:0},t.prototype.readSamples=function(e,n,i){var r=this.allocation[e][n],o=this.scaleFactor[e][n][i],a=this.sample[e][n],s=0;if(r){if(63===o)o=0;else{var l=o/3|0;o=t.SCALEFACTOR_BASE[o%3]+(1<<l>>1)>>l}var u=r.levels;r.group?(s=this.bits.read(r.bits),a[0]=s%u,s=s/u|0,a[1]=s%u,a[2]=s/u|0):(a[0]=this.bits.read(r.bits),a[1]=this.bits.read(r.bits),a[2]=this.bits.read(r.bits));var c=65536/(u+1)|0;u=(u+1>>1)-1,s=(u-a[0])*c,a[0]=s*(o>>12)+(s*(4095&o)+2048>>12)>>12,s=(u-a[1])*c,a[1]=s*(o>>12)+(s*(4095&o)+2048>>12)>>12,s=(u-a[2])*c,a[2]=s*(o>>12)+(s*(4095&o)+2048>>12)>>12}else a[0]=a[1]=a[2]=0},t.MatrixTransform=function(t,e,n,i){var r,o,a,s,l,u,c,h,d,p,A,f,g,m,y,v,C,w,I,E,b,M,S,x,B,k,Q,D,K,q,O,L,R;r=t[0][e]+t[31][e],o=.500602998235*(t[0][e]-t[31][e]),a=t[1][e]+t[30][e],s=.505470959898*(t[1][e]-t[30][e]),l=t[2][e]+t[29][e],u=.515447309923*(t[2][e]-t[29][e]),c=t[3][e]+t[28][e],h=.53104259109*(t[3][e]-t[28][e]),d=t[4][e]+t[27][e],p=.553103896034*(t[4][e]-t[27][e]),A=t[5][e]+t[26][e],f=.582934968206*(t[5][e]-t[26][e]),g=t[6][e]+t[25][e],m=.622504123036*(t[6][e]-t[25][e]),y=t[7][e]+t[24][e],v=.674808341455*(t[7][e]-t[24][e]),C=t[8][e]+t[23][e],w=.744536271002*(t[8][e]-t[23][e]),I=t[9][e]+t[22][e],E=.839349645416*(t[9][e]-t[22][e]),b=t[10][e]+t[21][e],M=.972568237862*(t[10][e]-t[21][e]),S=t[11][e]+t[20][e],x=1.16943993343*(t[11][e]-t[20][e]),B=t[12][e]+t[19][e],k=1.48416461631*(t[12][e]-t[19][e]),Q=t[13][e]+t[18][e],D=2.05778100995*(t[13][e]-t[18][e]),K=t[14][e]+t[17][e],q=3.40760841847*(t[14][e]-t[17][e]),O=t[15][e]+t[16][e],L=10.1900081235*(t[15][e]-t[16][e]),R=r+O,O=.502419286188*(r-O),r=a+K,K=.52249861494*(a-K),a=l+Q,Q=.566944034816*(l-Q),l=c+B,B=.64682178336*(c-B),c=d+S,S=.788154623451*(d-S),d=A+b,b=1.06067768599*(A-b),A=g+I,I=1.72244709824*(g-I),g=y+C,C=5.10114861869*(y-C),y=R+g,g=.509795579104*(R-g),R=r+A,r=.601344886935*(r-A),A=a+d,d=.899976223136*(a-d),a=l+c,c=2.56291544774*(l-c),l=y+a,y=.541196100146*(y-a),a=R+A,A=1.30656296488*(R-A),R=l+a,l=.707106781187*(l-a),a=y+A,y=.707106781187*(y-A),a+=y,A=g+c,g=.541196100146*(g-c),c=r+d,d=1.30656296488*(r-d),r=A+c,c=.707106781187*(A-c),A=g+d,g=.707106781187*(g-d),A+=g,r+=A,A+=c,c+=g,d=O+C,O=.509795579104*(O-C),C=K+I,K=.601344886935*(K-I),I=Q+b,b=.899976223136*(Q-b),Q=B+S,S=2.56291544774*(B-S),B=d+Q,d=.541196100146*(d-Q),Q=C+I,I=1.30656296488*(C-I),C=B+Q,Q=.707106781187*(B-Q),B=d+I,I=.707106781187*(d-I),B+=I,d=O+S,O=.541196100146*(O-S),S=K+b,b=1.30656296488*(K-b),K=d+S,S=.707106781187*(d-S),d=O+b,O=.707106781187*(O-b),d+=O,K+=d,d+=S,S+=O,C+=K,K+=B,B+=d,d+=Q,Q+=S,S+=I,I+=O,b=o+L,o=.502419286188*(o-L),L=s+q,s=.52249861494*(s-q),q=u+D,D=.566944034816*(u-D),u=h+k,h=.64682178336*(h-k),k=p+x,p=.788154623451*(p-x),x=f+M,M=1.06067768599*(f-M),f=m+E,E=1.72244709824*(m-E),m=v+w,v=5.10114861869*(v-w),w=b+m,m=.509795579104*(b-m),b=L+f,L=.601344886935*(L-f),f=q+x,x=.899976223136*(q-x),q=u+k,k=2.56291544774*(u-k),u=w+q,w=.541196100146*(w-q),q=b+f,f=1.30656296488*(b-f),b=u+q,q=.707106781187*(u-q),u=w+f,f=.707106781187*(w-f),u+=f,w=m+k,k=.541196100146*(m-k),m=L+x,x=1.30656296488*(L-x),L=w+m,m=.707106781187*(w-m),w=k+x,x=.707106781187*(k-x),w+=x,L+=w,w+=m,k=m+x,m=o+v,o=.509795579104*(o-v),v=s+E,s=.601344886935*(s-E),E=D+M,M=.899976223136*(D-M),D=h+p,p=2.56291544774*(h-p),h=m+D,m=.541196100146*(m-D),D=v+E,E=1.30656296488*(v-E),v=h+D,D=.707106781187*(h-D),h=m+E,E=.707106781187*(m-E),h+=E,m=o+p,o=.541196100146*(o-p),p=s+M,M=1.30656296488*(s-M),s=m+p,p=.707106781187*(m-p),m=o+M,o=.707106781187*(o-M),m+=o,s+=m,m+=p,p+=o,v+=s,s+=h,h+=m,m+=D,D+=p,p+=E,E+=o,b+=v,v+=L,L+=s,s+=u,u+=h,h+=w,w+=m,m+=q,q+=D,D+=k,k+=p,p+=f,f+=E,E+=x,x+=o,n[i+48]=-R,n[i+49]=n[i+47]=-b,n[i+50]=n[i+46]=-C,n[i+51]=n[i+45]=-v,n[i+52]=n[i+44]=-r,n[i+53]=n[i+43]=-L,n[i+54]=n[i+42]=-K,n[i+55]=n[i+41]=-s,n[i+56]=n[i+40]=-a,n[i+57]=n[i+39]=-u,n[i+58]=n[i+38]=-B,n[i+59]=n[i+37]=-h,n[i+60]=n[i+36]=-A,n[i+61]=n[i+35]=-w,n[i+62]=n[i+34]=-d,n[i+63]=n[i+33]=-m,n[i+32]=-l,n[i+0]=l,n[i+31]=-q,n[i+1]=q,n[i+30]=-Q,n[i+2]=Q,n[i+29]=-D,n[i+3]=D,n[i+28]=-c,n[i+4]=c,n[i+27]=-k,n[i+5]=k,n[i+26]=-S,n[i+6]=S,n[i+25]=-p,n[i+7]=p,n[i+24]=-y,n[i+8]=y,n[i+23]=-f,n[i+9]=f,n[i+22]=-I,n[i+10]=I,n[i+21]=-E,n[i+11]=E,n[i+20]=-g,n[i+12]=g,n[i+19]=-x,n[i+13]=x,n[i+18]=-O,n[i+14]=O,n[i+17]=-o,n[i+15]=o,n[i+16]=0},t.FRAME_SYNC=2047,t.VERSION={MPEG_2_5:0,MPEG_2:2,MPEG_1:3},t.LAYER={III:1,II:2,I:3},t.MODE={STEREO:0,JOINT_STEREO:1,DUAL_CHANNEL:2,MONO:3},t.SAMPLE_RATE=new Uint16Array([44100,48e3,32e3,0,22050,24e3,16e3,0]),t.BIT_RATE=new Uint16Array([32,48,56,64,80,96,112,128,160,192,224,256,320,384,8,16,24,32,40,48,56,64,80,96,112,128,144,160]),t.SCALEFACTOR_BASE=new Uint32Array([33554432,26632170,21137968]),t.SYNTHESIS_WINDOW=new 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strict\";var t=function t(e){this.canvas=e.canvas||document.createElement(\"canvas\"),this.width=this.canvas.width,this.height=this.canvas.height,this.enabled=!0;var n={preserveDrawingBuffer:!!e.preserveDrawingBuffer,alpha:!1,depth:!1,stencil:!1,antialias:!1};if(this.gl=this.canvas.getContext(\"webgl\",n)||this.canvas.getContext(\"experimental-webgl\",n),!this.gl)throw new Error(\"Failed to get WebGL Context\");var i=this.gl,r=null;this.vertexBuffer=i.createBuffer();var o=new Float32Array([0,0,0,1,1,0,1,1]);i.bindBuffer(i.ARRAY_BUFFER,this.vertexBuffer),i.bufferData(i.ARRAY_BUFFER,o,i.STATIC_DRAW),this.program=this.createProgram(t.SHADER.VERTEX_IDENTITY,t.SHADER.FRAGMENT_YCRCB_TO_RGBA),r=i.getAttribLocation(this.program,\"vertex\"),i.enableVertexAttribArray(r),i.vertexAttribPointer(r,2,i.FLOAT,!1,0,0),this.textureY=this.createTexture(0,\"textureY\"),this.textureCb=this.createTexture(1,\"textureCb\"),this.textureCr=this.createTexture(2,\"textureCr\"),this.loadingProgram=this.createProgram(t.SHADER.VERTEX_IDENTITY,t.SHADER.FRAGMENT_LOADING),r=i.getAttribLocation(this.loadingProgram,\"vertex\"),i.enableVertexAttribArray(r),i.vertexAttribPointer(r,2,i.FLOAT,!1,0,0),this.shouldCreateUnclampedViews=!this.allowsClampedTextureData()};return t.prototype.destroy=function(){var t=this.gl;t.deleteTexture(this.textureY),t.deleteTexture(this.textureCb),t.deleteTexture(this.textureCr),t.deleteProgram(this.program),t.deleteProgram(this.loadingProgram),t.deleteBuffer(this.vertexBuffer)},t.prototype.resize=function(t,e){this.width=0|t,this.height=0|e,this.canvas.width=this.width,this.canvas.height=this.height,this.gl.useProgram(this.program),this.gl.viewport(0,0,this.width,this.height)},t.prototype.createTexture=function(t,e){var n=this.gl,i=n.createTexture();return n.bindTexture(n.TEXTURE_2D,i),n.texParameteri(n.TEXTURE_2D,n.TEXTURE_MAG_FILTER,n.LINEAR),n.texParameteri(n.TEXTURE_2D,n.TEXTURE_MIN_FILTER,n.LINEAR),n.texParameteri(n.TEXTURE_2D,n.TEXTURE_WRAP_S,n.CLAMP_TO_EDGE),n.texParameteri(n.TEXTURE_2D,n.TEXTURE_WRAP_T,n.CLAMP_TO_EDGE),n.uniform1i(n.getUniformLocation(this.program,e),t),i},t.prototype.createProgram=function(t,e){var n=this.gl,i=n.createProgram();return n.attachShader(i,this.compileShader(n.VERTEX_SHADER,t)),n.attachShader(i,this.compileShader(n.FRAGMENT_SHADER,e)),n.linkProgram(i),n.useProgram(i),i},t.prototype.compileShader=function(t,e){var n=this.gl,i=n.createShader(t);if(n.shaderSource(i,e),n.compileShader(i),!n.getShaderParameter(i,n.COMPILE_STATUS))throw new Error(n.getShaderInfoLog(i));return i},t.prototype.allowsClampedTextureData=function(){var t=this.gl,e=t.createTexture();return t.bindTexture(t.TEXTURE_2D,e),t.texImage2D(t.TEXTURE_2D,0,t.LUMINANCE,1,1,0,t.LUMINANCE,t.UNSIGNED_BYTE,new Uint8ClampedArray([0])),0===t.getError()},t.prototype.renderProgress=function(t){var e=this.gl;e.useProgram(this.loadingProgram);var n=e.getUniformLocation(this.loadingProgram,\"progress\");e.uniform1f(n,t),e.drawArrays(e.TRIANGLE_STRIP,0,4)},t.prototype.render=function(t,e,n){if(this.enabled){var i=this.gl,r=this.width+15>>4<<4,o=this.height,a=r>>1,s=o>>1;this.shouldCreateUnclampedViews&&(t=new Uint8Array(t.buffer),e=new Uint8Array(e.buffer),n=new Uint8Array(n.buffer)),i.useProgram(this.program),this.updateTexture(i.TEXTURE0,this.textureY,r,o,t),this.updateTexture(i.TEXTURE1,this.textureCb,a,s,e),this.updateTexture(i.TEXTURE2,this.textureCr,a,s,n),i.drawArrays(i.TRIANGLE_STRIP,0,4)}},t.prototype.updateTexture=function(t,e,n,i,r){var o=this.gl;o.activeTexture(t),o.bindTexture(o.TEXTURE_2D,e),o.texImage2D(o.TEXTURE_2D,0,o.LUMINANCE,n,i,0,o.LUMINANCE,o.UNSIGNED_BYTE,r)},t.IsSupported=function(){try{if(!window.WebGLRenderingContext)return!1;var t=document.createElement(\"canvas\");return!(!t.getContext(\"webgl\")&&!t.getContext(\"experimental-webgl\"))}catch(t){return!1}},t.SHADER={FRAGMENT_YCRCB_TO_RGBA:[\"precision mediump float;\",\"uniform sampler2D textureY;\",\"uniform sampler2D textureCb;\",\"uniform sampler2D textureCr;\",\"varying vec2 texCoord;\",\"mat4 rec601 = mat4(\",\"1.16438,  0.00000,  1.59603, -0.87079,\",\"1.16438, -0.39176, -0.81297,  0.52959,\",\"1.16438,  2.01723,  0.00000, -1.08139,\",\"0, 0, 0, 1\",\");\",\"void main() {\",\"float y = texture2D(textureY, texCoord).r;\",\"float cb = texture2D(textureCb, texCoord).r;\",\"float cr = texture2D(textureCr, texCoord).r;\",\"gl_FragColor = vec4(y, cr, cb, 1.0) * rec601;\",\"}\"].join(\"\\n\"),FRAGMENT_LOADING:[\"precision mediump float;\",\"uniform float progress;\",\"varying vec2 texCoord;\",\"void main() {\",\"float c = ceil(progress-(1.0-texCoord.y));\",\"gl_FragColor = vec4(c,c,c,1);\",\"}\"].join(\"\\n\"),VERTEX_IDENTITY:[\"attribute vec2 vertex;\",\"varying vec2 texCoord;\",\"void main() {\",\"texCoord = vertex;\",\"gl_Position = vec4((vertex * 2.0 - 1.0) * vec2(1, -1), 0.0, 1.0);\",\"}\"].join(\"\\n\")},t}(),i.Renderer.Canvas2D=function(){\"use strict\";var t=function(t){this.canvas=t.canvas||document.createElement(\"canvas\"),this.width=this.canvas.width,this.height=this.canvas.height,this.enabled=!0,this.context=this.canvas.getContext(\"2d\")};return t.prototype.destroy=function(){},t.prototype.resize=function(t,e){this.width=0|t,this.height=0|e,this.canvas.width=this.width,this.canvas.height=this.height,this.imageData=this.context.getImageData(0,0,this.width,this.height),i.Fill(this.imageData.data,255)},t.prototype.renderProgress=function(t){var e=this.canvas.width,n=this.canvas.height,i=this.context;i.fillStyle=\"#222\",i.fillRect(0,0,e,n),i.fillStyle=\"#fff\",i.fillRect(0,n-n*t,e,n*t)},t.prototype.render=function(t,e,n){this.YCbCrToRGBA(t,e,n,this.imageData.data),this.context.putImageData(this.imageData,0,0)},t.prototype.YCbCrToRGBA=function(t,e,n,i){if(this.enabled)for(var r,o,a,s,l,u=this.width+15>>4<<4,c=u>>1,h=0,d=u,p=u+(u-this.width),A=0,f=c-(this.width>>1),g=0,m=4*this.width,y=4*this.width,v=this.width>>1,C=this.height>>1,w=0;w<C;w++){for(var I=0;I<v;I++){r=e[A],o=n[A],A++,a=r+(103*r>>8)-179,s=(88*o>>8)-44+(183*r>>8)-91,l=o+(198*o>>8)-227;var E=t[h++],b=t[h++];i[g]=E+a,i[g+1]=E-s,i[g+2]=E+l,i[g+4]=b+a,i[g+5]=b-s,i[g+6]=b+l,g+=8;var M=t[d++],S=t[d++];i[m]=M+a,i[m+1]=M-s,i[m+2]=M+l,i[m+4]=S+a,i[m+5]=S-s,i[m+6]=S+l,m+=8}h+=p,d+=p,g+=y,m+=y,A+=f}},t}(),i.AudioOutput.WebAudio=function(){\"use strict\";var t=function t(e){this.context=t.CachedContext=t.CachedContext||new(window.AudioContext||window.webkitAudioContext),this.gain=this.context.createGain(),this.destination=this.gain,this.gain.connect(this.context.destination),this.context._connections=(this.context._connections||0)+1,this.startTime=0,this.buffer=null,this.wallclockStartTime=0,this.volume=1,this.enabled=!0,this.unlocked=!t.NeedsUnlocking(),Object.defineProperty(this,\"enqueuedTime\",{get:this.getEnqueuedTime})};return t.prototype.destroy=function(){this.gain.disconnect(),0===--this.context._connections&&(this.context.close(),t.CachedContext=null)},t.prototype.play=function(t,e,n){if(this.enabled){if(!this.unlocked){var r=i.Now();return this.wallclockStartTime<r&&(this.wallclockStartTime=r),void(this.wallclockStartTime+=e.length/t)}this.gain.gain.value=this.volume;var o=this.context.createBuffer(2,e.length,t);o.getChannelData(0).set(e),o.getChannelData(1).set(n);var a=this.context.createBufferSource();a.buffer=o,a.connect(this.destination);var s=this.context.currentTime,l=o.duration;this.startTime<s&&(this.startTime=s,this.wallclockStartTime=i.Now()),a.start(this.startTime),this.startTime+=l,this.wallclockStartTime+=l}},t.prototype.stop=function(){this.gain.gain.value=0},t.prototype.getEnqueuedTime=function(){return Math.max(this.wallclockStartTime-i.Now(),0)},t.prototype.resetEnqueuedTime=function(){this.startTime=this.context.currentTime,this.wallclockStartTime=i.Now()},t.prototype.unlock=function(t){if(this.unlocked)t&&t();else{this.unlockCallback=t;var e=this.context.createBuffer(1,1,22050),n=this.context.createBufferSource();n.buffer=e,n.connect(this.destination),n.start(0),setTimeout(this.checkIfUnlocked.bind(this,n,0),0)}},t.prototype.checkIfUnlocked=function(t,e){t.playbackState===t.PLAYING_STATE||t.playbackState===t.FINISHED_STATE?(this.unlocked=!0,this.unlockCallback&&(this.unlockCallback(),this.unlockCallback=null)):e<10&&setTimeout(this.checkIfUnlocked.bind(this,t,e+1),100)},t.NeedsUnlocking=function(){return/iPhone|iPad|iPod/i.test(navigator.userAgent)},t.IsSupported=function(){return window.AudioContext||window.webkitAudioContext},t.CachedContext=null,t}(),t.exports=i},wrMp:function(t,e,n){\"use strict\";var i=n(\"TkWM\"),r=n(\"geuY\"),o=n(\"LC74\"),a=n(\"B6Bn\"),s=i.assert;function l(t){a.call(this,\"short\",t),this.a=new r(t.a,16).toRed(this.red),this.b=new r(t.b,16).toRed(this.red),this.tinv=this.two.redInvm(),this.zeroA=0===this.a.fromRed().cmpn(0),this.threeA=0===this.a.fromRed().sub(this.p).cmpn(-3),this.endo=this._getEndomorphism(t),this._endoWnafT1=new Array(4),this._endoWnafT2=new Array(4)}function u(t,e,n,i){a.BasePoint.call(this,t,\"affine\"),null===e&&null===n?(this.x=null,this.y=null,this.inf=!0):(this.x=new r(e,16),this.y=new r(n,16),i&&(this.x.forceRed(this.curve.red),this.y.forceRed(this.curve.red)),this.x.red||(this.x=this.x.toRed(this.curve.red)),this.y.red||(this.y=this.y.toRed(this.curve.red)),this.inf=!1)}function c(t,e,n,i){a.BasePoint.call(this,t,\"jacobian\"),null===e&&null===n&&null===i?(this.x=this.curve.one,this.y=this.curve.one,this.z=new r(0)):(this.x=new r(e,16),this.y=new r(n,16),this.z=new r(i,16)),this.x.red||(this.x=this.x.toRed(this.curve.red)),this.y.red||(this.y=this.y.toRed(this.curve.red)),this.z.red||(this.z=this.z.toRed(this.curve.red)),this.zOne=this.z===this.curve.one}o(l,a),t.exports=l,l.prototype._getEndomorphism=function(t){if(this.zeroA&&this.g&&this.n&&1===this.p.modn(3)){var e,n,i;if(t.beta)e=new r(t.beta,16).toRed(this.red);else{var o=this._getEndoRoots(this.p);e=o[0].cmp(o[1])<0?o[0]:o[1],e=e.toRed(this.red)}if(t.lambda)n=new r(t.lambda,16);else{var a=this._getEndoRoots(this.n);0===this.g.mul(a[0]).x.cmp(this.g.x.redMul(e))?n=a[0]:(n=a[1],s(0===this.g.mul(n).x.cmp(this.g.x.redMul(e))))}return i=t.basis?t.basis.map((function(t){return{a:new r(t.a,16),b:new r(t.b,16)}})):this._getEndoBasis(n),{beta:e,lambda:n,basis:i}}},l.prototype._getEndoRoots=function(t){var e=t===this.p?this.red:r.mont(t),n=new r(2).toRed(e).redInvm(),i=n.redNeg(),o=new r(3).toRed(e).redNeg().redSqrt().redMul(n),a=i.redAdd(o).fromRed(),s=i.redSub(o).fromRed();return[a,s]},l.prototype._getEndoBasis=function(t){var e,n,i,o,a,s,l,u,c,h=this.n.ushrn(Math.floor(this.n.bitLength()/2)),d=t,p=this.n.clone(),A=new r(1),f=new r(0),g=new r(0),m=new r(1),y=0;while(0!==d.cmpn(0)){var v=p.div(d);u=p.sub(v.mul(d)),c=g.sub(v.mul(A));var C=m.sub(v.mul(f));if(!i&&u.cmp(h)<0)e=l.neg(),n=A,i=u.neg(),o=c;else if(i&&2===++y)break;l=u,p=d,d=u,g=A,A=c,m=f,f=C}a=u.neg(),s=c;var w=i.sqr().add(o.sqr()),I=a.sqr().add(s.sqr());return I.cmp(w)>=0&&(a=e,s=n),i.negative&&(i=i.neg(),o=o.neg()),a.negative&&(a=a.neg(),s=s.neg()),[{a:i,b:o},{a:a,b:s}]},l.prototype._endoSplit=function(t){var e=this.endo.basis,n=e[0],i=e[1],r=i.b.mul(t).divRound(this.n),o=n.b.neg().mul(t).divRound(this.n),a=r.mul(n.a),s=o.mul(i.a),l=r.mul(n.b),u=o.mul(i.b),c=t.sub(a).sub(s),h=l.add(u).neg();return{k1:c,k2:h}},l.prototype.pointFromX=function(t,e){t=new r(t,16),t.red||(t=t.toRed(this.red));var n=t.redSqr().redMul(t).redIAdd(t.redMul(this.a)).redIAdd(this.b),i=n.redSqrt();if(0!==i.redSqr().redSub(n).cmp(this.zero))throw new Error(\"invalid point\");var o=i.fromRed().isOdd();return(e&&!o||!e&&o)&&(i=i.redNeg()),this.point(t,i)},l.prototype.validate=function(t){if(t.inf)return!0;var e=t.x,n=t.y,i=this.a.redMul(e),r=e.redSqr().redMul(e).redIAdd(i).redIAdd(this.b);return 0===n.redSqr().redISub(r).cmpn(0)},l.prototype._endoWnafMulAdd=function(t,e,n){for(var i=this._endoWnafT1,r=this._endoWnafT2,o=0;o<t.length;o++){var a=this._endoSplit(e[o]),s=t[o],l=s._getBeta();a.k1.negative&&(a.k1.ineg(),s=s.neg(!0)),a.k2.negative&&(a.k2.ineg(),l=l.neg(!0)),i[2*o]=s,i[2*o+1]=l,r[2*o]=a.k1,r[2*o+1]=a.k2}for(var u=this._wnafMulAdd(1,i,r,2*o,n),c=0;c<2*o;c++)i[c]=null,r[c]=null;return u},o(u,a.BasePoint),l.prototype.point=function(t,e,n){return new u(this,t,e,n)},l.prototype.pointFromJSON=function(t,e){return u.fromJSON(this,t,e)},u.prototype._getBeta=function(){if(this.curve.endo){var t=this.precomputed;if(t&&t.beta)return t.beta;var e=this.curve.point(this.x.redMul(this.curve.endo.beta),this.y);if(t){var n=this.curve,i=function(t){return n.point(t.x.redMul(n.endo.beta),t.y)};t.beta=e,e.precomputed={beta:null,naf:t.naf&&{wnd:t.naf.wnd,points:t.naf.points.map(i)},doubles:t.doubles&&{step:t.doubles.step,points:t.doubles.points.map(i)}}}return e}},u.prototype.toJSON=function(){return this.precomputed?[this.x,this.y,this.precomputed&&{doubles:this.precomputed.doubles&&{step:this.precomputed.doubles.step,points:this.precomputed.doubles.points.slice(1)},naf:this.precomputed.naf&&{wnd:this.precomputed.naf.wnd,points:this.precomputed.naf.points.slice(1)}}]:[this.x,this.y]},u.fromJSON=function(t,e,n){\"string\"===typeof e&&(e=JSON.parse(e));var i=t.point(e[0],e[1],n);if(!e[2])return i;function r(e){return t.point(e[0],e[1],n)}var o=e[2];return i.precomputed={beta:null,doubles:o.doubles&&{step:o.doubles.step,points:[i].concat(o.doubles.points.map(r))},naf:o.naf&&{wnd:o.naf.wnd,points:[i].concat(o.naf.points.map(r))}},i},u.prototype.inspect=function(){return this.isInfinity()?\"<EC Point Infinity>\":\"<EC Point x: \"+this.x.fromRed().toString(16,2)+\" y: \"+this.y.fromRed().toString(16,2)+\">\"},u.prototype.isInfinity=function(){return this.inf},u.prototype.add=function(t){if(this.inf)return t;if(t.inf)return this;if(this.eq(t))return this.dbl();if(this.neg().eq(t))return this.curve.point(null,null);if(0===this.x.cmp(t.x))return this.curve.point(null,null);var e=this.y.redSub(t.y);0!==e.cmpn(0)&&(e=e.redMul(this.x.redSub(t.x).redInvm()));var n=e.redSqr().redISub(this.x).redISub(t.x),i=e.redMul(this.x.redSub(n)).redISub(this.y);return this.curve.point(n,i)},u.prototype.dbl=function(){if(this.inf)return this;var t=this.y.redAdd(this.y);if(0===t.cmpn(0))return this.curve.point(null,null);var e=this.curve.a,n=this.x.redSqr(),i=t.redInvm(),r=n.redAdd(n).redIAdd(n).redIAdd(e).redMul(i),o=r.redSqr().redISub(this.x.redAdd(this.x)),a=r.redMul(this.x.redSub(o)).redISub(this.y);return this.curve.point(o,a)},u.prototype.getX=function(){return this.x.fromRed()},u.prototype.getY=function(){return this.y.fromRed()},u.prototype.mul=function(t){return t=new r(t,16),this.isInfinity()?this:this._hasDoubles(t)?this.curve._fixedNafMul(this,t):this.curve.endo?this.curve._endoWnafMulAdd([this],[t]):this.curve._wnafMul(this,t)},u.prototype.mulAdd=function(t,e,n){var i=[this,e],r=[t,n];return this.curve.endo?this.curve._endoWnafMulAdd(i,r):this.curve._wnafMulAdd(1,i,r,2)},u.prototype.jmulAdd=function(t,e,n){var i=[this,e],r=[t,n];return this.curve.endo?this.curve._endoWnafMulAdd(i,r,!0):this.curve._wnafMulAdd(1,i,r,2,!0)},u.prototype.eq=function(t){return this===t||this.inf===t.inf&&(this.inf||0===this.x.cmp(t.x)&&0===this.y.cmp(t.y))},u.prototype.neg=function(t){if(this.inf)return this;var e=this.curve.point(this.x,this.y.redNeg());if(t&&this.precomputed){var n=this.precomputed,i=function(t){return t.neg()};e.precomputed={naf:n.naf&&{wnd:n.naf.wnd,points:n.naf.points.map(i)},doubles:n.doubles&&{step:n.doubles.step,points:n.doubles.points.map(i)}}}return e},u.prototype.toJ=function(){if(this.inf)return this.curve.jpoint(null,null,null);var t=this.curve.jpoint(this.x,this.y,this.curve.one);return t},o(c,a.BasePoint),l.prototype.jpoint=function(t,e,n){return new c(this,t,e,n)},c.prototype.toP=function(){if(this.isInfinity())return this.curve.point(null,null);var t=this.z.redInvm(),e=t.redSqr(),n=this.x.redMul(e),i=this.y.redMul(e).redMul(t);return this.curve.point(n,i)},c.prototype.neg=function(){return this.curve.jpoint(this.x,this.y.redNeg(),this.z)},c.prototype.add=function(t){if(this.isInfinity())return t;if(t.isInfinity())return this;var e=t.z.redSqr(),n=this.z.redSqr(),i=this.x.redMul(e),r=t.x.redMul(n),o=this.y.redMul(e.redMul(t.z)),a=t.y.redMul(n.redMul(this.z)),s=i.redSub(r),l=o.redSub(a);if(0===s.cmpn(0))return 0!==l.cmpn(0)?this.curve.jpoint(null,null,null):this.dbl();var u=s.redSqr(),c=u.redMul(s),h=i.redMul(u),d=l.redSqr().redIAdd(c).redISub(h).redISub(h),p=l.redMul(h.redISub(d)).redISub(o.redMul(c)),A=this.z.redMul(t.z).redMul(s);return this.curve.jpoint(d,p,A)},c.prototype.mixedAdd=function(t){if(this.isInfinity())return t.toJ();if(t.isInfinity())return this;var e=this.z.redSqr(),n=this.x,i=t.x.redMul(e),r=this.y,o=t.y.redMul(e).redMul(this.z),a=n.redSub(i),s=r.redSub(o);if(0===a.cmpn(0))return 0!==s.cmpn(0)?this.curve.jpoint(null,null,null):this.dbl();var l=a.redSqr(),u=l.redMul(a),c=n.redMul(l),h=s.redSqr().redIAdd(u).redISub(c).redISub(c),d=s.redMul(c.redISub(h)).redISub(r.redMul(u)),p=this.z.redMul(a);return this.curve.jpoint(h,d,p)},c.prototype.dblp=function(t){if(0===t)return this;if(this.isInfinity())return this;if(!t)return this.dbl();var e;if(this.curve.zeroA||this.curve.threeA){var n=this;for(e=0;e<t;e++)n=n.dbl();return n}var i=this.curve.a,r=this.curve.tinv,o=this.x,a=this.y,s=this.z,l=s.redSqr().redSqr(),u=a.redAdd(a);for(e=0;e<t;e++){var c=o.redSqr(),h=u.redSqr(),d=h.redSqr(),p=c.redAdd(c).redIAdd(c).redIAdd(i.redMul(l)),A=o.redMul(h),f=p.redSqr().redISub(A.redAdd(A)),g=A.redISub(f),m=p.redMul(g);m=m.redIAdd(m).redISub(d);var y=u.redMul(s);e+1<t&&(l=l.redMul(d)),o=f,s=y,u=m}return this.curve.jpoint(o,u.redMul(r),s)},c.prototype.dbl=function(){return this.isInfinity()?this:this.curve.zeroA?this._zeroDbl():this.curve.threeA?this._threeDbl():this._dbl()},c.prototype._zeroDbl=function(){var t,e,n;if(this.zOne){var i=this.x.redSqr(),r=this.y.redSqr(),o=r.redSqr(),a=this.x.redAdd(r).redSqr().redISub(i).redISub(o);a=a.redIAdd(a);var s=i.redAdd(i).redIAdd(i),l=s.redSqr().redISub(a).redISub(a),u=o.redIAdd(o);u=u.redIAdd(u),u=u.redIAdd(u),t=l,e=s.redMul(a.redISub(l)).redISub(u),n=this.y.redAdd(this.y)}else{var c=this.x.redSqr(),h=this.y.redSqr(),d=h.redSqr(),p=this.x.redAdd(h).redSqr().redISub(c).redISub(d);p=p.redIAdd(p);var A=c.redAdd(c).redIAdd(c),f=A.redSqr(),g=d.redIAdd(d);g=g.redIAdd(g),g=g.redIAdd(g),t=f.redISub(p).redISub(p),e=A.redMul(p.redISub(t)).redISub(g),n=this.y.redMul(this.z),n=n.redIAdd(n)}return this.curve.jpoint(t,e,n)},c.prototype._threeDbl=function(){var t,e,n;if(this.zOne){var i=this.x.redSqr(),r=this.y.redSqr(),o=r.redSqr(),a=this.x.redAdd(r).redSqr().redISub(i).redISub(o);a=a.redIAdd(a);var s=i.redAdd(i).redIAdd(i).redIAdd(this.curve.a),l=s.redSqr().redISub(a).redISub(a);t=l;var u=o.redIAdd(o);u=u.redIAdd(u),u=u.redIAdd(u),e=s.redMul(a.redISub(l)).redISub(u),n=this.y.redAdd(this.y)}else{var c=this.z.redSqr(),h=this.y.redSqr(),d=this.x.redMul(h),p=this.x.redSub(c).redMul(this.x.redAdd(c));p=p.redAdd(p).redIAdd(p);var A=d.redIAdd(d);A=A.redIAdd(A);var f=A.redAdd(A);t=p.redSqr().redISub(f),n=this.y.redAdd(this.z).redSqr().redISub(h).redISub(c);var g=h.redSqr();g=g.redIAdd(g),g=g.redIAdd(g),g=g.redIAdd(g),e=p.redMul(A.redISub(t)).redISub(g)}return this.curve.jpoint(t,e,n)},c.prototype._dbl=function(){var t=this.curve.a,e=this.x,n=this.y,i=this.z,r=i.redSqr().redSqr(),o=e.redSqr(),a=n.redSqr(),s=o.redAdd(o).redIAdd(o).redIAdd(t.redMul(r)),l=e.redAdd(e);l=l.redIAdd(l);var u=l.redMul(a),c=s.redSqr().redISub(u.redAdd(u)),h=u.redISub(c),d=a.redSqr();d=d.redIAdd(d),d=d.redIAdd(d),d=d.redIAdd(d);var p=s.redMul(h).redISub(d),A=n.redAdd(n).redMul(i);return this.curve.jpoint(c,p,A)},c.prototype.trpl=function(){if(!this.curve.zeroA)return this.dbl().add(this);var t=this.x.redSqr(),e=this.y.redSqr(),n=this.z.redSqr(),i=e.redSqr(),r=t.redAdd(t).redIAdd(t),o=r.redSqr(),a=this.x.redAdd(e).redSqr().redISub(t).redISub(i);a=a.redIAdd(a),a=a.redAdd(a).redIAdd(a),a=a.redISub(o);var s=a.redSqr(),l=i.redIAdd(i);l=l.redIAdd(l),l=l.redIAdd(l),l=l.redIAdd(l);var u=r.redIAdd(a).redSqr().redISub(o).redISub(s).redISub(l),c=e.redMul(u);c=c.redIAdd(c),c=c.redIAdd(c);var h=this.x.redMul(s).redISub(c);h=h.redIAdd(h),h=h.redIAdd(h);var d=this.y.redMul(u.redMul(l.redISub(u)).redISub(a.redMul(s)));d=d.redIAdd(d),d=d.redIAdd(d),d=d.redIAdd(d);var p=this.z.redAdd(a).redSqr().redISub(n).redISub(s);return this.curve.jpoint(h,d,p)},c.prototype.mul=function(t,e){return t=new r(t,e),this.curve._wnafMul(this,t)},c.prototype.eq=function(t){if(\"affine\"===t.type)return this.eq(t.toJ());if(this===t)return!0;var e=this.z.redSqr(),n=t.z.redSqr();if(0!==this.x.redMul(n).redISub(t.x.redMul(e)).cmpn(0))return!1;var i=e.redMul(this.z),r=n.redMul(t.z);return 0===this.y.redMul(r).redISub(t.y.redMul(i)).cmpn(0)},c.prototype.eqXToP=function(t){var e=this.z.redSqr(),n=t.toRed(this.curve.red).redMul(e);if(0===this.x.cmp(n))return!0;for(var i=t.clone(),r=this.curve.redN.redMul(e);;){if(i.iadd(this.curve.n),i.cmp(this.curve.p)>=0)return!1;if(n.redIAdd(r),0===this.x.cmp(n))return!0}},c.prototype.inspect=function(){return this.isInfinity()?\"<EC JPoint Infinity>\":\"<EC JPoint x: \"+this.x.toString(16,2)+\" y: \"+this.y.toString(16,2)+\" z: \"+this.z.toString(16,2)+\">\"},c.prototype.isInfinity=function(){return 0===this.z.cmpn(0)}},wuSB:function(t,e,n){(function(t){(function(t,e){\"use strict\";function i(t,e){if(!t)throw new Error(e||\"Assertion failed\")}function r(t,e){t.super_=e;var n=function(){};n.prototype=e.prototype,t.prototype=new n,t.prototype.constructor=t}function o(t,e,n){if(o.isBN(t))return 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o,a,s=0;if(\"be\"===n)for(r=t.length-1,o=0;r>=0;r-=3)a=t[r]|t[r-1]<<8|t[r-2]<<16,this.words[o]|=a<<s&67108863,this.words[o+1]=a>>>26-s&67108863,s+=24,s>=26&&(s-=26,o++);else if(\"le\"===n)for(r=0,o=0;r<t.length;r+=3)a=t[r]|t[r+1]<<8|t[r+2]<<16,this.words[o]|=a<<s&67108863,this.words[o+1]=a>>>26-s&67108863,s+=24,s>=26&&(s-=26,o++);return this._strip()},o.prototype._parseHex=function(t,e,n){this.length=Math.ceil((t.length-e)/6),this.words=new Array(this.length);for(var i=0;i<this.length;i++)this.words[i]=0;var r,o=0,a=0;if(\"be\"===n)for(i=t.length-1;i>=e;i-=2)r=l(t,e,i)<<o,this.words[a]|=67108863&r,o>=18?(o-=18,a+=1,this.words[a]|=r>>>26):o+=8;else{var s=t.length-e;for(i=s%2===0?e+1:e;i<t.length;i+=2)r=l(t,e,i)<<o,this.words[a]|=67108863&r,o>=18?(o-=18,a+=1,this.words[a]|=r>>>26):o+=8}this._strip()},o.prototype._parseBase=function(t,e,n){this.words=[0],this.length=1;for(var i=0,r=1;r<=67108863;r*=e)i++;i--,r=r/e|0;for(var o=t.length-n,a=o%i,s=Math.min(o,o-a)+n,l=0,c=n;c<s;c+=i)l=u(t,c,c+i,e),this.imuln(r),this.words[0]+l<67108864?this.words[0]+=l:this._iaddn(l);if(0!==a){var h=1;for(l=u(t,c,t.length,e),c=0;c<a;c++)h*=e;this.imuln(h),this.words[0]+l<67108864?this.words[0]+=l:this._iaddn(l)}this._strip()},o.prototype.copy=function(t){t.words=new Array(this.length);for(var e=0;e<this.length;e++)t.words[e]=this.words[e];t.length=this.length,t.negative=this.negative,t.red=this.red},o.prototype._move=function(t){c(t,this)},o.prototype.clone=function(){var t=new o(null);return this.copy(t),t},o.prototype._expand=function(t){while(this.length<t)this.words[this.length++]=0;return this},o.prototype._strip=function(){while(this.length>1&&0===this.words[this.length-1])this.length--;return this._normSign()},o.prototype._normSign=function(){return 1===this.length&&0===this.words[0]&&(this.negative=0),this},\"undefined\"!==typeof Symbol&&\"function\"===typeof Symbol.for)try{o.prototype[Symbol.for(\"nodejs.util.inspect.custom\")]=h}catch(Q){o.prototype.inspect=h}else o.prototype.inspect=h;function h(){return(this.red?\"<BN-R: \":\"<BN: \")+this.toString(16)+\">\"}var d=[\"\",\"0\",\"00\",\"000\",\"0000\",\"00000\",\"000000\",\"0000000\",\"00000000\",\"000000000\",\"0000000000\",\"00000000000\",\"000000000000\",\"0000000000000\",\"00000000000000\",\"000000000000000\",\"0000000000000000\",\"00000000000000000\",\"000000000000000000\",\"0000000000000000000\",\"00000000000000000000\",\"000000000000000000000\",\"0000000000000000000000\",\"00000000000000000000000\",\"000000000000000000000000\",\"0000000000000000000000000\"],p=[0,0,25,16,12,11,10,9,8,8,7,7,7,7,6,6,6,6,6,6,6,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5,5],A=[0,0,33554432,43046721,16777216,48828125,60466176,40353607,16777216,43046721,1e7,19487171,35831808,62748517,7529536,11390625,16777216,24137569,34012224,47045881,64e6,4084101,5153632,6436343,7962624,9765625,11881376,14348907,17210368,20511149,243e5,28629151,33554432,39135393,45435424,52521875,60466176];o.prototype.toString=function(t,e){var n;if(t=t||10,e=0|e||1,16===t||\"hex\"===t){n=\"\";for(var r=0,o=0,a=0;a<this.length;a++){var s=this.words[a],l=(16777215&(s<<r|o)).toString(16);o=s>>>24-r&16777215,r+=2,r>=26&&(r-=26,a--),n=0!==o||a!==this.length-1?d[6-l.length]+l+n:l+n}0!==o&&(n=o.toString(16)+n);while(n.length%e!==0)n=\"0\"+n;return 0!==this.negative&&(n=\"-\"+n),n}if(t===(0|t)&&t>=2&&t<=36){var u=p[t],c=A[t];n=\"\";var h=this.clone();h.negative=0;while(!h.isZero()){var f=h.modrn(c).toString(t);h=h.idivn(c),n=h.isZero()?f+n:d[u-f.length]+f+n}this.isZero()&&(n=\"0\"+n);while(n.length%e!==0)n=\"0\"+n;return 0!==this.negative&&(n=\"-\"+n),n}i(!1,\"Base should be between 2 and 36\")},o.prototype.toNumber=function(){var t=this.words[0];return 2===this.length?t+=67108864*this.words[1]:3===this.length&&1===this.words[2]?t+=4503599627370496+67108864*this.words[1]:this.length>2&&i(!1,\"Number can only safely store up to 53 bits\"),0!==this.negative?-t:t},o.prototype.toJSON=function(){return this.toString(16,2)},a&&(o.prototype.toBuffer=function(t,e){return this.toArrayLike(a,t,e)}),o.prototype.toArray=function(t,e){return this.toArrayLike(Array,t,e)};var f=function(t,e){return t.allocUnsafe?t.allocUnsafe(e):new t(e)};function g(t){for(var e=new Array(t.bitLength()),n=0;n<e.length;n++){var i=n/26|0,r=n%26;e[n]=t.words[i]>>>r&1}return e}function m(t,e,n){n.negative=e.negative^t.negative;var i=t.length+e.length|0;n.length=i,i=i-1|0;var r=0|t.words[0],o=0|e.words[0],a=r*o,s=67108863&a,l=a/67108864|0;n.words[0]=s;for(var u=1;u<i;u++){for(var c=l>>>26,h=67108863&l,d=Math.min(u,e.length-1),p=Math.max(0,u-t.length+1);p<=d;p++){var A=u-p|0;r=0|t.words[A],o=0|e.words[p],a=r*o+h,c+=a/67108864|0,h=67108863&a}n.words[u]=0|h,l=0|c}return 0!==l?n.words[u]=0|l:n.length--,n._strip()}o.prototype.toArrayLike=function(t,e,n){this._strip();var r=this.byteLength(),o=n||Math.max(1,r);i(r<=o,\"byte array longer than desired length\"),i(o>0,\"Requested array length <= 0\");var a=f(t,o),s=\"le\"===e?\"LE\":\"BE\";return this[\"_toArrayLike\"+s](a,r),a},o.prototype._toArrayLikeLE=function(t,e){for(var n=0,i=0,r=0,o=0;r<this.length;r++){var a=this.words[r]<<o|i;t[n++]=255&a,n<t.length&&(t[n++]=a>>8&255),n<t.length&&(t[n++]=a>>16&255),6===o?(n<t.length&&(t[n++]=a>>24&255),i=0,o=0):(i=a>>>24,o+=2)}if(n<t.length){t[n++]=i;while(n<t.length)t[n++]=0}},o.prototype._toArrayLikeBE=function(t,e){for(var n=t.length-1,i=0,r=0,o=0;r<this.length;r++){var a=this.words[r]<<o|i;t[n--]=255&a,n>=0&&(t[n--]=a>>8&255),n>=0&&(t[n--]=a>>16&255),6===o?(n>=0&&(t[n--]=a>>24&255),i=0,o=0):(i=a>>>24,o+=2)}if(n>=0){t[n--]=i;while(n>=0)t[n--]=0}},Math.clz32?o.prototype._countBits=function(t){return 32-Math.clz32(t)}:o.prototype._countBits=function(t){var e=t,n=0;return e>=4096&&(n+=13,e>>>=13),e>=64&&(n+=7,e>>>=7),e>=8&&(n+=4,e>>>=4),e>=2&&(n+=2,e>>>=2),n+e},o.prototype._zeroBits=function(t){if(0===t)return 26;var e=t,n=0;return 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e=0;e<t.length;e++)this.words[e]=this.words[e]|t.words[e];return this._strip()},o.prototype.ior=function(t){return i(0===(this.negative|t.negative)),this.iuor(t)},o.prototype.or=function(t){return this.length>t.length?this.clone().ior(t):t.clone().ior(this)},o.prototype.uor=function(t){return this.length>t.length?this.clone().iuor(t):t.clone().iuor(this)},o.prototype.iuand=function(t){var e;e=this.length>t.length?t:this;for(var n=0;n<e.length;n++)this.words[n]=this.words[n]&t.words[n];return this.length=e.length,this._strip()},o.prototype.iand=function(t){return i(0===(this.negative|t.negative)),this.iuand(t)},o.prototype.and=function(t){return this.length>t.length?this.clone().iand(t):t.clone().iand(this)},o.prototype.uand=function(t){return this.length>t.length?this.clone().iuand(t):t.clone().iuand(this)},o.prototype.iuxor=function(t){var e,n;this.length>t.length?(e=this,n=t):(e=t,n=this);for(var i=0;i<n.length;i++)this.words[i]=e.words[i]^n.words[i];if(this!==e)for(;i<e.length;i++)this.words[i]=e.words[i];return this.length=e.length,this._strip()},o.prototype.ixor=function(t){return i(0===(this.negative|t.negative)),this.iuxor(t)},o.prototype.xor=function(t){return this.length>t.length?this.clone().ixor(t):t.clone().ixor(this)},o.prototype.uxor=function(t){return this.length>t.length?this.clone().iuxor(t):t.clone().iuxor(this)},o.prototype.inotn=function(t){i(\"number\"===typeof t&&t>=0);var e=0|Math.ceil(t/26),n=t%26;this._expand(e),n>0&&e--;for(var r=0;r<e;r++)this.words[r]=67108863&~this.words[r];return n>0&&(this.words[r]=~this.words[r]&67108863>>26-n),this._strip()},o.prototype.notn=function(t){return this.clone().inotn(t)},o.prototype.setn=function(t,e){i(\"number\"===typeof t&&t>=0);var n=t/26|0,r=t%26;return this._expand(n+1),this.words[n]=e?this.words[n]|1<<r:this.words[n]&~(1<<r),this._strip()},o.prototype.iadd=function(t){var e,n,i;if(0!==this.negative&&0===t.negative)return this.negative=0,e=this.isub(t),this.negative^=1,this._normSign();if(0===this.negative&&0!==t.negative)return t.negative=0,e=this.isub(t),t.negative=1,e._normSign();this.length>t.length?(n=this,i=t):(n=t,i=this);for(var r=0,o=0;o<i.length;o++)e=(0|n.words[o])+(0|i.words[o])+r,this.words[o]=67108863&e,r=e>>>26;for(;0!==r&&o<n.length;o++)e=(0|n.words[o])+r,this.words[o]=67108863&e,r=e>>>26;if(this.length=n.length,0!==r)this.words[this.length]=r,this.length++;else if(n!==this)for(;o<n.length;o++)this.words[o]=n.words[o];return this},o.prototype.add=function(t){var e;return 0!==t.negative&&0===this.negative?(t.negative=0,e=this.sub(t),t.negative^=1,e):0===t.negative&&0!==this.negative?(this.negative=0,e=t.sub(this),this.negative=1,e):this.length>t.length?this.clone().iadd(t):t.clone().iadd(this)},o.prototype.isub=function(t){if(0!==t.negative){t.negative=0;var e=this.iadd(t);return t.negative=1,e._normSign()}if(0!==this.negative)return 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mt=(u+i|0)+((8191&r)<<13)|0;u=(o+(r>>>13)|0)+(mt>>>26)|0,mt&=67108863,i=Math.imul(m,Y),r=Math.imul(m,F),r=r+Math.imul(y,Y)|0,o=Math.imul(y,F),i=i+Math.imul(A,z)|0,r=r+Math.imul(A,N)|0,r=r+Math.imul(f,z)|0,o=o+Math.imul(f,N)|0,i=i+Math.imul(h,P)|0,r=r+Math.imul(h,W)|0,r=r+Math.imul(d,P)|0,o=o+Math.imul(d,W)|0;var yt=(u+i|0)+((8191&r)<<13)|0;u=(o+(r>>>13)|0)+(yt>>>26)|0,yt&=67108863,i=Math.imul(C,Y),r=Math.imul(C,F),r=r+Math.imul(w,Y)|0,o=Math.imul(w,F),i=i+Math.imul(m,z)|0,r=r+Math.imul(m,N)|0,r=r+Math.imul(y,z)|0,o=o+Math.imul(y,N)|0,i=i+Math.imul(A,P)|0,r=r+Math.imul(A,W)|0,r=r+Math.imul(f,P)|0,o=o+Math.imul(f,W)|0,i=i+Math.imul(h,H)|0,r=r+Math.imul(h,X)|0,r=r+Math.imul(d,H)|0,o=o+Math.imul(d,X)|0;var 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wt=(u+i|0)+((8191&r)<<13)|0;u=(o+(r>>>13)|0)+(wt>>>26)|0,wt&=67108863,i=Math.imul(k,Y),r=Math.imul(k,F),r=r+Math.imul(Q,Y)|0,o=Math.imul(Q,F),i=i+Math.imul(S,z)|0,r=r+Math.imul(S,N)|0,r=r+Math.imul(x,z)|0,o=o+Math.imul(x,N)|0,i=i+Math.imul(E,P)|0,r=r+Math.imul(E,W)|0,r=r+Math.imul(b,P)|0,o=o+Math.imul(b,W)|0,i=i+Math.imul(C,H)|0,r=r+Math.imul(C,X)|0,r=r+Math.imul(w,H)|0,o=o+Math.imul(w,X)|0,i=i+Math.imul(m,$)|0,r=r+Math.imul(m,tt)|0,r=r+Math.imul(y,$)|0,o=o+Math.imul(y,tt)|0,i=i+Math.imul(A,nt)|0,r=r+Math.imul(A,it)|0,r=r+Math.imul(f,nt)|0,o=o+Math.imul(f,it)|0,i=i+Math.imul(h,ot)|0,r=r+Math.imul(h,at)|0,r=r+Math.imul(d,ot)|0,o=o+Math.imul(d,at)|0;var It=(u+i|0)+((8191&r)<<13)|0;u=(o+(r>>>13)|0)+(It>>>26)|0,It&=67108863,i=Math.imul(K,Y),r=Math.imul(K,F),r=r+Math.imul(q,Y)|0,o=Math.imul(q,F),i=i+Math.imul(k,z)|0,r=r+Math.imul(k,N)|0,r=r+Math.imul(Q,z)|0,o=o+Math.imul(Q,N)|0,i=i+Math.imul(S,P)|0,r=r+Math.imul(S,W)|0,r=r+Math.imul(x,P)|0,o=o+Math.imul(x,W)|0,i=i+Math.imul(E,H)|0,r=r+Math.imul(E,X)|0,r=r+Math.imul(b,H)|0,o=o+Math.imul(b,X)|0,i=i+Math.imul(C,$)|0,r=r+Math.imul(C,tt)|0,r=r+Math.imul(w,$)|0,o=o+Math.imul(w,tt)|0,i=i+Math.imul(m,nt)|0,r=r+Math.imul(m,it)|0,r=r+Math.imul(y,nt)|0,o=o+Math.imul(y,it)|0,i=i+Math.imul(A,ot)|0,r=r+Math.imul(A,at)|0,r=r+Math.imul(f,ot)|0,o=o+Math.imul(f,at)|0,i=i+Math.imul(h,lt)|0,r=r+Math.imul(h,ut)|0,r=r+Math.imul(d,lt)|0,o=o+Math.imul(d,ut)|0;var 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bt=(u+i|0)+((8191&r)<<13)|0;u=(o+(r>>>13)|0)+(bt>>>26)|0,bt&=67108863,i=Math.imul(T,Y),r=Math.imul(T,F),r=r+Math.imul(J,Y)|0,o=Math.imul(J,F),i=i+Math.imul(L,z)|0,r=r+Math.imul(L,N)|0,r=r+Math.imul(R,z)|0,o=o+Math.imul(R,N)|0,i=i+Math.imul(K,P)|0,r=r+Math.imul(K,W)|0,r=r+Math.imul(q,P)|0,o=o+Math.imul(q,W)|0,i=i+Math.imul(k,H)|0,r=r+Math.imul(k,X)|0,r=r+Math.imul(Q,H)|0,o=o+Math.imul(Q,X)|0,i=i+Math.imul(S,$)|0,r=r+Math.imul(S,tt)|0,r=r+Math.imul(x,$)|0,o=o+Math.imul(x,tt)|0,i=i+Math.imul(E,nt)|0,r=r+Math.imul(E,it)|0,r=r+Math.imul(b,nt)|0,o=o+Math.imul(b,it)|0,i=i+Math.imul(C,ot)|0,r=r+Math.imul(C,at)|0,r=r+Math.imul(w,ot)|0,o=o+Math.imul(w,at)|0,i=i+Math.imul(m,lt)|0,r=r+Math.imul(m,ut)|0,r=r+Math.imul(y,lt)|0,o=o+Math.imul(y,ut)|0,i=i+Math.imul(A,ht)|0,r=r+Math.imul(A,dt)|0,r=r+Math.imul(f,ht)|0,o=o+Math.imul(f,dt)|0,i=i+Math.imul(h,At)|0,r=r+Math.imul(h,ft)|0,r=r+Math.imul(d,At)|0,o=o+Math.imul(d,ft)|0;var Mt=(u+i|0)+((8191&r)<<13)|0;u=(o+(r>>>13)|0)+(Mt>>>26)|0,Mt&=67108863,i=Math.imul(T,z),r=Math.imul(T,N),r=r+Math.imul(J,z)|0,o=Math.imul(J,N),i=i+Math.imul(L,P)|0,r=r+Math.imul(L,W)|0,r=r+Math.imul(R,P)|0,o=o+Math.imul(R,W)|0,i=i+Math.imul(K,H)|0,r=r+Math.imul(K,X)|0,r=r+Math.imul(q,H)|0,o=o+Math.imul(q,X)|0,i=i+Math.imul(k,$)|0,r=r+Math.imul(k,tt)|0,r=r+Math.imul(Q,$)|0,o=o+Math.imul(Q,tt)|0,i=i+Math.imul(S,nt)|0,r=r+Math.imul(S,it)|0,r=r+Math.imul(x,nt)|0,o=o+Math.imul(x,it)|0,i=i+Math.imul(E,ot)|0,r=r+Math.imul(E,at)|0,r=r+Math.imul(b,ot)|0,o=o+Math.imul(b,at)|0,i=i+Math.imul(C,lt)|0,r=r+Math.imul(C,ut)|0,r=r+Math.imul(w,lt)|0,o=o+Math.imul(w,ut)|0,i=i+Math.imul(m,ht)|0,r=r+Math.imul(m,dt)|0,r=r+Math.imul(y,ht)|0,o=o+Math.imul(y,dt)|0,i=i+Math.imul(A,At)|0,r=r+Math.imul(A,ft)|0,r=r+Math.imul(f,At)|0,o=o+Math.imul(f,ft)|0;var St=(u+i|0)+((8191&r)<<13)|0;u=(o+(r>>>13)|0)+(St>>>26)|0,St&=67108863,i=Math.imul(T,P),r=Math.imul(T,W),r=r+Math.imul(J,P)|0,o=Math.imul(J,W),i=i+Math.imul(L,H)|0,r=r+Math.imul(L,X)|0,r=r+Math.imul(R,H)|0,o=o+Math.imul(R,X)|0,i=i+Math.imul(K,$)|0,r=r+Math.imul(K,tt)|0,r=r+Math.imul(q,$)|0,o=o+Math.imul(q,tt)|0,i=i+Math.imul(k,nt)|0,r=r+Math.imul(k,it)|0,r=r+Math.imul(Q,nt)|0,o=o+Math.imul(Q,it)|0,i=i+Math.imul(S,ot)|0,r=r+Math.imul(S,at)|0,r=r+Math.imul(x,ot)|0,o=o+Math.imul(x,at)|0,i=i+Math.imul(E,lt)|0,r=r+Math.imul(E,ut)|0,r=r+Math.imul(b,lt)|0,o=o+Math.imul(b,ut)|0,i=i+Math.imul(C,ht)|0,r=r+Math.imul(C,dt)|0,r=r+Math.imul(w,ht)|0,o=o+Math.imul(w,dt)|0,i=i+Math.imul(m,At)|0,r=r+Math.imul(m,ft)|0,r=r+Math.imul(y,At)|0,o=o+Math.imul(y,ft)|0;var xt=(u+i|0)+((8191&r)<<13)|0;u=(o+(r>>>13)|0)+(xt>>>26)|0,xt&=67108863,i=Math.imul(T,H),r=Math.imul(T,X),r=r+Math.imul(J,H)|0,o=Math.imul(J,X),i=i+Math.imul(L,$)|0,r=r+Math.imul(L,tt)|0,r=r+Math.imul(R,$)|0,o=o+Math.imul(R,tt)|0,i=i+Math.imul(K,nt)|0,r=r+Math.imul(K,it)|0,r=r+Math.imul(q,nt)|0,o=o+Math.imul(q,it)|0,i=i+Math.imul(k,ot)|0,r=r+Math.imul(k,at)|0,r=r+Math.imul(Q,ot)|0,o=o+Math.imul(Q,at)|0,i=i+Math.imul(S,lt)|0,r=r+Math.imul(S,ut)|0,r=r+Math.imul(x,lt)|0,o=o+Math.imul(x,ut)|0,i=i+Math.imul(E,ht)|0,r=r+Math.imul(E,dt)|0,r=r+Math.imul(b,ht)|0,o=o+Math.imul(b,dt)|0,i=i+Math.imul(C,At)|0,r=r+Math.imul(C,ft)|0,r=r+Math.imul(w,At)|0,o=o+Math.imul(w,ft)|0;var Bt=(u+i|0)+((8191&r)<<13)|0;u=(o+(r>>>13)|0)+(Bt>>>26)|0,Bt&=67108863,i=Math.imul(T,$),r=Math.imul(T,tt),r=r+Math.imul(J,$)|0,o=Math.imul(J,tt),i=i+Math.imul(L,nt)|0,r=r+Math.imul(L,it)|0,r=r+Math.imul(R,nt)|0,o=o+Math.imul(R,it)|0,i=i+Math.imul(K,ot)|0,r=r+Math.imul(K,at)|0,r=r+Math.imul(q,ot)|0,o=o+Math.imul(q,at)|0,i=i+Math.imul(k,lt)|0,r=r+Math.imul(k,ut)|0,r=r+Math.imul(Q,lt)|0,o=o+Math.imul(Q,ut)|0,i=i+Math.imul(S,ht)|0,r=r+Math.imul(S,dt)|0,r=r+Math.imul(x,ht)|0,o=o+Math.imul(x,dt)|0,i=i+Math.imul(E,At)|0,r=r+Math.imul(E,ft)|0,r=r+Math.imul(b,At)|0,o=o+Math.imul(b,ft)|0;var kt=(u+i|0)+((8191&r)<<13)|0;u=(o+(r>>>13)|0)+(kt>>>26)|0,kt&=67108863,i=Math.imul(T,nt),r=Math.imul(T,it),r=r+Math.imul(J,nt)|0,o=Math.imul(J,it),i=i+Math.imul(L,ot)|0,r=r+Math.imul(L,at)|0,r=r+Math.imul(R,ot)|0,o=o+Math.imul(R,at)|0,i=i+Math.imul(K,lt)|0,r=r+Math.imul(K,ut)|0,r=r+Math.imul(q,lt)|0,o=o+Math.imul(q,ut)|0,i=i+Math.imul(k,ht)|0,r=r+Math.imul(k,dt)|0,r=r+Math.imul(Q,ht)|0,o=o+Math.imul(Q,dt)|0,i=i+Math.imul(S,At)|0,r=r+Math.imul(S,ft)|0,r=r+Math.imul(x,At)|0,o=o+Math.imul(x,ft)|0;var Qt=(u+i|0)+((8191&r)<<13)|0;u=(o+(r>>>13)|0)+(Qt>>>26)|0,Qt&=67108863,i=Math.imul(T,ot),r=Math.imul(T,at),r=r+Math.imul(J,ot)|0,o=Math.imul(J,at),i=i+Math.imul(L,lt)|0,r=r+Math.imul(L,ut)|0,r=r+Math.imul(R,lt)|0,o=o+Math.imul(R,ut)|0,i=i+Math.imul(K,ht)|0,r=r+Math.imul(K,dt)|0,r=r+Math.imul(q,ht)|0,o=o+Math.imul(q,dt)|0,i=i+Math.imul(k,At)|0,r=r+Math.imul(k,ft)|0,r=r+Math.imul(Q,At)|0,o=o+Math.imul(Q,ft)|0;var Dt=(u+i|0)+((8191&r)<<13)|0;u=(o+(r>>>13)|0)+(Dt>>>26)|0,Dt&=67108863,i=Math.imul(T,lt),r=Math.imul(T,ut),r=r+Math.imul(J,lt)|0,o=Math.imul(J,ut),i=i+Math.imul(L,ht)|0,r=r+Math.imul(L,dt)|0,r=r+Math.imul(R,ht)|0,o=o+Math.imul(R,dt)|0,i=i+Math.imul(K,At)|0,r=r+Math.imul(K,ft)|0,r=r+Math.imul(q,At)|0,o=o+Math.imul(q,ft)|0;var Kt=(u+i|0)+((8191&r)<<13)|0;u=(o+(r>>>13)|0)+(Kt>>>26)|0,Kt&=67108863,i=Math.imul(T,ht),r=Math.imul(T,dt),r=r+Math.imul(J,ht)|0,o=Math.imul(J,dt),i=i+Math.imul(L,At)|0,r=r+Math.imul(L,ft)|0,r=r+Math.imul(R,At)|0,o=o+Math.imul(R,ft)|0;var qt=(u+i|0)+((8191&r)<<13)|0;u=(o+(r>>>13)|0)+(qt>>>26)|0,qt&=67108863,i=Math.imul(T,At),r=Math.imul(T,ft),r=r+Math.imul(J,At)|0,o=Math.imul(J,ft);var Ot=(u+i|0)+((8191&r)<<13)|0;return u=(o+(r>>>13)|0)+(Ot>>>26)|0,Ot&=67108863,l[0]=gt,l[1]=mt,l[2]=yt,l[3]=vt,l[4]=Ct,l[5]=wt,l[6]=It,l[7]=Et,l[8]=bt,l[9]=Mt,l[10]=St,l[11]=xt,l[12]=Bt,l[13]=kt,l[14]=Qt,l[15]=Dt,l[16]=Kt,l[17]=qt,l[18]=Ot,0!==u&&(l[19]=u,n.length++),n};function v(t,e,n){n.negative=e.negative^t.negative,n.length=t.length+e.length;for(var i=0,r=0,o=0;o<n.length-1;o++){var a=r;r=0;for(var s=67108863&i,l=Math.min(o,e.length-1),u=Math.max(0,o-t.length+1);u<=l;u++){var c=o-u,h=0|t.words[c],d=0|e.words[u],p=h*d,A=67108863&p;a=a+(p/67108864|0)|0,A=A+s|0,s=67108863&A,a=a+(A>>>26)|0,r+=a>>>26,a&=67108863}n.words[o]=s,i=a,a=r}return 0!==i?n.words[o]=i:n.length--,n._strip()}function C(t,e,n){return v(t,e,n)}function w(t,e){this.x=t,this.y=e}Math.imul||(y=m),o.prototype.mulTo=function(t,e){var n,i=this.length+t.length;return n=10===this.length&&10===t.length?y(this,t,e):i<63?m(this,t,e):i<1024?v(this,t,e):C(this,t,e),n},w.prototype.makeRBT=function(t){for(var e=new Array(t),n=o.prototype._countBits(t)-1,i=0;i<t;i++)e[i]=this.revBin(i,n,t);return e},w.prototype.revBin=function(t,e,n){if(0===t||t===n-1)return t;for(var i=0,r=0;r<e;r++)i|=(1&t)<<e-r-1,t>>=1;return i},w.prototype.permute=function(t,e,n,i,r,o){for(var a=0;a<o;a++)i[a]=e[t[a]],r[a]=n[t[a]]},w.prototype.transform=function(t,e,n,i,r,o){this.permute(o,t,e,n,i,r);for(var a=1;a<r;a<<=1)for(var s=a<<1,l=Math.cos(2*Math.PI/s),u=Math.sin(2*Math.PI/s),c=0;c<r;c+=s)for(var h=l,d=u,p=0;p<a;p++){var A=n[c+p],f=i[c+p],g=n[c+p+a],m=i[c+p+a],y=h*g-d*m;m=h*m+d*g,g=y,n[c+p]=A+g,i[c+p]=f+m,n[c+p+a]=A-g,i[c+p+a]=f-m,p!==s&&(y=l*h-u*d,d=l*d+u*h,h=y)}},w.prototype.guessLen13b=function(t,e){var n=1|Math.max(e,t),i=1&n,r=0;for(n=n/2|0;n;n>>>=1)r++;return 1<<r+1+i},w.prototype.conjugate=function(t,e,n){if(!(n<=1))for(var i=0;i<n/2;i++){var r=t[i];t[i]=t[n-i-1],t[n-i-1]=r,r=e[i],e[i]=-e[n-i-1],e[n-i-1]=-r}},w.prototype.normalize13b=function(t,e){for(var n=0,i=0;i<e/2;i++){var r=8192*Math.round(t[2*i+1]/e)+Math.round(t[2*i]/e)+n;t[i]=67108863&r,n=r<67108864?0:r/67108864|0}return t},w.prototype.convert13b=function(t,e,n,r){for(var o=0,a=0;a<e;a++)o+=0|t[a],n[2*a]=8191&o,o>>>=13,n[2*a+1]=8191&o,o>>>=13;for(a=2*e;a<r;++a)n[a]=0;i(0===o),i(0===(-8192&o))},w.prototype.stub=function(t){for(var e=new Array(t),n=0;n<t;n++)e[n]=0;return e},w.prototype.mulp=function(t,e,n){var i=2*this.guessLen13b(t.length,e.length),r=this.makeRBT(i),o=this.stub(i),a=new Array(i),s=new Array(i),l=new Array(i),u=new Array(i),c=new Array(i),h=new Array(i),d=n.words;d.length=i,this.convert13b(t.words,t.length,a,i),this.convert13b(e.words,e.length,u,i),this.transform(a,o,s,l,i,r),this.transform(u,o,c,h,i,r);for(var p=0;p<i;p++){var A=s[p]*c[p]-l[p]*h[p];l[p]=s[p]*h[p]+l[p]*c[p],s[p]=A}return this.conjugate(s,l,i),this.transform(s,l,d,o,i,r),this.conjugate(d,o,i),this.normalize13b(d,i),n.negative=t.negative^e.negative,n.length=t.length+e.length,n._strip()},o.prototype.mul=function(t){var e=new o(null);return e.words=new Array(this.length+t.length),this.mulTo(t,e)},o.prototype.mulf=function(t){var e=new o(null);return e.words=new Array(this.length+t.length),C(this,t,e)},o.prototype.imul=function(t){return this.clone().mulTo(t,this)},o.prototype.imuln=function(t){var e=t<0;e&&(t=-t),i(\"number\"===typeof t),i(t<67108864);for(var n=0,r=0;r<this.length;r++){var o=(0|this.words[r])*t,a=(67108863&o)+(67108863&n);n>>=26,n+=o/67108864|0,n+=a>>>26,this.words[r]=67108863&a}return 0!==n&&(this.words[r]=n,this.length++),e?this.ineg():this},o.prototype.muln=function(t){return this.clone().imuln(t)},o.prototype.sqr=function(){return this.mul(this)},o.prototype.isqr=function(){return this.imul(this.clone())},o.prototype.pow=function(t){var e=g(t);if(0===e.length)return new o(1);for(var n=this,i=0;i<e.length;i++,n=n.sqr())if(0!==e[i])break;if(++i<e.length)for(var r=n.sqr();i<e.length;i++,r=r.sqr())0!==e[i]&&(n=n.mul(r));return n},o.prototype.iushln=function(t){i(\"number\"===typeof t&&t>=0);var e,n=t%26,r=(t-n)/26,o=67108863>>>26-n<<26-n;if(0!==n){var a=0;for(e=0;e<this.length;e++){var s=this.words[e]&o,l=(0|this.words[e])-s<<n;this.words[e]=l|a,a=s>>>26-n}a&&(this.words[e]=a,this.length++)}if(0!==r){for(e=this.length-1;e>=0;e--)this.words[e+r]=this.words[e];for(e=0;e<r;e++)this.words[e]=0;this.length+=r}return this._strip()},o.prototype.ishln=function(t){return i(0===this.negative),this.iushln(t)},o.prototype.iushrn=function(t,e,n){var r;i(\"number\"===typeof t&&t>=0),r=e?(e-e%26)/26:0;var o=t%26,a=Math.min((t-o)/26,this.length),s=67108863^67108863>>>o<<o,l=n;if(r-=a,r=Math.max(0,r),l){for(var u=0;u<a;u++)l.words[u]=this.words[u];l.length=a}if(0===a);else if(this.length>a)for(this.length-=a,u=0;u<this.length;u++)this.words[u]=this.words[u+a];else this.words[0]=0,this.length=1;var c=0;for(u=this.length-1;u>=0&&(0!==c||u>=r);u--){var h=0|this.words[u];this.words[u]=c<<26-o|h>>>o,c=h&s}return l&&0!==c&&(l.words[l.length++]=c),0===this.length&&(this.words[0]=0,this.length=1),this._strip()},o.prototype.ishrn=function(t,e,n){return i(0===this.negative),this.iushrn(t,e,n)},o.prototype.shln=function(t){return this.clone().ishln(t)},o.prototype.ushln=function(t){return this.clone().iushln(t)},o.prototype.shrn=function(t){return this.clone().ishrn(t)},o.prototype.ushrn=function(t){return this.clone().iushrn(t)},o.prototype.testn=function(t){i(\"number\"===typeof t&&t>=0);var e=t%26,n=(t-e)/26,r=1<<e;if(this.length<=n)return!1;var o=this.words[n];return!!(o&r)},o.prototype.imaskn=function(t){i(\"number\"===typeof t&&t>=0);var e=t%26,n=(t-e)/26;if(i(0===this.negative,\"imaskn works only with positive numbers\"),this.length<=n)return this;if(0!==e&&n++,this.length=Math.min(n,this.length),0!==e){var r=67108863^67108863>>>e<<e;this.words[this.length-1]&=r}return this._strip()},o.prototype.maskn=function(t){return this.clone().imaskn(t)},o.prototype.iaddn=function(t){return i(\"number\"===typeof t),i(t<67108864),t<0?this.isubn(-t):0!==this.negative?1===this.length&&(0|this.words[0])<=t?(this.words[0]=t-(0|this.words[0]),this.negative=0,this):(this.negative=0,this.isubn(t),this.negative=1,this):this._iaddn(t)},o.prototype._iaddn=function(t){this.words[0]+=t;for(var e=0;e<this.length&&this.words[e]>=67108864;e++)this.words[e]-=67108864,e===this.length-1?this.words[e+1]=1:this.words[e+1]++;return this.length=Math.max(this.length,e+1),this},o.prototype.isubn=function(t){if(i(\"number\"===typeof t),i(t<67108864),t<0)return this.iaddn(-t);if(0!==this.negative)return this.negative=0,this.iaddn(t),this.negative=1,this;if(this.words[0]-=t,1===this.length&&this.words[0]<0)this.words[0]=-this.words[0],this.negative=1;else for(var e=0;e<this.length&&this.words[e]<0;e++)this.words[e]+=67108864,this.words[e+1]-=1;return this._strip()},o.prototype.addn=function(t){return this.clone().iaddn(t)},o.prototype.subn=function(t){return this.clone().isubn(t)},o.prototype.iabs=function(){return this.negative=0,this},o.prototype.abs=function(){return this.clone().iabs()},o.prototype._ishlnsubmul=function(t,e,n){var r,o,a=t.length+n;this._expand(a);var s=0;for(r=0;r<t.length;r++){o=(0|this.words[r+n])+s;var l=(0|t.words[r])*e;o-=67108863&l,s=(o>>26)-(l/67108864|0),this.words[r+n]=67108863&o}for(;r<this.length-n;r++)o=(0|this.words[r+n])+s,s=o>>26,this.words[r+n]=67108863&o;if(0===s)return this._strip();for(i(-1===s),s=0,r=0;r<this.length;r++)o=-(0|this.words[r])+s,s=o>>26,this.words[r]=67108863&o;return this.negative=1,this._strip()},o.prototype._wordDiv=function(t,e){var n=this.length-t.length,i=this.clone(),r=t,a=0|r.words[r.length-1],s=this._countBits(a);n=26-s,0!==n&&(r=r.ushln(n),i.iushln(n),a=0|r.words[r.length-1]);var l,u=i.length-r.length;if(\"mod\"!==e){l=new o(null),l.length=u+1,l.words=new Array(l.length);for(var c=0;c<l.length;c++)l.words[c]=0}var h=i.clone()._ishlnsubmul(r,1,u);0===h.negative&&(i=h,l&&(l.words[u]=1));for(var d=u-1;d>=0;d--){var p=67108864*(0|i.words[r.length+d])+(0|i.words[r.length+d-1]);p=Math.min(p/a|0,67108863),i._ishlnsubmul(r,p,d);while(0!==i.negative)p--,i.negative=0,i._ishlnsubmul(r,1,d),i.isZero()||(i.negative^=1);l&&(l.words[d]=p)}return l&&l._strip(),i._strip(),\"div\"!==e&&0!==n&&i.iushrn(n),{div:l||null,mod:i}},o.prototype.divmod=function(t,e,n){return i(!t.isZero()),this.isZero()?{div:new o(0),mod:new o(0)}:0!==this.negative&&0===t.negative?(s=this.neg().divmod(t,e),\"mod\"!==e&&(r=s.div.neg()),\"div\"!==e&&(a=s.mod.neg(),n&&0!==a.negative&&a.iadd(t)),{div:r,mod:a}):0===this.negative&&0!==t.negative?(s=this.divmod(t.neg(),e),\"mod\"!==e&&(r=s.div.neg()),{div:r,mod:s.mod}):0!==(this.negative&t.negative)?(s=this.neg().divmod(t.neg(),e),\"div\"!==e&&(a=s.mod.neg(),n&&0!==a.negative&&a.isub(t)),{div:s.div,mod:a}):t.length>this.length||this.cmp(t)<0?{div:new o(0),mod:this}:1===t.length?\"div\"===e?{div:this.divn(t.words[0]),mod:null}:\"mod\"===e?{div:null,mod:new o(this.modrn(t.words[0]))}:{div:this.divn(t.words[0]),mod:new o(this.modrn(t.words[0]))}:this._wordDiv(t,e);var r,a,s},o.prototype.div=function(t){return this.divmod(t,\"div\",!1).div},o.prototype.mod=function(t){return this.divmod(t,\"mod\",!1).mod},o.prototype.umod=function(t){return this.divmod(t,\"mod\",!0).mod},o.prototype.divRound=function(t){var e=this.divmod(t);if(e.mod.isZero())return e.div;var n=0!==e.div.negative?e.mod.isub(t):e.mod,i=t.ushrn(1),r=t.andln(1),o=n.cmp(i);return o<0||1===r&&0===o?e.div:0!==e.div.negative?e.div.isubn(1):e.div.iaddn(1)},o.prototype.modrn=function(t){var e=t<0;e&&(t=-t),i(t<=67108863);for(var n=(1<<26)%t,r=0,o=this.length-1;o>=0;o--)r=(n*r+(0|this.words[o]))%t;return e?-r:r},o.prototype.modn=function(t){return this.modrn(t)},o.prototype.idivn=function(t){var e=t<0;e&&(t=-t),i(t<=67108863);for(var n=0,r=this.length-1;r>=0;r--){var o=(0|this.words[r])+67108864*n;this.words[r]=o/t|0,n=o%t}return this._strip(),e?this.ineg():this},o.prototype.divn=function(t){return this.clone().idivn(t)},o.prototype.egcd=function(t){i(0===t.negative),i(!t.isZero());var e=this,n=t.clone();e=0!==e.negative?e.umod(t):e.clone();var r=new o(1),a=new o(0),s=new o(0),l=new o(1),u=0;while(e.isEven()&&n.isEven())e.iushrn(1),n.iushrn(1),++u;var c=n.clone(),h=e.clone();while(!e.isZero()){for(var d=0,p=1;0===(e.words[0]&p)&&d<26;++d,p<<=1);if(d>0){e.iushrn(d);while(d-- >0)(r.isOdd()||a.isOdd())&&(r.iadd(c),a.isub(h)),r.iushrn(1),a.iushrn(1)}for(var A=0,f=1;0===(n.words[0]&f)&&A<26;++A,f<<=1);if(A>0){n.iushrn(A);while(A-- >0)(s.isOdd()||l.isOdd())&&(s.iadd(c),l.isub(h)),s.iushrn(1),l.iushrn(1)}e.cmp(n)>=0?(e.isub(n),r.isub(s),a.isub(l)):(n.isub(e),s.isub(r),l.isub(a))}return{a:s,b:l,gcd:n.iushln(u)}},o.prototype._invmp=function(t){i(0===t.negative),i(!t.isZero());var e=this,n=t.clone();e=0!==e.negative?e.umod(t):e.clone();var r,a=new o(1),s=new o(0),l=n.clone();while(e.cmpn(1)>0&&n.cmpn(1)>0){for(var u=0,c=1;0===(e.words[0]&c)&&u<26;++u,c<<=1);if(u>0){e.iushrn(u);while(u-- >0)a.isOdd()&&a.iadd(l),a.iushrn(1)}for(var h=0,d=1;0===(n.words[0]&d)&&h<26;++h,d<<=1);if(h>0){n.iushrn(h);while(h-- >0)s.isOdd()&&s.iadd(l),s.iushrn(1)}e.cmp(n)>=0?(e.isub(n),a.isub(s)):(n.isub(e),s.isub(a))}return r=0===e.cmpn(1)?a:s,r.cmpn(0)<0&&r.iadd(t),r},o.prototype.gcd=function(t){if(this.isZero())return t.abs();if(t.isZero())return this.abs();var e=this.clone(),n=t.clone();e.negative=0,n.negative=0;for(var i=0;e.isEven()&&n.isEven();i++)e.iushrn(1),n.iushrn(1);do{while(e.isEven())e.iushrn(1);while(n.isEven())n.iushrn(1);var r=e.cmp(n);if(r<0){var o=e;e=n,n=o}else if(0===r||0===n.cmpn(1))break;e.isub(n)}while(1);return n.iushln(i)},o.prototype.invm=function(t){return this.egcd(t).a.umod(t)},o.prototype.isEven=function(){return 0===(1&this.words[0])},o.prototype.isOdd=function(){return 1===(1&this.words[0])},o.prototype.andln=function(t){return this.words[0]&t},o.prototype.bincn=function(t){i(\"number\"===typeof t);var e=t%26,n=(t-e)/26,r=1<<e;if(this.length<=n)return this._expand(n+1),this.words[n]|=r,this;for(var o=r,a=n;0!==o&&a<this.length;a++){var s=0|this.words[a];s+=o,o=s>>>26,s&=67108863,this.words[a]=s}return 0!==o&&(this.words[a]=o,this.length++),this},o.prototype.isZero=function(){return 1===this.length&&0===this.words[0]},o.prototype.cmpn=function(t){var e,n=t<0;if(0!==this.negative&&!n)return-1;if(0===this.negative&&n)return 1;if(this._strip(),this.length>1)e=1;else{n&&(t=-t),i(t<=67108863,\"Number is too big\");var r=0|this.words[0];e=r===t?0:r<t?-1:1}return 0!==this.negative?0|-e:e},o.prototype.cmp=function(t){if(0!==this.negative&&0===t.negative)return-1;if(0===this.negative&&0!==t.negative)return 1;var e=this.ucmp(t);return 0!==this.negative?0|-e:e},o.prototype.ucmp=function(t){if(this.length>t.length)return 1;if(this.length<t.length)return-1;for(var e=0,n=this.length-1;n>=0;n--){var i=0|this.words[n],r=0|t.words[n];if(i!==r){i<r?e=-1:i>r&&(e=1);break}}return e},o.prototype.gtn=function(t){return 1===this.cmpn(t)},o.prototype.gt=function(t){return 1===this.cmp(t)},o.prototype.gten=function(t){return this.cmpn(t)>=0},o.prototype.gte=function(t){return this.cmp(t)>=0},o.prototype.ltn=function(t){return-1===this.cmpn(t)},o.prototype.lt=function(t){return-1===this.cmp(t)},o.prototype.lten=function(t){return this.cmpn(t)<=0},o.prototype.lte=function(t){return this.cmp(t)<=0},o.prototype.eqn=function(t){return 0===this.cmpn(t)},o.prototype.eq=function(t){return 0===this.cmp(t)},o.red=function(t){return new B(t)},o.prototype.toRed=function(t){return i(!this.red,\"Already a number in reduction context\"),i(0===this.negative,\"red works only with positives\"),t.convertTo(this)._forceRed(t)},o.prototype.fromRed=function(){return i(this.red,\"fromRed works only with numbers in reduction context\"),this.red.convertFrom(this)},o.prototype._forceRed=function(t){return this.red=t,this},o.prototype.forceRed=function(t){return i(!this.red,\"Already a number in reduction context\"),this._forceRed(t)},o.prototype.redAdd=function(t){return i(this.red,\"redAdd works only with red numbers\"),this.red.add(this,t)},o.prototype.redIAdd=function(t){return i(this.red,\"redIAdd works only with red numbers\"),this.red.iadd(this,t)},o.prototype.redSub=function(t){return i(this.red,\"redSub works only with red numbers\"),this.red.sub(this,t)},o.prototype.redISub=function(t){return i(this.red,\"redISub works only with red numbers\"),this.red.isub(this,t)},o.prototype.redShl=function(t){return i(this.red,\"redShl works only with red numbers\"),this.red.shl(this,t)},o.prototype.redMul=function(t){return i(this.red,\"redMul works only with red numbers\"),this.red._verify2(this,t),this.red.mul(this,t)},o.prototype.redIMul=function(t){return i(this.red,\"redMul works only with red numbers\"),this.red._verify2(this,t),this.red.imul(this,t)},o.prototype.redSqr=function(){return i(this.red,\"redSqr works only with red numbers\"),this.red._verify1(this),this.red.sqr(this)},o.prototype.redISqr=function(){return i(this.red,\"redISqr works only with red numbers\"),this.red._verify1(this),this.red.isqr(this)},o.prototype.redSqrt=function(){return i(this.red,\"redSqrt works only with red numbers\"),this.red._verify1(this),this.red.sqrt(this)},o.prototype.redInvm=function(){return i(this.red,\"redInvm works only with red numbers\"),this.red._verify1(this),this.red.invm(this)},o.prototype.redNeg=function(){return i(this.red,\"redNeg works only with red numbers\"),this.red._verify1(this),this.red.neg(this)},o.prototype.redPow=function(t){return i(this.red&&!t.red,\"redPow(normalNum)\"),this.red._verify1(this),this.red.pow(this,t)};var I={k256:null,p224:null,p192:null,p25519:null};function E(t,e){this.name=t,this.p=new o(e,16),this.n=this.p.bitLength(),this.k=new o(1).iushln(this.n).isub(this.p),this.tmp=this._tmp()}function b(){E.call(this,\"k256\",\"ffffffff ffffffff ffffffff ffffffff ffffffff ffffffff fffffffe fffffc2f\")}function M(){E.call(this,\"p224\",\"ffffffff ffffffff ffffffff ffffffff 00000000 00000000 00000001\")}function S(){E.call(this,\"p192\",\"ffffffff ffffffff ffffffff fffffffe ffffffff ffffffff\")}function x(){E.call(this,\"25519\",\"7fffffffffffffff ffffffffffffffff ffffffffffffffff ffffffffffffffed\")}function B(t){if(\"string\"===typeof t){var e=o._prime(t);this.m=e.p,this.prime=e}else i(t.gtn(1),\"modulus must be greater than 1\"),this.m=t,this.prime=null}function k(t){B.call(this,t),this.shift=this.m.bitLength(),this.shift%26!==0&&(this.shift+=26-this.shift%26),this.r=new o(1).iushln(this.shift),this.r2=this.imod(this.r.sqr()),this.rinv=this.r._invmp(this.m),this.minv=this.rinv.mul(this.r).isubn(1).div(this.m),this.minv=this.minv.umod(this.r),this.minv=this.r.sub(this.minv)}E.prototype._tmp=function(){var t=new o(null);return t.words=new Array(Math.ceil(this.n/13)),t},E.prototype.ireduce=function(t){var e,n=t;do{this.split(n,this.tmp),n=this.imulK(n),n=n.iadd(this.tmp),e=n.bitLength()}while(e>this.n);var i=e<this.n?-1:n.ucmp(this.p);return 0===i?(n.words[0]=0,n.length=1):i>0?n.isub(this.p):void 0!==n.strip?n.strip():n._strip(),n},E.prototype.split=function(t,e){t.iushrn(this.n,0,e)},E.prototype.imulK=function(t){return t.imul(this.k)},r(b,E),b.prototype.split=function(t,e){for(var n=4194303,i=Math.min(t.length,9),r=0;r<i;r++)e.words[r]=t.words[r];if(e.length=i,t.length<=9)return t.words[0]=0,void(t.length=1);var o=t.words[9];for(e.words[e.length++]=o&n,r=10;r<t.length;r++){var a=0|t.words[r];t.words[r-10]=(a&n)<<4|o>>>22,o=a}o>>>=22,t.words[r-10]=o,0===o&&t.length>10?t.length-=10:t.length-=9},b.prototype.imulK=function(t){t.words[t.length]=0,t.words[t.length+1]=0,t.length+=2;for(var e=0,n=0;n<t.length;n++){var i=0|t.words[n];e+=977*i,t.words[n]=67108863&e,e=64*i+(e/67108864|0)}return 0===t.words[t.length-1]&&(t.length--,0===t.words[t.length-1]&&t.length--),t},r(M,E),r(S,E),r(x,E),x.prototype.imulK=function(t){for(var e=0,n=0;n<t.length;n++){var i=19*(0|t.words[n])+e,r=67108863&i;i>>>=26,t.words[n]=r,e=i}return 0!==e&&(t.words[t.length++]=e),t},o._prime=function(t){if(I[t])return I[t];var e;if(\"k256\"===t)e=new b;else if(\"p224\"===t)e=new M;else if(\"p192\"===t)e=new S;else{if(\"p25519\"!==t)throw new Error(\"Unknown prime \"+t);e=new x}return I[t]=e,e},B.prototype._verify1=function(t){i(0===t.negative,\"red works only with positives\"),i(t.red,\"red works only with red numbers\")},B.prototype._verify2=function(t,e){i(0===(t.negative|e.negative),\"red works only with positives\"),i(t.red&&t.red===e.red,\"red works only with red numbers\")},B.prototype.imod=function(t){return this.prime?this.prime.ireduce(t)._forceRed(this):(c(t,t.umod(this.m)._forceRed(this)),t)},B.prototype.neg=function(t){return t.isZero()?t.clone():this.m.sub(t)._forceRed(this)},B.prototype.add=function(t,e){this._verify2(t,e);var n=t.add(e);return n.cmp(this.m)>=0&&n.isub(this.m),n._forceRed(this)},B.prototype.iadd=function(t,e){this._verify2(t,e);var n=t.iadd(e);return n.cmp(this.m)>=0&&n.isub(this.m),n},B.prototype.sub=function(t,e){this._verify2(t,e);var n=t.sub(e);return n.cmpn(0)<0&&n.iadd(this.m),n._forceRed(this)},B.prototype.isub=function(t,e){this._verify2(t,e);var n=t.isub(e);return n.cmpn(0)<0&&n.iadd(this.m),n},B.prototype.shl=function(t,e){return this._verify1(t),this.imod(t.ushln(e))},B.prototype.imul=function(t,e){return this._verify2(t,e),this.imod(t.imul(e))},B.prototype.mul=function(t,e){return this._verify2(t,e),this.imod(t.mul(e))},B.prototype.isqr=function(t){return this.imul(t,t.clone())},B.prototype.sqr=function(t){return this.mul(t,t)},B.prototype.sqrt=function(t){if(t.isZero())return t.clone();var e=this.m.andln(3);if(i(e%2===1),3===e){var n=this.m.add(new o(1)).iushrn(2);return this.pow(t,n)}var r=this.m.subn(1),a=0;while(!r.isZero()&&0===r.andln(1))a++,r.iushrn(1);i(!r.isZero());var s=new o(1).toRed(this),l=s.redNeg(),u=this.m.subn(1).iushrn(1),c=this.m.bitLength();c=new o(2*c*c).toRed(this);while(0!==this.pow(c,u).cmp(l))c.redIAdd(l);var h=this.pow(c,r),d=this.pow(t,r.addn(1).iushrn(1)),p=this.pow(t,r),A=a;while(0!==p.cmp(s)){for(var f=p,g=0;0!==f.cmp(s);g++)f=f.redSqr();i(g<A);var m=this.pow(h,new o(1).iushln(A-g-1));d=d.redMul(m),h=m.redSqr(),p=p.redMul(h),A=g}return d},B.prototype.invm=function(t){var e=t._invmp(this.m);return 0!==e.negative?(e.negative=0,this.imod(e).redNeg()):this.imod(e)},B.prototype.pow=function(t,e){if(e.isZero())return new o(1).toRed(this);if(0===e.cmpn(1))return t.clone();var n=4,i=new Array(1<<n);i[0]=new o(1).toRed(this),i[1]=t;for(var r=2;r<i.length;r++)i[r]=this.mul(i[r-1],t);var a=i[0],s=0,l=0,u=e.bitLength()%26;for(0===u&&(u=26),r=e.length-1;r>=0;r--){for(var c=e.words[r],h=u-1;h>=0;h--){var d=c>>h&1;a!==i[0]&&(a=this.sqr(a)),0!==d||0!==s?(s<<=1,s|=d,l++,(l===n||0===r&&0===h)&&(a=this.mul(a,i[s]),l=0,s=0)):l=0}u=26}return a},B.prototype.convertTo=function(t){var e=t.umod(this.m);return e===t?e.clone():e},B.prototype.convertFrom=function(t){var e=t.clone();return e.red=null,e},o.mont=function(t){return new k(t)},r(k,B),k.prototype.convertTo=function(t){return this.imod(t.ushln(this.shift))},k.prototype.convertFrom=function(t){var e=this.imod(t.mul(this.rinv));return e.red=null,e},k.prototype.imul=function(t,e){if(t.isZero()||e.isZero())return t.words[0]=0,t.length=1,t;var n=t.imul(e),i=n.maskn(this.shift).mul(this.minv).imaskn(this.shift).mul(this.m),r=n.isub(i).iushrn(this.shift),o=r;return r.cmp(this.m)>=0?o=r.isub(this.m):r.cmpn(0)<0&&(o=r.iadd(this.m)),o._forceRed(this)},k.prototype.mul=function(t,e){if(t.isZero()||e.isZero())return new o(0)._forceRed(this);var n=t.mul(e),i=n.maskn(this.shift).mul(this.minv).imaskn(this.shift).mul(this.m),r=n.isub(i).iushrn(this.shift),a=r;return r.cmp(this.m)>=0?a=r.isub(this.m):r.cmpn(0)<0&&(a=r.iadd(this.m)),a._forceRed(this)},k.prototype.invm=function(t){var e=this.imod(t._invmp(this.m).mul(this.r2));return e._forceRed(this)}})(\"undefined\"===typeof t||t,this)}).call(e,n(\"3IRH\")(t))},x0Ha:function(t,e,n){\"use strict\";var i=n(\"ypnx\");function r(t,e){var n=this,r=this._readableState&&this._readableState.destroyed,o=this._writableState&&this._writableState.destroyed;return r||o?(e?e(t):t&&(this._writableState?this._writableState.errorEmitted||(this._writableState.errorEmitted=!0,i.nextTick(a,this,t)):i.nextTick(a,this,t)),this):(this._readableState&&(this._readableState.destroyed=!0),this._writableState&&(this._writableState.destroyed=!0),this._destroy(t||null,(function(t){!e&&t?n._writableState?n._writableState.errorEmitted||(n._writableState.errorEmitted=!0,i.nextTick(a,n,t)):i.nextTick(a,n,t):e&&e(t)})),this)}function o(){this._readableState&&(this._readableState.destroyed=!1,this._readableState.reading=!1,this._readableState.ended=!1,this._readableState.endEmitted=!1),this._writableState&&(this._writableState.destroyed=!1,this._writableState.ended=!1,this._writableState.ending=!1,this._writableState.finalCalled=!1,this._writableState.prefinished=!1,this._writableState.finished=!1,this._writableState.errorEmitted=!1)}function a(t,e){t.emit(\"error\",e)}t.exports={destroy:r,undestroy:o}},xWCr:function(t,e){t.exports=function(){throw new Error(\"Readable.from is not available in the browser\")}},xXuq:function(t,e,n){t.exports=n(\"vzCy\").EventEmitter},yDvu:function(t,e,n){\"use strict\";var i=n(\"X3l8\").Buffer,r=n(\"dCRq\").Transform,o=n(\"LC74\");function a(t,e){if(!i.isBuffer(t)&&\"string\"!==typeof t)throw new TypeError(e+\" must be a string or a buffer\")}function s(t){r.call(this),this._block=i.allocUnsafe(t),this._blockSize=t,this._blockOffset=0,this._length=[0,0,0,0],this._finalized=!1}o(s,r),s.prototype._transform=function(t,e,n){var i=null;try{this.update(t,e)}catch(r){i=r}n(i)},s.prototype._flush=function(t){var e=null;try{this.push(this.digest())}catch(n){e=n}t(e)},s.prototype.update=function(t,e){if(a(t,\"Data\"),this._finalized)throw new Error(\"Digest already called\");i.isBuffer(t)||(t=i.from(t,e));var n=this._block,r=0;while(this._blockOffset+t.length-r>=this._blockSize){for(var o=this._blockOffset;o<this._blockSize;)n[o++]=t[r++];this._update(),this._blockOffset=0}while(r<t.length)n[this._blockOffset++]=t[r++];for(var s=0,l=8*t.length;l>0;++s)this._length[s]+=l,l=this._length[s]/4294967296|0,l>0&&(this._length[s]-=4294967296*l);return this},s.prototype._update=function(){throw new Error(\"_update is not implemented\")},s.prototype.digest=function(t){if(this._finalized)throw new Error(\"Digest already called\");this._finalized=!0;var e=this._digest();void 0!==t&&(e=e.toString(t)),this._block.fill(0),this._blockOffset=0;for(var n=0;n<4;++n)this._length[n]=0;return e},s.prototype._digest=function(){throw new Error(\"_digest is not implemented\")},t.exports=s},yMmo:function(t,e,n){\"use strict\";var i=n(\"geuY\"),r=n(\"TkWM\"),o=r.assert;function a(t,e){this.ec=t,this.priv=null,this.pub=null,e.priv&&this._importPrivate(e.priv,e.privEnc),e.pub&&this._importPublic(e.pub,e.pubEnc)}t.exports=a,a.fromPublic=function(t,e,n){return e instanceof a?e:new a(t,{pub:e,pubEnc:n})},a.fromPrivate=function(t,e,n){return e instanceof a?e:new a(t,{priv:e,privEnc:n})},a.prototype.validate=function(){var t=this.getPublic();return t.isInfinity()?{result:!1,reason:\"Invalid public key\"}:t.validate()?t.mul(this.ec.curve.n).isInfinity()?{result:!0,reason:null}:{result:!1,reason:\"Public key * N != O\"}:{result:!1,reason:\"Public key is not a point\"}},a.prototype.getPublic=function(t,e){return\"string\"===typeof t&&(e=t,t=null),this.pub||(this.pub=this.ec.g.mul(this.priv)),e?this.pub.encode(e,t):this.pub},a.prototype.getPrivate=function(t){return\"hex\"===t?this.priv.toString(16,2):this.priv},a.prototype._importPrivate=function(t,e){this.priv=new i(t,e||16),this.priv=this.priv.umod(this.ec.curve.n)},a.prototype._importPublic=function(t,e){if(t.x||t.y)return\"mont\"===this.ec.curve.type?o(t.x,\"Need x coordinate\"):\"short\"!==this.ec.curve.type&&\"edwards\"!==this.ec.curve.type||o(t.x&&t.y,\"Need both x and y 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n._running=!1,n._time=0,n._pausedTime=0,n._pauseStart=0,n._paused=!1,e=e||{},n.stage=e.stage||{},n}return l(e,t),e.prototype.addClip=function(t){t.animation&&this.removeClip(t),this._head?(this._tail.next=t,t.prev=this._tail,t.next=null,this._tail=t):this._head=this._tail=t,t.animation=this},e.prototype.addAnimator=function(t){t.animation=this;var e=t.getClip();e&&this.addClip(e)},e.prototype.removeClip=function(t){if(t.animation){var e=t.prev,n=t.next;e?e.next=n:this._head=n,n?n.prev=e:this._tail=e,t.next=t.prev=t.animation=null}},e.prototype.removeAnimator=function(t){var e=t.getClip();e&&this.removeClip(e),t.animation=null},e.prototype.update=function(t){var e=An()-this._pausedTime,n=e-this._time,i=this._head;while(i){var r=i.next,o=i.step(e,n);o?(i.ondestroy(),this.removeClip(i),i=r):i=r}this._time=e,t||(this.trigger(\"frame\",n),this.stage.update&&this.stage.update())},e.prototype._startLoop=function(){var t=this;function e(){t._running&&(ue(e),!t._paused&&t.update())}this._running=!0,ue(e)},e.prototype.start=function(){this._running||(this._time=An(),this._pausedTime=0,this._startLoop())},e.prototype.stop=function(){this._running=!1},e.prototype.pause=function(){this._paused||(this._pauseStart=An(),this._paused=!0)},e.prototype.resume=function(){this._paused&&(this._pausedTime+=An()-this._pauseStart,this._paused=!1)},e.prototype.clear=function(){var t=this._head;while(t){var e=t.next;t.prev=t.next=t.animation=null,t=e}this._head=this._tail=null},e.prototype.isFinished=function(){return null==this._head},e.prototype.animate=function(t,e){e=e||{},this.start();var n=new pn(t,e.loop);return this.addAnimator(n),n},e}(O),gn=fn,mn=300,yn=u[\"a\"].domSupported,vn=function(){var t=[\"click\",\"dblclick\",\"mousewheel\",\"wheel\",\"mouseout\",\"mouseup\",\"mousedown\",\"mousemove\",\"contextmenu\"],e=[\"touchstart\",\"touchend\",\"touchmove\"],n={pointerdown:1,pointerup:1,pointermove:1,pointerout:1},i=c[\"H\"](t,(function(t){var e=t.replace(\"mouse\",\"pointer\");return n.hasOwnProperty(e)?e:t}));return{mouse:t,touch:e,pointer:i}}(),Cn={mouse:[\"mousemove\",\"mouseup\"],pointer:[\"pointermove\",\"pointerup\"]},wn=!1;function In(t){var e=t.pointerType;return\"pen\"===e||\"touch\"===e}function En(t){t.touching=!0,null!=t.touchTimer&&(clearTimeout(t.touchTimer),t.touchTimer=null),t.touchTimer=setTimeout((function(){t.touching=!1,t.touchTimer=null}),700)}function bn(t){t&&(t.zrByTouch=!0)}function Mn(t,e){return et(t.dom,new xn(t,e),!0)}function Sn(t,e){var n=e,i=!1;while(n&&9!==n.nodeType&&!(i=n.domBelongToZr||n!==e&&n===t.painterRoot))n=n.parentNode;return i}var xn=function(){function t(t,e){this.stopPropagation=c[\"L\"],this.stopImmediatePropagation=c[\"L\"],this.preventDefault=c[\"L\"],this.type=e.type,this.target=this.currentTarget=t.dom,this.pointerType=e.pointerType,this.clientX=e.clientX,this.clientY=e.clientY}return t}(),Bn={mousedown:function(t){t=et(this.dom,t),this.__mayPointerCapture=[t.zrX,t.zrY],this.trigger(\"mousedown\",t)},mousemove:function(t){t=et(this.dom,t);var e=this.__mayPointerCapture;!e||t.zrX===e[0]&&t.zrY===e[1]||this.__togglePointerCapture(!0),this.trigger(\"mousemove\",t)},mouseup:function(t){t=et(this.dom,t),this.__togglePointerCapture(!1),this.trigger(\"mouseup\",t)},mouseout:function(t){t=et(this.dom,t);var e=t.toElement||t.relatedTarget;Sn(this,e)||(this.__pointerCapturing&&(t.zrEventControl=\"no_globalout\"),this.trigger(\"mouseout\",t))},wheel:function(t){wn=!0,t=et(this.dom,t),this.trigger(\"mousewheel\",t)},mousewheel:function(t){wn||(t=et(this.dom,t),this.trigger(\"mousewheel\",t))},touchstart:function(t){t=et(this.dom,t),bn(t),this.__lastTouchMoment=new Date,this.handler.processGesture(t,\"start\"),Bn.mousemove.call(this,t),Bn.mousedown.call(this,t)},touchmove:function(t){t=et(this.dom,t),bn(t),this.handler.processGesture(t,\"change\"),Bn.mousemove.call(this,t)},touchend:function(t){t=et(this.dom,t),bn(t),this.handler.processGesture(t,\"end\"),Bn.mouseup.call(this,t),+new 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n=e.domHandlers;u[\"a\"].pointerEventsSupported?c[\"k\"](vn.pointer,(function(i){Kn(e,i,(function(e){n[i].call(t,e)}))})):(u[\"a\"].touchEventsSupported&&c[\"k\"](vn.touch,(function(i){Kn(e,i,(function(r){n[i].call(t,r),En(e)}))})),c[\"k\"](vn.mouse,(function(i){Kn(e,i,(function(r){r=tt(r),e.touching||n[i].call(t,r)}))})))}function Dn(t,e){function n(n){function i(i){i=tt(i),Sn(t,i.target)||(i=Mn(t,i),e.domHandlers[n].call(t,i))}Kn(e,n,i,{capture:!0})}u[\"a\"].pointerEventsSupported?c[\"k\"](Cn.pointer,n):u[\"a\"].touchEventsSupported||c[\"k\"](Cn.mouse,n)}function Kn(t,e,n,i){t.mounted[e]=n,t.listenerOpts[e]=i,it(t.domTarget,e,n,i)}function qn(t){var e=t.mounted;for(var n in e)e.hasOwnProperty(n)&&rt(t.domTarget,n,e[n],t.listenerOpts[n]);t.mounted={}}var On=function(){function t(t,e){this.mounted={},this.listenerOpts={},this.touching=!1,this.domTarget=t,this.domHandlers=e}return t}(),Ln=function(t){function e(e,n){var i=t.call(this)||this;return i.__pointerCapturing=!1,i.dom=e,i.painterRoot=n,i._localHandlerScope=new On(e,Bn),yn&&(i._globalHandlerScope=new On(document,kn)),Qn(i,i._localHandlerScope),i}return l(e,t),e.prototype.dispose=function(){qn(this._localHandlerScope),yn&&qn(this._globalHandlerScope)},e.prototype.setCursor=function(t){this.dom.style&&(this.dom.style.cursor=t||\"default\")},e.prototype.__togglePointerCapture=function(t){if(this.__mayPointerCapture=null,yn&&+this.__pointerCapturing^+t){this.__pointerCapturing=t;var e=this._globalHandlerScope;t?Dn(this,e):qn(e)}},e}(O),Rn=Ln,jn=1;u[\"a\"].hasGlobalWindow&&(jn=Math.max(window.devicePixelRatio||window.screen&&window.screen.deviceXDPI/window.screen.logicalXDPI||1,1));var Tn=jn,Jn=.4,Gn=\"#333\",Yn=\"#ccc\",Fn=\"#eee\",Un=dt,zn=5e-5;function Nn(t){return t>zn||t<-zn}var Zn=[],Pn=[],Wn=ht(),Vn=Math.abs,Hn=function(){function t(){}return t.prototype.getLocalTransform=function(e){return t.getLocalTransform(this,e)},t.prototype.setPosition=function(t){this.x=t[0],this.y=t[1]},t.prototype.setScale=function(t){this.scaleX=t[0],this.scaleY=t[1]},t.prototype.setSkew=function(t){this.skewX=t[0],this.skewY=t[1]},t.prototype.setOrigin=function(t){this.originX=t[0],this.originY=t[1]},t.prototype.needLocalTransform=function(){return Nn(this.rotation)||Nn(this.x)||Nn(this.y)||Nn(this.scaleX-1)||Nn(this.scaleY-1)||Nn(this.skewX)||Nn(this.skewY)},t.prototype.updateTransform=function(){var t=this.parent&&this.parent.transform,e=this.needLocalTransform(),n=this.transform;e||t?(n=n||ht(),e?this.getLocalTransform(n):Un(n),t&&(e?At(n,t,n):pt(n,t)),this.transform=n,this._resolveGlobalScaleRatio(n)):n&&Un(n)},t.prototype._resolveGlobalScaleRatio=function(t){var e=this.globalScaleRatio;if(null!=e&&1!==e){this.getGlobalScale(Zn);var n=Zn[0]<0?-1:1,i=Zn[1]<0?-1:1,r=((Zn[0]-n)*e+n)/Zn[0]||0,o=((Zn[1]-i)*e+i)/Zn[1]||0;t[0]*=r,t[1]*=r,t[2]*=o,t[3]*=o}this.invTransform=this.invTransform||ht(),yt(this.invTransform,t)},t.prototype.getComputedTransform=function(){var t=this,e=[];while(t)e.push(t),t=t.parent;while(t=e.pop())t.updateTransform();return this.transform},t.prototype.setLocalTransform=function(t){if(t){var e=t[0]*t[0]+t[1]*t[1],n=t[2]*t[2]+t[3]*t[3],i=Math.atan2(t[1],t[0]),r=Math.PI/2+i-Math.atan2(t[3],t[2]);n=Math.sqrt(n)*Math.cos(r),e=Math.sqrt(e),this.skewX=r,this.skewY=0,this.rotation=-i,this.x=+t[4],this.y=+t[5],this.scaleX=e,this.scaleY=n,this.originX=0,this.originY=0}},t.prototype.decomposeTransform=function(){if(this.transform){var t=this.parent,e=this.transform;t&&t.transform&&(At(Pn,t.invTransform,e),e=Pn);var n=this.originX,i=this.originY;(n||i)&&(Wn[4]=n,Wn[5]=i,At(Pn,e,Wn),Pn[4]-=n,Pn[5]-=i,e=Pn),this.setLocalTransform(e)}},t.prototype.getGlobalScale=function(t){var e=this.transform;return t=t||[],e?(t[0]=Math.sqrt(e[0]*e[0]+e[1]*e[1]),t[1]=Math.sqrt(e[2]*e[2]+e[3]*e[3]),e[0]<0&&(t[0]=-t[0]),e[3]<0&&(t[1]=-t[1]),t):(t[0]=1,t[1]=1,t)},t.prototype.transformCoordToLocal=function(t,e){var n=[t,e],i=this.invTransform;return i&&x(n,n,i),n},t.prototype.transformCoordToGlobal=function(t,e){var n=[t,e],i=this.transform;return i&&x(n,n,i),n},t.prototype.getLineScale=function(){var t=this.transform;return t&&Vn(t[0]-1)>1e-10&&Vn(t[3]-1)>1e-10?Math.sqrt(Vn(t[0]*t[3]-t[2]*t[1])):1},t.prototype.copyTransform=function(t){_n(this,t)},t.getLocalTransform=function(t,e){e=e||[];var n=t.originX||0,i=t.originY||0,r=t.scaleX,o=t.scaleY,a=t.anchorX,s=t.anchorY,l=t.rotation||0,u=t.x,c=t.y,h=t.skewX?Math.tan(t.skewX):0,d=t.skewY?Math.tan(-t.skewY):0;if(n||i||a||s){var p=n+a,A=i+s;e[4]=-p*r-h*A*o,e[5]=-A*o-d*p*r}else e[4]=e[5]=0;return e[0]=r,e[3]=o,e[1]=d*r,e[2]=h*o,l&&gt(e,e,l),e[4]+=n+u,e[5]+=i+c,e},t.initDefaultProps=function(){var e=t.prototype;e.scaleX=e.scaleY=e.globalScaleRatio=1,e.x=e.y=e.originX=e.originY=e.skewX=e.skewY=e.rotation=e.anchorX=e.anchorY=0}(),t}(),Xn=[\"x\",\"y\",\"originX\",\"originY\",\"anchorX\",\"anchorY\",\"rotation\",\"scaleX\",\"scaleY\",\"skewX\",\"skewY\"];function _n(t,e){for(var n=0;n<Xn.length;n++){var i=Xn[n];t[i]=e[i]}}var $n=Hn,ti=n(\"d51b\"),ei=n(\"726e\"),ni={};function ii(t,e){e=e||ei[\"a\"];var n=ni[e];n||(n=ni[e]=new ti[\"a\"](500));var i=n.get(t);return null==i&&(i=ei[\"d\"].measureText(t,e).width,n.put(t,i)),i}function ri(t,e,n,i){var r=ii(t,e),o=li(e),a=ai(0,r,n),s=si(0,o,i),l=new Dt(a,s,r,o);return l}function oi(t,e,n,i){var r=((t||\"\")+\"\").split(\"\\n\"),o=r.length;if(1===o)return ri(r[0],e,n,i);for(var a=new Dt(0,0,0,0),s=0;s<r.length;s++){var l=ri(r[s],e,n,i);0===s?a.copy(l):a.union(l)}return a}function ai(t,e,n){return\"right\"===n?t-=e:\"center\"===n&&(t-=e/2),t}function si(t,e,n){return\"middle\"===n?t-=e/2:\"bottom\"===n&&(t-=e),t}function li(t){return ii(\"国\",t)}function ui(t,e){return\"string\"===typeof t?t.lastIndexOf(\"%\")>=0?parseFloat(t)/100*e:parseFloat(t):t}function ci(t,e,n){var i=e.position||\"inside\",r=null!=e.distance?e.distance:5,o=n.height,a=n.width,s=o/2,l=n.x,u=n.y,c=\"left\",h=\"top\";if(i instanceof Array)l+=ui(i[0],n.width),u+=ui(i[1],n.height),c=null,h=null;else switch(i){case\"left\":l-=r,u+=s,c=\"right\",h=\"middle\";break;case\"right\":l+=r+a,u+=s,h=\"middle\";break;case\"top\":l+=a/2,u-=r,c=\"center\",h=\"bottom\";break;case\"bottom\":l+=a/2,u+=o+r,c=\"center\";break;case\"inside\":l+=a/2,u+=s,c=\"center\",h=\"middle\";break;case\"insideLeft\":l+=r,u+=s,h=\"middle\";break;case\"insideRight\":l+=a-r,u+=s,c=\"right\",h=\"middle\";break;case\"insideTop\":l+=a/2,u+=r,c=\"center\";break;case\"insideBottom\":l+=a/2,u+=o-r,c=\"center\",h=\"bottom\";break;case\"insideTopLeft\":l+=r,u+=r;break;case\"insideTopRight\":l+=a-r,u+=r,c=\"right\";break;case\"insideBottomLeft\":l+=r,u+=o-r,h=\"bottom\";break;case\"insideBottomRight\":l+=a-r,u+=o-r,c=\"right\",h=\"bottom\";break}return t=t||{},t.x=l,t.y=u,t.align=c,t.verticalAlign=h,t}var hi=\"__zr_normal__\",di=Xn.concat([\"ignore\"]),pi=Object(c[\"N\"])(Xn,(function(t,e){return t[e]=!0,t}),{ignore:!1}),Ai={},fi=new Dt(0,0,0,0),gi=function(){function t(t){this.id=Object(c[\"p\"])(),this.animators=[],this.currentStates=[],this.states={},this._init(t)}return t.prototype._init=function(t){this.attr(t)},t.prototype.drift=function(t,e,n){switch(this.draggable){case\"horizontal\":e=0;break;case\"vertical\":t=0;break}var i=this.transform;i||(i=this.transform=[1,0,0,1,0,0]),i[4]+=t,i[5]+=e,this.decomposeTransform(),this.markRedraw()},t.prototype.beforeUpdate=function(){},t.prototype.afterUpdate=function(){},t.prototype.update=function(){this.updateTransform(),this.__dirty&&this.updateInnerText()},t.prototype.updateInnerText=function(t){var e=this._textContent;if(e&&(!e.ignore||t)){this.textConfig||(this.textConfig={});var n=this.textConfig,i=n.local,r=e.innerTransformable,o=void 0,a=void 0,s=!1;r.parent=i?this:null;var l=!1;if(r.copyTransform(e),null!=n.position){var u=fi;n.layoutRect?u.copy(n.layoutRect):u.copy(this.getBoundingRect()),i||u.applyTransform(this.transform),this.calculateTextPosition?this.calculateTextPosition(Ai,n,u):ci(Ai,n,u),r.x=Ai.x,r.y=Ai.y,o=Ai.align,a=Ai.verticalAlign;var c=n.origin;if(c&&null!=n.rotation){var h=void 0,d=void 0;\"center\"===c?(h=.5*u.width,d=.5*u.height):(h=ui(c[0],u.width),d=ui(c[1],u.height)),l=!0,r.originX=-r.x+h+(i?0:u.x),r.originY=-r.y+d+(i?0:u.y)}}null!=n.rotation&&(r.rotation=n.rotation);var p=n.offset;p&&(r.x+=p[0],r.y+=p[1],l||(r.originX=-p[0],r.originY=-p[1]));var A=null==n.inside?\"string\"===typeof n.position&&n.position.indexOf(\"inside\")>=0:n.inside,f=this._innerTextDefaultStyle||(this._innerTextDefaultStyle={}),g=void 0,m=void 0,y=void 0;A&&this.canBeInsideText()?(g=n.insideFill,m=n.insideStroke,null!=g&&\"auto\"!==g||(g=this.getInsideTextFill()),null!=m&&\"auto\"!==m||(m=this.getInsideTextStroke(g),y=!0)):(g=n.outsideFill,m=n.outsideStroke,null!=g&&\"auto\"!==g||(g=this.getOutsideFill()),null!=m&&\"auto\"!==m||(m=this.getOutsideStroke(g),y=!0)),g=g||\"#000\",g===f.fill&&m===f.stroke&&y===f.autoStroke&&o===f.align&&a===f.verticalAlign||(s=!0,f.fill=g,f.stroke=m,f.autoStroke=y,f.align=o,f.verticalAlign=a,e.setDefaultTextStyle(f)),e.__dirty|=te,s&&e.dirtyStyle(!0)}},t.prototype.canBeInsideText=function(){return!0},t.prototype.getInsideTextFill=function(){return\"#fff\"},t.prototype.getInsideTextStroke=function(t){return\"#000\"},t.prototype.getOutsideFill=function(){return this.__zr&&this.__zr.isDarkMode()?Yn:Gn},t.prototype.getOutsideStroke=function(t){var e=this.__zr&&this.__zr.getBackgroundColor(),n=\"string\"===typeof e&&Object(Ye[\"g\"])(e);n||(n=[255,255,255,1]);for(var i=n[3],r=this.__zr.isDarkMode(),o=0;o<3;o++)n[o]=n[o]*i+(r?0:255)*(1-i);return n[3]=1,Object(Ye[\"h\"])(n,\"rgba\")},t.prototype.traverse=function(t,e){},t.prototype.attrKV=function(t,e){\"textConfig\"===t?this.setTextConfig(e):\"textContent\"===t?this.setTextContent(e):\"clipPath\"===t?this.setClipPath(e):\"extra\"===t?(this.extra=this.extra||{},Object(c[\"m\"])(this.extra,e)):this[t]=e},t.prototype.hide=function(){this.ignore=!0,this.markRedraw()},t.prototype.show=function(){this.ignore=!1,this.markRedraw()},t.prototype.attr=function(t,e){if(\"string\"===typeof t)this.attrKV(t,e);else if(Object(c[\"A\"])(t))for(var n=t,i=Object(c[\"F\"])(n),r=0;r<i.length;r++){var o=i[r];this.attrKV(o,t[o])}return this.markRedraw(),this},t.prototype.saveCurrentToNormalState=function(t){this._innerSaveToNormal(t);for(var e=this._normalState,n=0;n<this.animators.length;n++){var i=this.animators[n],r=i.__fromStateTransition;if(!(i.getLoop()||r&&r!==hi)){var o=i.targetName,a=o?e[o]:e;i.saveTo(a)}}},t.prototype._innerSaveToNormal=function(t){var e=this._normalState;e||(e=this._normalState={}),t.textConfig&&!e.textConfig&&(e.textConfig=this.textConfig),this._savePrimaryToNormal(t,e,di)},t.prototype._savePrimaryToNormal=function(t,e,n){for(var i=0;i<n.length;i++){var r=n[i];null==t[r]||r in e||(e[r]=this[r])}},t.prototype.hasState=function(){return this.currentStates.length>0},t.prototype.getState=function(t){return this.states[t]},t.prototype.ensureState=function(t){var e=this.states;return e[t]||(e[t]={}),e[t]},t.prototype.clearStates=function(t){this.useState(hi,!1,t)},t.prototype.useState=function(t,e,n,i){var r=t===hi,o=this.hasState();if(o||!r){var a=this.currentStates,s=this.stateTransition;if(!(Object(c[\"r\"])(a,t)>=0)||!e&&1!==a.length){var l;if(this.stateProxy&&!r&&(l=this.stateProxy(t)),l||(l=this.states&&this.states[t]),l||r){r||this.saveCurrentToNormalState(l);var u=!!(l&&l.hoverLayer||i);u&&this._toggleHoverLayerFlag(!0),this._applyStateObj(t,l,this._normalState,e,!n&&!this.__inHover&&s&&s.duration>0,s);var h=this._textContent,d=this._textGuide;return h&&h.useState(t,e,n,u),d&&d.useState(t,e,n,u),r?(this.currentStates=[],this._normalState={}):e?this.currentStates.push(t):this.currentStates=[t],this._updateAnimationTargets(),this.markRedraw(),!u&&this.__inHover&&(this._toggleHoverLayerFlag(!1),this.__dirty&=~te),l}Object(c[\"G\"])(\"State \"+t+\" not exists.\")}}},t.prototype.useStates=function(t,e,n){if(t.length){var i=[],r=this.currentStates,o=t.length,a=o===r.length;if(a)for(var s=0;s<o;s++)if(t[s]!==r[s]){a=!1;break}if(a)return;for(s=0;s<o;s++){var l=t[s],u=void 0;this.stateProxy&&(u=this.stateProxy(l,t)),u||(u=this.states[l]),u&&i.push(u)}var c=i[o-1],h=!!(c&&c.hoverLayer||n);h&&this._toggleHoverLayerFlag(!0);var d=this._mergeStates(i),p=this.stateTransition;this.saveCurrentToNormalState(d),this._applyStateObj(t.join(\",\"),d,this._normalState,!1,!e&&!this.__inHover&&p&&p.duration>0,p);var A=this._textContent,f=this._textGuide;A&&A.useStates(t,e,h),f&&f.useStates(t,e,h),this._updateAnimationTargets(),this.currentStates=t.slice(),this.markRedraw(),!h&&this.__inHover&&(this._toggleHoverLayerFlag(!1),this.__dirty&=~te)}else this.clearStates()},t.prototype._updateAnimationTargets=function(){for(var t=0;t<this.animators.length;t++){var e=this.animators[t];e.targetName&&e.changeTarget(this[e.targetName])}},t.prototype.removeState=function(t){var e=Object(c[\"r\"])(this.currentStates,t);if(e>=0){var n=this.currentStates.slice();n.splice(e,1),this.useStates(n)}},t.prototype.replaceState=function(t,e,n){var i=this.currentStates.slice(),r=Object(c[\"r\"])(i,t),o=Object(c[\"r\"])(i,e)>=0;r>=0?o?i.splice(r,1):i[r]=e:n&&!o&&i.push(e),this.useStates(i)},t.prototype.toggleState=function(t,e){e?this.useState(t,!0):this.removeState(t)},t.prototype._mergeStates=function(t){for(var e,n={},i=0;i<t.length;i++){var r=t[i];Object(c[\"m\"])(n,r),r.textConfig&&(e=e||{},Object(c[\"m\"])(e,r.textConfig))}return e&&(n.textConfig=e),n},t.prototype._applyStateObj=function(t,e,n,i,r,o){var a=!(e&&i);e&&e.textConfig?(this.textConfig=Object(c[\"m\"])({},i?this.textConfig:n.textConfig),Object(c[\"m\"])(this.textConfig,e.textConfig)):a&&n.textConfig&&(this.textConfig=n.textConfig);for(var s={},l=!1,u=0;u<di.length;u++){var h=di[u],d=r&&pi[h];e&&null!=e[h]?d?(l=!0,s[h]=e[h]):this[h]=e[h]:a&&null!=n[h]&&(d?(l=!0,s[h]=n[h]):this[h]=n[h])}if(!r)for(u=0;u<this.animators.length;u++){var p=this.animators[u],A=p.targetName;p.getLoop()||p.__changeFinalValue(A?(e||n)[A]:e||n)}l&&this._transitionState(t,s,o)},t.prototype._attachComponent=function(t){if((!t.__zr||t.__hostTarget)&&t!==this){var e=this.__zr;e&&t.addSelfToZr(e),t.__zr=e,t.__hostTarget=this}},t.prototype._detachComponent=function(t){t.__zr&&t.removeSelfFromZr(t.__zr),t.__zr=null,t.__hostTarget=null},t.prototype.getClipPath=function(){return this._clipPath},t.prototype.setClipPath=function(t){this._clipPath&&this._clipPath!==t&&this.removeClipPath(),this._attachComponent(t),this._clipPath=t,this.markRedraw()},t.prototype.removeClipPath=function(){var t=this._clipPath;t&&(this._detachComponent(t),this._clipPath=null,this.markRedraw())},t.prototype.getTextContent=function(){return this._textContent},t.prototype.setTextContent=function(t){var e=this._textContent;e!==t&&(e&&e!==t&&this.removeTextContent(),t.innerTransformable=new $n,this._attachComponent(t),this._textContent=t,this.markRedraw())},t.prototype.setTextConfig=function(t){this.textConfig||(this.textConfig={}),Object(c[\"m\"])(this.textConfig,t),this.markRedraw()},t.prototype.removeTextConfig=function(){this.textConfig=null,this.markRedraw()},t.prototype.removeTextContent=function(){var t=this._textContent;t&&(t.innerTransformable=null,this._detachComponent(t),this._textContent=null,this._innerTextDefaultStyle=null,this.markRedraw())},t.prototype.getTextGuideLine=function(){return this._textGuide},t.prototype.setTextGuideLine=function(t){this._textGuide&&this._textGuide!==t&&this.removeTextGuideLine(),this._attachComponent(t),this._textGuide=t,this.markRedraw()},t.prototype.removeTextGuideLine=function(){var t=this._textGuide;t&&(this._detachComponent(t),this._textGuide=null,this.markRedraw())},t.prototype.markRedraw=function(){this.__dirty|=te;var t=this.__zr;t&&(this.__inHover?t.refreshHover():t.refresh()),this.__hostTarget&&this.__hostTarget.markRedraw()},t.prototype.dirty=function(){this.markRedraw()},t.prototype._toggleHoverLayerFlag=function(t){this.__inHover=t;var e=this._textContent,n=this._textGuide;e&&(e.__inHover=t),n&&(n.__inHover=t)},t.prototype.addSelfToZr=function(t){if(this.__zr!==t){this.__zr=t;var e=this.animators;if(e)for(var n=0;n<e.length;n++)t.animation.addAnimator(e[n]);this._clipPath&&this._clipPath.addSelfToZr(t),this._textContent&&this._textContent.addSelfToZr(t),this._textGuide&&this._textGuide.addSelfToZr(t)}},t.prototype.removeSelfFromZr=function(t){if(this.__zr){this.__zr=null;var e=this.animators;if(e)for(var n=0;n<e.length;n++)t.animation.removeAnimator(e[n]);this._clipPath&&this._clipPath.removeSelfFromZr(t),this._textContent&&this._textContent.removeSelfFromZr(t),this._textGuide&&this._textGuide.removeSelfFromZr(t)}},t.prototype.animate=function(t,e,n){var i=t?this[t]:this;var r=new pn(i,e,n);return t&&(r.targetName=t),this.addAnimator(r,t),r},t.prototype.addAnimator=function(t,e){var n=this.__zr,i=this;t.during((function(){i.updateDuringAnimation(e)})).done((function(){var e=i.animators,n=Object(c[\"r\"])(e,t);n>=0&&e.splice(n,1)})),this.animators.push(t),n&&n.animation.addAnimator(t),n&&n.wakeUp()},t.prototype.updateDuringAnimation=function(t){this.markRedraw()},t.prototype.stopAnimation=function(t,e){for(var n=this.animators,i=n.length,r=[],o=0;o<i;o++){var a=n[o];t&&t!==a.scope?r.push(a):a.stop(e)}return this.animators=r,this},t.prototype.animateTo=function(t,e,n){mi(this,t,e,n)},t.prototype.animateFrom=function(t,e,n){mi(this,t,e,n,!0)},t.prototype._transitionState=function(t,e,n,i){for(var r=mi(this,e,n,i),o=0;o<r.length;o++)r[o].__fromStateTransition=t},t.prototype.getBoundingRect=function(){return null},t.prototype.getPaintRect=function(){return null},t.initDefaultProps=function(){var e=t.prototype;e.type=\"element\",e.name=\"\",e.ignore=e.silent=e.isGroup=e.draggable=e.dragging=e.ignoreClip=e.__inHover=!1,e.__dirty=te;function n(t,n,i,r){function o(t,e){Object.defineProperty(e,0,{get:function(){return t[i]},set:function(e){t[i]=e}}),Object.defineProperty(e,1,{get:function(){return t[r]},set:function(e){t[r]=e}})}Object.defineProperty(e,t,{get:function(){if(!this[n]){var t=this[n]=[];o(this,t)}return this[n]},set:function(t){this[i]=t[0],this[r]=t[1],this[n]=t,o(this,t)}})}Object.defineProperty&&(n(\"position\",\"_legacyPos\",\"x\",\"y\"),n(\"scale\",\"_legacyScale\",\"scaleX\",\"scaleY\"),n(\"origin\",\"_legacyOrigin\",\"originX\",\"originY\"))}(),t}();function mi(t,e,n,i,r){n=n||{};var o=[];Ei(t,\"\",t,e,n,i,o,r);var a=o.length,s=!1,l=n.done,u=n.aborted,c=function(){s=!0,a--,a<=0&&(s?l&&l():u&&u())},h=function(){a--,a<=0&&(s?l&&l():u&&u())};a||l&&l(),o.length>0&&n.during&&o[0].during((function(t,e){n.during(e)}));for(var d=0;d<o.length;d++){var p=o[d];c&&p.done(c),h&&p.aborted(h),n.force&&p.duration(n.duration),p.start(n.easing)}return o}function yi(t,e,n){for(var i=0;i<n;i++)t[i]=e[i]}function vi(t){return Object(c[\"u\"])(t[0])}function Ci(t,e,n){if(Object(c[\"u\"])(e[n]))if(Object(c[\"u\"])(t[n])||(t[n]=[]),Object(c[\"E\"])(e[n])){var i=e[n].length;t[n].length!==i&&(t[n]=new e[n].constructor(i),yi(t[n],e[n],i))}else{var r=e[n],o=t[n],a=r.length;if(vi(r))for(var s=r[0].length,l=0;l<a;l++)o[l]?yi(o[l],r[l],s):o[l]=Array.prototype.slice.call(r[l]);else yi(o,r,a);o.length=r.length}else t[n]=e[n]}function wi(t,e){return t===e||Object(c[\"u\"])(t)&&Object(c[\"u\"])(e)&&Ii(t,e)}function Ii(t,e){var n=t.length;if(n!==e.length)return!1;for(var i=0;i<n;i++)if(t[i]!==e[i])return!1;return!0}function Ei(t,e,n,i,r,o,a,s){for(var l=Object(c[\"F\"])(i),u=r.duration,h=r.delay,d=r.additive,p=r.setToFinal,A=!Object(c[\"A\"])(o),f=t.animators,g=[],m=0;m<l.length;m++){var y=l[m],v=i[y];if(null!=v&&null!=n[y]&&(A||o[y]))if(!Object(c[\"A\"])(v)||Object(c[\"u\"])(v)||Object(c[\"x\"])(v))g.push(y);else{if(e){s||(n[y]=v,t.updateDuringAnimation(e));continue}Ei(t,y,n[y],v,r,o&&o[y],a,s)}else s||(n[y]=v,t.updateDuringAnimation(e),g.push(y))}var C=g.length;if(!d&&C)for(var w=0;w<f.length;w++){var I=f[w];if(I.targetName===e){var E=I.stopTracks(g);if(E){var b=Object(c[\"r\"])(f,I);f.splice(b,1)}}}if(r.force||(g=Object(c[\"n\"])(g,(function(t){return!wi(i[t],n[t])})),C=g.length),C>0||r.force&&!a.length){var M=void 0,S=void 0,x=void 0;if(s){S={},p&&(M={});for(w=0;w<C;w++){y=g[w];S[y]=n[y],p?M[y]=i[y]:n[y]=i[y]}}else if(p){x={};for(w=0;w<C;w++){y=g[w];x[y]=Xe(n[y]),Ci(n,i,y)}}I=new pn(n,!1,!1,d?Object(c[\"n\"])(f,(function(t){return 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n=this._children,i=n.indexOf(e);i>=0&&(n.splice(i,0,t),this._doAdd(t))}return this},e.prototype.replace=function(t,e){var n=c[\"r\"](this._children,t);return n>=0&&this.replaceAt(e,n),this},e.prototype.replaceAt=function(t,e){var n=this._children,i=n[e];if(t&&t!==this&&t.parent!==this&&t!==i){n[e]=t,i.parent=null;var r=this.__zr;r&&i.removeSelfFromZr(r),this._doAdd(t)}return this},e.prototype._doAdd=function(t){t.parent&&t.parent.remove(t),t.parent=this;var e=this.__zr;e&&e!==t.__zr&&t.addSelfToZr(e),e&&e.refresh()},e.prototype.remove=function(t){var e=this.__zr,n=this._children,i=c[\"r\"](n,t);return i<0||(n.splice(i,1),t.parent=null,e&&t.removeSelfFromZr(e),e&&e.refresh()),this},e.prototype.removeAll=function(){for(var t=this._children,e=this.__zr,n=0;n<t.length;n++){var i=t[n];e&&i.removeSelfFromZr(e),i.parent=null}return t.length=0,this},e.prototype.eachChild=function(t,e){for(var n=this._children,i=0;i<n.length;i++){var r=n[i];t.call(e,r,i)}return this},e.prototype.traverse=function(t,e){for(var n=0;n<this._children.length;n++){var i=this._children[n],r=t.call(e,i);i.isGroup&&!r&&i.traverse(t,e)}return this},e.prototype.addSelfToZr=function(e){t.prototype.addSelfToZr.call(this,e);for(var n=0;n<this._children.length;n++){var i=this._children[n];i.addSelfToZr(e)}},e.prototype.removeSelfFromZr=function(e){t.prototype.removeSelfFromZr.call(this,e);for(var n=0;n<this._children.length;n++){var i=this._children[n];i.removeSelfFromZr(e)}},e.prototype.getBoundingRect=function(t){for(var e=new Dt(0,0,0,0),n=t||this._children,i=[],r=null,o=0;o<n.length;o++){var a=n[o];if(!a.ignore&&!a.invisible){var s=a.getBoundingRect(),l=a.getLocalTransform(i);l?(Dt.applyTransform(e,s,l),r=r||e.clone(),r.union(e)):(r=r||s.clone(),r.union(s))}}return r||e},e}(bi);Mi.prototype.type=\"group\";var Si=Mi,xi={},Bi={};\n/*!\n* ZRender, a high performance 2d drawing library.\n*\n* Copyright (c) 2013, Baidu Inc.\n* All rights reserved.\n*\n* LICENSE\n* https://github.com/ecomfe/zrender/blob/master/LICENSE.txt\n*/function ki(t){delete Bi[t]}function Qi(t){if(!t)return!1;if(\"string\"===typeof t)return Object(Ye[\"d\"])(t,1)<Jn;if(t.colorStops){for(var e=t.colorStops,n=0,i=e.length,r=0;r<i;r++)n+=Object(Ye[\"d\"])(e[r].color,1);return n/=i,n<Jn}return!1}var Di=function(){function t(t,e,n){var i=this;this._sleepAfterStill=10,this._stillFrameAccum=0,this._needsRefresh=!0,this._needsRefreshHover=!0,this._darkMode=!1,n=n||{},this.dom=e,this.id=t;var r=new le,o=n.renderer||\"canvas\";xi[o]||(o=c[\"F\"](xi)[0]),n.useDirtyRect=null!=n.useDirtyRect&&n.useDirtyRect;var a=new xi[o](e,r,n,t),s=n.ssr||a.ssrOnly;this.storage=r,this.painter=a;var l,h=u[\"a\"].node||u[\"a\"].worker||s?null:new Rn(a.getViewportRoot(),a.root),d=n.useCoarsePointer,p=null==d||\"auto\"===d?u[\"a\"].touchEventsSupported:!!d,A=44;p&&(l=c[\"P\"](n.pointerSize,A)),this.handler=new Ut(r,a,h,a.root,l),this.animation=new gn({stage:{update:s?null:function(){return i._flush(!0)}}}),s||this.animation.start()}return t.prototype.add=function(t){t&&(this.storage.addRoot(t),t.addSelfToZr(this),this.refresh())},t.prototype.remove=function(t){t&&(this.storage.delRoot(t),t.removeSelfFromZr(this),this.refresh())},t.prototype.configLayer=function(t,e){this.painter.configLayer&&this.painter.configLayer(t,e),this.refresh()},t.prototype.setBackgroundColor=function(t){this.painter.setBackgroundColor&&this.painter.setBackgroundColor(t),this.refresh(),this._backgroundColor=t,this._darkMode=Qi(t)},t.prototype.getBackgroundColor=function(){return this._backgroundColor},t.prototype.setDarkMode=function(t){this._darkMode=t},t.prototype.isDarkMode=function(){return this._darkMode},t.prototype.refreshImmediately=function(t){t||this.animation.update(!0),this._needsRefresh=!1,this.painter.refresh(),this._needsRefresh=!1},t.prototype.refresh=function(){this._needsRefresh=!0,this.animation.start()},t.prototype.flush=function(){this._flush(!1)},t.prototype._flush=function(t){var e,n=An();this._needsRefresh&&(e=!0,this.refreshImmediately(t)),this._needsRefreshHover&&(e=!0,this.refreshHoverImmediately());var i=An();e?(this._stillFrameAccum=0,this.trigger(\"rendered\",{elapsedTime:i-n})):this._sleepAfterStill>0&&(this._stillFrameAccum++,this._stillFrameAccum>this._sleepAfterStill&&this.animation.stop())},t.prototype.setSleepAfterStill=function(t){this._sleepAfterStill=t},t.prototype.wakeUp=function(){this.animation.start(),this._stillFrameAccum=0},t.prototype.refreshHover=function(){this._needsRefreshHover=!0},t.prototype.refreshHoverImmediately=function(){this._needsRefreshHover=!1,this.painter.refreshHover&&\"canvas\"===this.painter.getType()&&this.painter.refreshHover()},t.prototype.resize=function(t){t=t||{},this.painter.resize(t.width,t.height),this.handler.resize()},t.prototype.clearAnimation=function(){this.animation.clear()},t.prototype.getWidth=function(){return this.painter.getWidth()},t.prototype.getHeight=function(){return this.painter.getHeight()},t.prototype.setCursorStyle=function(t){this.handler.setCursorStyle(t)},t.prototype.findHover=function(t,e){return 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t=this.data;t instanceof Array&&(t.length=this._len,Aa&&this._len>11&&(this.data=new Float32Array(t)))}},t.prototype.getBoundingRect=function(){ia[0]=ia[1]=oa[0]=oa[1]=Number.MAX_VALUE,ra[0]=ra[1]=aa[0]=aa[1]=-Number.MAX_VALUE;var t,e=this.data,n=0,i=0,r=0,o=0;for(t=0;t<this._len;){var a=e[t++],s=1===t;switch(s&&(n=e[t],i=e[t+1],r=n,o=i),a){case ta.M:n=r=e[t++],i=o=e[t++],oa[0]=r,oa[1]=o,aa[0]=r,aa[1]=o;break;case ta.L:Wo(n,i,e[t],e[t+1],oa,aa),n=e[t++],i=e[t++];break;case ta.C:Xo(n,i,e[t++],e[t++],e[t++],e[t++],e[t],e[t+1],oa,aa),n=e[t++],i=e[t++];break;case ta.Q:_o(n,i,e[t++],e[t++],e[t],e[t+1],oa,aa),n=e[t++],i=e[t++];break;case ta.A:var l=e[t++],u=e[t++],c=e[t++],h=e[t++],d=e[t++],p=e[t++]+d;t+=1;var A=!e[t++];s&&(r=ua(d)*c+l,o=ca(d)*h+u),$o(l,u,c,h,d,p,A,oa,aa),n=ua(p)*c+l,i=ca(p)*h+u;break;case ta.R:r=n=e[t++],o=i=e[t++];var f=e[t++],g=e[t++];Wo(r,o,r+f,o+g,oa,aa);break;case ta.Z:n=r,i=o;break}B(ia,ia,oa),k(ra,ra,aa)}return 0===t&&(ia[0]=ia[1]=ra[0]=ra[1]=0),new 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this._pathLen=u,u},t.prototype.rebuildPath=function(t,e){var n,i,r,o,a,s,l,u,c,h,d,p=this.data,A=this._ux,f=this._uy,g=this._len,m=e<1,y=0,v=0,C=0;if(!m||(this._pathSegLen||this._calculateLength(),l=this._pathSegLen,u=this._pathLen,c=e*u,c))t:for(var w=0;w<g;){var I=p[w++],E=1===w;switch(E&&(r=p[w],o=p[w+1],n=r,i=o),I!==ta.L&&C>0&&(t.lineTo(h,d),C=0),I){case ta.M:n=r=p[w++],i=o=p[w++],t.moveTo(r,o);break;case ta.L:a=p[w++],s=p[w++];var b=ha(a-r),M=ha(s-o);if(b>A||M>f){if(m){var S=l[v++];if(y+S>c){var x=(c-y)/S;t.lineTo(r*(1-x)+a*x,o*(1-x)+s*x);break t}y+=S}t.lineTo(a,s),r=a,o=s,C=0}else{var B=b*b+M*M;B>C&&(h=a,d=s,C=B)}break;case ta.C:var k=p[w++],Q=p[w++],D=p[w++],K=p[w++],q=p[w++],O=p[w++];if(m){S=l[v++];if(y+S>c){x=(c-y)/S;xe(r,k,D,q,x,ea),xe(o,Q,K,O,x,na),t.bezierCurveTo(ea[1],na[1],ea[2],na[2],ea[3],na[3]);break t}y+=S}t.bezierCurveTo(k,Q,D,K,q,O),r=q,o=O;break;case 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e.data=n.slice?n.slice():Array.prototype.slice.call(n),e._len=this._len,e},t.CMD=ta,t.initDefaultProps=function(){var e=t.prototype;e._saveData=!0,e._ux=0,e._uy=0,e._pendingPtDist=0,e._version=0}(),t}(),va=ya;function Ca(t,e,n,i,r,o,a){if(0===r)return!1;var s=r,l=0,u=t;if(a>e+s&&a>i+s||a<e-s&&a<i-s||o>t+s&&o>n+s||o<t-s&&o<n-s)return!1;if(t===n)return Math.abs(o-t)<=s/2;l=(e-i)/(t-n),u=(t*i-n*e)/(t-n);var c=l*o-a+u,h=c*c/(l*l+1);return h<=s/2*s/2}function wa(t,e,n,i,r,o,a,s,l,u,c){if(0===l)return!1;var h=l;if(c>e+h&&c>i+h&&c>o+h&&c>s+h||c<e-h&&c<i-h&&c<o-h&&c<s-h||u>t+h&&u>n+h&&u>r+h&&u>a+h||u<t-h&&u<n-h&&u<r-h&&u<a-h)return!1;var d=Be(t,e,n,i,r,o,a,s,u,c,null);return d<=h/2}function Ia(t,e,n,i,r,o,a,s,l){if(0===a)return!1;var u=a;if(l>e+u&&l>i+u&&l>o+u||l<e-u&&l<i-u&&l<o-u||s>t+u&&s>n+u&&s>r+u||s<t-u&&s<n-u&&s<r-u)return!1;var c=Le(t,e,n,i,r,o,s,l,null);return c<=u/2}var Ea=2*Math.PI;function ba(t){return t%=Ea,t<0&&(t+=Ea),t}var Ma=2*Math.PI;function Sa(t,e,n,i,r,o,a,s,l){if(0===a)return!1;var u=a;s-=t,l-=e;var c=Math.sqrt(s*s+l*l);if(c-u>n||c+u<n)return!1;if(Math.abs(i-r)%Ma<1e-4)return!0;if(o){var h=i;i=ba(r),r=ba(h)}else i=ba(i),r=ba(r);i>r&&(r+=Ma);var d=Math.atan2(l,s);return d<0&&(d+=Ma),d>=i&&d<=r||d+Ma>=i&&d+Ma<=r}function xa(t,e,n,i,r,o){if(o>e&&o>i||o<e&&o<i)return 0;if(i===e)return 0;var a=(o-e)/(i-e),s=i<e?1:-1;1!==a&&0!==a||(s=i<e?.5:-.5);var l=a*(n-t)+t;return l===r?1/0:l>r?s:0}var Ba=va.CMD,ka=2*Math.PI,Qa=1e-4;function Da(t,e){return Math.abs(t-e)<Qa}var Ka=[-1,-1,-1],qa=[-1,-1];function Oa(){var t=qa[0];qa[0]=qa[1],qa[1]=t}function La(t,e,n,i,r,o,a,s,l,u){if(u>e&&u>i&&u>o&&u>s||u<e&&u<i&&u<o&&u<s)return 0;var c=Me(e,i,o,s,u,Ka);if(0===c)return 0;for(var h=0,d=-1,p=void 0,A=void 0,f=0;f<c;f++){var g=Ka[f],m=0===g||1===g?.5:1,y=Ee(t,n,r,a,g);y<l||(d<0&&(d=Se(e,i,o,s,qa),qa[1]<qa[0]&&d>1&&Oa(),p=Ee(e,i,o,s,qa[0]),d>1&&(A=Ee(e,i,o,s,qa[1]))),2===d?g<qa[0]?h+=p<e?m:-m:g<qa[1]?h+=A<p?m:-m:h+=s<A?m:-m:g<qa[0]?h+=p<e?m:-m:h+=s<p?m:-m)}return h}function Ra(t,e,n,i,r,o,a,s){if(s>e&&s>i&&s>o||s<e&&s<i&&s<o)return 0;var l=Ke(e,i,o,s,Ka);if(0===l)return 0;var u=qe(e,i,o);if(u>=0&&u<=1){for(var c=0,h=Qe(e,i,o,u),d=0;d<l;d++){var p=0===Ka[d]||1===Ka[d]?.5:1,A=Qe(t,n,r,Ka[d]);A<a||(Ka[d]<u?c+=h<e?p:-p:c+=o<h?p:-p)}return c}p=0===Ka[0]||1===Ka[0]?.5:1,A=Qe(t,n,r,Ka[0]);return A<a?0:o<e?p:-p}function ja(t,e,n,i,r,o,a,s){if(s-=e,s>n||s<-n)return 0;var l=Math.sqrt(n*n-s*s);Ka[0]=-l,Ka[1]=l;var u=Math.abs(i-r);if(u<1e-4)return 0;if(u>=ka-1e-4){i=0,r=ka;var c=o?1:-1;return a>=Ka[0]+t&&a<=Ka[1]+t?c:0}if(i>r){var h=i;i=r,r=h}i<0&&(i+=ka,r+=ka);for(var d=0,p=0;p<2;p++){var A=Ka[p];if(A+t>a){var f=Math.atan2(s,A);c=o?1:-1;f<0&&(f=ka+f),(f>=i&&f<=r||f+ka>=i&&f+ka<=r)&&(f>Math.PI/2&&f<1.5*Math.PI&&(c=-c),d+=c)}}return d}function Ta(t,e,n,i,r){for(var o,a,s=t.data,l=t.len(),u=0,c=0,h=0,d=0,p=0,A=0;A<l;){var f=s[A++],g=1===A;switch(f===Ba.M&&A>1&&(n||(u+=xa(c,h,d,p,i,r))),g&&(c=s[A],h=s[A+1],d=c,p=h),f){case Ba.M:d=s[A++],p=s[A++],c=d,h=p;break;case Ba.L:if(n){if(Ca(c,h,s[A],s[A+1],e,i,r))return!0}else u+=xa(c,h,s[A],s[A+1],i,r)||0;c=s[A++],h=s[A++];break;case Ba.C:if(n){if(wa(c,h,s[A++],s[A++],s[A++],s[A++],s[A],s[A+1],e,i,r))return!0}else u+=La(c,h,s[A++],s[A++],s[A++],s[A++],s[A],s[A+1],i,r)||0;c=s[A++],h=s[A++];break;case Ba.Q:if(n){if(Ia(c,h,s[A++],s[A++],s[A],s[A+1],e,i,r))return!0}else u+=Ra(c,h,s[A++],s[A++],s[A],s[A+1],i,r)||0;c=s[A++],h=s[A++];break;case Ba.A:var m=s[A++],y=s[A++],v=s[A++],C=s[A++],w=s[A++],I=s[A++];A+=1;var E=!!(1-s[A++]);o=Math.cos(w)*v+m,a=Math.sin(w)*C+y,g?(d=o,p=a):u+=xa(c,h,o,a,i,r);var b=(i-m)*C/v+m;if(n){if(Sa(m,y,C,w,w+I,E,e,b,r))return!0}else 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null!=e&&\"none\"!==e},e.prototype.getBoundingRect=function(){var t=this._rect,e=this.style,n=!t;if(n){var i=!1;this.path||(i=!0,this.createPathProxy());var r=this.path;(i||this.__dirty&ne)&&(r.beginPath(),this.buildPath(r,this.shape,!1),this.pathUpdated()),t=r.getBoundingRect()}if(this._rect=t,this.hasStroke()&&this.path&&this.path.len()>0){var o=this._rectStroke||(this._rectStroke=t.clone());if(this.__dirty||n){o.copy(t);var a=e.strokeNoScale?this.getLineScale():1,s=e.lineWidth;if(!this.hasFill()){var l=this.strokeContainThreshold;s=Math.max(s,null==l?4:l)}a>1e-10&&(o.width+=s/a,o.height+=s/a,o.x-=s/a/2,o.y-=s/a/2)}return o}return t},e.prototype.contain=function(t,e){var n=this.transformCoordToLocal(t,e),i=this.getBoundingRect(),r=this.style;if(t=n[0],e=n[1],i.contain(t,e)){var o=this.path;if(this.hasStroke()){var a=r.lineWidth,s=r.strokeNoScale?this.getLineScale():1;if(s>1e-10&&(this.hasFill()||(a=Math.max(a,this.strokeContainThreshold)),Ga(o,a/s,t,e)))return!0}if(this.hasFill())return Ja(o,t,e)}return!1},e.prototype.dirtyShape=function(){this.__dirty|=ne,this._rect&&(this._rect=null),this._decalEl&&this._decalEl.dirtyShape(),this.markRedraw()},e.prototype.dirty=function(){this.dirtyStyle(),this.dirtyShape()},e.prototype.animateShape=function(t){return this.animate(\"shape\",t)},e.prototype.updateDuringAnimation=function(t){\"style\"===t?this.dirtyStyle():\"shape\"===t?this.dirtyShape():this.markRedraw()},e.prototype.attrKV=function(e,n){\"shape\"===e?this.setShape(n):t.prototype.attrKV.call(this,e,n)},e.prototype.setShape=function(t,e){var n=this.shape;return n||(n=this.shape={}),\"string\"===typeof t?n[t]=e:Object(c[\"m\"])(n,t),this.dirtyShape(),this},e.prototype.shapeChanged=function(){return!!(this.__dirty&ne)},e.prototype.createStyle=function(t){return Object(c[\"g\"])(Ya,t)},e.prototype._innerSaveToNormal=function(e){t.prototype._innerSaveToNormal.call(this,e);var n=this._normalState;e.shape&&!n.shape&&(n.shape=Object(c[\"m\"])({},this.shape))},e.prototype._applyStateObj=function(e,n,i,r,o,a){t.prototype._applyStateObj.call(this,e,n,i,r,o,a);var s,l=!(n&&r);if(n&&n.shape?o?r?s=n.shape:(s=Object(c[\"m\"])({},i.shape),Object(c[\"m\"])(s,n.shape)):(s=Object(c[\"m\"])({},r?this.shape:i.shape),Object(c[\"m\"])(s,n.shape)):l&&(s=i.shape),s)if(o){this.shape=Object(c[\"m\"])({},this.shape);for(var u={},h=Object(c[\"F\"])(s),d=0;d<h.length;d++){var p=h[d];\"object\"===typeof s[p]?this.shape[p]=s[p]:u[p]=s[p]}this._transitionState(e,{shape:u},a)}else this.shape=s,this.dirtyShape()},e.prototype._mergeStates=function(e){for(var n,i=t.prototype._mergeStates.call(this,e),r=0;r<e.length;r++){var o=e[r];o.shape&&(n=n||{},this._mergeStyle(n,o.shape))}return n&&(i.shape=n),i},e.prototype.getAnimationStyleProps=function(){return 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null!=e&&\"none\"!==e},e.prototype.createStyle=function(t){return Object(c[\"g\"])(Za,t)},e.prototype.setBoundingRect=function(t){this._rect=t},e.prototype.getBoundingRect=function(){var t=this.style;if(!this._rect){var e=t.text;null!=e?e+=\"\":e=\"\";var n=oi(e,t.font,t.textAlign,t.textBaseline);if(n.x+=t.x||0,n.y+=t.y||0,this.hasStroke()){var i=t.lineWidth;n.x-=i/2,n.y-=i/2,n.width+=i,n.height+=i}this._rect=n}return this._rect},e.initDefaultProps=function(){var t=e.prototype;t.dirtyRectTolerance=10}(),e}(To);Pa.prototype.type=\"tspan\";var Wa=Pa,Va=Object(c[\"i\"])({x:0,y:0},Qo),Ha={style:Object(c[\"i\"])({x:!0,y:!0,width:!0,height:!0,sx:!0,sy:!0,sWidth:!0,sHeight:!0},Do.style)};function Xa(t){return!!(t&&\"string\"!==typeof t&&t.width&&t.height)}var _a=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return l(e,t),e.prototype.createStyle=function(t){return Object(c[\"g\"])(Va,t)},e.prototype._getSize=function(t){var e=this.style,n=e[t];if(null!=n)return n;var i=Xa(e.image)?e.image:this.__image;if(!i)return 0;var r=\"width\"===t?\"height\":\"width\",o=e[r];return null==o?i[t]:i[t]/i[r]*o},e.prototype.getWidth=function(){return this._getSize(\"width\")},e.prototype.getHeight=function(){return this._getSize(\"height\")},e.prototype.getAnimationStyleProps=function(){return Ha},e.prototype.getBoundingRect=function(){var t=this.style;return this._rect||(this._rect=new Dt(t.x||0,t.y||0,this.getWidth(),this.getHeight())),this._rect},e}(To);_a.prototype.type=\"image\";var $a=_a;function ts(t,e){var n,i,r,o,a,s=e.x,l=e.y,u=e.width,c=e.height,h=e.r;u<0&&(s+=u,u=-u),c<0&&(l+=c,c=-c),\"number\"===typeof h?n=i=r=o=h:h instanceof Array?1===h.length?n=i=r=o=h[0]:2===h.length?(n=r=h[0],i=o=h[1]):3===h.length?(n=h[0],i=o=h[1],r=h[2]):(n=h[0],i=h[1],r=h[2],o=h[3]):n=i=r=o=0,n+i>u&&(a=n+i,n*=u/a,i*=u/a),r+o>u&&(a=r+o,r*=u/a,o*=u/a),i+r>c&&(a=i+r,i*=c/a,r*=c/a),n+o>c&&(a=n+o,n*=c/a,o*=c/a),t.moveTo(s+n,l),t.lineTo(s+u-i,l),0!==i&&t.arc(s+u-i,l+i,i,-Math.PI/2,0),t.lineTo(s+u,l+c-r),0!==r&&t.arc(s+u-r,l+c-r,r,0,Math.PI/2),t.lineTo(s+o,l+c),0!==o&&t.arc(s+o,l+c-o,o,Math.PI/2,Math.PI),t.lineTo(s,l+n),0!==n&&t.arc(s+n,l+n,n,Math.PI,1.5*Math.PI)}var es=Math.round;function ns(t,e,n){if(e){var i=e.x1,r=e.x2,o=e.y1,a=e.y2;t.x1=i,t.x2=r,t.y1=o,t.y2=a;var s=n&&n.lineWidth;return s?(es(2*i)===es(2*r)&&(t.x1=t.x2=rs(i,s,!0)),es(2*o)===es(2*a)&&(t.y1=t.y2=rs(o,s,!0)),t):t}}function is(t,e,n){if(e){var i=e.x,r=e.y,o=e.width,a=e.height;t.x=i,t.y=r,t.width=o,t.height=a;var s=n&&n.lineWidth;return s?(t.x=rs(i,s,!0),t.y=rs(r,s,!0),t.width=Math.max(rs(i+o,s,!1)-t.x,0===o?0:1),t.height=Math.max(rs(r+a,s,!1)-t.y,0===a?0:1),t):t}}function rs(t,e,n){if(!e)return t;var i=es(2*t);return(i+es(e))%2===0?i/2:(i+(n?1:-1))/2}var os=function(){function t(){this.x=0,this.y=0,this.width=0,this.height=0}return t}(),as={},ss=function(t){function e(e){return t.call(this,e)||this}return l(e,t),e.prototype.getDefaultShape=function(){return new os},e.prototype.buildPath=function(t,e){var n,i,r,o;if(this.subPixelOptimize){var a=is(as,e,this.style);n=a.x,i=a.y,r=a.width,o=a.height,a.r=e.r,e=a}else n=e.x,i=e.y,r=e.width,o=e.height;e.r?ts(t,e):t.rect(n,i,r,o)},e.prototype.isZeroArea=function(){return!this.shape.width||!this.shape.height},e}(Na);ss.prototype.type=\"rect\";var ls=ss,us={fill:\"#000\"},cs=2,hs={style:Object(c[\"i\"])({fill:!0,stroke:!0,fillOpacity:!0,strokeOpacity:!0,lineWidth:!0,fontSize:!0,lineHeight:!0,width:!0,height:!0,textShadowColor:!0,textShadowBlur:!0,textShadowOffsetX:!0,textShadowOffsetY:!0,backgroundColor:!0,padding:!0,borderColor:!0,borderWidth:!0,borderRadius:!0},Do.style)},ds=function(t){function e(e){var n=t.call(this)||this;return n.type=\"text\",n._children=[],n._defaultStyle=us,n.attr(e),n}return l(e,t),e.prototype.childrenRef=function(){return this._children},e.prototype.update=function(){t.prototype.update.call(this),this.styleChanged()&&this._updateSubTexts();for(var e=0;e<this._children.length;e++){var n=this._children[e];n.zlevel=this.zlevel,n.z=this.z,n.z2=this.z2,n.culling=this.culling,n.cursor=this.cursor,n.invisible=this.invisible}},e.prototype.updateTransform=function(){var e=this.innerTransformable;e?(e.updateTransform(),e.transform&&(this.transform=e.transform)):t.prototype.updateTransform.call(this)},e.prototype.getLocalTransform=function(e){var n=this.innerTransformable;return n?n.getLocalTransform(e):t.prototype.getLocalTransform.call(this,e)},e.prototype.getComputedTransform=function(){return this.__hostTarget&&(this.__hostTarget.getComputedTransform(),this.__hostTarget.updateInnerText(!0)),t.prototype.getComputedTransform.call(this)},e.prototype._updateSubTexts=function(){this._childCursor=0,vs(this.style),this.style.rich?this._updateRichTexts():this._updatePlainTexts(),this._children.length=this._childCursor,this.styleUpdated()},e.prototype.addSelfToZr=function(e){t.prototype.addSelfToZr.call(this,e);for(var n=0;n<this._children.length;n++)this._children[n].__zr=e},e.prototype.removeSelfFromZr=function(e){t.prototype.removeSelfFromZr.call(this,e);for(var n=0;n<this._children.length;n++)this._children[n].__zr=null},e.prototype.getBoundingRect=function(){if(this.styleChanged()&&this._updateSubTexts(),!this._rect){for(var t=new Dt(0,0,0,0),e=this._children,n=[],i=null,r=0;r<e.length;r++){var o=e[r],a=o.getBoundingRect(),s=o.getLocalTransform(n);s?(t.copy(a),t.applyTransform(s),i=i||t.clone(),i.union(t)):(i=i||a.clone(),i.union(a))}this._rect=i||t}return this._rect},e.prototype.setDefaultTextStyle=function(t){this._defaultStyle=t||us},e.prototype.setTextContent=function(t){0},e.prototype._mergeStyle=function(t,e){if(!e)return t;var n=e.rich,i=t.rich||n&&{};return Object(c[\"m\"])(t,e),n&&i?(this._mergeRich(i,n),t.rich=i):i&&(t.rich=i),t},e.prototype._mergeRich=function(t,e){for(var n=Object(c[\"F\"])(e),i=0;i<n.length;i++){var r=n[i];t[r]=t[r]||{},Object(c[\"m\"])(t[r],e[r])}},e.prototype.getAnimationStyleProps=function(){return hs},e.prototype._getOrCreateChild=function(t){var e=this._children[this._childCursor];return e&&e instanceof t||(e=new t),this._children[this._childCursor++]=e,e.__zr=this.__zr,e.parent=this,e},e.prototype._updatePlainTexts=function(){var t=this.style,e=t.font||ei[\"a\"],n=t.padding,i=bs(t),r=vo(i,t),o=Ms(t),a=!!t.backgroundColor,s=r.outerHeight,l=r.outerWidth,u=r.contentWidth,c=r.lines,h=r.lineHeight,d=this._defaultStyle,p=t.x||0,A=t.y||0,f=t.align||d.align||\"left\",g=t.verticalAlign||d.verticalAlign||\"top\",m=p,y=si(A,r.contentHeight,g);if(o||n){var v=ai(p,l,f),C=si(A,s,g);o&&this._renderBackground(t,t,v,C,l,s)}y+=h/2,n&&(m=Es(p,f,n),\"top\"===g?y+=n[0]:\"bottom\"===g&&(y-=n[2]));for(var w=0,I=!1,E=(Is(\"fill\"in t?t.fill:(I=!0,d.fill))),b=(ws(\"stroke\"in t?t.stroke:a||d.autoStroke&&!I?null:(w=cs,d.stroke))),M=t.textShadowBlur>0,S=null!=t.width&&(\"truncate\"===t.overflow||\"break\"===t.overflow||\"breakAll\"===t.overflow),x=r.calculatedLineHeight,B=0;B<c.length;B++){var k=this._getOrCreateChild(Wa),Q=k.createStyle();k.useStyle(Q),Q.text=c[B],Q.x=m,Q.y=y,f&&(Q.textAlign=f),Q.textBaseline=\"middle\",Q.opacity=t.opacity,Q.strokeFirst=!0,M&&(Q.shadowBlur=t.textShadowBlur||0,Q.shadowColor=t.textShadowColor||\"transparent\",Q.shadowOffsetX=t.textShadowOffsetX||0,Q.shadowOffsetY=t.textShadowOffsetY||0),Q.stroke=b,Q.fill=E,b&&(Q.lineWidth=t.lineWidth||w,Q.lineDash=t.lineDash,Q.lineDashOffset=t.lineDashOffset||0),Q.font=e,ms(Q,t),y+=h,S&&k.setBoundingRect(new Dt(ai(Q.x,t.width,Q.textAlign),si(Q.y,x,Q.textBaseline),u,x))}},e.prototype._updateRichTexts=function(){var t=this.style,e=bs(t),n=Eo(e,t),i=n.width,r=n.outerWidth,o=n.outerHeight,a=t.padding,s=t.x||0,l=t.y||0,u=this._defaultStyle,c=t.align||u.align,h=t.verticalAlign||u.verticalAlign,d=ai(s,r,c),p=si(l,o,h),A=d,f=p;a&&(A+=a[3],f+=a[0]);var g=A+i;Ms(t)&&this._renderBackground(t,t,d,p,r,o);for(var m=!!t.backgroundColor,y=0;y<n.lines.length;y++){var v=n.lines[y],C=v.tokens,w=C.length,I=v.lineHeight,E=v.width,b=0,M=A,S=g,x=w-1,B=void 0;while(b<w&&(B=C[b],!B.align||\"left\"===B.align))this._placeToken(B,t,I,f,M,\"left\",m),E-=B.width,M+=B.width,b++;while(x>=0&&(B=C[x],\"right\"===B.align))this._placeToken(B,t,I,f,S,\"right\",m),E-=B.width,S-=B.width,x--;M+=(i-(M-A)-(g-S)-E)/2;while(b<=x)B=C[b],this._placeToken(B,t,I,f,M+B.width/2,\"center\",m),M+=B.width,b++;f+=I}},e.prototype._placeToken=function(t,e,n,i,r,o,a){var s=e.rich[t.styleName]||{};s.text=t.text;var l=t.verticalAlign,u=i+n/2;\"top\"===l?u=i+t.height/2:\"bottom\"===l&&(u=i+n-t.height/2);var h=!t.isLineHolder&&Ms(s);h&&this._renderBackground(s,e,\"right\"===o?r-t.width:\"center\"===o?r-t.width/2:r,u-t.height/2,t.width,t.height);var d=!!s.backgroundColor,p=t.textPadding;p&&(r=Es(r,o,p),u-=t.height/2-p[0]-t.innerHeight/2);var A=this._getOrCreateChild(Wa),f=A.createStyle();A.useStyle(f);var g=this._defaultStyle,m=!1,y=0,v=Is(\"fill\"in s?s.fill:\"fill\"in e?e.fill:(m=!0,g.fill)),C=ws(\"stroke\"in s?s.stroke:\"stroke\"in e?e.stroke:d||a||g.autoStroke&&!m?null:(y=cs,g.stroke)),w=s.textShadowBlur>0||e.textShadowBlur>0;f.text=t.text,f.x=r,f.y=u,w&&(f.shadowBlur=s.textShadowBlur||e.textShadowBlur||0,f.shadowColor=s.textShadowColor||e.textShadowColor||\"transparent\",f.shadowOffsetX=s.textShadowOffsetX||e.textShadowOffsetX||0,f.shadowOffsetY=s.textShadowOffsetY||e.textShadowOffsetY||0),f.textAlign=o,f.textBaseline=\"middle\",f.font=t.font||ei[\"a\"],f.opacity=Object(c[\"Q\"])(s.opacity,e.opacity,1),ms(f,s),C&&(f.lineWidth=Object(c[\"Q\"])(s.lineWidth,e.lineWidth,y),f.lineDash=Object(c[\"P\"])(s.lineDash,e.lineDash),f.lineDashOffset=e.lineDashOffset||0,f.stroke=C),v&&(f.fill=v);var I=t.contentWidth,E=t.contentHeight;A.setBoundingRect(new Dt(ai(f.x,I,f.textAlign),si(f.y,E,f.textBaseline),I,E))},e.prototype._renderBackground=function(t,e,n,i,r,o){var a,s,l=t.backgroundColor,u=t.borderWidth,h=t.borderColor,d=l&&l.image,p=l&&!d,A=t.borderRadius,f=this;if(p||t.lineHeight||u&&h){a=this._getOrCreateChild(ls),a.useStyle(a.createStyle()),a.style.fill=null;var g=a.shape;g.x=n,g.y=i,g.width=r,g.height=o,g.r=A,a.dirtyShape()}if(p){var m=a.style;m.fill=l||null,m.fillOpacity=Object(c[\"P\"])(t.fillOpacity,1)}else if(d){s=this._getOrCreateChild($a),s.onload=function(){f.dirtyStyle()};var y=s.style;y.image=l.image,y.x=n,y.y=i,y.width=r,y.height=o}if(u&&h){m=a.style;m.lineWidth=u,m.stroke=h,m.strokeOpacity=Object(c[\"P\"])(t.strokeOpacity,1),m.lineDash=t.borderDash,m.lineDashOffset=t.borderDashOffset||0,a.strokeContainThreshold=0,a.hasFill()&&a.hasStroke()&&(m.strokeFirst=!0,m.lineWidth*=2)}var v=(a||s).style;v.shadowBlur=t.shadowBlur||0,v.shadowColor=t.shadowColor||\"transparent\",v.shadowOffsetX=t.shadowOffsetX||0,v.shadowOffsetY=t.shadowOffsetY||0,v.opacity=Object(c[\"Q\"])(t.opacity,e.opacity,1)},e.makeFont=function(t){var e=\"\";return ys(t)&&(e=[t.fontStyle,t.fontWeight,gs(t.fontSize),t.fontFamily||\"sans-serif\"].join(\" \")),e&&Object(c[\"T\"])(e)||t.textFont||t.font},e}(To),ps={left:!0,right:1,center:1},As={top:1,bottom:1,middle:1},fs=[\"fontStyle\",\"fontWeight\",\"fontSize\",\"fontFamily\"];function gs(t){return\"string\"!==typeof t||-1===t.indexOf(\"px\")&&-1===t.indexOf(\"rem\")&&-1===t.indexOf(\"em\")?isNaN(+t)?ei[\"c\"]+\"px\":t+\"px\":t}function ms(t,e){for(var n=0;n<fs.length;n++){var i=fs[n],r=e[i];null!=r&&(t[i]=r)}}function ys(t){return null!=t.fontSize||t.fontFamily||t.fontWeight}function vs(t){return Cs(t),Object(c[\"k\"])(t.rich,Cs),t}function Cs(t){if(t){t.font=ds.makeFont(t);var e=t.align;\"middle\"===e&&(e=\"center\"),t.align=null==e||ps[e]?e:\"left\";var n=t.verticalAlign;\"center\"===n&&(n=\"middle\"),t.verticalAlign=null==n||As[n]?n:\"top\";var i=t.padding;i&&(t.padding=Object(c[\"M\"])(t.padding))}}function ws(t,e){return 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r=0;r<this._dimensions.length;r++)i.push(r)}else i=t;r=0;for(var o=i.length;r<o;r++)n.push(this.get(i[r],e));return n},t.prototype.getByRawIndex=function(t,e){if(!(e>=0&&e<this._rawCount))return NaN;var n=this._chunks[t];return n?n[e]:NaN},t.prototype.getSum=function(t){var e=this._chunks[t],n=0;if(e)for(var i=0,r=this.count();i<r;i++){var o=this.get(t,i);isNaN(o)||(n+=o)}return n},t.prototype.getMedian=function(t){var e=[];this.each([t],(function(t){isNaN(t)||e.push(t)}));var n=e.sort((function(t,e){return t-e})),i=this.count();return 0===i?0:i%2===1?n[(i-1)/2]:(n[i/2]+n[i/2-1])/2},t.prototype.indexOfRawIndex=function(t){if(t>=this._rawCount||t<0)return-1;if(!this._indices)return t;var e=this._indices,n=e[t];if(null!=n&&n<this._count&&n===t)return t;var i=0,r=this._count-1;while(i<=r){var o=(i+r)/2|0;if(e[o]<t)i=o+1;else{if(!(e[o]>t))return o;r=o-1}}return-1},t.prototype.indicesOfNearest=function(t,e,n){var i=this._chunks,r=i[t],o=[];if(!r)return o;null==n&&(n=1/0);for(var a=1/0,s=-1,l=0,u=0,c=this.count();u<c;u++){var h=this.getRawIndex(u),d=e-r[h],p=Math.abs(d);p<=n&&((p<a||p===a&&d>=0&&s<0)&&(a=p,s=d,l=0),d===s&&(o[l++]=u))}return o.length=l,o},t.prototype.getIndices=function(){var t,e=this._indices;if(e){var n=e.constructor,i=this._count;if(n===Array){t=new n(i);for(var r=0;r<i;r++)t[r]=e[r]}else t=new n(e.buffer,0,i)}else{n=Lp(this._rawCount);t=new n(this.count());for(r=0;r<t.length;r++)t[r]=r}return t},t.prototype.filter=function(t,e){if(!this._count)return this;for(var n=this.clone(),i=n.count(),r=Lp(n._rawCount),o=new r(i),a=[],s=t.length,l=0,u=t[0],c=n._chunks,h=0;h<i;h++){var d=void 0,p=n.getRawIndex(h);if(0===s)d=e(h);else if(1===s){var A=c[u][p];d=e(A,h)}else{for(var f=0;f<s;f++)a[f]=c[t[f]][p];a[f]=h,d=e.apply(null,a)}d&&(o[l++]=p)}return l<i&&(n._indices=o),n._count=l,n._extent=[],n._updateGetRawIdx(),n},t.prototype.selectRange=function(t){var e=this.clone(),n=e._count;if(!n)return this;var i=Object(c[\"F\"])(t),r=i.length;if(!r)return this;var o=e.count(),a=Lp(e._rawCount),s=new a(o),l=0,u=i[0],h=t[u][0],d=t[u][1],p=e._chunks,A=!1;if(!e._indices){var f=0;if(1===r){for(var g=p[i[0]],m=0;m<n;m++){var y=g[m];(y>=h&&y<=d||isNaN(y))&&(s[l++]=f),f++}A=!0}else if(2===r){g=p[i[0]];var v=p[i[1]],C=t[i[1]][0],w=t[i[1]][1];for(m=0;m<n;m++){y=g[m];var I=v[m];(y>=h&&y<=d||isNaN(y))&&(I>=C&&I<=w||isNaN(I))&&(s[l++]=f),f++}A=!0}}if(!A)if(1===r)for(m=0;m<o;m++){var E=e.getRawIndex(m);y=p[i[0]][E];(y>=h&&y<=d||isNaN(y))&&(s[l++]=E)}else for(m=0;m<o;m++){for(var b=!0,M=(E=e.getRawIndex(m),0);M<r;M++){var S=i[M];y=p[S][E];(y<t[S][0]||y>t[S][1])&&(b=!1)}b&&(s[l++]=e.getRawIndex(m))}return l<o&&(e._indices=s),e._count=l,e._extent=[],e._updateGetRawIdx(),e},t.prototype.map=function(t,e){var n=this.clone(t);return this._updateDims(n,t,e),n},t.prototype.modify=function(t,e){this._updateDims(this,t,e)},t.prototype._updateDims=function(t,e,n){for(var i=t._chunks,r=[],o=e.length,a=t.count(),s=[],l=t._rawExtent,u=0;u<e.length;u++)l[e[u]]=Rp();for(var c=0;c<a;c++){for(var h=t.getRawIndex(c),d=0;d<o;d++)s[d]=i[e[d]][h];s[o]=c;var p=n&&n.apply(null,s);if(null!=p){\"object\"!==typeof p&&(r[0]=p,p=r);for(u=0;u<p.length;u++){var A=e[u],f=p[u],g=l[A],m=i[A];m&&(m[h]=f),f<g[0]&&(g[0]=f),f>g[1]&&(g[1]=f)}}}},t.prototype.lttbDownSample=function(t,e){var n,i,r,o=this.clone([t],!0),a=o._chunks,s=a[t],l=this.count(),u=0,c=Math.floor(1/e),h=this.getRawIndex(0),d=new(Lp(this._rawCount))(Math.min(2*(Math.ceil(l/c)+2),l));d[u++]=h;for(var p=1;p<l-1;p+=c){for(var A=Math.min(p+c,l-1),f=Math.min(p+2*c,l),g=(f+A)/2,m=0,y=A;y<f;y++){var v=this.getRawIndex(y),C=s[v];isNaN(C)||(m+=C)}m/=f-A;var w=p,I=Math.min(p+c,l),E=p-1,b=s[h];n=-1,r=w;var M=-1,S=0;for(y=w;y<I;y++){v=this.getRawIndex(y),C=s[v];isNaN(C)?(S++,M<0&&(M=v)):(i=Math.abs((E-g)*(C-b)-(E-y)*(m-b)),i>n&&(n=i,r=v))}S>0&&S<I-w&&(d[u++]=Math.min(M,r),r=Math.max(M,r)),d[u++]=r,h=r}return d[u++]=this.getRawIndex(l-1),o._count=u,o._indices=d,o.getRawIndex=this._getRawIdx,o},t.prototype.downSample=function(t,e,n,i){for(var r=this.clone([t],!0),o=r._chunks,a=[],s=Math.floor(1/e),l=o[t],u=this.count(),c=r._rawExtent[t]=Rp(),h=new(Lp(this._rawCount))(Math.ceil(u/s)),d=0,p=0;p<u;p+=s){s>u-p&&(s=u-p,a.length=s);for(var A=0;A<s;A++){var f=this.getRawIndex(p+A);a[A]=l[f]}var g=n(a),m=this.getRawIndex(Math.min(p+i(a,g)||0,u-1));l[m]=g,g<c[0]&&(c[0]=g),g>c[1]&&(c[1]=g),h[d++]=m}return r._count=d,r._indices=h,r._updateGetRawIdx(),r},t.prototype.each=function(t,e){if(this._count)for(var n=t.length,i=this._chunks,r=0,o=this.count();r<o;r++){var a=this.getRawIndex(r);switch(n){case 0:e(r);break;case 1:e(i[t[0]][a],r);break;case 2:e(i[t[0]][a],i[t[1]][a],r);break;default:for(var s=0,l=[];s<n;s++)l[s]=i[t[s]][a];l[s]=r,e.apply(null,l)}}},t.prototype.getDataExtent=function(t){var e=this._chunks[t],n=Rp();if(!e)return n;var i,r=this.count(),o=!this._indices;if(o)return this._rawExtent[t].slice();if(i=this._extent[t],i)return i.slice();i=n;for(var a=i[0],s=i[1],l=0;l<r;l++){var u=this.getRawIndex(l),c=e[u];c<a&&(a=c),c>s&&(s=c)}return i=[a,s],this._extent[t]=i,i},t.prototype.getRawDataItem=function(t){var e=this.getRawIndex(t);if(this._provider.persistent)return this._provider.getItem(e);for(var n=[],i=this._chunks,r=0;r<i.length;r++)n.push(i[r][e]);return n},t.prototype.clone=function(e,n){var i=new t,r=this._chunks,o=e&&Object(c[\"N\"])(e,(function(t,e){return t[e]=!0,t}),{});if(o)for(var a=0;a<r.length;a++)i._chunks[a]=o[a]?jp(r[a]):r[a];else i._chunks=r;return this._copyCommonProps(i),n||(i._indices=this._cloneIndices()),i._updateGetRawIdx(),i},t.prototype._copyCommonProps=function(t){t._count=this._count,t._rawCount=this._rawCount,t._provider=this._provider,t._dimensions=this._dimensions,t._extent=Object(c[\"d\"])(this._extent),t._rawExtent=Object(c[\"d\"])(this._rawExtent)},t.prototype._cloneIndices=function(){if(this._indices){var t=this._indices.constructor,e=void 0;if(t===Array){var n=this._indices.length;e=new t(n);for(var i=0;i<n;i++)e[i]=this._indices[i]}else e=new t(this._indices);return e}return null},t.prototype._getRawIdxIdentity=function(t){return t},t.prototype._getRawIdx=function(t){return t<this._count&&t>=0?this._indices[t]:-1},t.prototype._updateGetRawIdx=function(){this.getRawIndex=this._indices?this._getRawIdx:this._getRawIdxIdentity},t.internalField=function(){function t(t,e,n,i){return up(t[i],this._dimensions[i])}Bp={arrayRows:t,objectRows:function(t,e,n,i){return up(t[e],this._dimensions[i])},keyedColumns:t,original:function(t,e,n,i){var r=t&&(null==t.value?t:t.value);return up(r instanceof Array?r[i]:r,this._dimensions[i])},typedArray:function(t,e,n,i){return t[i]}}}(),t}(),Gp=Jp,Yp=function(){function t(t){this._sourceList=[],this._storeList=[],this._upstreamSignList=[],this._versionSignBase=0,this._dirty=!0,this._sourceHost=t}return t.prototype.dirty=function(){this._setLocalSource([],[]),this._storeList=[],this._dirty=!0},t.prototype._setLocalSource=function(t,e){this._sourceList=t,this._upstreamSignList=e,this._versionSignBase++,this._versionSignBase>9e10&&(this._versionSignBase=0)},t.prototype._getVersionSign=function(){return this._sourceHost.uid+\"_\"+this._versionSignBase},t.prototype.prepareSource=function(){this._isDirty()&&(this._createSource(),this._dirty=!1)},t.prototype._createSource=function(){this._setLocalSource([],[]);var t,e,n=this._sourceHost,i=this._getUpstreamSourceManagers(),r=!!i.length;if(Up(n)){var o=n,a=void 0,s=void 0,l=void 0;if(r){var u=i[0];u.prepareSource(),l=u.getSource(),a=l.data,s=l.sourceFormat,e=[u._getVersionSign()]}else a=o.get(\"data\",!0),s=Object(c[\"E\"])(a)?sh:ih,e=[];var h=this._getSourceMetaRawOption()||{},d=l&&l.metaRawOption||{},p=Object(c[\"P\"])(h.seriesLayoutBy,d.seriesLayoutBy)||null,A=Object(c[\"P\"])(h.sourceHeader,d.sourceHeader),f=Object(c[\"P\"])(h.dimensions,d.dimensions),g=p!==d.seriesLayoutBy||!!A!==!!d.sourceHeader||f;t=g?[Rd(a,{seriesLayoutBy:p,sourceHeader:A,dimensions:f},s)]:[]}else{var m=n;if(r){var y=this._applyTransform(i);t=y.sourceList,e=y.upstreamSignList}else{var v=m.get(\"source\",!0);t=[Rd(v,this._getSourceMetaRawOption(),null)],e=[]}}this._setLocalSource(t,e)},t.prototype._applyTransform=function(t){var e,n=this._sourceHost,i=n.get(\"transform\",!0),r=n.get(\"fromTransformResult\",!0);if(null!=r){var o=\"\";1!==t.length&&zp(o)}var a=[],s=[];return Object(c[\"k\"])(t,(function(t){t.prepareSource();var e=t.getSource(r||0),n=\"\";null==r||e||zp(n),a.push(e),s.push(t._getVersionSign())})),i?e=Mp(i,a,{datasetIndex:n.componentIndex}):null!=r&&(e=[Td(a[0])]),{sourceList:e,upstreamSignList:s}},t.prototype._isDirty=function(){if(this._dirty)return!0;for(var t=this._getUpstreamSourceManagers(),e=0;e<t.length;e++){var n=t[e];if(n._isDirty()||this._upstreamSignList[e]!==n._getVersionSign())return!0}},t.prototype.getSource=function(t){t=t||0;var e=this._sourceList[t];if(!e){var n=this._getUpstreamSourceManagers();return n[0]&&n[0].getSource(t)}return e},t.prototype.getSharedDataStore=function(t){var e=t.makeStoreSchema();return this._innerGetDataStore(e.dimensions,t.source,e.hash)},t.prototype._innerGetDataStore=function(t,e,n){var i=0,r=this._storeList,o=r[i];o||(o=r[i]={});var a=o[n];if(!a){var s=this._getUpstreamSourceManagers()[0];Up(this._sourceHost)&&s?a=s._innerGetDataStore(t,e,n):(a=new Gp,a.initData(new Nd(e,t.length),t)),o[n]=a}return a},t.prototype._getUpstreamSourceManagers=function(){var t=this._sourceHost;if(Up(t)){var e=gh(t);return e?[e.getSourceManager()]:[]}return Object(c[\"H\"])(mh(t),(function(t){return t.getSourceManager()}))},t.prototype._getSourceMetaRawOption=function(){var t,e,n,i=this._sourceHost;if(Up(i))t=i.get(\"seriesLayoutBy\",!0),e=i.get(\"sourceHeader\",!0),n=i.get(\"dimensions\",!0);else if(!this._getUpstreamSourceManagers().length){var r=i;t=r.get(\"seriesLayoutBy\",!0),e=r.get(\"sourceHeader\",!0),n=r.get(\"dimensions\",!0)}return{seriesLayoutBy:t,sourceHeader:e,dimensions:n}},t}();function Fp(t){var e=t.option.transform;e&&Object(c[\"R\"])(t.option.transform)}function Up(t){return\"series\"===t.mainType}function zp(t){throw new Error(t)}var Np=\"line-height:1\";function Zp(t,e){var 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u={valueAsc:\"asc\",valueDesc:\"desc\"};if(Object(c[\"q\"])(u,l)){var h=new Ap(u[l],null);s.sort((function(t,e){return h.evaluate(t.sortParam,e.sortParam)}))}else\"seriesDesc\"===l&&s.reverse()}Object(c[\"k\"])(s,(function(n,r){var s=e.valueFormatter,l=Xp(n)(s?Object(c[\"m\"])(Object(c[\"m\"])({},t),{valueFormatter:s}):t,n,r>0?o.html:0,i);null!=l&&a.push(l)}));var d=\"richText\"===t.renderMode?a.join(o.richText):iA(a.join(\"\"),r?n:o.html);if(r)return d;var p=Bc(e.header,\"ordinal\",t.useUTC),A=Zp(i,t.renderMode).nameStyle;return\"richText\"===t.renderMode?aA(t,p,A)+o.richText+d:iA('<div style=\"'+A+\";\"+Np+';\">'+W(p)+\"</div>\"+d,n)}function tA(t,e,n,i){var r=t.renderMode,o=e.noName,a=e.noValue,s=!e.markerType,l=e.name,u=t.useUTC,h=e.valueFormatter||t.valueFormatter||function(t){return t=Object(c[\"t\"])(t)?t:[t],Object(c[\"H\"])(t,(function(t,e){return Bc(t,Object(c[\"t\"])(A)?A[e]:A,u)}))};if(!o||!a){var d=s?\"\":t.markupStyleCreator.makeTooltipMarker(e.markerType,e.markerColor||\"#333\",r),p=o?\"\":Bc(l,\"ordinal\",u),A=e.valueType,f=a?[]:h(e.value),g=!s||!o,m=!s&&o,y=Zp(i,r),v=y.nameStyle,C=y.valueStyle;return\"richText\"===r?(s?\"\":d)+(o?\"\":aA(t,p,v))+(a?\"\":sA(t,f,g,m,C)):iA((s?\"\":d)+(o?\"\":rA(p,!s,v))+(a?\"\":oA(f,g,m,C)),n)}}function eA(t,e,n,i,r,o){if(t){var a=Xp(t),s={useUTC:r,renderMode:n,orderMode:i,markupStyleCreator:e,valueFormatter:t.valueFormatter};return a(s,t,0,o)}}function nA(t){return{html:Pp[t],richText:Wp[t]}}function iA(t,e){var n='<div style=\"clear:both\"></div>',i=\"margin: \"+e+\"px 0 0\";return'<div style=\"'+i+\";\"+Np+';\">'+t+n+\"</div>\"}function rA(t,e,n){var i=e?\"margin-left:2px\":\"\";return'<span style=\"'+n+\";\"+i+'\">'+W(t)+\"</span>\"}function oA(t,e,n,i){var r=n?\"10px\":\"20px\",o=e?\"float:right;margin-left:\"+r:\"\";return t=Object(c[\"t\"])(t)?t:[t],'<span style=\"'+o+\";\"+i+'\">'+Object(c[\"H\"])(t,(function(t){return 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n=o.getDimensionInfo(e);n&&!1!==n.otherDims.tooltip&&(a?u.push(Vp(\"nameValue\",{markerType:\"subItem\",markerColor:r,name:n.displayName,value:t,valueType:n.type})):(s.push(t),l.push(n.type)))}return i.length?Object(c[\"k\"])(i,(function(t){h(np(o,n,t),t)})):Object(c[\"k\"])(t,h),{inlineValues:s,inlineValueTypes:l,blocks:u}}var pA=Kr();function AA(t,e){return t.getName(e)||t.getId(e)}var fA=\"__universalTransitionEnabled\",gA=function(t){function e(){var e=null!==t&&t.apply(this,arguments)||this;return e._selectedDataIndicesMap={},e}return l(e,t),e.prototype.init=function(t,e,n){this.seriesIndex=this.componentIndex,this.dataTask=ap({count:vA,reset:CA}),this.dataTask.context={model:this},this.mergeDefaultAndTheme(t,n);var i=pA(this).sourceManager=new Yp(this);i.prepareSource();var r=this.getInitialData(t,n);IA(r,this),this.dataTask.context.data=r,pA(this).dataBeforeProcessed=r,mA(this),this._initSelectedMapFromData(r)},e.prototype.mergeDefaultAndTheme=function(t,e){var n=Nc(this),i=n?Pc(t):{},r=this.subType;_c.hasClass(r)&&(r+=\"Series\"),c[\"I\"](t,e.getTheme().get(this.subType)),c[\"I\"](t,this.getDefaultOption()),hr(t,\"label\",[\"show\"]),this.fillDataTextStyle(t.data),n&&Zc(t,i,n)},e.prototype.mergeOption=function(t,e){t=c[\"I\"](this.option,t,!0),this.fillDataTextStyle(t.data);var n=Nc(this);n&&Zc(this.option,t,n);var i=pA(this).sourceManager;i.dirty(),i.prepareSource();var r=this.getInitialData(t,e);IA(r,this),this.dataTask.dirty(),this.dataTask.context.data=r,pA(this).dataBeforeProcessed=r,mA(this),this._initSelectedMapFromData(r)},e.prototype.fillDataTextStyle=function(t){if(t&&!c[\"E\"](t))for(var e=[\"show\"],n=0;n<t.length;n++)t[n]&&t[n].label&&hr(t[n],\"label\",e)},e.prototype.getInitialData=function(t,e){},e.prototype.appendData=function(t){var e=this.getRawData();e.appendData(t.data)},e.prototype.getData=function(t){var e=bA(this);if(e){var n=e.context.data;return null==t?n:n.getLinkedData(t)}return 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t=this.ecModel;if(u[\"a\"].node&&(!t||!t.ssr))return!1;var e=this.getShallow(\"animation\");return e&&this.getData().count()>this.getShallow(\"animationThreshold\")&&(e=!1),!!e},e.prototype.restoreData=function(){this.dataTask.dirty()},e.prototype.getColorFromPalette=function(t,e,n){var i=this.ecModel,r=Mh.prototype.getColorFromPalette.call(this,t,e,n);return r||(r=i.getColorFromPalette(t,e,n)),r},e.prototype.coordDimToDataDim=function(t){return this.getRawData().mapDimensionsAll(t)},e.prototype.getProgressive=function(){return this.get(\"progressive\")},e.prototype.getProgressiveThreshold=function(){return this.get(\"progressiveThreshold\")},e.prototype.select=function(t,e){this._innerSelect(this.getData(e),t)},e.prototype.unselect=function(t,e){var n=this.option.selectedMap;if(n){var i=this.option.selectedMode,r=this.getData(e);if(\"series\"===i||\"all\"===n)return this.option.selectedMap={},void(this._selectedDataIndicesMap={});for(var o=0;o<t.length;o++){var a=t[o],s=AA(r,a);n[s]=!1,this._selectedDataIndicesMap[s]=-1}}},e.prototype.toggleSelect=function(t,e){for(var n=[],i=0;i<t.length;i++)n[0]=t[i],this.isSelected(t[i],e)?this.unselect(n,e):this.select(n,e)},e.prototype.getSelectedDataIndices=function(){if(\"all\"===this.option.selectedMap)return[].slice.call(this.getData().getIndices());for(var t=this._selectedDataIndicesMap,e=c[\"F\"](t),n=[],i=0;i<e.length;i++){var r=t[e[i]];r>=0&&n.push(r)}return n},e.prototype.isSelected=function(t,e){var n=this.option.selectedMap;if(!n)return!1;var i=this.getData(e);return(\"all\"===n||n[AA(i,t)])&&!i.getItemModel(t).get([\"select\",\"disabled\"])},e.prototype.isUniversalTransitionEnabled=function(){if(this[fA])return!0;var t=this.option.universalTransition;return!!t&&(!0===t||t&&t.enabled)},e.prototype._innerSelect=function(t,e){var n,i,r=this.option,o=r.selectedMode,a=e.length;if(o&&a)if(\"series\"===o)r.selectedMap=\"all\";else 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n=o.getBoundingRect().width,s=e.showSpinner?e.spinnerRadius:0,l=(t.getWidth()-2*s-(e.showSpinner&&n?10:0)-n)/2-(e.showSpinner&&n?0:5+n/2)+(e.showSpinner?0:n/2)+(n?0:s),u=t.getHeight()/2;e.showSpinner&&r.setShape({cx:l,cy:u}),a.setShape({x:l-s,y:u-s,width:2*s,height:2*s}),i.setShape({x:0,y:0,width:t.getWidth(),height:t.getHeight()})},n.resize(),n}var pm=function(){function t(t,e,n,i){this._stageTaskMap=Object(c[\"f\"])(),this.ecInstance=t,this.api=e,n=this._dataProcessorHandlers=n.slice(),i=this._visualHandlers=i.slice(),this._allHandlers=n.concat(i)}return t.prototype.restoreData=function(t,e){t.restoreData(e),this._stageTaskMap.each((function(t){var e=t.overallTask;e&&e.dirty()}))},t.prototype.getPerformArgs=function(t,e){if(t.__pipeline){var n=this._pipelineMap.get(t.__pipeline.id),i=n.context,r=!e&&n.progressiveEnabled&&(!i||i.progressiveRender)&&t.__idxInPipeline>n.blockIndex,o=r?n.step:null,a=i&&i.modDataCount,s=null!=a?Math.ceil(a/o):null;return{step:o,modBy:s,modDataCount:a}}},t.prototype.getPipeline=function(t){return this._pipelineMap.get(t)},t.prototype.updateStreamModes=function(t,e){var n=this._pipelineMap.get(t.uid),i=t.getData(),r=i.count(),o=n.progressiveEnabled&&e.incrementalPrepareRender&&r>=n.threshold,a=t.get(\"large\")&&r>=t.get(\"largeThreshold\"),s=\"mod\"===t.get(\"progressiveChunkMode\")?r:null;t.pipelineContext=n.context={progressiveRender:o,modDataCount:s,large:a}},t.prototype.restorePipelines=function(t){var e=this,n=e._pipelineMap=Object(c[\"f\"])();t.eachSeries((function(t){var i=t.getProgressive(),r=t.uid;n.set(r,{id:r,head:null,tail:null,threshold:t.getProgressiveThreshold(),progressiveEnabled:i&&!(t.preventIncremental&&t.preventIncremental()),blockIndex:-1,step:Math.round(i||700),count:0}),e._pipe(t,t.dataTask)}))},t.prototype.prepareStageTasks=function(){var t=this._stageTaskMap,e=this.api.getModel(),n=this.api;Object(c[\"k\"])(this._allHandlers,(function(i){var r=t.get(i.uid)||t.set(i.uid,{}),o=\"\";Object(c[\"b\"])(!(i.reset&&i.overallReset),o),i.reset&&this._createSeriesStageTask(i,r,e,n),i.overallReset&&this._createOverallStageTask(i,r,e,n)}),this)},t.prototype.prepareView=function(t,e,n,i){var r=t.renderTask,o=r.context;o.model=e,o.ecModel=n,o.api=i,r.__block=!t.incrementalPrepareRender,this._pipe(e,r)},t.prototype.performDataProcessorTasks=function(t,e){this._performStageTasks(this._dataProcessorHandlers,t,e,{block:!0})},t.prototype.performVisualTasks=function(t,e,n){this._performStageTasks(this._visualHandlers,t,e,n)},t.prototype._performStageTasks=function(t,e,n,i){i=i||{};var r=!1,o=this;function a(t,e){return t.setDirty&&(!t.dirtyMap||t.dirtyMap.get(e.__pipeline.id))}Object(c[\"k\"])(t,(function(t,s){if(!i.visualType||i.visualType===t.visualType){var l=o._stageTaskMap.get(t.uid),u=l.seriesTaskMap,c=l.overallTask;if(c){var h,d=c.agentStubMap;d.each((function(t){a(i,t)&&(t.dirty(),h=!0)})),h&&c.dirty(),o.updatePayload(c,n);var p=o.getPerformArgs(c,i.block);d.each((function(t){t.perform(p)})),c.perform(p)&&(r=!0)}else u&&u.each((function(s,l){a(i,s)&&s.dirty();var u=o.getPerformArgs(s,i.block);u.skip=!t.performRawSeries&&e.isSeriesFiltered(s.context.model),o.updatePayload(s,n),s.perform(u)&&(r=!0)}))}})),this.unfinished=r||this.unfinished},t.prototype.performSeriesTasks=function(t){var e;t.eachSeries((function(t){e=t.dataTask.perform()||e})),this.unfinished=e||this.unfinished},t.prototype.plan=function(){this._pipelineMap.each((function(t){var e=t.tail;do{if(e.__block){t.blockIndex=e.__idxInPipeline;break}e=e.getUpstream()}while(e)}))},t.prototype.updatePayload=function(t,e){\"remain\"!==e&&(t.context.payload=e)},t.prototype._createSeriesStageTask=function(t,e,n,i){var r=this,o=e.seriesTaskMap,a=e.seriesTaskMap=Object(c[\"f\"])(),s=t.seriesType,l=t.getTargetSeries;function u(e){var s=e.uid,l=a.set(s,o&&o.get(s)||ap({plan:ym,reset:vm,count:Im}));l.context={model:e,ecModel:n,api:i,useClearVisual:t.isVisual&&!t.isLayout,plan:t.plan,reset:t.reset,scheduler:r},r._pipe(e,l)}t.createOnAllSeries?n.eachRawSeries(u):s?n.eachRawSeriesByType(s,u):l&&l(n,i).each(u)},t.prototype._createOverallStageTask=function(t,e,n,i){var r=this,o=e.overallTask=e.overallTask||ap({reset:Am});o.context={ecModel:n,api:i,overallReset:t.overallReset,scheduler:r};var a=o.agentStubMap,s=o.agentStubMap=Object(c[\"f\"])(),l=t.seriesType,u=t.getTargetSeries,h=!0,d=!1,p=\"\";function A(t){var e=t.uid,n=s.set(e,a&&a.get(e)||(d=!0,ap({reset:fm,onDirty:mm})));n.context={model:t,overallProgress:h},n.agent=o,n.__block=h,r._pipe(t,n)}Object(c[\"b\"])(!t.createOnAllSeries,p),l?n.eachRawSeriesByType(l,A):u?u(n,i).each(A):(h=!1,Object(c[\"k\"])(n.getSeries(),A)),d&&o.dirty()},t.prototype._pipe=function(t,e){var n=t.uid,i=this._pipelineMap.get(n);!i.head&&(i.head=e),i.tail&&i.tail.pipe(e),i.tail=e,e.__idxInPipeline=i.count++,e.__pipeline=i},t.wrapStageHandler=function(t,e){return Object(c[\"w\"])(t)&&(t={overallReset:t,seriesType:Em(t)}),t.uid=Du(\"stageHandler\"),e&&(t.visualType=e),t},t}();function Am(t){t.overallReset(t.ecModel,t.api,t.payload)}function fm(t){return t.overallProgress&&gm}function gm(){this.agent.dirty(),this.getDownstream().dirty()}function mm(){this.agent&&this.agent.dirty()}function ym(t){return t.plan?t.plan(t.model,t.ecModel,t.api,t.payload):null}function vm(t){t.useClearVisual&&t.data.clearAllVisual();var e=t.resetDefines=cr(t.reset(t.model,t.ecModel,t.api,t.payload));return e.length>1?Object(c[\"H\"])(e,(function(t,e){return wm(e)})):Cm}var Cm=wm(0);function wm(t){return function(e,n){var i=n.data,r=n.resetDefines[t];if(r&&r.dataEach)for(var o=e.start;o<e.end;o++)r.dataEach(i,o);else r&&r.progress&&r.progress(e,i)}}function Im(t){return t.data.count()}function 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o=n.width,a=n.height;switch(t){case\"top\":i.set(n.x+o/2,n.y-e),r.set(0,-1);break;case\"bottom\":i.set(n.x+o/2,n.y+a+e),r.set(0,1);break;case\"left\":i.set(n.x-e,n.y+a/2),r.set(-1,0);break;case\"right\":i.set(n.x+o+e,n.y+a/2),r.set(1,0);break}}function FC(t,e,n,i,r,o,a,s,l){a-=t,s-=e;var u=Math.sqrt(a*a+s*s);a/=u,s/=u;var c=a*n+t,h=s*n+e;if(Math.abs(i-r)%TC<1e-4)return l[0]=c,l[1]=h,u-n;if(o){var d=i;i=ba(r),r=ba(d)}else i=ba(i),r=ba(r);i>r&&(r+=TC);var p=Math.atan2(s,a);if(p<0&&(p+=TC),p>=i&&p<=r||p+TC>=i&&p+TC<=r)return l[0]=c,l[1]=h,u-n;var A=n*Math.cos(i)+t,f=n*Math.sin(i)+e,g=n*Math.cos(r)+t,m=n*Math.sin(r)+e,y=(A-a)*(A-a)+(f-s)*(f-s),v=(g-a)*(g-a)+(m-s)*(m-s);return y<v?(l[0]=A,l[1]=f,Math.sqrt(y)):(l[0]=g,l[1]=m,Math.sqrt(v))}function UC(t,e,n,i,r,o,a,s){var l=r-t,u=o-e,c=n-t,h=i-e,d=Math.sqrt(c*c+h*h);c/=d,h/=d;var p=l*c+u*h,A=p/d;s&&(A=Math.min(Math.max(A,0),1)),A*=d;var f=a[0]=t+A*c,g=a[1]=e+A*h;return Math.sqrt((f-r)*(f-r)+(g-o)*(g-o))}function zC(t,e,n,i,r,o,a){n<0&&(t+=n,n=-n),i<0&&(e+=i,i=-i);var s=t+n,l=e+i,u=a[0]=Math.min(Math.max(r,t),s),c=a[1]=Math.min(Math.max(o,e),l);return Math.sqrt((u-r)*(u-r)+(c-o)*(c-o))}var NC=[];function ZC(t,e,n){var i=zC(e.x,e.y,e.width,e.height,t.x,t.y,NC);return n.set(NC[0],NC[1]),i}function PC(t,e,n){for(var i,r,o=0,a=0,s=0,l=0,u=1/0,c=e.data,h=t.x,d=t.y,p=0;p<c.length;){var A=c[p++];1===p&&(o=c[p],a=c[p+1],s=o,l=a);var f=u;switch(A){case JC.M:s=c[p++],l=c[p++],o=s,a=l;break;case JC.L:f=UC(o,a,c[p],c[p+1],h,d,NC,!0),o=c[p++],a=c[p++];break;case JC.C:f=Be(o,a,c[p++],c[p++],c[p++],c[p++],c[p],c[p+1],h,d,NC),o=c[p++],a=c[p++];break;case JC.Q:f=Le(o,a,c[p++],c[p++],c[p],c[p+1],h,d,NC),o=c[p++],a=c[p++];break;case JC.A:var g=c[p++],m=c[p++],y=c[p++],v=c[p++],C=c[p++],w=c[p++];p+=1;var I=!!(1-c[p++]);i=Math.cos(C)*y+g,r=Math.sin(C)*v+m,p<=1&&(s=i,l=r);var E=(h-g)*v/y+g;f=FC(g,m,v,C,C+w,I,E,d,NC),o=Math.cos(C+w)*y+g,a=Math.sin(C+w)*v+m;break;case JC.R:s=o=c[p++],l=a=c[p++];var b=c[p++],M=c[p++];f=zC(s,l,b,M,h,d,NC);break;case JC.Z:f=UC(o,a,s,l,h,d,NC,!0),o=s,a=l;break}f<u&&(u=f,n.set(NC[0],NC[1]))}return u}var WC=new wt,VC=new wt,HC=new wt,XC=new wt,_C=new wt;function $C(t,e){if(t){var n=t.getTextGuideLine(),i=t.getTextContent();if(i&&n){var r=t.textGuideLineConfig||{},o=[[0,0],[0,0],[0,0]],a=r.candidates||GC,s=i.getBoundingRect().clone();s.applyTransform(i.getComputedTransform());var l=1/0,u=r.anchor,c=t.getComputedTransform(),h=c&&yt([],c),d=e.get(\"length2\")||0;u&&HC.copy(u);for(var p=0;p<a.length;p++){var A=a[p];YC(A,0,s,WC,XC),wt.scaleAndAdd(VC,WC,XC,d),VC.transform(h);var f=t.getBoundingRect(),g=u?u.distance(VC):t instanceof Na?PC(VC,t.path,HC):ZC(VC,f,HC);g<l&&(l=g,VC.transform(c),HC.transform(c),HC.toArray(o[0]),VC.toArray(o[1]),WC.toArray(o[2]))}nw(o,e.get(\"minTurnAngle\")),n.setShape({points:o})}}}var tw=[],ew=new wt;function nw(t,e){if(e<=180&&e>0){e=e/180*Math.PI,WC.fromArray(t[0]),VC.fromArray(t[1]),HC.fromArray(t[2]),wt.sub(XC,WC,VC),wt.sub(_C,HC,VC);var n=XC.len(),i=_C.len();if(!(n<.001||i<.001)){XC.scale(1/n),_C.scale(1/i);var r=XC.dot(_C),o=Math.cos(e);if(o<r){var a=UC(VC.x,VC.y,HC.x,HC.y,WC.x,WC.y,tw,!1);ew.fromArray(tw),ew.scaleAndAdd(_C,a/Math.tan(Math.PI-e));var s=HC.x!==VC.x?(ew.x-VC.x)/(HC.x-VC.x):(ew.y-VC.y)/(HC.y-VC.y);if(isNaN(s))return;s<0?wt.copy(ew,VC):s>1&&wt.copy(ew,HC),ew.toArray(t[1])}}}}function iw(t,e,n){if(n<=180&&n>0){n=n/180*Math.PI,WC.fromArray(t[0]),VC.fromArray(t[1]),HC.fromArray(t[2]),wt.sub(XC,VC,WC),wt.sub(_C,HC,VC);var i=XC.len(),r=_C.len();if(!(i<.001||r<.001)){XC.scale(1/i),_C.scale(1/r);var o=XC.dot(e),a=Math.cos(n);if(o<a){var s=UC(VC.x,VC.y,HC.x,HC.y,WC.x,WC.y,tw,!1);ew.fromArray(tw);var l=Math.PI/2,u=Math.acos(_C.dot(e)),c=l+u-n;if(c>=l)wt.copy(ew,HC);else{ew.scaleAndAdd(_C,s/Math.tan(Math.PI/2-c));var h=HC.x!==VC.x?(ew.x-VC.x)/(HC.x-VC.x):(ew.y-VC.y)/(HC.y-VC.y);if(isNaN(h))return;h<0?wt.copy(ew,VC):h>1&&wt.copy(ew,HC)}ew.toArray(t[1])}}}}function rw(t,e,n,i){var r=\"normal\"===n,o=r?t:t.ensureState(n);o.ignore=e;var a=i.get(\"smooth\");a&&!0===a&&(a=.3),o.shape=o.shape||{},a>0&&(o.shape.smooth=a);var s=i.getModel(\"lineStyle\").getLineStyle();r?t.useStyle(s):o.style=s}function ow(t,e){var n=e.smooth,i=e.points;if(i)if(t.moveTo(i[0][0],i[0][1]),n>0&&i.length>=3){var r=E(i[0],i[1]),o=E(i[1],i[2]);if(!r||!o)return t.lineTo(i[1][0],i[1][1]),void t.lineTo(i[2][0],i[2][1]);var a=Math.min(r,o)*n,s=S([],i[1],i[0],a/r),l=S([],i[1],i[2],a/o),u=S([],s,l,.5);t.bezierCurveTo(s[0],s[1],s[0],s[1],u[0],u[1]),t.bezierCurveTo(l[0],l[1],l[0],l[1],i[2][0],i[2][1])}else for(var c=1;c<i.length;c++)t.lineTo(i[c][0],i[c][1])}function aw(t,e,n){var i=t.getTextGuideLine(),r=t.getTextContent();if(r){for(var o=e.normal,a=o.get(\"show\"),s=r.ignore,l=0;l<js.length;l++){var u=js[l],h=e[u],d=\"normal\"===u;if(h){var p=h.get(\"show\"),A=d?s:Object(c[\"P\"])(r.states[u]&&r.states[u].ignore,s);if(A||!Object(c[\"P\"])(p,a)){var f=d?i:i&&i.states[u];f&&(f.ignore=!0);continue}i||(i=new qf,t.setTextGuideLine(i),d||!s&&a||rw(i,!0,\"normal\",e.normal),t.stateProxy&&(i.stateProxy=t.stateProxy)),rw(i,!1,u,h)}}if(i){Object(c[\"i\"])(i.style,n),i.style.fill=null;var g=o.get(\"showAbove\"),m=t.textGuideLineConfig=t.textGuideLineConfig||{};m.showAbove=g||!1,i.buildPath=ow}}else i&&t.removeTextGuideLine()}function sw(t,e){e=e||\"labelLine\";for(var n={normal:t.getModel(e)},i=0;i<Rs.length;i++){var r=Rs[i];n[r]=t.getModel([r,e])}return n}function lw(t){for(var e=[],n=0;n<t.length;n++){var i=t[n];if(!i.defaultAttr.ignore){var r=i.label,o=r.getComputedTransform(),a=r.getBoundingRect(),s=!o||o[1]<1e-5&&o[2]<1e-5,l=r.style.margin||0,u=a.clone();u.applyTransform(o),u.x-=l/2,u.y-=l/2,u.width+=l,u.height+=l;var c=s?new og(a,o):null;e.push({label:r,labelLine:i.labelLine,rect:u,localRect:a,obb:c,priority:i.priority,defaultAttr:i.defaultAttr,layoutOption:i.computedLayoutOption,axisAligned:s,transform:o})}}return e}function uw(t,e,n,i,r,o){var a=t.length;if(!(a<2)){t.sort((function(t,n){return t.rect[e]-n.rect[e]}));for(var s,l=0,u=!1,c=[],h=0,d=0;d<a;d++){var p=t[d],A=p.rect;s=A[e]-l,s<0&&(A[e]-=s,p.label[e]-=s,u=!0);var f=Math.max(-s,0);c.push(f),h+=f,l=A[e]+A[n]}h>0&&o&&I(-h/a,0,a);var g,m,y=t[0],v=t[a-1];return C(),g<0&&E(-g,.8),m<0&&E(m,.8),C(),w(g,m,1),w(m,g,-1),C(),g<0&&b(-g),m<0&&b(m),u}function C(){g=y.rect[e]-i,m=r-v.rect[e]-v.rect[n]}function w(t,e,n){if(t<0){var i=Math.min(e,-t);if(i>0){I(i*n,0,a);var r=i+t;r<0&&E(-r*n,1)}else E(-t*n,1)}}function I(n,i,r){0!==n&&(u=!0);for(var o=i;o<r;o++){var a=t[o],s=a.rect;s[e]+=n,a.label[e]+=n}}function E(i,r){for(var o=[],s=0,l=1;l<a;l++){var u=t[l-1].rect,c=Math.max(t[l].rect[e]-u[e]-u[n],0);o.push(c),s+=c}if(s){var h=Math.min(Math.abs(i)/s,r);if(i>0)for(l=0;l<a-1;l++){var d=o[l]*h;I(d,0,l+1)}else for(l=a-1;l>0;l--){d=o[l-1]*h;I(-d,l,a)}}}function b(t){var e=t<0?-1:1;t=Math.abs(t);for(var n=Math.ceil(t/(a-1)),i=0;i<a-1;i++)if(e>0?I(n,0,i+1):I(-n,a-i-1,a),t-=n,t<=0)return}}function cw(t,e,n,i){return uw(t,\"x\",\"width\",e,n,i)}function hw(t,e,n,i){return uw(t,\"y\",\"height\",e,n,i)}function dw(t){var e=[];t.sort((function(t,e){return e.priority-t.priority}));var n=new Dt(0,0,0,0);function i(t){if(!t.ignore){var e=t.ensureState(\"emphasis\");null==e.ignore&&(e.ignore=!1)}t.ignore=!0}for(var r=0;r<t.length;r++){var o=t[r],a=o.axisAligned,s=o.localRect,l=o.transform,u=o.label,c=o.labelLine;n.copy(o.rect),n.width-=.1,n.height-=.1,n.x+=.05,n.y+=.05;for(var h=o.obb,d=!1,p=0;p<e.length;p++){var A=e[p];if(n.intersect(A.rect)){if(a&&A.axisAligned){d=!0;break}if(A.obb||(A.obb=new og(A.localRect,A.transform)),h||(h=new og(s,l)),h.intersect(A.obb)){d=!0;break}}}d?(i(u),c&&i(c)):(u.attr(\"ignore\",o.defaultAttr.ignore),c&&c.attr(\"ignore\",o.defaultAttr.labelGuideIgnore),e.push(o))}}function pw(t){if(t){for(var e=[],n=0;n<t.length;n++)e.push(t[n].slice());return e}}function Aw(t,e){var n=t.label,i=e&&e.getTextGuideLine();return{dataIndex:t.dataIndex,dataType:t.dataType,seriesIndex:t.seriesModel.seriesIndex,text:t.label.style.text,rect:t.hostRect,labelRect:t.rect,align:n.style.align,verticalAlign:n.style.verticalAlign,labelLinePoints:pw(i&&i.shape.points)}}var fw=[\"align\",\"verticalAlign\",\"width\",\"height\",\"fontSize\"],gw=new $n,mw=Kr(),yw=Kr();function vw(t,e,n){for(var i=0;i<n.length;i++){var r=n[i];null!=e[r]&&(t[r]=e[r])}}var Cw=[\"x\",\"y\",\"rotation\"],ww=function(){function t(){this._labelList=[],this._chartViewList=[]}return t.prototype.clearLabels=function(){this._labelList=[],this._chartViewList=[]},t.prototype._addLabel=function(t,e,n,i,r){var o=i.style,a=i.__hostTarget,s=a.textConfig||{},l=i.getComputedTransform(),u=i.getBoundingRect().plain();Dt.applyTransform(u,u,l),l?gw.setLocalTransform(l):(gw.x=gw.y=gw.rotation=gw.originX=gw.originY=0,gw.scaleX=gw.scaleY=1);var c,h=i.__hostTarget;if(h){c=h.getBoundingRect().plain();var d=h.getComputedTransform();Dt.applyTransform(c,c,d)}var p=c&&h.getTextGuideLine();this._labelList.push({label:i,labelLine:p,seriesModel:n,dataIndex:t,dataType:e,layoutOption:r,computedLayoutOption:null,rect:u,hostRect:c,priority:c?c.width*c.height:0,defaultAttr:{ignore:i.ignore,labelGuideIgnore:p&&p.ignore,x:gw.x,y:gw.y,scaleX:gw.scaleX,scaleY:gw.scaleY,rotation:gw.rotation,style:{x:o.x,y:o.y,align:o.align,verticalAlign:o.verticalAlign,width:o.width,height:o.height,fontSize:o.fontSize},cursor:i.cursor,attachedPos:s.position,attachedRot:s.rotation}})},t.prototype.addLabelsOfSeries=function(t){var e=this;this._chartViewList.push(t);var n=t.__model,i=n.get(\"labelLayout\");(Object(c[\"w\"])(i)||Object(c[\"F\"])(i).length)&&t.group.traverse((function(t){if(t.ignore)return!0;var r=t.getTextContent(),o=xs(t);r&&!r.disableLabelLayout&&e._addLabel(o.dataIndex,o.dataType,n,r,i)}))},t.prototype.updateLayoutConfig=function(t){var e=t.getWidth(),n=t.getHeight();function i(t,e){return function(){$C(t,e)}}for(var r=0;r<this._labelList.length;r++){var o=this._labelList[r],a=o.label,s=a.__hostTarget,l=o.defaultAttr,u=void 0;u=Object(c[\"w\"])(o.layoutOption)?o.layoutOption(Aw(o,s)):o.layoutOption,u=u||{},o.computedLayoutOption=u;var h=Math.PI/180;s&&s.setTextConfig({local:!1,position:null!=u.x||null!=u.y?null:l.attachedPos,rotation:null!=u.rotate?u.rotate*h:l.attachedRot,offset:[u.dx||0,u.dy||0]});var d=!1;if(null!=u.x?(a.x=Ti(u.x,e),a.setStyle(\"x\",0),d=!0):(a.x=l.x,a.setStyle(\"x\",l.style.x)),null!=u.y?(a.y=Ti(u.y,n),a.setStyle(\"y\",0),d=!0):(a.y=l.y,a.setStyle(\"y\",l.style.y)),u.labelLinePoints){var p=s.getTextGuideLine();p&&(p.setShape({points:u.labelLinePoints}),d=!1)}var A=mw(a);A.needsUpdateLabelLine=d,a.rotation=null!=u.rotate?u.rotate*h:l.rotation,a.scaleX=l.scaleX,a.scaleY=l.scaleY;for(var f=0;f<fw.length;f++){var g=fw[f];a.setStyle(g,null!=u[g]?u[g]:l.style[g])}if(u.draggable){if(a.draggable=!0,a.cursor=\"move\",s){var m=o.seriesModel;if(null!=o.dataIndex){var y=o.seriesModel.getData(o.dataType);m=y.getItemModel(o.dataIndex)}a.on(\"drag\",i(s,m.getModel(\"labelLine\")))}}else a.off(\"drag\"),a.cursor=l.cursor}},t.prototype.layout=function(t){var e=t.getWidth(),n=t.getHeight(),i=lw(this._labelList),r=Object(c[\"n\"])(i,(function(t){return\"shiftX\"===t.layoutOption.moveOverlap})),o=Object(c[\"n\"])(i,(function(t){return\"shiftY\"===t.layoutOption.moveOverlap}));cw(r,0,e),hw(o,0,n);var a=Object(c[\"n\"])(i,(function(t){return t.layoutOption.hideOverlap}));dw(a)},t.prototype.processLabelsOverall=function(){var t=this;Object(c[\"k\"])(this._chartViewList,(function(e){var n=e.__model,i=e.ignoreLabelLineUpdate,r=n.isAnimationEnabled();e.group.traverse((function(e){if(e.ignore&&!e.forceLabelAnimation)return!0;var o=!i,a=e.getTextContent();!o&&a&&(o=mw(a).needsUpdateLabelLine),o&&t._updateLabelLine(e,n),r&&t._animateLabels(e,n)}))}))},t.prototype._updateLabelLine=function(t,e){var n=t.getTextContent(),i=xs(t),r=i.dataIndex;if(n&&null!=r){var o=e.getData(i.dataType),a=o.getItemModel(r),s={},l=o.getItemVisual(r,\"style\"),u=o.getVisual(\"drawType\");s.stroke=l[u];var c=a.getModel(\"labelLine\");aw(t,sw(a),s),$C(t,c)}},t.prototype._animateLabels=function(t,e){var n=t.getTextContent(),i=t.getTextGuideLine();if(n&&(t.forceLabelAnimation||!n.ignore&&!n.invisible&&!t.disableLabelAnimation&&!Wl(t))){var r=mw(n),o=r.oldLayout,a=xs(t),s=a.dataIndex,l={x:n.x,y:n.y,rotation:n.rotation},u=e.getData(a.dataType);if(o){n.attr(o);var h=t.prevStates;h&&(Object(c[\"r\"])(h,\"select\")>=0&&n.attr(r.oldLayoutSelect),Object(c[\"r\"])(h,\"emphasis\")>=0&&n.attr(r.oldLayoutEmphasis)),Zl(n,l,e,s)}else if(n.attr(l),!Au(n).valueAnimation){var d=Object(c[\"P\"])(n.style.opacity,1);n.style.opacity=0,Pl(n,{style:{opacity:d}},e,s)}if(r.oldLayout=l,n.states.select){var p=r.oldLayoutSelect={};vw(p,l,Cw),vw(p,n.states.select,Cw)}if(n.states.emphasis){var A=r.oldLayoutEmphasis={};vw(A,l,Cw),vw(A,n.states.emphasis,Cw)}gu(n,s,u,e,e)}if(i&&!i.ignore&&!i.invisible){r=yw(i),o=r.oldLayout;var f={points:i.shape.points};o?(i.attr({shape:o}),Zl(i,{shape:f},e)):(i.setShape(f),i.style.strokePercent=0,Pl(i,{style:{strokePercent:1}},e)),r.oldLayout=f}},t}(),Iw=ww,Ew=Kr();function bw(t){t.registerUpdateLifecycle(\"series:beforeupdate\",(function(t,e,n){var i=Ew(e).labelManager;i||(i=Ew(e).labelManager=new Iw),i.clearLabels()})),t.registerUpdateLifecycle(\"series:layoutlabels\",(function(t,e,n){var i=Ew(e).labelManager;n.updatedSeries.forEach((function(t){i.addLabelsOfSeries(e.getViewOfSeriesModel(t))})),i.updateLayoutConfig(e),i.layout(e),i.processLabelsOverall()}))}function Mw(t,e,n){var i=ei[\"d\"].createCanvas(),r=e.getWidth(),o=e.getHeight(),a=i.style;return a&&(a.position=\"absolute\",a.left=\"0\",a.top=\"0\",a.width=r+\"px\",a.height=o+\"px\",i.setAttribute(\"data-zr-dom-id\",t)),i.width=r*n,i.height=o*n,i}jC(bw);var Sw=function(t){function e(e,n,i){var r,o=t.call(this)||this;o.motionBlur=!1,o.lastFrameAlpha=.7,o.dpr=1,o.virtual=!1,o.config={},o.incremental=!1,o.zlevel=0,o.maxRepaintRectCount=5,o.__dirty=!0,o.__firstTimePaint=!0,o.__used=!1,o.__drawIndex=0,o.__startIndex=0,o.__endIndex=0,o.__prevStartIndex=null,o.__prevEndIndex=null,i=i||Tn,\"string\"===typeof e?r=Mw(e,n,i):c[\"A\"](e)&&(r=e,e=r.id),o.id=e,o.dom=r;var a=r.style;return a&&(c[\"j\"](r),r.onselectstart=function(){return!1},a.padding=\"0\",a.margin=\"0\",a.borderWidth=\"0\"),o.painter=n,o.dpr=i,o}return 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d=t.width*t.height,p=c.width*c.height,A=l.width*l.height,f=A-d-p;f<i&&(i=f,r=u)}}if(s&&(o[r].union(t),n=!0),!n){e=new Dt(0,0,0,0);e.copy(t),o.push(e)}s||(s=o.length>=a)}}for(var c=this.__startIndex;c<this.__endIndex;++c){var h=t[c];if(h){var d=h.shouldBePainted(n,i,!0,!0),p=h.__isRendered&&(h.__dirty&te||!d)?h.getPrevPaintRect():null;p&&u(p);var A=d&&(h.__dirty&te||!h.__isRendered)?h.getPaintRect():null;A&&u(A)}}for(c=this.__prevStartIndex;c<this.__prevEndIndex;++c){h=e[c],d=h.shouldBePainted(n,i,!0,!0);if(h&&(!d||!h.__zr)&&h.__isRendered){p=h.getPrevPaintRect();p&&u(p)}}do{r=!1;for(c=0;c<o.length;)if(o[c].isZero())o.splice(c,1);else{for(var f=c+1;f<o.length;)o[c].intersect(o[f])?(r=!0,o[c].union(o[f]),o.splice(f,1)):f++;c++}}while(r);return this._paintRects=o,o},e.prototype.debugGetPaintRects=function(){return(this._paintRects||[]).slice()},e.prototype.resize=function(t,e){var n=this.dpr,i=this.dom,r=i.style,o=this.domBack;r&&(r.width=t+\"px\",r.height=e+\"px\"),i.width=t*n,i.height=e*n,o&&(o.width=t*n,o.height=e*n,1!==n&&this.ctxBack.scale(n,n))},e.prototype.clear=function(t,e,n){var i=this.dom,r=this.ctx,o=i.width,a=i.height;e=e||this.clearColor;var s=this.motionBlur&&!t,l=this.lastFrameAlpha,u=this.dpr,h=this;s&&(this.domBack||this.createBackBuffer(),this.ctxBack.globalCompositeOperation=\"copy\",this.ctxBack.drawImage(i,0,0,o/u,a/u));var d=this.domBack;function p(t,n,i,o){if(r.clearRect(t,n,i,o),e&&\"transparent\"!==e){var a=void 0;if(c[\"x\"](e)){var p=e.global||e.__width===i&&e.__height===o;a=p&&e.__canvasGradient||Ay(r,e,{x:0,y:0,width:i,height:o}),e.__canvasGradient=a,e.__width=i,e.__height=o}else 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r=!t.nodeName||\"CANVAS\"===t.nodeName.toUpperCase();this._opts=n=c[\"m\"]({},n||{}),this.dpr=n.devicePixelRatio||Tn,this._singleCanvas=r,this.root=t;var o=t.style;o&&(c[\"j\"](t),t.innerHTML=\"\"),this.storage=e;var a=this._zlevelList;this._prevDisplayList=[];var s=this._layers;if(r){var l=t,u=l.width,h=l.height;null!=n.width&&(u=n.width),null!=n.height&&(h=n.height),this.dpr=n.devicePixelRatio||1,l.width=u*this.dpr,l.height=h*this.dpr,this._width=u,this._height=h;var d=new xw(l,this,this.dpr);d.__builtin__=!0,d.initContext(),s[kw]=d,d.zlevel=kw,a.push(kw),this._domRoot=t}else{this._width=my(t,0,n),this._height=my(t,1,n);var p=this._domRoot=qw(this._width,this._height);t.appendChild(p)}}return t.prototype.getType=function(){return\"canvas\"},t.prototype.isSingleCanvas=function(){return this._singleCanvas},t.prototype.getViewportRoot=function(){return this._domRoot},t.prototype.getViewportRootOffset=function(){var t=this.getViewportRoot();if(t)return{offsetLeft:t.offsetLeft||0,offsetTop:t.offsetTop||0}},t.prototype.refresh=function(t){var e=this.storage.getDisplayList(!0),n=this._prevDisplayList,i=this._zlevelList;this._redrawId=Math.random(),this._paintList(e,n,t,this._redrawId);for(var r=0;r<i.length;r++){var o=i[r],a=this._layers[o];if(!a.__builtin__&&a.refresh){var s=0===r?this._backgroundColor:null;a.refresh(s)}}return this._opts.useDirtyRect&&(this._prevDisplayList=e.slice()),this},t.prototype.refreshHover=function(){this._paintHoverList(this.storage.getDisplayList(!1))},t.prototype._paintHoverList=function(t){var e=t.length,n=this._hoverlayer;if(n&&n.clear(),e){for(var i,r={inHover:!0,viewWidth:this._width,viewHeight:this._height},o=0;o<e;o++){var a=t[o];a.__inHover&&(n||(n=this._hoverlayer=this.getLayer(Bw)),i||(i=n.ctx,i.save()),Zy(i,a,r,o===e-1))}i&&i.restore()}},t.prototype.getHoverLayer=function(){return this.getLayer(Bw)},t.prototype.paintOne=function(t,e){Ny(t,e)},t.prototype._paintList=function(t,e,n,i){if(this._redrawId===i){n=n||!1,this._updateLayerStatus(t);var r=this._doPaintList(t,e,n),o=r.finished,a=r.needsRefreshHover;if(this._needsManuallyCompositing&&this._compositeManually(),a&&this._paintHoverList(t),o)this.eachLayer((function(t){t.afterBrush&&t.afterBrush()}));else{var s=this;ue((function(){s._paintList(t,e,n,i)}))}}},t.prototype._compositeManually=function(){var t=this.getLayer(kw).ctx,e=this._domRoot.width,n=this._domRoot.height;t.clearRect(0,0,e,n),this.eachBuiltinLayer((function(i){i.virtual&&t.drawImage(i.dom,0,0,e,n)}))},t.prototype._doPaintList=function(t,e,n){for(var i=this,r=[],o=this._opts.useDirtyRect,a=0;a<this._zlevelList.length;a++){var s=this._zlevelList[a],l=this._layers[s];l.__builtin__&&l!==this._hoverlayer&&(l.__dirty||n)&&r.push(l)}for(var h=!0,d=!1,p=function(a){var s,l=r[a],u=l.ctx,c=o&&l.createRepaintRects(t,e,A._width,A._height),p=n?l.__startIndex:l.__drawIndex,f=!n&&l.incremental&&Date.now,g=f&&Date.now(),m=l.zlevel===A._zlevelList[0]?A._backgroundColor:null;if(l.__startIndex===l.__endIndex)l.clear(!1,m,c);else if(p===l.__startIndex){var y=t[p];y.incremental&&y.notClear&&!n||l.clear(!1,m,c)}-1===p&&(p=l.__startIndex);var v=function(e){var n={inHover:!1,allClipped:!1,prevEl:null,viewWidth:i._width,viewHeight:i._height};for(s=p;s<l.__endIndex;s++){var r=t[s];if(r.__inHover&&(d=!0),i._doPaintEl(r,l,o,e,n,s===l.__endIndex-1),f){var a=Date.now()-g;if(a>15)break}}n.prevElClipPaths&&u.restore()};if(c)if(0===c.length)s=l.__endIndex;else for(var C=A.dpr,w=0;w<c.length;++w){var I=c[w];u.save(),u.beginPath(),u.rect(I.x*C,I.y*C,I.width*C,I.height*C),u.clip(),v(I),u.restore()}else u.save(),v(),u.restore();l.__drawIndex=s,l.__drawIndex<l.__endIndex&&(h=!1)},A=this,f=0;f<r.length;f++)p(f);return u[\"a\"].wxa&&c[\"k\"](this._layers,(function(t){t&&t.ctx&&t.ctx.draw&&t.ctx.draw()})),{finished:h,needsRefreshHover:d}},t.prototype._doPaintEl=function(t,e,n,i,r,o){var a=e.ctx;if(n){var s=t.getPaintRect();(!i||s&&s.intersect(i))&&(Zy(a,t,r,o),t.setPrevPaintRect(s))}else Zy(a,t,r,o)},t.prototype.getLayer=function(t,e){this._singleCanvas&&!this._needsManuallyCompositing&&(t=kw);var n=this._layers[t];return n||(n=new xw(\"zr_\"+t,this,this.dpr),n.zlevel=t,n.__builtin__=!0,this._layerConfig[t]?c[\"I\"](n,this._layerConfig[t],!0):this._layerConfig[t-Qw]&&c[\"I\"](n,this._layerConfig[t-Qw],!0),e&&(n.virtual=e),this.insertLayer(t,n),n.initContext()),n},t.prototype.insertLayer=function(t,e){var n=this._layers,i=this._zlevelList,r=i.length,o=this._domRoot,a=null,s=-1;if(!n[t]&&Kw(e)){if(r>0&&t>i[0]){for(s=0;s<r-1;s++)if(i[s]<t&&i[s+1]>t)break;a=n[i[s]]}if(i.splice(s+1,0,t),n[t]=e,!e.virtual)if(a){var l=a.dom;l.nextSibling?o.insertBefore(e.dom,l.nextSibling):o.appendChild(e.dom)}else o.firstChild?o.insertBefore(e.dom,o.firstChild):o.appendChild(e.dom);e.__painter=this}},t.prototype.eachLayer=function(t,e){for(var n=this._zlevelList,i=0;i<n.length;i++){var r=n[i];t.call(e,this._layers[r],r)}},t.prototype.eachBuiltinLayer=function(t,e){for(var n=this._zlevelList,i=0;i<n.length;i++){var r=n[i],o=this._layers[r];o.__builtin__&&t.call(e,o,r)}},t.prototype.eachOtherLayer=function(t,e){for(var n=this._zlevelList,i=0;i<n.length;i++){var r=n[i],o=this._layers[r];o.__builtin__||t.call(e,o,r)}},t.prototype.getLayers=function(){return this._layers},t.prototype._updateLayerStatus=function(t){function e(t){a&&(a.__endIndex!==t&&(a.__dirty=!0),a.__endIndex=t)}if(this.eachBuiltinLayer((function(t,e){t.__dirty=t.__used=!1})),this._singleCanvas)for(var n=1;n<t.length;n++){var i=t[n];if(i.zlevel!==t[n-1].zlevel||i.incremental){this._needsManuallyCompositing=!0;break}}var r,o,a=null,s=0;for(o=0;o<t.length;o++){i=t[o];var l=i.zlevel,u=void 0;r!==l&&(r=l,s=0),i.incremental?(u=this.getLayer(l+Dw,this._needsManuallyCompositing),u.incremental=!0,s=1):u=this.getLayer(l+(s>0?Qw:0),this._needsManuallyCompositing),u.__builtin__||c[\"G\"](\"ZLevel \"+l+\" has been used by unkown layer \"+u.id),u!==a&&(u.__used=!0,u.__startIndex!==o&&(u.__dirty=!0),u.__startIndex=o,u.incremental?u.__drawIndex=-1:u.__drawIndex=o,e(o),a=u),i.__dirty&te&&!i.__inHover&&(u.__dirty=!0,u.incremental&&u.__drawIndex<0&&(u.__drawIndex=o))}e(o),this.eachBuiltinLayer((function(t,e){!t.__used&&t.getElementCount()>0&&(t.__dirty=!0,t.__startIndex=t.__endIndex=t.__drawIndex=0),t.__dirty&&t.__drawIndex<0&&(t.__drawIndex=t.__startIndex)}))},t.prototype.clear=function(){return this.eachBuiltinLayer(this._clearLayer),this},t.prototype._clearLayer=function(t){t.clear()},t.prototype.setBackgroundColor=function(t){this._backgroundColor=t,c[\"k\"](this._layers,(function(t){t.setUnpainted()}))},t.prototype.configLayer=function(t,e){if(e){var n=this._layerConfig;n[t]?c[\"I\"](n[t],e,!0):n[t]=e;for(var i=0;i<this._zlevelList.length;i++){var r=this._zlevelList[i];if(r===t||r===t+Qw){var o=this._layers[r];c[\"I\"](o,n[t],!0)}}}},t.prototype.delLayer=function(t){var e=this._layers,n=this._zlevelList,i=e[t];i&&(i.dom.parentNode.removeChild(i.dom),delete e[t],n.splice(c[\"r\"](n,t),1))},t.prototype.resize=function(t,e){if(this._domRoot.style){var n=this._domRoot;n.style.display=\"none\";var i=this._opts,r=this.root;if(null!=t&&(i.width=t),null!=e&&(i.height=e),t=my(r,0,i),e=my(r,1,i),n.style.display=\"\",this._width!==t||e!==this._height){for(var o in n.style.width=t+\"px\",n.style.height=e+\"px\",this._layers)this._layers.hasOwnProperty(o)&&this._layers[o].resize(t,e);this.refresh(!0)}this._width=t,this._height=e}else{if(null==t||null==e)return;this._width=t,this._height=e,this.getLayer(kw).resize(t,e)}return this},t.prototype.clearLayer=function(t){var e=this._layers[t];e&&e.clear()},t.prototype.dispose=function(){this.root.innerHTML=\"\",this.root=this.storage=this._domRoot=this._layers=null},t.prototype.getRenderedCanvas=function(t){if(t=t||{},this._singleCanvas&&!this._compositeManually)return this._layers[kw].dom;var e=new xw(\"image\",this,t.pixelRatio||this.dpr);e.initContext(),e.clear(!1,t.backgroundColor||this._backgroundColor);var n=e.ctx;if(t.pixelRatio<=this.dpr){this.refresh();var i=e.dom.width,r=e.dom.height;this.eachLayer((function(t){t.__builtin__?n.drawImage(t.dom,0,0,i,r):t.renderToCanvas&&(n.save(),t.renderToCanvas(n),n.restore())}))}else for(var o={inHover:!1,viewWidth:this._width,viewHeight:this._height},a=this.storage.getDisplayList(!0),s=0,l=a.length;s<l;s++){var u=a[s];Zy(n,u,o,s===l-1)}return e.dom},t.prototype.getWidth=function(){return this._width},t.prototype.getHeight=function(){return this._height},t}(),Lw=Ow;function Rw(t){t.registerPainter(\"canvas\",Lw)}var jw=Math.sin,Tw=Math.cos,Jw=Math.PI,Gw=2*Math.PI,Yw=180/Jw,Fw=function(){function t(){}return t.prototype.reset=function(t){this._start=!0,this._d=[],this._str=\"\",this._p=Math.pow(10,t||4)},t.prototype.moveTo=function(t,e){this._add(\"M\",t,e)},t.prototype.lineTo=function(t,e){this._add(\"L\",t,e)},t.prototype.bezierCurveTo=function(t,e,n,i,r,o){this._add(\"C\",t,e,n,i,r,o)},t.prototype.quadraticCurveTo=function(t,e,n,i){this._add(\"Q\",t,e,n,i)},t.prototype.arc=function(t,e,n,i,r,o){this.ellipse(t,e,n,n,0,i,r,o)},t.prototype.ellipse=function(t,e,n,i,r,o,a,s){var l=a-o,u=!s,c=Math.abs(l),h=Object(Fe[\"j\"])(c-Gw)||(u?l>=Gw:-l>=Gw),d=l>0?l%Gw:l%Gw+Gw,p=!1;p=!!h||!Object(Fe[\"j\"])(c)&&d>=Jw===!!u;var A=t+n*Tw(o),f=e+i*jw(o);this._start&&this._add(\"M\",A,f);var g=Math.round(r*Yw);if(h){var m=1/this._p,y=(u?1:-1)*(Gw-m);this._add(\"A\",n,i,g,1,+u,t+n*Tw(o+y),e+i*jw(o+y)),m>.01&&this._add(\"A\",n,i,g,0,+u,A,f)}else{var 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r=this._svgDom=this._oldVNode.elm=eI(\"svg\");eE(null,this._oldVNode),i.appendChild(r),t.appendChild(i)}this.resize(n.width,n.height)}return t.prototype.getType=function(){return this.type},t.prototype.getViewportRoot=function(){return this._viewport},t.prototype.getViewportRootOffset=function(){var t=this.getViewportRoot();if(t)return{offsetLeft:t.offsetLeft||0,offsetTop:t.offsetTop||0}},t.prototype.getSvgDom=function(){return this._svgDom},t.prototype.refresh=function(){if(this.root){var t=this.renderToVNode({willUpdate:!0});t.attrs.style=\"position:absolute;left:0;top:0;user-select:none\",rE(this._oldVNode,t),this._oldVNode=t}},t.prototype.renderOneToVNode=function(t){return qI(t,sI(this._id))},t.prototype.renderToVNode=function(t){t=t||{};var e=this.storage.getDisplayList(!0),n=this._width,i=this._height,r=sI(this._id);r.animation=t.animation,r.willUpdate=t.willUpdate,r.compress=t.compress;var o=[],a=this._bgVNode=lE(n,i,this._backgroundColor,r);a&&o.push(a);var 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f=p-1;f>A;f--)s--,i=a[s-1];for(var g=A+1;g<d;g++){var m={};jI(h[g],m,e);var y=nI(\"g\",\"clip-g-\"+l++,m,[]);(i?i.children:n).push(y),a[s++]=y,i=y}r=h;var v=qI(c,e);v&&(i?i.children:n).push(v)}}},t.prototype.resize=function(t,e){var n=this._opts,i=this.root,r=this._viewport;if(null!=t&&(n.width=t),null!=e&&(n.height=e),i&&r&&(r.style.display=\"none\",t=my(i,0,n),e=my(i,1,n),r.style.display=\"\"),this._width!==t||this._height!==e){if(this._width=t,this._height=e,r){var o=r.style;o.width=t+\"px\",o.height=e+\"px\"}if(Object(Fe[\"n\"])(this._backgroundColor))this.refresh();else{var a=this._svgDom;a&&(a.setAttribute(\"width\",t),a.setAttribute(\"height\",e));var s=this._bgVNode&&this._bgVNode.elm;s&&(s.setAttribute(\"width\",t),s.setAttribute(\"height\",e))}}},t.prototype.getWidth=function(){return this._width},t.prototype.getHeight=function(){return this._height},t.prototype.dispose=function(){this.root&&(this.root.innerHTML=\"\"),this._svgDom=this._viewport=this.storage=this._oldVNode=this._bgVNode=this._mainVNode=null},t.prototype.clear=function(){this._svgDom&&(this._svgDom.innerHTML=null),this._oldVNode=null},t.prototype.toDataURL=function(t){var e=this.renderToString(),n=\"data:image/svg+xml;\";return t?(e=Object(Fe[\"c\"])(e),e&&n+\"base64,\"+e):n+\"charset=UTF-8,\"+encodeURIComponent(e)},t}();function sE(t){return function(){0}}function lE(t,e,n,i){var r;if(n&&\"none\"!==n)if(r=nI(\"rect\",\"bg\",{width:t,height:e,x:\"0\",y:\"0\",id:\"0\"}),Object(Fe[\"k\"])(n))LI({fill:n},r.attrs,\"fill\",i);else if(Object(Fe[\"n\"])(n))RI({style:{fill:n},dirty:c[\"L\"],getBoundingRect:function(){return{width:t,height:e}}},r.attrs,\"fill\",i);else{var o=Object(Fe[\"p\"])(n),a=o.color,s=o.opacity;r.attrs.fill=a,s<1&&(r.attrs[\"fill-opacity\"]=s)}return r}var uE=aE;function cE(t){t.registerPainter(\"svg\",uE)}function hE(t){return 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h=this.getSourceDimension(o);h&&(s=e?h.name:null,l=h.type)}r.push({property:s,type:l,ordinalMeta:u}),!e||null==s||c&&c.isCalculationCoord||(i+=n?s.replace(/\\`/g,\"`1\").replace(/\\$/g,\"`2\"):s),i+=\"$\",i+=EE[l]||\"f\",u&&(i+=u.uid),i+=\"$\"}var d=this.source,p=[d.seriesLayoutBy,d.startIndex,i].join(\"$$\");return{dimensions:r,hash:p}},t.prototype.makeOutputDimensionNames=function(){for(var t=[],e=0,n=0;e<this._fullDimCount;e++){var i=void 0,r=this.dimensions[n];if(r&&r.storeDimIndex===e)r.isCalculationCoord||(i=r.name),n++;else{var o=this.getSourceDimension(e);o&&(i=o.name)}t.push(i)}return t},t.prototype.appendCalculationDimension=function(t){this.dimensions.push(t),t.isCalculationCoord=!0,this._fullDimCount++,this._updateDimOmitted(!0)},t}();function ME(t){return t instanceof bE}function SE(t){for(var e=Object(c[\"f\"])(),n=0;n<(t||[]).length;n++){var i=t[n],r=Object(c[\"A\"])(i)?i.name:i;null!=r&&null==e.get(r)&&e.set(r,n)}return e}function xE(t){var e=IE(t);return e.dimNameMap||(e.dimNameMap=SE(t.dimensionsDefine))}function BE(t){return t>30}var kE,QE,DE,KE,qE,OE,LE,RE=c[\"A\"],jE=c[\"H\"],TE=\"undefined\"===typeof Int32Array?Array:Int32Array,JE=\"e\\0\\0\",GE=-1,YE=[\"hasItemOption\",\"_nameList\",\"_idList\",\"_invertedIndicesMap\",\"_dimSummary\",\"userOutput\",\"_rawData\",\"_dimValueGetter\",\"_nameDimIdx\",\"_idDimIdx\",\"_nameRepeatCount\"],FE=[\"_approximateExtent\"],UE=function(){function t(t,e){var n;this.type=\"list\",this._dimOmitted=!1,this._nameList=[],this._idList=[],this._visual={},this._layout={},this._itemVisuals=[],this._itemLayouts=[],this._graphicEls=[],this._approximateExtent={},this._calculationInfo={},this.hasItemOption=!1,this.TRANSFERABLE_METHODS=[\"cloneShallow\",\"downSample\",\"lttbDownSample\",\"map\"],this.CHANGABLE_METHODS=[\"filterSelf\",\"selectRange\"],this.DOWNSAMPLE_METHODS=[\"downSample\",\"lttbDownSample\"];var i=!1;ME(t)?(n=t.dimensions,this._dimOmitted=t.isDimensionOmitted(),this._schema=t):(i=!0,n=t),n=n||[\"x\",\"y\"];for(var r={},o=[],a={},s=!1,l={},u=0;u<n.length;u++){var h=n[u],d=c[\"C\"](h)?new wE({name:h}):h instanceof wE?h:new wE(h),p=d.name;d.type=d.type||\"float\",d.coordDim||(d.coordDim=p,d.coordDimIndex=0);var A=d.otherDims=d.otherDims||{};o.push(p),r[p]=d,null!=l[p]&&(s=!0),d.createInvertedIndices&&(a[p]=[]),0===A.itemName&&(this._nameDimIdx=u),0===A.itemId&&(this._idDimIdx=u),i&&(d.storeDimIndex=u)}if(this.dimensions=o,this._dimInfos=r,this._initGetDimensionInfo(s),this.hostModel=e,this._invertedIndicesMap=a,this._dimOmitted){var f=this._dimIdxToName=c[\"f\"]();c[\"k\"](o,(function(t){f.set(r[t].storeDimIndex,t)}))}}return t.prototype.getDimension=function(t){var e=this._recognizeDimIndex(t);if(null==e)return t;if(e=t,!this._dimOmitted)return this.dimensions[e];var n=this._dimIdxToName.get(e);if(null!=n)return n;var i=this._schema.getSourceDimension(e);return i?i.name:void 0},t.prototype.getDimensionIndex=function(t){var e=this._recognizeDimIndex(t);if(null!=e)return e;if(null==t)return-1;var n=this._getDimInfo(t);return n?n.storeDimIndex:this._dimOmitted?this._schema.getSourceDimensionIndex(t):-1},t.prototype._recognizeDimIndex=function(t){if(c[\"z\"](t)||null!=t&&!isNaN(t)&&!this._getDimInfo(t)&&(!this._dimOmitted||this._schema.getSourceDimensionIndex(t)<0))return+t},t.prototype._getStoreDimIndex=function(t){var e=this.getDimensionIndex(t);return e},t.prototype.getDimensionInfo=function(t){return this._getDimInfo(this.getDimension(t))},t.prototype._initGetDimensionInfo=function(t){var e=this._dimInfos;this._getDimInfo=t?function(t){return e.hasOwnProperty(t)?e[t]:void 0}:function(t){return e[t]}},t.prototype.getDimensionsOnCoord=function(){return this._dimSummary.dataDimsOnCoord.slice()},t.prototype.mapDimension=function(t,e){var n=this._dimSummary;if(null==e)return n.encodeFirstDimNotExtra[t];var i=n.encode[t];return i?i[e]:null},t.prototype.mapDimensionsAll=function(t){var e=this._dimSummary,n=e.encode[t];return(n||[]).slice()},t.prototype.getStore=function(){return this._store},t.prototype.initData=function(t,e,n){var i,r=this;if(t instanceof Gp&&(i=t),!i){var o=this.dimensions,a=Ld(t)||c[\"u\"](t)?new Nd(t,o.length):t;i=new Gp;var s=jE(o,(function(t){return{type:r._dimInfos[t].type,property:t}}));i.initData(a,s,n)}this._store=i,this._nameList=(e||[]).slice(),this._idList=[],this._nameRepeatCount={},this._doInit(0,i.count()),this._dimSummary=gE(this,this._schema),this.userOutput=this._dimSummary.userOutput},t.prototype.appendData=function(t){var e=this._store.appendData(t);this._doInit(e[0],e[1])},t.prototype.appendValues=function(t,e){var n=this._store.appendValues(t,e.length),i=n.start,r=n.end,o=this._shouldMakeIdFromName();if(this._updateOrdinalMeta(),e)for(var a=i;a<r;a++){var s=a-i;this._nameList[a]=e[s],o&&LE(this,a)}},t.prototype._updateOrdinalMeta=function(){for(var t=this._store,e=this.dimensions,n=0;n<e.length;n++){var i=this._dimInfos[e[n]];i.ordinalMeta&&t.collectOrdinalMeta(i.storeDimIndex,i.ordinalMeta)}},t.prototype._shouldMakeIdFromName=function(){var t=this._store.getProvider();return null==this._idDimIdx&&t.getSource().sourceFormat!==sh&&!t.fillStorage},t.prototype._doInit=function(t,e){if(!(t>=e)){var n=this._store,i=n.getProvider();this._updateOrdinalMeta();var r=this._nameList,o=this._idList,a=i.getSource().sourceFormat,s=a===ih;if(s&&!i.pure)for(var l=[],u=t;u<e;u++){var c=i.getItem(u,l);if(!this.hasItemOption&&Ar(c)&&(this.hasItemOption=!0),c){var h=c.name;null==r[u]&&null!=h&&(r[u]=br(h,null));var d=c.id;null==o[u]&&null!=d&&(o[u]=br(d,null))}}if(this._shouldMakeIdFromName())for(u=t;u<e;u++)LE(this,u);kE(this)}},t.prototype.getApproximateExtent=function(t){return this._approximateExtent[t]||this._store.getDataExtent(this._getStoreDimIndex(t))},t.prototype.setApproximateExtent=function(t,e){e=this.getDimension(e),this._approximateExtent[e]=t.slice()},t.prototype.getCalculationInfo=function(t){return this._calculationInfo[t]},t.prototype.setCalculationInfo=function(t,e){RE(t)?c[\"m\"](this._calculationInfo,t):this._calculationInfo[t]=e},t.prototype.getName=function(t){var e=this.getRawIndex(t),n=this._nameList[e];return null==n&&null!=this._nameDimIdx&&(n=DE(this,this._nameDimIdx,e)),null==n&&(n=\"\"),n},t.prototype._getCategory=function(t,e){var n=this._store.get(t,e),i=this._store.getOrdinalMeta(t);return i?i.categories[n]:n},t.prototype.getId=function(t){return QE(this,this.getRawIndex(t))},t.prototype.count=function(){return this._store.count()},t.prototype.get=function(t,e){var n=this._store,i=this._dimInfos[t];if(i)return n.get(i.storeDimIndex,e)},t.prototype.getByRawIndex=function(t,e){var n=this._store,i=this._dimInfos[t];if(i)return 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this._store.indexOfRawIndex(t)},t.prototype.rawIndexOf=function(t,e){var n=t&&this._invertedIndicesMap[t];var i=n[e];return null==i||isNaN(i)?GE:i},t.prototype.indicesOfNearest=function(t,e,n){return this._store.indicesOfNearest(this._getStoreDimIndex(t),e,n)},t.prototype.each=function(t,e,n){c[\"w\"](t)&&(n=e,e=t,t=[]);var i=n||this,r=jE(KE(t),this._getStoreDimIndex,this);this._store.each(r,i?c[\"c\"](e,i):e)},t.prototype.filterSelf=function(t,e,n){c[\"w\"](t)&&(n=e,e=t,t=[]);var i=n||this,r=jE(KE(t),this._getStoreDimIndex,this);return this._store=this._store.filter(r,i?c[\"c\"](e,i):e),this},t.prototype.selectRange=function(t){var e=this,n={},i=c[\"F\"](t),r=[];return c[\"k\"](i,(function(i){var o=e._getStoreDimIndex(i);n[o]=t[i],r.push(o)})),this._store=this._store.selectRange(n),this},t.prototype.mapArray=function(t,e,n){c[\"w\"](t)&&(n=e,e=t,t=[]),n=n||this;var i=[];return this.each(t,(function(){i.push(e&&e.apply(this,arguments))}),n),i},t.prototype.map=function(t,e,n,i){var r=n||i||this,o=jE(KE(t),this._getStoreDimIndex,this),a=OE(this);return a._store=this._store.map(o,r?c[\"c\"](e,r):e),a},t.prototype.modify=function(t,e,n,i){var r=n||i||this;var o=jE(KE(t),this._getStoreDimIndex,this);this._store.modify(o,r?c[\"c\"](e,r):e)},t.prototype.downSample=function(t,e,n,i){var r=OE(this);return r._store=this._store.downSample(this._getStoreDimIndex(t),e,n,i),r},t.prototype.lttbDownSample=function(t,e){var n=OE(this);return n._store=this._store.lttbDownSample(this._getStoreDimIndex(t),e),n},t.prototype.getRawDataItem=function(t){return this._store.getRawDataItem(t)},t.prototype.getItemModel=function(t){var e=this.hostModel,n=this.getRawDataItem(t);return new ku(n,e,e&&e.ecModel)},t.prototype.diff=function(t){var e=this;return new AE(t?t.getStore().getIndices():[],this.getStore().getIndices(),(function(e){return QE(t,e)}),(function(t){return QE(e,t)}))},t.prototype.getVisual=function(t){var e=this._visual;return e&&e[t]},t.prototype.setVisual=function(t,e){this._visual=this._visual||{},RE(t)?c[\"m\"](this._visual,t):this._visual[t]=e},t.prototype.getItemVisual=function(t,e){var n=this._itemVisuals[t],i=n&&n[e];return null==i?this.getVisual(e):i},t.prototype.hasItemVisual=function(){return this._itemVisuals.length>0},t.prototype.ensureUniqueItemVisual=function(t,e){var n=this._itemVisuals,i=n[t];i||(i=n[t]={});var r=i[e];return null==r&&(r=this.getVisual(e),c[\"t\"](r)?r=r.slice():RE(r)&&(r=c[\"m\"]({},r)),i[e]=r),r},t.prototype.setItemVisual=function(t,e,n){var i=this._itemVisuals[t]||{};this._itemVisuals[t]=i,RE(e)?c[\"m\"](i,e):i[e]=n},t.prototype.clearAllVisual=function(){this._visual={},this._itemVisuals=[]},t.prototype.setLayout=function(t,e){RE(t)?c[\"m\"](this._layout,t):this._layout[t]=e},t.prototype.getLayout=function(t){return this._layout[t]},t.prototype.getItemLayout=function(t){return this._itemLayouts[t]},t.prototype.setItemLayout=function(t,e,n){this._itemLayouts[t]=n?c[\"m\"](this._itemLayouts[t]||{},e):e},t.prototype.clearItemLayouts=function(){this._itemLayouts.length=0},t.prototype.setItemGraphicEl=function(t,e){var n=this.hostModel&&this.hostModel.seriesIndex;Bs(n,this.dataType,t,e),this._graphicEls[t]=e},t.prototype.getItemGraphicEl=function(t){return this._graphicEls[t]},t.prototype.eachItemGraphicEl=function(t,e){c[\"k\"](this._graphicEls,(function(n,i){n&&t&&t.call(e,n,i)}))},t.prototype.cloneShallow=function(e){return e||(e=new t(this._schema?this._schema:jE(this.dimensions,this._getDimInfo,this),this.hostModel)),qE(e,this),e._store=this._store,e},t.prototype.wrapMethod=function(t,e){var n=this[t];c[\"w\"](n)&&(this.__wrappedMethods=this.__wrappedMethods||[],this.__wrappedMethods.push(t),this[t]=function(){var t=n.apply(this,arguments);return e.apply(this,[t].concat(c[\"S\"](arguments)))})},t.internalField=function(){kE=function(t){var e=t._invertedIndicesMap;c[\"k\"](e,(function(n,i){var r=t._dimInfos[i],o=r.ordinalMeta,a=t._store;if(o){n=e[i]=new TE(o.categories.length);for(var s=0;s<n.length;s++)n[s]=GE;for(s=0;s<a.count();s++)n[a.get(r.storeDimIndex,s)]=s}}))},DE=function(t,e,n){return br(t._getCategory(e,n),null)},QE=function(t,e){var n=t._idList[e];return null==n&&null!=t._idDimIdx&&(n=DE(t,t._idDimIdx,e)),null==n&&(n=JE+e),n},KE=function(t){return c[\"t\"](t)||(t=null!=t?[t]:[]),t},OE=function(e){var n=new t(e._schema?e._schema:jE(e.dimensions,e._getDimInfo,e),e.hostModel);return qE(n,e),n},qE=function(t,e){c[\"k\"](YE.concat(e.__wrappedMethods||[]),(function(n){e.hasOwnProperty(n)&&(t[n]=e[n])})),t.__wrappedMethods=e.__wrappedMethods,c[\"k\"](FE,(function(n){t[n]=c[\"d\"](e[n])})),t._calculationInfo=c[\"m\"]({},e._calculationInfo)},LE=function(t,e){var n=t._nameList,i=t._idList,r=t._nameDimIdx,o=t._idDimIdx,a=n[e],s=i[e];if(null==a&&null!=r&&(n[e]=a=DE(t,r,e)),null==s&&null!=o&&(i[e]=s=DE(t,o,e)),null==s&&null!=a){var l=t._nameRepeatCount,u=l[a]=(l[a]||0)+1;s=a,u>1&&(s+=\"__ec__\"+u),i[e]=s}}}(),t}(),zE=UE;function NE(t,e){Ld(t)||(t=jd(t)),e=e||{};var n=e.coordDimensions||[],i=e.dimensionsDefine||t.dimensionsDefine||[],r=Object(c[\"f\"])(),o=[],a=PE(t,n,i,e.dimensionsCount),s=e.canOmitUnusedDimensions&&BE(a),l=i===t.dimensionsDefine,u=l?xE(t):SE(i),h=e.encodeDefine;!h&&e.encodeDefaulter&&(h=e.encodeDefaulter(t,a));for(var d=Object(c[\"f\"])(h),p=new Kp(a),A=0;A<p.length;A++)p[A]=-1;function f(t){var e=p[t];if(e<0){var n=i[t],r=Object(c[\"A\"])(n)?n:{name:n},a=new wE,s=r.name;null!=s&&null!=u.get(s)&&(a.name=a.displayName=s),null!=r.type&&(a.type=r.type),null!=r.displayName&&(a.displayName=r.displayName);var l=o.length;return p[t]=l,a.storeDimIndex=t,o.push(a),a}return o[e]}if(!s)for(A=0;A<a;A++)f(A);d.each((function(t,e){var n=cr(t).slice();if(1===n.length&&!Object(c[\"C\"])(n[0])&&n[0]<0)d.set(e,!1);else{var i=d.set(e,[]);Object(c[\"k\"])(n,(function(t,n){var r=Object(c[\"C\"])(t)?u.get(t):t;null!=r&&r<a&&(i[n]=r,m(f(r),e,n))}))}}));var g=0;function m(t,e,n){null!=nh.get(e)?t.otherDims[e]=n:(t.coordDim=e,t.coordDimIndex=n,r.set(e,!0))}Object(c[\"k\"])(n,(function(t){var e,n,i,r;if(Object(c[\"C\"])(t))e=t,r={};else{r=t,e=r.name;var o=r.ordinalMeta;r.ordinalMeta=null,r=Object(c[\"m\"])({},r),r.ordinalMeta=o,n=r.dimsDef,i=r.otherDims,r.name=r.coordDim=r.coordDimIndex=r.dimsDef=r.otherDims=null}var s=d.get(e);if(!1!==s){if(s=cr(s),!s.length)for(var u=0;u<(n&&n.length||1);u++){while(g<a&&null!=f(g).coordDim)g++;g<a&&s.push(g++)}Object(c[\"k\"])(s,(function(t,o){var a=f(t);if(l&&null!=r.type&&(a.type=r.type),m(Object(c[\"i\"])(a,r),e,o),null==a.name&&n){var s=n[o];!Object(c[\"A\"])(s)&&(s={name:s}),a.name=a.displayName=s.name,a.defaultTooltip=s.defaultTooltip}i&&Object(c[\"i\"])(a.otherDims,i)}))}}));var y=e.generateCoord,v=e.generateCoordCount,C=null!=v;v=y?v||1:0;var w=y||\"value\";function I(t){null==t.name&&(t.name=t.coordDim)}if(s)Object(c[\"k\"])(o,(function(t){I(t)})),o.sort((function(t,e){return t.storeDimIndex-e.storeDimIndex}));else for(var E=0;E<a;E++){var b=f(E),M=b.coordDim;null==M&&(b.coordDim=WE(w,r,C),b.coordDimIndex=0,(!y||v<=0)&&(b.isExtraCoord=!0),v--),I(b),null!=b.type||yh(t,E)!==hh.Must&&(!b.isExtraCoord||null==b.otherDims.itemName&&null==b.otherDims.seriesName)||(b.type=\"ordinal\")}return ZE(o),new bE({source:t,dimensions:o,fullDimensionCount:a,dimensionOmitted:s})}function ZE(t){for(var e=Object(c[\"f\"])(),n=0;n<t.length;n++){var i=t[n],r=i.name,o=e.get(r)||0;o>0&&(i.name=r+(o-1)),o++,e.set(r,o)}}function PE(t,e,n,i){var r=Math.max(t.dimensionsDetectedCount||1,e.length,n.length,i||0);return Object(c[\"k\"])(e,(function(t){var e;Object(c[\"A\"])(t)&&(e=t.dimsDef)&&(r=Math.max(r,e.length))})),r}function WE(t,e,n){if(n||e.hasKey(t)){var i=0;while(e.hasKey(t+i))i++;t+=i}return e.set(t,!0),t}var VE=function(){function t(t){this.coordSysDims=[],this.axisMap=Object(c[\"f\"])(),this.categoryAxisMap=Object(c[\"f\"])(),this.coordSysName=t}return t}();function HE(t){var e=t.get(\"coordinateSystem\"),n=new VE(e),i=XE[e];if(i)return i(t,n,n.axisMap,n.categoryAxisMap),n}var XE={cartesian2d:function(t,e,n,i){var r=t.getReferringComponents(\"xAxis\",Rr).models[0],o=t.getReferringComponents(\"yAxis\",Rr).models[0];e.coordSysDims=[\"x\",\"y\"],n.set(\"x\",r),n.set(\"y\",o),_E(r)&&(i.set(\"x\",r),e.firstCategoryDimIndex=0),_E(o)&&(i.set(\"y\",o),null==e.firstCategoryDimIndex&&(e.firstCategoryDimIndex=1))},singleAxis:function(t,e,n,i){var r=t.getReferringComponents(\"singleAxis\",Rr).models[0];e.coordSysDims=[\"single\"],n.set(\"single\",r),_E(r)&&(i.set(\"single\",r),e.firstCategoryDimIndex=0)},polar:function(t,e,n,i){var r=t.getReferringComponents(\"polar\",Rr).models[0],o=r.findAxisModel(\"radiusAxis\"),a=r.findAxisModel(\"angleAxis\");e.coordSysDims=[\"radius\",\"angle\"],n.set(\"radius\",o),n.set(\"angle\",a),_E(o)&&(i.set(\"radius\",o),e.firstCategoryDimIndex=0),_E(a)&&(i.set(\"angle\",a),null==e.firstCategoryDimIndex&&(e.firstCategoryDimIndex=1))},geo:function(t,e,n,i){e.coordSysDims=[\"lng\",\"lat\"]},parallel:function(t,e,n,i){var r=t.ecModel,o=r.getComponent(\"parallel\",t.get(\"parallelIndex\")),a=e.coordSysDims=o.dimensions.slice();Object(c[\"k\"])(o.parallelAxisIndex,(function(t,o){var s=r.getComponent(\"parallelAxis\",t),l=a[o];n.set(l,s),_E(s)&&(i.set(l,s),null==e.firstCategoryDimIndex&&(e.firstCategoryDimIndex=o))}))}};function _E(t){return\"category\"===t.get(\"type\")}function $E(t,e,n){n=n||{};var i,r,o,a=n.byIndex,s=n.stackedCoordDimension;tb(e)?i=e:(r=e.schema,i=r.dimensions,o=e.store);var l,u,h,d,p=!(!t||!t.get(\"stack\"));if(Object(c[\"k\"])(i,(function(t,e){Object(c[\"C\"])(t)&&(i[e]=t={name:t}),p&&!t.isExtraCoord&&(a||l||!t.ordinalMeta||(l=t),u||\"ordinal\"===t.type||\"time\"===t.type||s&&s!==t.coordDim||(u=t))})),!u||a||l||(a=!0),u){h=\"__\\0ecstackresult_\"+t.id,d=\"__\\0ecstackedover_\"+t.id,l&&(l.createInvertedIndices=!0);var A=u.coordDim,f=u.type,g=0;Object(c[\"k\"])(i,(function(t){t.coordDim===A&&g++}));var m={name:h,coordDim:A,coordDimIndex:g,type:f,isExtraCoord:!0,isCalculationCoord:!0,storeDimIndex:i.length},y={name:d,coordDim:d,coordDimIndex:g+1,type:f,isExtraCoord:!0,isCalculationCoord:!0,storeDimIndex:i.length+1};r?(o&&(m.storeDimIndex=o.ensureCalculationDimension(d,f),y.storeDimIndex=o.ensureCalculationDimension(h,f)),r.appendCalculationDimension(m),r.appendCalculationDimension(y)):(i.push(m),i.push(y))}return{stackedDimension:u&&u.name,stackedByDimension:l&&l.name,isStackedByIndex:a,stackedOverDimension:d,stackResultDimension:h}}function tb(t){return!ME(t.schema)}function eb(t,e){return!!e&&e===t.getCalculationInfo(\"stackedDimension\")}function nb(t,e){return eb(t,e)?t.getCalculationInfo(\"stackResultDimension\"):e}function ib(t,e){var n,i=t.get(\"coordinateSystem\"),r=Vh.get(i);return e&&e.coordSysDims&&(n=c[\"H\"](e.coordSysDims,(function(t){var n={name:t},i=e.axisMap.get(t);if(i){var r=i.get(\"type\");n.type=yE(r)}return n}))),n||(n=r&&(r.getDimensionsInfo?r.getDimensionsInfo():r.dimensions.slice())||[\"x\",\"y\"]),n}function rb(t,e,n){var i,r;return n&&c[\"k\"](t,(function(t,o){var a=t.coordDim,s=n.categoryAxisMap.get(a);s&&(null==i&&(i=o),t.ordinalMeta=s.getOrdinalMeta(),e&&(t.createInvertedIndices=!0)),null!=t.otherDims.itemName&&(r=!0)})),r||null==i||(t[i].otherDims.itemName=0),i}function ob(t,e,n){n=n||{};var i,r=e.getSourceManager(),o=!1;t?(o=!0,i=jd(t)):(i=r.getSource(),o=i.sourceFormat===ih);var 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n=t.mapDimensionsAll(\"defaultedLabel\");if(!Object(c[\"t\"])(e))return e+\"\";for(var i=[],r=0;r<n.length;r++){var o=t.getDimensionIndex(n[r]);o>=0&&i.push(e[o])}return i.join(\" \")}var pb=function(t){function e(e,n,i,r){var o=t.call(this)||this;return o.updateData(e,n,i,r),o}return l(e,t),e.prototype._createSymbol=function(t,e,n,i,r){this.removeAll();var o=ly(t,-1,-1,2,2,null,r);o.attr({z2:100,culling:!0,scaleX:i[0]/2,scaleY:i[1]/2}),o.drift=Ab,this._symbolType=t,this.add(o)},e.prototype.stopSymbolAnimation=function(t){this.childAt(0).stopAnimation(null,t)},e.prototype.getSymbolType=function(){return this._symbolType},e.prototype.getSymbolPath=function(){return this.childAt(0)},e.prototype.highlight=function(){dl(this.childAt(0))},e.prototype.downplay=function(){pl(this.childAt(0))},e.prototype.setZ=function(t,e){var n=this.childAt(0);n.zlevel=t,n.z=e},e.prototype.setDraggable=function(t,e){var 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m=i&&i.itemModel?i.itemModel:t.getItemModel(e),y=m.getModel(\"emphasis\");o=y.getModel(\"itemStyle\").getItemStyle(),s=m.getModel([\"select\",\"itemStyle\"]).getItemStyle(),a=m.getModel([\"blur\",\"itemStyle\"]).getItemStyle(),l=y.get(\"focus\"),u=y.get(\"blurScope\"),h=y.get(\"disabled\"),d=ru(m),p=y.getShallow(\"scale\"),A=m.getShallow(\"cursor\")}var v=t.getItemVisual(e,\"symbolRotate\");f.attr(\"rotation\",(v||0)*Math.PI/180||0);var C=cy(t.getItemVisual(e,\"symbolOffset\"),n);C&&(f.x=C[0],f.y=C[1]),A&&f.attr(\"cursor\",A);var w=t.getItemVisual(e,\"style\"),I=w.fill;if(f instanceof $a){var E=f.style;f.useStyle(Object(c[\"m\"])({image:E.image,x:E.x,y:E.y,width:E.width,height:E.height},w))}else f.__isEmptyBrush?f.useStyle(Object(c[\"m\"])({},w)):f.useStyle(w),f.style.decal=null,f.setColor(I,r&&r.symbolInnerColor),f.style.strokeNoScale=!0;var b=t.getItemVisual(e,\"liftZ\"),M=this._z2;null!=b?null==M&&(this._z2=f.z2,f.z2+=b):null!=M&&(f.z2=M,this._z2=null);var 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Ab(t,e){this.parent.drift(t,e)}var fb=pb;function gb(t,e,n,i){return e&&!isNaN(e[0])&&!isNaN(e[1])&&!(i.isIgnore&&i.isIgnore(n))&&!(i.clipShape&&!i.clipShape.contain(e[0],e[1]))&&\"none\"!==t.getItemVisual(n,\"symbol\")}function mb(t){return null==t||Object(c[\"A\"])(t)||(t={isIgnore:t}),t||{}}function yb(t){var e=t.hostModel,n=e.getModel(\"emphasis\");return{emphasisItemStyle:n.getModel(\"itemStyle\").getItemStyle(),blurItemStyle:e.getModel([\"blur\",\"itemStyle\"]).getItemStyle(),selectItemStyle:e.getModel([\"select\",\"itemStyle\"]).getItemStyle(),focus:n.get(\"focus\"),blurScope:n.get(\"blurScope\"),emphasisDisabled:n.get(\"disabled\"),hoverScale:n.get(\"scale\"),labelStatesModels:ru(e),cursorStyle:e.get(\"cursor\")}}var vb=function(){function t(t){this.group=new Si,this._SymbolCtor=t||fb}return t.prototype.updateData=function(t,e){this._progressiveEls=null,e=mb(e);var n=this.group,i=t.hostModel,r=this._data,o=this._SymbolCtor,a=e.disableAnimation,s=yb(t),l={disableAnimation:a},u=e.getSymbolPoint||function(e){return t.getItemLayout(e)};r||n.removeAll(),t.diff(r).add((function(i){var r=u(i);if(gb(t,r,i,e)){var a=new o(t,i,s,l);a.setPosition(r),t.setItemGraphicEl(i,a),n.add(a)}})).update((function(c,h){var d=r.getItemGraphicEl(h),p=u(c);if(gb(t,p,c,e)){var A=t.getItemVisual(c,\"symbol\")||\"circle\",f=d&&d.getSymbolType&&d.getSymbolType();if(!d||f&&f!==A)n.remove(d),d=new o(t,c,s,l),d.setPosition(p);else{d.updateData(t,c,s,l);var g={x:p[0],y:p[1]};a?d.attr(g):Zl(d,g,i)}n.add(d),t.setItemGraphicEl(c,d)}else n.remove(d)})).remove((function(t){var e=r.getItemGraphicEl(t);e&&e.fadeOut((function(){n.remove(e)}),i)})).execute(),this._getSymbolPoint=u,this._data=t},t.prototype.updateLayout=function(){var t=this,e=this._data;e&&e.eachItemGraphicEl((function(e,n){var i=t._getSymbolPoint(n);e.setPosition(i),e.markRedraw()}))},t.prototype.incrementalPrepareUpdate=function(t){this._seriesScope=yb(t),this._data=null,this.group.removeAll()},t.prototype.incrementalUpdate=function(t,e,n){function i(t){t.isGroup||(t.incremental=!0,t.ensureState(\"emphasis\").hoverLayer=!0)}this._progressiveEls=[],n=mb(n);for(var r=t.start;r<t.end;r++){var o=e.getItemLayout(r);if(gb(e,o,r,n)){var a=new this._SymbolCtor(e,r,this._seriesScope);a.traverse(i),a.setPosition(o),this.group.add(a),e.setItemGraphicEl(r,a),this._progressiveEls.push(a)}}},t.prototype.eachRendered=function(t){Gg(this._progressiveEls||this.group,t)},t.prototype.remove=function(t){var e=this.group,n=this._data;n&&t?n.eachItemGraphicEl((function(t){t.fadeOut((function(){e.remove(t)}),n.hostModel)})):e.removeAll()},t}(),Cb=vb;function wb(t,e,n){var i=t.getBaseAxis(),r=t.getOtherAxis(i),o=Ib(r,n),a=i.dim,s=r.dim,l=e.mapDimension(s),u=e.mapDimension(a),h=\"x\"===s||\"radius\"===s?1:0,d=Object(c[\"H\"])(t.dimensions,(function(t){return e.mapDimension(t)})),p=!1,A=e.getCalculationInfo(\"stackResultDimension\");return eb(e,d[0])&&(p=!0,d[0]=A),eb(e,d[1])&&(p=!0,d[1]=A),{dataDimsForPoint:d,valueStart:o,valueAxisDim:s,baseAxisDim:a,stacked:!!p,valueDim:l,baseDim:u,baseDataOffset:h,stackedOverDimension:e.getCalculationInfo(\"stackedOverDimension\")}}function Ib(t,e){var n=0,i=t.scale.getExtent();return\"start\"===e?n=i[0]:\"end\"===e?n=i[1]:Object(c[\"z\"])(e)&&!isNaN(e)?n=e:i[0]>0?n=i[0]:i[1]<0&&(n=i[1]),n}function Eb(t,e,n,i){var r=NaN;t.stacked&&(r=n.get(n.getCalculationInfo(\"stackedOverDimension\"),i)),isNaN(r)&&(r=t.valueStart);var o=t.baseDataOffset,a=[];return a[o]=n.get(t.baseDim,i),a[1-o]=r,e.dataToPoint(a)}var bb=\"undefined\"!==typeof Float32Array,Mb=bb?Float32Array:Array;function Sb(t){return Object(c[\"t\"])(t)?bb?new 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K=u.length,q=Sb(K),O=Sb(K),L=Sb(K),R=Sb(K),j=[];for(v=0;v<A.length;v++){var T=A[v],J=2*v,G=2*T;q[J]=u[G],q[J+1]=u[G+1],O[J]=c[G],O[J+1]=c[G+1],L[J]=h[G],L[J+1]=h[G+1],R[J]=d[G],R[J+1]=d[G+1],j[v]=p[T]}return{current:q,next:O,stackedOnCurrent:L,stackedOnNext:R,status:j}}var kb=Math.min,Qb=Math.max;function Db(t,e){return isNaN(t)||isNaN(e)}function Kb(t,e,n,i,r,o,a,s,l){for(var u,c,h,d,p,A,f=n,g=0;g<i;g++){var m=e[2*f],y=e[2*f+1];if(f>=r||f<0)break;if(Db(m,y)){if(l){f+=o;continue}break}if(f===n)t[o>0?\"moveTo\":\"lineTo\"](m,y),h=m,d=y;else{var v=m-u,C=y-c;if(v*v+C*C<.5){f+=o;continue}if(a>0){var w=f+o,I=e[2*w],E=e[2*w+1];while(I===m&&E===y&&g<i)g++,w+=o,f+=o,I=e[2*w],E=e[2*w+1],m=e[2*f],y=e[2*f+1],v=m-u,C=y-c;var b=g+1;if(l)while(Db(I,E)&&b<i)b++,w+=o,I=e[2*w],E=e[2*w+1];var M=.5,S=0,x=0,B=void 0,k=void 0;if(b>=i||Db(I,E))p=m,A=y;else{S=I-u,x=E-c;var Q=m-u,D=I-m,K=y-c,q=E-y,O=void 0,L=void 0;if(\"x\"===s){O=Math.abs(Q),L=Math.abs(D);var R=S>0?1:-1;p=m-R*O*a,A=y,B=m+R*L*a,k=y}else 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n=e.points,i=0,r=n.length/2;if(e.connectNulls){for(;r>0;r--)if(!Db(n[2*r-2],n[2*r-1]))break;for(;i<r;i++)if(!Db(n[2*i],n[2*i+1]))break}while(i<r)i+=Kb(t,n,i,r,r,1,e.smooth,e.smoothMonotone,e.connectNulls)+1},e.prototype.getPointOn=function(t,e){this.path||(this.createPathProxy(),this.buildPath(this.path,this.shape));for(var n,i,r=this.path,o=r.data,a=va.CMD,s=\"x\"===e,l=[],u=0;u<o.length;){var c=o[u++],h=void 0,d=void 0,p=void 0,A=void 0,f=void 0,g=void 0,m=void 0;switch(c){case a.M:n=o[u++],i=o[u++];break;case a.L:if(h=o[u++],d=o[u++],m=s?(t-n)/(h-n):(t-i)/(d-i),m<=1&&m>=0){var y=s?(d-i)*m+i:(h-n)*m+n;return s?[t,y]:[y,t]}n=h,i=d;break;case a.C:h=o[u++],d=o[u++],p=o[u++],A=o[u++],f=o[u++],g=o[u++];var v=s?Me(n,h,p,f,t,l):Me(i,d,A,g,t,l);if(v>0)for(var C=0;C<v;C++){var w=l[C];if(w<=1&&w>=0){y=s?Ee(i,d,A,g,w):Ee(n,h,p,f,w);return s?[t,y]:[y,t]}}n=f,i=g;break}}},e}(Na),Lb=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return l(e,t),e}(qb),Rb=function(t){function 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i=t.getArea(),r=Ji(i.r0,1),o=Ji(i.r,1),a=new If({shape:{cx:Ji(t.cx,1),cy:Ji(t.cy,1),r0:r,r:o,startAngle:i.startAngle,endAngle:i.endAngle,clockwise:i.clockwise}});if(e){var s=\"angle\"===t.getBaseAxis().dim;s?a.shape.endAngle=i.startAngle:a.shape.r=r,Pl(a,{shape:{endAngle:i.endAngle,r:o}},n)}return a}function Jb(t,e,n,i,r){return t?\"polar\"===t.type?Tb(t,e,n):\"cartesian2d\"===t.type?jb(t,e,n,i,r):null:null}function Gb(t,e){return t.type===e}function Yb(t,e){if(t.length===e.length){for(var n=0;n<t.length;n++)if(t[n]!==e[n])return;return!0}}function Fb(t){for(var e=1/0,n=1/0,i=-1/0,r=-1/0,o=0;o<t.length;){var a=t[o++],s=t[o++];isNaN(a)||(e=Math.min(a,e),i=Math.max(a,i)),isNaN(s)||(n=Math.min(s,n),r=Math.max(s,r))}return[[e,n],[i,r]]}function Ub(t,e){var n=Fb(t),i=n[0],r=n[1],o=Fb(e),a=o[0],s=o[1];return Math.max(Math.abs(i[0]-a[0]),Math.abs(i[1]-a[1]),Math.abs(r[0]-s[0]),Math.abs(r[1]-s[1]))}function zb(t){return c[\"z\"](t)?t:t?.5:0}function Nb(t,e,n){if(!n.valueDim)return[];for(var 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i=t.getVisual(\"visualMeta\");if(i&&i.length&&t.count()&&\"cartesian2d\"===e.type){for(var r,o,a=i.length-1;a>=0;a--){var s=t.getDimensionInfo(i[a].dimension);if(r=s&&s.coordDim,\"x\"===r||\"y\"===r){o=i[a];break}}if(o){var l=e.getAxis(r),u=c[\"H\"](o.stops,(function(t){return{coord:l.toGlobalCoord(l.dataToCoord(t.value)),color:t.color}})),h=u.length,d=o.outerColors.slice();h&&u[0].coord>u[h-1].coord&&(u.reverse(),d.reverse());var p=Pb(u,\"x\"===r?n.getWidth():n.getHeight()),A=p.length;if(!A&&h)return u[0].coord<0?d[1]?d[1]:u[h-1].color:d[0]?d[0]:u[0].color;var f=10,g=p[0].coord-f,m=p[A-1].coord+f,y=m-g;if(y<.001)return\"transparent\";c[\"k\"](p,(function(t){t.offset=(t.coord-g)/y})),p.push({offset:A?p[A-1].offset:.5,color:d[1]||\"transparent\"}),p.unshift({offset:A?p[0].offset:.5,color:d[0]||\"transparent\"});var v=new Xf(0,0,0,0,p,!0);return v[r]=g,v[r+\"2\"]=m,v}}}function Vb(t,e,n){var i=t.get(\"showAllSymbol\"),r=\"auto\"===i;if(!i||r){var o=n.getAxesByScale(\"ordinal\")[0];if(o&&(!r||!Hb(o,e))){var a=e.mapDimension(o.dim),s={};return c[\"k\"](o.getViewLabels(),(function(t){var e=o.scale.getRawOrdinalNumber(t.tickValue);s[e]=1})),function(t){return!s.hasOwnProperty(e.get(a,t))}}}}function Hb(t,e){var n=t.getExtent(),i=Math.abs(n[1]-n[0])/t.scale.count();isNaN(i)&&(i=0);for(var r=e.count(),o=Math.max(1,Math.round(r/5)),a=0;a<r;a+=o)if(1.5*fb.getSymbolSize(e,a)[t.isHorizontal()?1:0]>i)return!1;return!0}function Xb(t,e){return isNaN(t)||isNaN(e)}function _b(t){for(var e=t.length/2;e>0;e--)if(!Xb(t[2*e-2],t[2*e-1]))break;return e-1}function $b(t,e){return[t[2*e],t[2*e+1]]}function tM(t,e,n){for(var i,r,o=t.length/2,a=\"x\"===n?0:1,s=0,l=-1,u=0;u<o;u++)if(r=t[2*u+a],!isNaN(r)&&!isNaN(t[2*u+1-a]))if(0!==u){if(i<=e&&r>=e||i>=e&&r<=e){l=u;break}s=u,i=r}else i=r;return{range:[s,l],t:(e-i)/(r-i)}}function eM(t){if(t.get([\"endLabel\",\"show\"]))return!0;for(var e=0;e<Rs.length;e++)if(t.get([Rs[e],\"endLabel\",\"show\"]))return!0;return!1}function nM(t,e,n,i){if(Gb(e,\"cartesian2d\")){var r=i.getModel(\"endLabel\"),o=r.get(\"valueAnimation\"),a=i.getData(),s={lastFrameIndex:0},l=eM(i)?function(n,i){t._endLabelOnDuring(n,i,a,s,o,r,e)}:null,u=e.getBaseAxis().isHorizontal(),c=jb(e,n,i,(function(){var e=t._endLabel;e&&n&&null!=s.originalX&&e.attr({x:s.originalX,y:s.originalY})}),l);if(!i.get(\"clip\",!0)){var h=c.shape,d=Math.max(h.width,h.height);u?(h.y-=d,h.height+=2*d):(h.x-=d,h.width+=2*d)}return l&&l(1,c),c}return Tb(e,n,i)}function iM(t,e){var n=e.getBaseAxis(),i=n.isHorizontal(),r=n.inverse,o=i?r?\"right\":\"left\":\"center\",a=i?\"middle\":r?\"top\":\"bottom\";return{normal:{align:t.get(\"align\")||o,verticalAlign:t.get(\"verticalAlign\")||a}}}var rM=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return l(e,t),e.prototype.init=function(){var t=new Si,e=new Cb;this.group.add(e.group),this._symbolDraw=e,this._lineGroup=t},e.prototype.render=function(t,e,n){var i=this,r=t.coordinateSystem,o=this.group,a=t.getData(),s=t.getModel(\"lineStyle\"),l=t.getModel(\"areaStyle\"),u=a.getLayout(\"points\")||[],h=\"polar\"===r.type,d=this._coordSys,p=this._symbolDraw,A=this._polyline,f=this._polygon,g=this._lineGroup,m=t.get(\"animation\"),y=!l.isEmpty(),v=l.get(\"origin\"),C=wb(r,a,v),w=y&&Nb(r,a,C),I=t.get(\"showSymbol\"),E=t.get(\"connectNulls\"),b=I&&!h&&Vb(t,a,r),M=this._data;M&&M.eachItemGraphicEl((function(t,e){t.__temp&&(o.remove(t),M.setItemGraphicEl(e,null))})),I||p.remove(),o.add(g);var S,x=!h&&t.get(\"step\");r&&r.getArea&&t.get(\"clip\",!0)&&(S=r.getArea(),null!=S.width?(S.x-=.1,S.y-=.1,S.width+=.2,S.height+=.2):S.r0&&(S.r0-=.5,S.r+=.5)),this._clipShapeForSymbol=S;var B=Wb(a,r,n)||a.getVisual(\"style\")[a.getVisual(\"drawType\")];if(A&&d.type===r.type&&x===this._step){y&&!f?f=this._newPolygon(u,w):f&&!y&&(g.remove(f),f=this._polygon=null),h||this._initOrUpdateEndLabel(t,r,Oc(B));var k=g.getClipPath();if(k){var Q=nM(this,r,!1,t);Pl(k,{shape:Q.shape},t)}else g.setClipPath(nM(this,r,!0,t));I&&p.updateData(a,{isIgnore:b,clipShape:S,disableAnimation:!0,getSymbolPoint:function(t){return[u[2*t],u[2*t+1]]}}),Yb(this._stackedOnPoints,w)&&Yb(this._points,u)||(m?this._doUpdateAnimation(a,w,r,n,x,v,E):(x&&(u=Zb(u,r,x,E),w&&(w=Zb(w,r,x,E))),A.setShape({points:u}),f&&f.setShape({points:u,stackedOnPoints:w})))}else I&&p.updateData(a,{isIgnore:b,clipShape:S,disableAnimation:!0,getSymbolPoint:function(t){return[u[2*t],u[2*t+1]]}}),m&&this._initSymbolLabelAnimation(a,r,S),x&&(u=Zb(u,r,x,E),w&&(w=Zb(w,r,x,E))),A=this._newPolyline(u),y?f=this._newPolygon(u,w):f&&(g.remove(f),f=this._polygon=null),h||this._initOrUpdateEndLabel(t,r,Oc(B)),g.setClipPath(nM(this,r,!0,t));var D=t.getModel(\"emphasis\"),K=D.get(\"focus\"),q=D.get(\"blurScope\"),O=D.get(\"disabled\");if(A.useStyle(c[\"i\"](s.getLineStyle(),{fill:\"none\",stroke:B,lineJoin:\"bevel\"})),Ll(A,t,\"lineStyle\"),A.style.lineWidth>0&&\"bolder\"===t.get([\"emphasis\",\"lineStyle\",\"width\"])){var L=A.getState(\"emphasis\").style;L.lineWidth=+A.style.lineWidth+1}xs(A).seriesIndex=t.seriesIndex,Dl(A,K,q,O);var R=zb(t.get(\"smooth\")),j=t.get(\"smoothMonotone\");if(A.setShape({smooth:R,smoothMonotone:j,connectNulls:E}),f){var T=a.getCalculationInfo(\"stackedOnSeries\"),J=0;f.useStyle(c[\"i\"](l.getAreaStyle(),{fill:B,opacity:.7,lineJoin:\"bevel\",decal:a.getVisual(\"style\").decal})),T&&(J=zb(T.get(\"smooth\"))),f.setShape({smooth:R,stackedOnSmooth:J,smoothMonotone:j,connectNulls:E}),Ll(f,t,\"areaStyle\"),xs(f).seriesIndex=t.seriesIndex,Dl(f,K,q,O)}var G=function(t){i._changePolyState(t)};a.eachItemGraphicEl((function(t){t&&(t.onHoverStateChange=G)})),this._polyline.onHoverStateChange=G,this._data=a,this._coordSys=r,this._stackedOnPoints=w,this._points=u,this._step=x,this._valueOrigin=v,t.get(\"triggerLineEvent\")&&(this.packEventData(t,A),f&&this.packEventData(t,f))},e.prototype.packEventData=function(t,e){xs(e).eventData={componentType:\"series\",componentSubType:\"line\",componentIndex:t.componentIndex,seriesIndex:t.seriesIndex,seriesName:t.name,seriesType:\"line\"}},e.prototype.highlight=function(t,e,n,i){var r=t.getData(),o=Dr(r,i);if(this._changePolyState(\"emphasis\"),!(o instanceof Array)&&null!=o&&o>=0){var a=r.getLayout(\"points\"),s=r.getItemGraphicEl(o);if(!s){var l=a[2*o],u=a[2*o+1];if(isNaN(l)||isNaN(u))return;if(this._clipShapeForSymbol&&!this._clipShapeForSymbol.contain(l,u))return;var c=t.get(\"zlevel\")||0,h=t.get(\"z\")||0;s=new fb(r,o),s.x=l,s.y=u,s.setZ(c,h);var d=s.getSymbolPath().getTextContent();d&&(d.zlevel=c,d.z=h,d.z2=this._polyline.z2+1),s.__temp=!0,r.setItemGraphicEl(o,s),s.stopSymbolAnimation(!0),this.group.add(s)}s.highlight()}else Vg.prototype.highlight.call(this,t,e,n,i)},e.prototype.downplay=function(t,e,n,i){var r=t.getData(),o=Dr(r,i);if(this._changePolyState(\"normal\"),null!=o&&o>=0){var a=r.getItemGraphicEl(o);a&&(a.__temp?(r.setItemGraphicEl(o,null),this.group.remove(a)):a.downplay())}else Vg.prototype.downplay.call(this,t,e,n,i)},e.prototype._changePolyState=function(t){var e=this._polygon;il(this._polyline,t),e&&il(e,t)},e.prototype._newPolyline=function(t){var e=this._polyline;return e&&this._lineGroup.remove(e),e=new Ob({shape:{points:t},segmentIgnoreThreshold:2,z2:10}),this._lineGroup.add(e),this._polyline=e,e},e.prototype._newPolygon=function(t,e){var n=this._polygon;return n&&this._lineGroup.remove(n),n=new Rb({shape:{points:t,stackedOnPoints:e},segmentIgnoreThreshold:2}),this._lineGroup.add(n),this._polygon=n,n},e.prototype._initSymbolLabelAnimation=function(t,e,n){var i,r,o=e.getBaseAxis(),a=o.inverse;\"cartesian2d\"===e.type?(i=o.isHorizontal(),r=!1):\"polar\"===e.type&&(i=\"angle\"===o.dim,r=!0);var s=t.hostModel,l=s.get(\"animationDuration\");c[\"w\"](l)&&(l=l(null));var u=s.get(\"animationDelay\")||0,h=c[\"w\"](u)?u(null):u;t.eachItemGraphicEl((function(t,o){var s=t;if(s){var d=[t.x,t.y],p=void 0,A=void 0,f=void 0;if(n)if(r){var g=n,m=e.pointToCoord(d);i?(p=g.startAngle,A=g.endAngle,f=-m[1]/180*Math.PI):(p=g.r0,A=g.r,f=m[0])}else{var y=n;i?(p=y.x,A=y.x+y.width,f=t.x):(p=y.y+y.height,A=y.y,f=t.y)}var v=A===p?0:(f-p)/(A-p);a&&(v=1-v);var C=c[\"w\"](u)?u(o):l*v+h,w=s.getSymbolPath(),I=w.getTextContent();s.attr({scaleX:0,scaleY:0}),s.animateTo({scaleX:1,scaleY:1},{duration:200,setToFinal:!0,delay:C}),I&&I.animateFrom({style:{opacity:0}},{duration:300,delay:C}),w.disableLabelAnimation=!0}}))},e.prototype._initOrUpdateEndLabel=function(t,e,n){var i=t.getModel(\"endLabel\");if(eM(t)){var r=t.getData(),o=this._polyline,a=r.getLayout(\"points\");if(!a)return o.removeTextContent(),void(this._endLabel=null);var s=this._endLabel;s||(s=this._endLabel=new Ss({z2:200}),s.ignoreClip=!0,o.setTextContent(this._endLabel),o.disableLabelAnimation=!0);var l=_b(a);l>=0&&(iu(o,ru(t,\"endLabel\"),{inheritColor:n,labelFetcher:t,labelDataIndex:l,defaultText:function(t,e,n){return null!=n?db(r,n):hb(r,t)},enableTextSetter:!0},iM(i,e)),o.textConfig.position=null)}else this._endLabel&&(this._polyline.removeTextContent(),this._endLabel=null)},e.prototype._endLabelOnDuring=function(t,e,n,i,r,o,a){var s=this._endLabel,l=this._polyline;if(s){t<1&&null==i.originalX&&(i.originalX=s.x,i.originalY=s.y);var u=n.getLayout(\"points\"),c=n.hostModel,h=c.get(\"connectNulls\"),d=o.get(\"precision\"),p=o.get(\"distance\")||0,A=a.getBaseAxis(),f=A.isHorizontal(),g=A.inverse,m=e.shape,y=g?f?m.x:m.y+m.height:f?m.x+m.width:m.y,v=(f?p:0)*(g?-1:1),C=(f?0:-p)*(g?-1:1),w=f?\"x\":\"y\",I=tM(u,y,w),E=I.range,b=E[1]-E[0],M=void 0;if(b>=1){if(b>1&&!h){var S=$b(u,E[0]);s.attr({x:S[0]+v,y:S[1]+C}),r&&(M=c.getRawValue(E[0]))}else{S=l.getPointOn(y,w);S&&s.attr({x:S[0]+v,y:S[1]+C});var x=c.getRawValue(E[0]),B=c.getRawValue(E[1]);r&&(M=Ur(n,d,x,B,I.t))}i.lastFrameIndex=E[0]}else{var k=1===t||i.lastFrameIndex>0?E[0]:0;S=$b(u,k);r&&(M=c.getRawValue(k)),s.attr({x:S[0]+v,y:S[1]+C})}r&&Au(s).setLabelText(M)}},e.prototype._doUpdateAnimation=function(t,e,n,i,r,o,a){var s=this._polyline,l=this._polygon,u=t.hostModel,c=Bb(this._data,t,this._stackedOnPoints,e,this._coordSys,n,this._valueOrigin,o),h=c.current,d=c.stackedOnCurrent,p=c.next,A=c.stackedOnNext;if(r&&(h=Zb(c.current,n,r,a),d=Zb(c.stackedOnCurrent,n,r,a),p=Zb(c.next,n,r,a),A=Zb(c.stackedOnNext,n,r,a)),Ub(h,p)>3e3||l&&Ub(d,A)>3e3)return s.stopAnimation(),s.setShape({points:p}),void(l&&(l.stopAnimation(),l.setShape({points:p,stackedOnPoints:A})));s.shape.__points=c.current,s.shape.points=h;var f={shape:{points:p}};c.current!==h&&(f.shape.__points=c.next),s.stopAnimation(),Zl(s,f,u),l&&(l.setShape({points:h,stackedOnPoints:d}),l.stopAnimation(),Zl(l,{shape:{stackedOnPoints:A}},u),s.shape.points!==l.shape.points&&(l.shape.points=s.shape.points));for(var g=[],m=c.status,y=0;y<m.length;y++){var v=m[y].cmd;if(\"=\"===v){var C=t.getItemGraphicEl(m[y].idx1);C&&g.push({el:C,ptIdx:y})}}s.animators&&s.animators.length&&s.animators[0].during((function(){l&&l.dirtyShape();for(var t=s.shape.__points,e=0;e<g.length;e++){var n=g[e].el,i=2*g[e].ptIdx;n.x=t[i],n.y=t[i+1],n.markRedraw()}}))},e.prototype.remove=function(t){var e=this.group,n=this._data;this._lineGroup.removeAll(),this._symbolDraw.remove(!0),n&&n.eachItemGraphicEl((function(t,i){t.__temp&&(e.remove(t),n.setItemGraphicEl(i,null))})),this._polyline=this._polygon=this._coordSys=this._points=this._stackedOnPoints=this._endLabel=this._data=null},e.type=\"line\",e}(Vg),oM=rM;function aM(t,e){return{seriesType:t,plan:BA(),reset:function(t){var n=t.getData(),i=t.coordinateSystem,r=t.pipelineContext,o=e||r.large;if(i){var a=Object(c[\"H\"])(i.dimensions,(function(t){return n.mapDimension(t)})).slice(0,2),s=a.length,l=n.getCalculationInfo(\"stackResultDimension\");eb(n,a[0])&&(a[0]=l),eb(n,a[1])&&(a[1]=l);var u=n.getStore(),h=n.getDimensionIndex(a[0]),d=n.getDimensionIndex(a[1]);return s&&{progress:function(t,e){for(var n=t.end-t.start,r=o&&Sb(n*s),a=[],l=[],c=t.start,p=0;c<t.end;c++){var A=void 0;if(1===s){var f=u.get(h,c);A=i.dataToPoint(f,null,l)}else a[0]=u.get(h,c),a[1]=u.get(d,c),A=i.dataToPoint(a,null,l);o?(r[p++]=A[0],r[p++]=A[1]):e.setItemLayout(c,A.slice())}o&&e.setLayout(\"points\",r)}}}}}}var sM={average:function(t){for(var e=0,n=0,i=0;i<t.length;i++)isNaN(t[i])||(e+=t[i],n++);return 0===n?NaN:e/n},sum:function(t){for(var e=0,n=0;n<t.length;n++)e+=t[n]||0;return e},max:function(t){for(var e=-1/0,n=0;n<t.length;n++)t[n]>e&&(e=t[n]);return isFinite(e)?e:NaN},min:function(t){for(var e=1/0,n=0;n<t.length;n++)t[n]<e&&(e=t[n]);return isFinite(e)?e:NaN},nearest:function(t){return t[0]}},lM=function(t){return Math.round(t.length/2)};function uM(t){return{seriesType:t,reset:function(t,e,n){var i=t.getData(),r=t.get(\"sampling\"),o=t.coordinateSystem,a=i.count();if(a>10&&\"cartesian2d\"===o.type&&r){var s=o.getBaseAxis(),l=o.getOtherAxis(s),u=s.getExtent(),h=n.getDevicePixelRatio(),d=Math.abs(u[1]-u[0])*(h||1),p=Math.round(a/d);if(isFinite(p)&&p>1){\"lttb\"===r&&t.setData(i.lttbDownSample(i.mapDimension(l.dim),1/p));var A=void 0;Object(c[\"C\"])(r)?A=sM[r]:Object(c[\"w\"])(r)&&(A=r),A&&t.setData(i.downSample(i.mapDimension(l.dim),1/p,A,lM))}}}}}function cM(t){t.registerChartView(oM),t.registerSeriesModel(cb),t.registerLayout(aM(\"line\",!0)),t.registerVisual({seriesType:\"line\",reset:function(t){var e=t.getData(),n=t.getModel(\"lineStyle\").getLineStyle();n&&!n.stroke&&(n.stroke=e.getVisual(\"style\").fill),e.setVisual(\"legendLineStyle\",n)}}),t.registerProcessor(t.PRIORITY.PROCESSOR.STATISTIC,uM(\"line\"))}var hM=\"__ec_stack_\";function dM(t){return t.get(\"stack\")||hM+t.seriesIndex}function pM(t){return t.dim+t.index}function AM(t){var e=[],n=t.axis,i=\"axis0\";if(\"category\"===n.type){for(var 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i,r=t.coordinateSystem,o=r.getBaseAxis(),a=o.getExtent();if(\"category\"===o.type)i=o.getBandWidth();else if(\"value\"===o.type||\"time\"===o.type){var s=o.dim+\"_\"+o.index,l=e[s],u=Math.abs(a[1]-a[0]),c=o.scale.getExtent(),h=Math.abs(c[1]-c[0]);i=l?u/h*l:u}else{var d=t.getData();i=Math.abs(a[1]-a[0])/d.count()}var p=Ti(t.get(\"barWidth\"),i),A=Ti(t.get(\"barMaxWidth\"),i),f=Ti(t.get(\"barMinWidth\")||(EM(t)?.5:1),i),g=t.get(\"barGap\"),m=t.get(\"barCategoryGap\");n.push({bandWidth:i,barWidth:p,barMaxWidth:A,barMinWidth:f,barGap:g,barCategoryGap:m,axisKey:pM(o),stackId:dM(t)})})),yM(n)}function yM(t){var e={};Object(c[\"k\"])(t,(function(t,n){var i=t.axisKey,r=t.bandWidth,o=e[i]||{bandWidth:r,remainedWidth:r,autoWidthCount:0,categoryGap:null,gap:\"20%\",stacks:{}},a=o.stacks;e[i]=o;var s=t.stackId;a[s]||o.autoWidthCount++,a[s]=a[s]||{width:0,maxWidth:0};var l=t.barWidth;l&&!a[s].width&&(a[s].width=l,l=Math.min(o.remainedWidth,l),o.remainedWidth-=l);var u=t.barMaxWidth;u&&(a[s].maxWidth=u);var c=t.barMinWidth;c&&(a[s].minWidth=c);var h=t.barGap;null!=h&&(o.gap=h);var d=t.barCategoryGap;null!=d&&(o.categoryGap=d)}));var n={};return Object(c[\"k\"])(e,(function(t,e){n[e]={};var i=t.stacks,r=t.bandWidth,o=t.categoryGap;if(null==o){var a=Object(c[\"F\"])(i).length;o=Math.max(35-4*a,15)+\"%\"}var s=Ti(o,r),l=Ti(t.gap,1),u=t.remainedWidth,h=t.autoWidthCount,d=(u-s)/(h+(h-1)*l);d=Math.max(d,0),Object(c[\"k\"])(i,(function(t){var e=t.maxWidth,n=t.minWidth;if(t.width){i=t.width;e&&(i=Math.min(i,e)),n&&(i=Math.max(i,n)),t.width=i,u-=i+l*i,h--}else{var i=d;e&&e<i&&(i=Math.min(e,u)),n&&n>i&&(i=n),i!==d&&(t.width=i,u-=i+l*i,h--)}})),d=(u-s)/(h+(h-1)*l),d=Math.max(d,0);var p,A=0;Object(c[\"k\"])(i,(function(t,e){t.width||(t.width=d),p=t,A+=t.width*(1+l)})),p&&(A-=p.width*l);var f=-A/2;Object(c[\"k\"])(i,(function(t,i){n[e][i]=n[e][i]||{bandWidth:r,offset:f,width:t.width},f+=t.width*(1+l)}))})),n}function vM(t,e,n){if(t&&e){var i=t[pM(e)];return 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E=w.get(c?f:o,i),b=w.get(a,i),M=d,S=void 0;c&&(S=+E-w.get(o,i));var x=void 0,B=void 0,k=void 0,Q=void 0;if(h){var D=n.dataToPoint([E,b]);if(c){var K=n.dataToPoint([S,b]);M=K[0]}x=M,B=D[1]+m,k=D[0]-M,Q=g,Math.abs(k)<A&&(k=(k<0?-1:1)*A)}else{D=n.dataToPoint([b,E]);if(c){K=n.dataToPoint([b,S]);M=K[1]}x=D[0]+m,B=M,k=g,Q=D[1]-M,Math.abs(Q)<A&&(Q=(Q<=0?-1:1)*A)}p?(l[I]=x,l[I+1]=B,l[I+2]=h?k:Q,u&&(u[I]=h?v.x:x,u[I+1]=h?B:v.y,u[I+2]=C),y[i]=i):e.setItemLayout(i,{x:x,y:B,width:k,height:Q}),I+=3}p&&e.setLayout({largePoints:l,largeDataIndices:y,largeBackgroundPoints:u,valueAxisHorizontal:h})}}}}}}function IM(t){return t.coordinateSystem&&\"cartesian2d\"===t.coordinateSystem.type}function EM(t){return t.pipelineContext&&t.pipelineContext.large}function bM(t,e){return e.toGlobalCoord(e.dataToCoord(\"log\"===e.type?1:0))}var MM=function(t){function e(){var n=null!==t&&t.apply(this,arguments)||this;return n.type=e.type,n}return l(e,t),e.prototype.getInitialData=function(t,e){return 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n=t.call(this,e)||this;return n.type=\"sausage\",n}return l(e,t),e.prototype.getDefaultShape=function(){return new kM},e.prototype.buildPath=function(t,e){var n=e.cx,i=e.cy,r=Math.max(e.r0||0,0),o=Math.max(e.r,0),a=.5*(o-r),s=r+a,l=e.startAngle,u=e.endAngle,c=e.clockwise,h=2*Math.PI,d=c?u-l<h:l-u<h;d||(l=u-(c?h:-h));var p=Math.cos(l),A=Math.sin(l),f=Math.cos(u),g=Math.sin(u);d?(t.moveTo(p*r+n,A*r+i),t.arc(p*s+n,A*s+i,a,-Math.PI+l,l,!c)):t.moveTo(p*o+n,A*o+i),t.arc(n,i,o,l,u,!c),t.arc(f*s+n,g*s+i,a,u-2*Math.PI,u-Math.PI,!c),0!==r&&t.arc(n,i,r,u,l,c)},e}(Na),DM=QM;function KM(t,e){e=e||{};var n=e.isRoundCap;return function(e,i,r){var o=i.position;if(!o||o instanceof Array)return ci(e,i,r);var 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r,o=this.group,a=t.getData(),s=this._data,l=t.coordinateSystem,u=l.getBaseAxis();\"cartesian2d\"===l.type?r=u.isHorizontal():\"polar\"===l.type&&(r=\"angle\"===u.dim);var c=t.isAnimationEnabled()?t:null,h=FM(t,l);h&&this._enableRealtimeSort(h,a,n);var d=t.get(\"clip\",!0)||h,p=TM(l,a);o.removeClipPath();var A=t.get(\"roundCap\",!0),f=t.get(\"showBackground\",!0),g=t.getModel(\"backgroundStyle\"),m=g.get(\"borderRadius\")||0,y=[],v=this._backgroundEls,C=i&&i.isInitSort,w=i&&\"changeAxisOrder\"===i.type;function I(t){var e=WM[l.type](a,t),n=oS(l,r,e);return n.useStyle(g.getItemStyle()),\"cartesian2d\"===l.type&&n.setShape(\"r\",m),y[t]=n,n}a.diff(s).add((function(e){var n=a.getItemModel(e),i=WM[l.type](a,e,n);if(f&&I(e),a.hasValue(e)&&PM[l.type](i)){var s=!1;d&&(s=GM[l.type](p,i));var 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E=this._backgroundGroup||(this._backgroundGroup=new Si);E.removeAll();for(var b=0;b<y.length;++b)E.add(y[b]);o.add(E),this._backgroundEls=y,this._data=a},e.prototype._renderLarge=function(t,e,n){this._clear(),eS(t,this.group),this._updateLargeClip(t)},e.prototype._incrementalRenderLarge=function(t,e){this._removeBackground(),eS(e,this.group,this._progressiveEls,!0)},e.prototype._updateLargeClip=function(t){var e=t.get(\"clip\",!0)&&Jb(t.coordinateSystem,!1,t),n=this.group;e?n.setClipPath(e):n.removeClipPath()},e.prototype._enableRealtimeSort=function(t,e,n){var i=this;if(e.count()){var r=t.baseAxis;if(this._isFirstFrame)this._dispatchInitSort(e,t,n),this._isFirstFrame=!1;else{var o=function(t){var n=e.getItemGraphicEl(t),i=n&&n.shape;return i&&Math.abs(r.isHorizontal()?i.height:i.width)||0};this._onRendered=function(){i._updateSortWithinSameData(e,o,r,n)},n.getZr().on(\"rendered\",this._onRendered)}}},e.prototype._dataSort=function(t,e,n){var i=[];return 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i=\"polar\"===t.type?If:ls;return new i({shape:rS(e,n,t),silent:!0,z2:0})}var aS=JM;function sS(t){t.registerChartView(aS),t.registerSeriesModel(BM),t.registerLayout(t.PRIORITY.VISUAL.LAYOUT,c[\"h\"](CM,\"bar\")),t.registerLayout(t.PRIORITY.VISUAL.PROGRESSIVE_LAYOUT,wM(\"bar\")),t.registerProcessor(t.PRIORITY.PROCESSOR.STATISTIC,uM(\"bar\")),t.registerAction({type:\"changeAxisOrder\",event:\"changeAxisOrder\",update:\"update\"},(function(t,e){var n=t.componentType||\"series\";e.eachComponent({mainType:n,query:t},(function(e){t.sortInfo&&e.axis.setCategorySortInfo(t.sortInfo)}))}))}var lS=2*Math.PI,uS=Math.PI/180;function cS(t,e){return Fc(t.getBoxLayoutParams(),{width:e.getWidth(),height:e.getHeight()})}function hS(t,e){var n=cS(t,e),i=t.get(\"center\"),r=t.get(\"radius\");c[\"t\"](r)||(r=[0,r]);var o,a,s=Ti(n.width,e.getWidth()),l=Ti(n.height,e.getHeight()),u=Math.min(s,l),h=Ti(r[0],u/2),d=Ti(r[1],u/2),p=t.coordinateSystem;if(p){var A=p.dataToPoint(i);o=A[0]||0,a=A[1]||0}else 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m=\"edge\"===A.labelAlignTo,y=p.style.padding,v=y?y[1]+y[3]:0,C=p.style.backgroundColor?0:v,w=A.rect.width+C,I=f[1][0]-f[2][0];m?p.x<e?f[2][0]=a+A.edgeDistance+w+A.labelDistance:f[2][0]=a+r-A.edgeDistance-w-A.labelDistance:(p.x<e?f[2][0]=p.x+A.labelDistance:f[2][0]=p.x-A.labelDistance,f[1][0]=f[2][0]+I),f[1][1]=f[2][1]=p.y}}}function mS(t,e,n){if(void 0===n&&(n=!1),null==t.labelStyleWidth){var i=t.label,r=i.style,o=t.rect,a=r.backgroundColor,s=r.padding,l=s?s[1]+s[3]:0,u=r.overflow,c=o.width+(a?0:l);if(e<c||n){var h=o.height;if(u&&u.match(\"break\")){i.setStyle(\"backgroundColor\",null),i.setStyle(\"width\",e-l);var d=i.getBoundingRect();i.setStyle(\"width\",Math.ceil(d.width)),i.setStyle(\"backgroundColor\",a)}else{var p=e-l,A=e<c?p:n?p>t.unconstrainedWidth?null:p:null;i.setStyle(\"width\",A)}var f=i.getBoundingRect();o.width=f.width;var g=(i.style.margin||0)+2.1;o.height=f.height+g,o.y-=(o.height-h)/2}}}function yS(t){return\"center\"===t.position}function vS(t){var e,n,i=t.getData(),r=[],o=!1,a=(t.get(\"minShowLabelAngle\")||0)*AS,s=i.getLayout(\"viewRect\"),l=i.getLayout(\"r\"),u=s.width,h=s.x,d=s.y,p=s.height;function A(t){t.ignore=!0}function f(t){if(!t.ignore)return!0;for(var e in t.states)if(!1===t.states[e].ignore)return!0;return!1}i.each((function(t){var s=i.getItemGraphicEl(t),d=s.shape,p=s.getTextContent(),g=s.getTextGuideLine(),m=i.getItemModel(t),y=m.getModel(\"label\"),v=y.get(\"position\")||m.get([\"emphasis\",\"label\",\"position\"]),C=y.get(\"distanceToLabelLine\"),w=y.get(\"alignTo\"),I=Ti(y.get(\"edgeDistance\"),u),E=y.get(\"bleedMargin\"),b=m.getModel(\"labelLine\"),M=b.get(\"length\");M=Ti(M,u);var S=b.get(\"length2\");if(S=Ti(S,u),Math.abs(d.endAngle-d.startAngle)<a)return Object(c[\"k\"])(p.states,A),p.ignore=!0,void(g&&(Object(c[\"k\"])(g.states,A),g.ignore=!0));if(f(p)){var x,B,k,Q,D=(d.startAngle+d.endAngle)/2,K=Math.cos(D),q=Math.sin(D);e=d.cx,n=d.cy;var O=\"inside\"===v||\"inner\"===v;if(\"center\"===v)x=d.cx,B=d.cy,Q=\"center\";else{var L=(O?(d.r+d.r0)/2*K:d.r*K)+e,R=(O?(d.r+d.r0)/2*q:d.r*q)+n;if(x=L+3*K,B=R+3*q,!O){var j=L+K*(M+l-d.r),T=R+q*(M+l-d.r),J=j+(K<0?-1:1)*S,G=T;x=\"edge\"===w?K<0?h+I:h+u-I:J+(K<0?-C:C),B=G,k=[[L,R],[j,T],[J,G]]}Q=O?\"center\":\"edge\"===w?K>0?\"right\":\"left\":K>0?\"left\":\"right\"}var Y=Math.PI,F=0,U=y.get(\"rotate\");if(Object(c[\"z\"])(U))F=U*(Y/180);else if(\"center\"===v)F=0;else if(\"radial\"===U||!0===U){var z=K<0?-D+Y:-D;F=z}else if(\"tangential\"===U&&\"outside\"!==v&&\"outer\"!==v){var N=Math.atan2(K,q);N<0&&(N=2*Y+N);var Z=q>0;Z&&(N=Y+N),F=N-Y}if(o=!!F,p.x=x,p.y=B,p.rotation=F,p.setStyle({verticalAlign:\"middle\"}),O){p.setStyle({align:Q});var P=p.states.select;P&&(P.x+=p.x,P.y+=p.y)}else{var W=p.getBoundingRect().clone();W.applyTransform(p.getComputedTransform());var V=(p.style.margin||0)+2.1;W.y-=V/2,W.height+=V,r.push({label:p,labelLine:g,position:v,len:M,len2:S,minTurnAngle:b.get(\"minTurnAngle\"),maxSurfaceAngle:b.get(\"maxSurfaceAngle\"),surfaceNormal:new wt(K,q),linePoints:k,textAlign:Q,labelDistance:C,labelAlignTo:w,edgeDistance:I,bleedMargin:E,rect:W,unconstrainedWidth:W.width,labelStyleWidth:p.style.width})}s.setTextConfig({inside:O})}})),!o&&t.get(\"avoidLabelOverlap\")&&gS(r,e,n,l,u,p,h,d);for(var g=0;g<r.length;g++){var m=r[g],y=m.label,v=m.labelLine,C=isNaN(y.x)||isNaN(y.y);if(y){y.setStyle({align:m.textAlign}),C&&(Object(c[\"k\"])(y.states,A),y.ignore=!0);var w=y.states.select;w&&(w.x+=y.x,w.y+=y.y)}if(v){var I=m.linePoints;C||!I?(Object(c[\"k\"])(v.states,A),v.ignore=!0):(nw(I,m.minTurnAngle),iw(I,m.surfaceNormal,m.maxSurfaceAngle),v.setShape({points:I}),y.__hostTarget.textGuideLineConfig={anchor:new wt(I[0][0],I[0][1])})}}}function CS(t,e,n){var i=t.get(\"borderRadius\");if(null==i)return n?{cornerRadius:0}:null;Object(c[\"t\"])(i)||(i=[i,i,i,i]);var r=Math.abs(e.r||0-e.r0||0);return{cornerRadius:Object(c[\"H\"])(i,(function(t){return ui(t,r)}))}}var wS=function(t){function e(e,n,i){var r=t.call(this)||this;r.z2=2;var o=new Ss;return r.setTextContent(o),r.updateData(e,n,i,!0),r}return l(e,t),e.prototype.updateData=function(t,e,n,i){var r=this,o=t.hostModel,a=t.getItemModel(e),s=a.getModel(\"emphasis\"),l=t.getItemLayout(e),u=Object(c[\"m\"])(CS(a.getModel(\"itemStyle\"),l,!0),l);if(isNaN(u.startAngle))r.setShape(u);else{if(i){r.setShape(u);var h=o.getShallow(\"animationType\");o.ecModel.ssr?(Pl(r,{scaleX:0,scaleY:0},o,{dataIndex:e,isFrom:!0}),r.originX=u.cx,r.originY=u.cy):\"scale\"===h?(r.shape.r=l.r0,Pl(r,{shape:{r:l.r}},o,e)):null!=n?(r.setShape({startAngle:n,endAngle:n}),Pl(r,{shape:{startAngle:l.startAngle,endAngle:l.endAngle}},o,e)):(r.shape.endAngle=l.startAngle,Zl(r,{shape:{endAngle:l.endAngle}},o,e))}else 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i=this,r=e.getItemModel(n),o=r.getModel(\"labelLine\"),a=e.getItemVisual(n,\"style\"),s=a&&a.fill,l=a&&a.opacity;iu(i,ru(r),{labelFetcher:e.hostModel,labelDataIndex:n,inheritColor:s,defaultOpacity:l,defaultText:t.getFormattedLabel(n,\"normal\")||e.getName(n)});var u=i.getTextContent();i.setTextConfig({position:null,rotation:null}),u.attr({z2:10});var h=t.get([\"label\",\"position\"]);if(\"outside\"!==h&&\"outer\"!==h)i.removeTextGuideLine();else{var d=this.getTextGuideLine();d||(d=new qf,this.setTextGuideLine(d)),aw(this,sw(r),{stroke:s,opacity:Object(c[\"Q\"])(o.get([\"lineStyle\",\"opacity\"]),l,1)})}},e}(If),IS=function(t){function e(){var e=null!==t&&t.apply(this,arguments)||this;return e.ignoreLabelLineUpdate=!0,e}return l(e,t),e.prototype.render=function(t,e,n,i){var r,o=t.getData(),a=this._data,s=this.group;if(!a&&o.count()>0){for(var l=o.getItemLayout(0),u=1;isNaN(l&&l.startAngle)&&u<o.count();++u)l=o.getItemLayout(u);l&&(r=l.startAngle)}if(this._emptyCircleSector&&s.remove(this._emptyCircleSector),0===o.count()&&t.get(\"showEmptyCircle\")){var c=new If({shape:hS(t,n)});c.useStyle(t.getModel(\"emptyCircleStyle\").getItemStyle()),this._emptyCircleSector=c,s.add(c)}o.diff(a).add((function(t){var e=new wS(o,t,r);o.setItemGraphicEl(t,e),s.add(e)})).update((function(t,e){var n=a.getItemGraphicEl(e);n.updateData(o,t,r),n.off(\"click\"),s.add(n),o.setItemGraphicEl(t,n)})).remove((function(e){var n=a.getItemGraphicEl(e);Xl(n,t,e)})).execute(),vS(t),\"expansion\"!==t.get(\"animationTypeUpdate\")&&(this._data=o)},e.prototype.dispose=function(){},e.prototype.containPoint=function(t,e){var n=e.getData(),i=n.getItemLayout(0);if(i){var r=t[0]-i.cx,o=t[1]-i.cy,a=Math.sqrt(r*r+o*o);return a<=i.r&&a>=i.r0}},e.type=\"pie\",e}(Vg),ES=IS;function bS(t,e,n){e=Object(c[\"t\"])(e)&&{coordDimensions:e}||Object(c[\"m\"])({encodeDefine:t.getEncode()},e);var i=t.getSource(),r=NE(i,e).dimensions,o=new zE(r,t);return o.initData(i,n),o}var MS=function(){function t(t,e){this._getDataWithEncodedVisual=t,this._getRawData=e}return t.prototype.getAllNames=function(){var t=this._getRawData();return t.mapArray(t.getName)},t.prototype.containName=function(t){var e=this._getRawData();return e.indexOfName(t)>=0},t.prototype.indexOfName=function(t){var e=this._getDataWithEncodedVisual();return e.indexOfName(t)},t.prototype.getItemVisual=function(t,e){var n=this._getDataWithEncodedVisual();return n.getItemVisual(t,e)},t}(),SS=MS,xS=Kr(),BS=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return l(e,t),e.prototype.init=function(e){t.prototype.init.apply(this,arguments),this.legendVisualProvider=new SS(c[\"c\"](this.getData,this),c[\"c\"](this.getRawData,this)),this._defaultLabelLine(e)},e.prototype.mergeOption=function(){t.prototype.mergeOption.apply(this,arguments)},e.prototype.getInitialData=function(){return bS(this,{coordDimensions:[\"value\"],encodeDefaulter:c[\"h\"](fh,this)})},e.prototype.getDataParams=function(e){var n=this.getData(),i=xS(n),r=i.seats;if(!r){var o=[];n.each(n.mapDimension(\"value\"),(function(t){o.push(t)})),r=i.seats=zi(o,n.hostModel.get(\"percentPrecision\"))}var a=t.prototype.getDataParams.call(this,e);return a.percent=r[e]||0,a.$vars.push(\"percent\"),a},e.prototype._defaultLabelLine=function(t){hr(t,\"labelLine\",[\"show\"]);var e=t.labelLine,n=t.emphasis.labelLine;e.show=e.show&&t.label.show,n.show=n.show&&t.emphasis.label.show},e.type=\"series.pie\",e.defaultOption={z:2,legendHoverLink:!0,colorBy:\"data\",center:[\"50%\",\"50%\"],radius:[0,\"75%\"],clockwise:!0,startAngle:90,minAngle:0,minShowLabelAngle:0,selectedOffset:10,percentPrecision:2,stillShowZeroSum:!0,left:0,top:0,right:0,bottom:0,width:null,height:null,label:{rotate:0,show:!0,overflow:\"truncate\",position:\"outer\",alignTo:\"none\",edgeDistance:\"25%\",bleedMargin:10,distanceToLabelLine:5},labelLine:{show:!0,length:15,length2:15,smooth:!1,minTurnAngle:90,maxSurfaceAngle:90,lineStyle:{width:1,type:\"solid\"}},itemStyle:{borderWidth:1,borderJoin:\"round\"},showEmptyCircle:!0,emptyCircleStyle:{color:\"lightgray\",opacity:1},labelLayout:{hideOverlap:!0},emphasis:{scale:!0,scaleSize:5},avoidLabelOverlap:!0,animationType:\"expansion\",animationDuration:1e3,animationTypeUpdate:\"transition\",animationEasingUpdate:\"cubicInOut\",animationDurationUpdate:500,animationEasing:\"cubicInOut\"},e}(MA),kS=BS;function QS(t){return{seriesType:t,reset:function(t,e){var n=t.getData();n.filterSelf((function(t){var e=n.mapDimension(\"value\"),i=n.get(e,t);return!(Object(c[\"z\"])(i)&&!isNaN(i)&&i<0)}))}}}function DS(t){t.registerChartView(ES),t.registerSeriesModel(kS),Nm(\"pie\",t.registerAction),t.registerLayout(Object(c[\"h\"])(dS,\"pie\")),t.registerProcessor(pS(\"pie\")),t.registerProcessor(QS(\"pie\"))}var KS=function(t){function e(){var n=null!==t&&t.apply(this,arguments)||this;return n.type=e.type,n.hasSymbolVisual=!0,n}return l(e,t),e.prototype.getInitialData=function(t,e){return lb(null,this,{useEncodeDefaulter:!0})},e.prototype.getProgressive=function(){var t=this.option.progressive;return null==t?this.option.large?5e3:this.get(\"progressive\"):t},e.prototype.getProgressiveThreshold=function(){var t=this.option.progressiveThreshold;return null==t?this.option.large?1e4:this.get(\"progressiveThreshold\"):t},e.prototype.brushSelector=function(t,e,n){return n.point(e.getItemLayout(t))},e.prototype.getZLevelKey=function(){return this.getData().count()>this.getProgressiveThreshold()?this.id:\"\"},e.type=\"series.scatter\",e.dependencies=[\"grid\",\"polar\",\"geo\",\"singleAxis\",\"calendar\"],e.defaultOption={coordinateSystem:\"cartesian2d\",z:2,legendHoverLink:!0,symbolSize:10,large:!1,largeThreshold:2e3,itemStyle:{opacity:.8},emphasis:{scale:!0},clip:!0,select:{itemStyle:{borderColor:\"#212121\"}},universalTransition:{divideShape:\"clone\"}},e}(MA),qS=KS,OS=4,LS=function(){function t(){}return t}(),RS=function(t){function e(e){var n=t.call(this,e)||this;return n._off=0,n.hoverDataIdx=-1,n}return l(e,t),e.prototype.getDefaultShape=function(){return new LS},e.prototype.reset=function(){this.notClear=!1,this._off=0},e.prototype.buildPath=function(t,e){var n,i=e.points,r=e.size,o=this.symbolProxy,a=o.shape,s=t.getContext?t.getContext():t,l=s&&r[0]<OS,u=this.softClipShape;if(l)this._ctx=s;else{for(this._ctx=null,n=this._off;n<i.length;){var c=i[n++],h=i[n++];isNaN(c)||isNaN(h)||(u&&!u.contain(c,h)||(a.x=c-r[0]/2,a.y=h-r[1]/2,a.width=r[0],a.height=r[1],o.buildPath(t,a,!0)))}this.incremental&&(this._off=n,this.notClear=!0)}},e.prototype.afterBrush=function(){var t,e=this.shape,n=e.points,i=e.size,r=this._ctx,o=this.softClipShape;if(r){for(t=this._off;t<n.length;){var a=n[t++],s=n[t++];isNaN(a)||isNaN(s)||(o&&!o.contain(a,s)||r.fillRect(a-i[0]/2,s-i[1]/2,i[0],i[1]))}this.incremental&&(this._off=t,this.notClear=!0)}},e.prototype.findDataIndex=function(t,e){for(var n=this.shape,i=n.points,r=n.size,o=Math.max(r[0],4),a=Math.max(r[1],4),s=i.length/2-1;s>=0;s--){var l=2*s,u=i[l]-o/2,c=i[l+1]-a/2;if(t>=u&&e>=c&&t<=u+o&&e<=c+a)return s}return-1},e.prototype.contain=function(t,e){var n=this.transformCoordToLocal(t,e),i=this.getBoundingRect();if(t=n[0],e=n[1],i.contain(t,e)){var r=this.hoverDataIdx=this.findDataIndex(t,e);return r>=0}return this.hoverDataIdx=-1,!1},e.prototype.getBoundingRect=function(){var t=this._rect;if(!t){for(var e=this.shape,n=e.points,i=e.size,r=i[0],o=i[1],a=1/0,s=1/0,l=-1/0,u=-1/0,c=0;c<n.length;){var h=n[c++],d=n[c++];a=Math.min(h,a),l=Math.max(h,l),s=Math.min(d,s),u=Math.max(d,u)}t=this._rect=new Dt(a-r/2,s-o/2,l-a+r,u-s+o)}return t},e}(Na),jS=function(){function t(){this.group=new Si}return t.prototype.updateData=function(t,e){this._clear();var n=this._create();n.setShape({points:t.getLayout(\"points\")}),this._setCommon(n,t,e)},t.prototype.updateLayout=function(t){var e=t.getLayout(\"points\");this.group.eachChild((function(t){if(null!=t.startIndex){var n=2*(t.endIndex-t.startIndex),i=4*t.startIndex*2;e=new Float32Array(e.buffer,i,n)}t.setShape(\"points\",e),t.reset()}))},t.prototype.incrementalPrepareUpdate=function(t){this._clear()},t.prototype.incrementalUpdate=function(t,e,n){var i=this._newAdded[0],r=e.getLayout(\"points\"),o=i&&i.shape.points;if(o&&o.length<2e4){var a=o.length,s=new Float32Array(a+r.length);s.set(o),s.set(r,a),i.endIndex=t.end,i.setShape({points:s})}else{this._newAdded=[];var l=this._create();l.startIndex=t.start,l.endIndex=t.end,l.incremental=!0,l.setShape({points:r}),this._setCommon(l,e,n)}},t.prototype.eachRendered=function(t){this._newAdded[0]&&t(this._newAdded[0])},t.prototype._create=function(){var t=new RS({cursor:\"default\"});return t.ignoreCoarsePointer=!0,this.group.add(t),this._newAdded.push(t),t},t.prototype._setCommon=function(t,e,n){var i=e.hostModel;n=n||{};var r=e.getVisual(\"symbolSize\");t.setShape(\"size\",r instanceof Array?r:[r,r]),t.softClipShape=n.clipShape||null,t.symbolProxy=ly(e.getVisual(\"symbol\"),0,0,0,0),t.setColor=t.symbolProxy.setColor;var o=t.shape.size[0]<OS;t.useStyle(i.getModel(\"itemStyle\").getItemStyle(o?[\"color\",\"shadowBlur\",\"shadowColor\"]:[\"color\"]));var a=e.getVisual(\"style\"),s=a&&a.fill;s&&t.setColor(s);var l=xs(t);l.seriesIndex=i.seriesIndex,t.on(\"mousemove\",(function(e){l.dataIndex=null;var n=t.hoverDataIdx;n>=0&&(l.dataIndex=n+(t.startIndex||0))}))},t.prototype.remove=function(){this._clear()},t.prototype._clear=function(){this._newAdded=[],this.group.removeAll()},t}(),TS=jS,JS=function(t){function e(){var n=null!==t&&t.apply(this,arguments)||this;return n.type=e.type,n}return l(e,t),e.prototype.render=function(t,e,n){var i=t.getData(),r=this._updateSymbolDraw(i,t);r.updateData(i,{clipShape:this._getClipShape(t)}),this._finished=!0},e.prototype.incrementalPrepareRender=function(t,e,n){var i=t.getData(),r=this._updateSymbolDraw(i,t);r.incrementalPrepareUpdate(i),this._finished=!1},e.prototype.incrementalRender=function(t,e,n){this._symbolDraw.incrementalUpdate(t,e.getData(),{clipShape:this._getClipShape(e)}),this._finished=t.end===e.getData().count()},e.prototype.updateTransform=function(t,e,n){var i=t.getData();if(this.group.dirty(),!this._finished||i.count()>1e4)return{update:!0};var r=aM(\"\").reset(t,e,n);r.progress&&r.progress({start:0,end:i.count(),count:i.count()},i),this._symbolDraw.updateLayout(i)},e.prototype.eachRendered=function(t){this._symbolDraw&&this._symbolDraw.eachRendered(t)},e.prototype._getClipShape=function(t){var e=t.coordinateSystem,n=e&&e.getArea&&e.getArea();return t.get(\"clip\",!0)?n:null},e.prototype._updateSymbolDraw=function(t,e){var n=this._symbolDraw,i=e.pipelineContext,r=i.large;return n&&r===this._isLargeDraw||(n&&n.remove(),n=this._symbolDraw=r?new TS:new Cb,this._isLargeDraw=r,this.group.removeAll()),this.group.add(n.group),n},e.prototype.remove=function(t,e){this._symbolDraw&&this._symbolDraw.remove(!0),this._symbolDraw=null},e.prototype.dispose=function(){},e.type=\"scatter\",e}(Vg),GS=JS,YS=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return l(e,t),e.type=\"grid\",e.dependencies=[\"xAxis\",\"yAxis\"],e.layoutMode=\"box\",e.defaultOption={show:!1,z:0,left:\"10%\",top:60,right:\"10%\",bottom:70,containLabel:!1,backgroundColor:\"rgba(0,0,0,0)\",borderWidth:1,borderColor:\"#ccc\"},e}(_c),FS=YS,US=function(){function t(){}return t.prototype.getNeedCrossZero=function(){var t=this.option;return!t.scale},t.prototype.getCoordSysModel=function(){},t}(),zS=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return l(e,t),e.prototype.getCoordSysModel=function(){return this.getReferringComponents(\"grid\",Rr).models[0]},e.type=\"cartesian2dAxis\",e}(_c);c[\"K\"](zS,US);var NS={show:!0,z:0,inverse:!1,name:\"\",nameLocation:\"end\",nameRotate:null,nameTruncate:{maxWidth:null,ellipsis:\"...\",placeholder:\".\"},nameTextStyle:{},nameGap:15,silent:!1,triggerEvent:!1,tooltip:{show:!1},axisPointer:{},axisLine:{show:!0,onZero:!0,onZeroAxisIndex:null,lineStyle:{color:\"#6E7079\",width:1,type:\"solid\"},symbol:[\"none\",\"none\"],symbolSize:[10,15]},axisTick:{show:!0,inside:!1,length:5,lineStyle:{width:1}},axisLabel:{show:!0,inside:!1,rotate:0,showMinLabel:null,showMaxLabel:null,margin:8,fontSize:12},splitLine:{show:!0,lineStyle:{color:[\"#E0E6F1\"],width:1,type:\"solid\"}},splitArea:{show:!1,areaStyle:{color:[\"rgba(250,250,250,0.2)\",\"rgba(210,219,238,0.2)\"]}}},ZS=c[\"I\"]({boundaryGap:!0,deduplication:null,splitLine:{show:!1},axisTick:{alignWithLabel:!1,interval:\"auto\"},axisLabel:{interval:\"auto\"}},NS),PS=c[\"I\"]({boundaryGap:[0,0],axisLine:{show:\"auto\"},axisTick:{show:\"auto\"},splitNumber:5,minorTick:{show:!1,splitNumber:5,length:3,lineStyle:{}},minorSplitLine:{show:!1,lineStyle:{color:\"#F4F7FD\",width:1}}},NS),WS=c[\"I\"]({splitNumber:6,axisLabel:{showMinLabel:!1,showMaxLabel:!1,rich:{primary:{fontWeight:\"bold\"}}},splitLine:{show:!1}},PS),VS=c[\"i\"]({logBase:10},PS),HS={category:ZS,value:PS,time:WS,log:VS},XS=0,_S=function(){function t(t){this.categories=t.categories||[],this._needCollect=t.needCollect,this._deduplication=t.deduplication,this.uid=++XS}return t.createByAxisModel=function(e){var n=e.option,i=n.data,r=i&&Object(c[\"H\"])(i,$S);return new t({categories:r,needCollect:!r,deduplication:!1!==n.dedplication})},t.prototype.getOrdinal=function(t){return this._getOrCreateMap().get(t)},t.prototype.parseAndCollect=function(t){var e,n=this._needCollect;if(!Object(c[\"C\"])(t)&&!n)return t;if(n&&!this._deduplication)return e=this.categories.length,this.categories[e]=t,e;var i=this._getOrCreateMap();return e=i.get(t),null==e&&(n?(e=this.categories.length,this.categories[e]=t,i.set(t,e)):e=NaN),e},t.prototype._getOrCreateMap=function(){return this._map||(this._map=Object(c[\"f\"])(this.categories))},t}();function $S(t){return Object(c[\"A\"])(t)&&null!=t.value?t.value:t+\"\"}var tx=_S,ex={value:1,category:1,time:1,log:1};function nx(t,e,n,i){Object(c[\"k\"])(ex,(function(r,o){var a=Object(c[\"I\"])(Object(c[\"I\"])({},HS[o],!0),i,!0),s=function(t){function n(){var n=null!==t&&t.apply(this,arguments)||this;return n.type=e+\"Axis.\"+o,n}return l(n,t),n.prototype.mergeDefaultAndTheme=function(t,e){var n=Nc(this),i=n?Pc(t):{},r=e.getTheme();Object(c[\"I\"])(t,r.get(o+\"Axis\")),Object(c[\"I\"])(t,this.getDefaultOption()),t.type=ix(t),n&&Zc(t,i,n)},n.prototype.optionUpdated=function(){var t=this.option;\"category\"===t.type&&(this.__ordinalMeta=tx.createByAxisModel(this))},n.prototype.getCategories=function(t){var e=this.option;if(\"category\"===e.type)return t?e.data:this.__ordinalMeta.categories},n.prototype.getOrdinalMeta=function(){return this.__ordinalMeta},n.type=e+\"Axis.\"+o,n.defaultOption=a,n}(n);t.registerComponentModel(s)})),t.registerSubTypeDefaulter(e+\"Axis\",ix)}function ix(t){return t.type||(t.data?\"category\":\"value\")}var rx=function(){function t(t){this._setting=t||{},this._extent=[1/0,-1/0]}return t.prototype.getSetting=function(t){return this._setting[t]},t.prototype.unionExtent=function(t){var e=this._extent;t[0]<e[0]&&(e[0]=t[0]),t[1]>e[1]&&(e[1]=t[1])},t.prototype.unionExtentFromData=function(t,e){this.unionExtent(t.getApproximateExtent(e))},t.prototype.getExtent=function(){return this._extent.slice()},t.prototype.setExtent=function(t,e){var n=this._extent;isNaN(t)||(n[0]=t),isNaN(e)||(n[1]=e)},t.prototype.isInExtentRange=function(t){return this._extent[0]<=t&&this._extent[1]>=t},t.prototype.isBlank=function(){return this._isBlank},t.prototype.setBlank=function(t){this._isBlank=t},t}();io(rx);var ox=rx;function ax(t){return\"interval\"===t.type||\"log\"===t.type}function sx(t,e,n,i){var r={},o=t[1]-t[0],a=r.interval=$i(o/e,!0);null!=n&&a<n&&(a=r.interval=n),null!=i&&a>i&&(a=r.interval=i);var s=r.intervalPrecision=ux(a),l=r.niceTickExtent=[Ji(Math.ceil(t[0]/a)*a,s),Ji(Math.floor(t[1]/a)*a,s)];return hx(l,t),r}function lx(t){var e=Math.pow(10,_i(t)),n=t/e;return n?2===n?n=3:3===n?n=5:n*=2:n=1,Ji(n*e)}function ux(t){return Yi(t)+2}function cx(t,e,n){t[e]=Math.max(Math.min(t[e],n[1]),n[0])}function hx(t,e){!isFinite(t[0])&&(t[0]=e[0]),!isFinite(t[1])&&(t[1]=e[1]),cx(t,0,e),cx(t,1,e),t[0]>t[1]&&(t[0]=t[1])}function dx(t,e){return t>=e[0]&&t<=e[1]}function px(t,e){return e[1]===e[0]?.5:(t-e[0])/(e[1]-e[0])}function Ax(t,e){return t*(e[1]-e[0])+e[0]}var fx=function(t){function e(e){var n=t.call(this,e)||this;n.type=\"ordinal\";var i=n.getSetting(\"ordinalMeta\");return i||(i=new tx({})),Object(c[\"t\"])(i)&&(i=new tx({categories:Object(c[\"H\"])(i,(function(t){return Object(c[\"A\"])(t)?t.value:t}))})),n._ordinalMeta=i,n._extent=n.getSetting(\"extent\")||[0,i.categories.length-1],n}return l(e,t),e.prototype.parse=function(t){return null==t?NaN:Object(c[\"C\"])(t)?this._ordinalMeta.getOrdinal(t):Math.round(t)},e.prototype.contain=function(t){return t=this.parse(t),dx(t,this._extent)&&null!=this._ordinalMeta.categories[t]},e.prototype.normalize=function(t){return t=this._getTickNumber(this.parse(t)),px(t,this._extent)},e.prototype.scale=function(t){return t=Math.round(Ax(t,this._extent)),this.getRawOrdinalNumber(t)},e.prototype.getTicks=function(){var t=[],e=this._extent,n=e[0];while(n<=e[1])t.push({value:n}),n++;return t},e.prototype.getMinorTicks=function(t){},e.prototype.setSortInfo=function(t){if(null!=t){for(var e=t.ordinalNumbers,n=this._ordinalNumbersByTick=[],i=this._ticksByOrdinalNumber=[],r=0,o=this._ordinalMeta.categories.length,a=Math.min(o,e.length);r<a;++r){var s=e[r];n[r]=s,i[s]=r}for(var l=0;r<o;++r){while(null!=i[l])l++;n.push(l),i[l]=r}}else this._ordinalNumbersByTick=this._ticksByOrdinalNumber=null},e.prototype._getTickNumber=function(t){var e=this._ticksByOrdinalNumber;return e&&t>=0&&t<e.length?e[t]:t},e.prototype.getRawOrdinalNumber=function(t){var e=this._ordinalNumbersByTick;return e&&t>=0&&t<e.length?e[t]:t},e.prototype.getLabel=function(t){if(!this.isBlank()){var e=this.getRawOrdinalNumber(t.value),n=this._ordinalMeta.categories[e];return null==n?\"\":n+\"\"}},e.prototype.count=function(){return this._extent[1]-this._extent[0]+1},e.prototype.unionExtentFromData=function(t,e){this.unionExtent(t.getApproximateExtent(e))},e.prototype.isInExtentRange=function(t){return t=this._getTickNumber(t),this._extent[0]<=t&&this._extent[1]>=t},e.prototype.getOrdinalMeta=function(){return this._ordinalMeta},e.prototype.calcNiceTicks=function(){},e.prototype.calcNiceExtent=function(){},e.type=\"ordinal\",e}(ox);ox.registerClass(fx);var gx=fx,mx=Ji,yx=function(t){function e(){var e=null!==t&&t.apply(this,arguments)||this;return e.type=\"interval\",e._interval=0,e._intervalPrecision=2,e}return l(e,t),e.prototype.parse=function(t){return t},e.prototype.contain=function(t){return dx(t,this._extent)},e.prototype.normalize=function(t){return px(t,this._extent)},e.prototype.scale=function(t){return Ax(t,this._extent)},e.prototype.setExtent=function(t,e){var n=this._extent;isNaN(t)||(n[0]=parseFloat(t)),isNaN(e)||(n[1]=parseFloat(e))},e.prototype.unionExtent=function(t){var e=this._extent;t[0]<e[0]&&(e[0]=t[0]),t[1]>e[1]&&(e[1]=t[1]),this.setExtent(e[0],e[1])},e.prototype.getInterval=function(){return this._interval},e.prototype.setInterval=function(t){this._interval=t,this._niceExtent=this._extent.slice(),this._intervalPrecision=ux(t)},e.prototype.getTicks=function(t){var e=this._interval,n=this._extent,i=this._niceExtent,r=this._intervalPrecision,o=[];if(!e)return o;var a=1e4;n[0]<i[0]&&(t?o.push({value:mx(i[0]-e,r)}):o.push({value:n[0]}));var s=i[0];while(s<=i[1]){if(o.push({value:s}),s=mx(s+e,r),s===o[o.length-1].value)break;if(o.length>a)return[]}var l=o.length?o[o.length-1].value:i[1];return n[1]>l&&(t?o.push({value:mx(l+e,r)}):o.push({value:n[1]})),o},e.prototype.getMinorTicks=function(t){for(var e=this.getTicks(!0),n=[],i=this.getExtent(),r=1;r<e.length;r++){var o=e[r],a=e[r-1],s=0,l=[],u=o.value-a.value,c=u/t;while(s<t-1){var h=mx(a.value+(s+1)*c);h>i[0]&&h<i[1]&&l.push(h),s++}n.push(l)}return n},e.prototype.getLabel=function(t,e){if(null==t)return\"\";var n=e&&e.precision;null==n?n=Yi(t.value)||0:\"auto\"===n&&(n=this._intervalPrecision);var i=mx(t.value,n,!0);return Mc(i)},e.prototype.calcNiceTicks=function(t,e,n){t=t||5;var i=this._extent,r=i[1]-i[0];if(isFinite(r)){r<0&&(r=-r,i.reverse());var o=sx(i,t,e,n);this._intervalPrecision=o.intervalPrecision,this._interval=o.interval,this._niceExtent=o.niceTickExtent}},e.prototype.calcNiceExtent=function(t){var e=this._extent;if(e[0]===e[1])if(0!==e[0]){var n=Math.abs(e[0]);t.fixMax||(e[1]+=n/2),e[0]-=n/2}else e[1]=1;var i=e[1]-e[0];isFinite(i)||(e[0]=0,e[1]=1),this.calcNiceTicks(t.splitNumber,t.minInterval,t.maxInterval);var r=this._interval;t.fixMin||(e[0]=mx(Math.floor(e[0]/r)*r)),t.fixMax||(e[1]=mx(Math.ceil(e[1]/r)*r))},e.prototype.setNiceExtent=function(t,e){this._niceExtent=[t,e]},e.type=\"interval\",e}(ox);ox.registerClass(yx);var vx=yx,Cx=function(t,e,n,i){while(n<i){var r=n+i>>>1;t[r][1]<e?n=r+1:i=r}return n},wx=function(t){function e(e){var n=t.call(this,e)||this;return n.type=\"time\",n}return l(e,t),e.prototype.getLabel=function(t){var e=this.getSetting(\"useUTC\");return sc(t.value,tc[ac(rc(this._minLevelUnit))]||tc.second,e,this.getSetting(\"locale\"))},e.prototype.getFormattedLabel=function(t,e,n){var i=this.getSetting(\"useUTC\"),r=this.getSetting(\"locale\");return lc(t,e,n,r,i)},e.prototype.getTicks=function(){var t=this._interval,e=this._extent,n=[];if(!t)return n;n.push({value:e[0],level:0});var i=this.getSetting(\"useUTC\"),r=Qx(this._minLevelUnit,this._approxInterval,i,e);return n=n.concat(r),n.push({value:e[1],level:0}),n},e.prototype.calcNiceExtent=function(t){var e=this._extent;if(e[0]===e[1]&&(e[0]-=Hu,e[1]+=Hu),e[1]===-1/0&&e[0]===1/0){var n=new Date;e[1]=+new Date(n.getFullYear(),n.getMonth(),n.getDate()),e[0]=e[1]-Hu}this.calcNiceTicks(t.splitNumber,t.minInterval,t.maxInterval)},e.prototype.calcNiceTicks=function(t,e,n){t=t||10;var i=this._extent,r=i[1]-i[0];this._approxInterval=r/t,null!=e&&this._approxInterval<e&&(this._approxInterval=e),null!=n&&this._approxInterval>n&&(this._approxInterval=n);var o=Ix.length,a=Math.min(Cx(Ix,this._approxInterval,0,o),o-1);this._interval=Ix[a][1],this._minLevelUnit=Ix[Math.max(a-1,0)][0]},e.prototype.parse=function(t){return Object(c[\"z\"])(t)?t:+Hi(t)},e.prototype.contain=function(t){return dx(this.parse(t),this._extent)},e.prototype.normalize=function(t){return px(this.parse(t),this._extent)},e.prototype.scale=function(t){return Ax(t,this._extent)},e.type=\"time\",e}(vx),Ix=[[\"second\",Pu],[\"minute\",Wu],[\"hour\",Vu],[\"quarter-day\",6*Vu],[\"half-day\",12*Vu],[\"day\",1.2*Hu],[\"half-week\",3.5*Hu],[\"week\",7*Hu],[\"month\",31*Hu],[\"quarter\",95*Hu],[\"half-year\",Xu/2],[\"year\",Xu]];function Ex(t,e,n,i){var r=Hi(e),o=Hi(n),a=function(t){return cc(r,t,i)===cc(o,t,i)},s=function(){return a(\"year\")},l=function(){return s()&&a(\"month\")},u=function(){return l()&&a(\"day\")},c=function(){return u()&&a(\"hour\")},h=function(){return c()&&a(\"minute\")},d=function(){return h()&&a(\"second\")},p=function(){return d()&&a(\"millisecond\")};switch(t){case\"year\":return s();case\"month\":return l();case\"day\":return u();case\"hour\":return c();case\"minute\":return h();case\"second\":return d();case\"millisecond\":return p()}}function bx(t,e){return t/=Hu,t>16?16:t>7.5?7:t>3.5?4:t>1.5?2:1}function Mx(t){var e=30*Hu;return t/=e,t>6?6:t>3?3:t>2?2:1}function Sx(t){return t/=Vu,t>12?12:t>6?6:t>3.5?4:t>2?2:1}function xx(t,e){return t/=e?Wu:Pu,t>30?30:t>20?20:t>15?15:t>10?10:t>5?5:t>2?2:1}function Bx(t){return $i(t,!0)}function kx(t,e,n){var i=new Date(t);switch(rc(e)){case\"year\":case\"month\":i[vc(n)](0);case\"day\":i[Cc(n)](1);case\"hour\":i[wc(n)](0);case\"minute\":i[Ic(n)](0);case\"second\":i[Ec(n)](0),i[bc(n)](0)}return i.getTime()}function Qx(t,e,n,i){var r=1e4,o=nc,a=0;function s(t,e,n,r,o,a,s){var l=new Date(e),u=e,c=l[r]();while(u<n&&u<=i[1])s.push({value:u}),c+=t,l[o](c),u=l.getTime();s.push({value:u,notAdd:!0})}function l(t,r,o){var a=[],l=!r.length;if(!Ex(rc(t),i[0],i[1],n)){l&&(r=[{value:kx(new Date(i[0]),t,n)},{value:i[1]}]);for(var u=0;u<r.length-1;u++){var c=r[u].value,h=r[u+1].value;if(c!==h){var d=void 0,p=void 0,A=void 0,f=!1;switch(t){case\"year\":d=Math.max(1,Math.round(e/Hu/365)),p=hc(n),A=yc(n);break;case\"half-year\":case\"quarter\":case\"month\":d=Mx(e),p=dc(n),A=vc(n);break;case\"week\":case\"half-week\":case\"day\":d=bx(e,31),p=pc(n),A=Cc(n),f=!0;break;case\"half-day\":case\"quarter-day\":case\"hour\":d=Sx(e),p=Ac(n),A=wc(n);break;case\"minute\":d=xx(e,!0),p=fc(n),A=Ic(n);break;case\"second\":d=xx(e,!1),p=gc(n),A=Ec(n);break;case\"millisecond\":d=Bx(e),p=mc(n),A=bc(n);break}s(d,c,h,p,A,f,a),\"year\"===t&&o.length>1&&0===u&&o.unshift({value:o[0].value-d})}}for(u=0;u<a.length;u++)o.push(a[u]);return a}}for(var u=[],h=[],d=0,p=0,A=0;A<o.length&&a++<r;++A){var f=rc(o[A]);if(oc(o[A])){l(o[A],u[u.length-1]||[],h);var g=o[A+1]?rc(o[A+1]):null;if(f!==g){if(h.length){p=d,h.sort((function(t,e){return t.value-e.value}));for(var m=[],y=0;y<h.length;++y){var v=h[y].value;0!==y&&h[y-1].value===v||(m.push(h[y]),v>=i[0]&&v<=i[1]&&d++)}var C=(i[1]-i[0])/e;if(d>1.5*C&&p>C/1.5)break;if(u.push(m),d>C||t===o[A])break}h=[]}}}var w=Object(c[\"n\"])(Object(c[\"H\"])(u,(function(t){return Object(c[\"n\"])(t,(function(t){return t.value>=i[0]&&t.value<=i[1]&&!t.notAdd}))})),(function(t){return t.length>0})),I=[],E=w.length-1;for(A=0;A<w.length;++A)for(var b=w[A],M=0;M<b.length;++M)I.push({value:b[M].value,level:E-A});I.sort((function(t,e){return t.value-e.value}));var S=[];for(A=0;A<I.length;++A)0!==A&&I[A].value===I[A-1].value||S.push(I[A]);return S}ox.registerClass(wx);var Dx=wx,Kx=ox.prototype,qx=vx.prototype,Ox=Ji,Lx=Math.floor,Rx=Math.ceil,jx=Math.pow,Tx=Math.log,Jx=function(t){function e(){var e=null!==t&&t.apply(this,arguments)||this;return e.type=\"log\",e.base=10,e._originalScale=new vx,e._interval=0,e}return l(e,t),e.prototype.getTicks=function(t){var e=this._originalScale,n=this._extent,i=e.getExtent(),r=qx.getTicks.call(this,t);return c[\"H\"](r,(function(t){var e=t.value,r=Ji(jx(this.base,e));return r=e===n[0]&&this._fixMin?Yx(r,i[0]):r,r=e===n[1]&&this._fixMax?Yx(r,i[1]):r,{value:r}}),this)},e.prototype.setExtent=function(t,e){var n=Tx(this.base);t=Tx(Math.max(0,t))/n,e=Tx(Math.max(0,e))/n,qx.setExtent.call(this,t,e)},e.prototype.getExtent=function(){var t=this.base,e=Kx.getExtent.call(this);e[0]=jx(t,e[0]),e[1]=jx(t,e[1]);var n=this._originalScale,i=n.getExtent();return this._fixMin&&(e[0]=Yx(e[0],i[0])),this._fixMax&&(e[1]=Yx(e[1],i[1])),e},e.prototype.unionExtent=function(t){this._originalScale.unionExtent(t);var e=this.base;t[0]=Tx(t[0])/Tx(e),t[1]=Tx(t[1])/Tx(e),Kx.unionExtent.call(this,t)},e.prototype.unionExtentFromData=function(t,e){this.unionExtent(t.getApproximateExtent(e))},e.prototype.calcNiceTicks=function(t){t=t||10;var e=this._extent,n=e[1]-e[0];if(!(n===1/0||n<=0)){var i=Xi(n),r=t/n*i;r<=.5&&(i*=10);while(!isNaN(i)&&Math.abs(i)<1&&Math.abs(i)>0)i*=10;var o=[Ji(Rx(e[0]/i)*i),Ji(Lx(e[1]/i)*i)];this._interval=i,this._niceExtent=o}},e.prototype.calcNiceExtent=function(t){qx.calcNiceExtent.call(this,t),this._fixMin=t.fixMin,this._fixMax=t.fixMax},e.prototype.parse=function(t){return t},e.prototype.contain=function(t){return t=Tx(t)/Tx(this.base),dx(t,this._extent)},e.prototype.normalize=function(t){return t=Tx(t)/Tx(this.base),px(t,this._extent)},e.prototype.scale=function(t){return t=Ax(t,this._extent),jx(this.base,t)},e.type=\"log\",e}(ox),Gx=Jx.prototype;function Yx(t,e){return Ox(t,Yi(e))}Gx.getMinorTicks=qx.getMinorTicks,Gx.getLabel=qx.getLabel,ox.registerClass(Jx);var Fx=Jx,Ux=function(){function t(t,e,n){this._prepareParams(t,e,n)}return t.prototype._prepareParams=function(t,e,n){n[1]<n[0]&&(n=[NaN,NaN]),this._dataMin=n[0],this._dataMax=n[1];var i=this._isOrdinal=\"ordinal\"===t.type;this._needCrossZero=\"interval\"===t.type&&e.getNeedCrossZero&&e.getNeedCrossZero();var r=this._modelMinRaw=e.get(\"min\",!0);Object(c[\"w\"])(r)?this._modelMinNum=Px(t,r({min:n[0],max:n[1]})):\"dataMin\"!==r&&(this._modelMinNum=Px(t,r));var o=this._modelMaxRaw=e.get(\"max\",!0);if(Object(c[\"w\"])(o)?this._modelMaxNum=Px(t,o({min:n[0],max:n[1]})):\"dataMax\"!==o&&(this._modelMaxNum=Px(t,o)),i)this._axisDataLen=e.getCategories().length;else{var a=e.get(\"boundaryGap\"),s=Object(c[\"t\"])(a)?a:[a||0,a||0];\"boolean\"===typeof s[0]||\"boolean\"===typeof s[1]?this._boundaryGapInner=[0,0]:this._boundaryGapInner=[ui(s[0],1),ui(s[1],1)]}},t.prototype.calculate=function(){var t=this._isOrdinal,e=this._dataMin,n=this._dataMax,i=this._axisDataLen,r=this._boundaryGapInner,o=t?null:n-e||Math.abs(e),a=\"dataMin\"===this._modelMinRaw?e:this._modelMinNum,s=\"dataMax\"===this._modelMaxRaw?n:this._modelMaxNum,l=null!=a,u=null!=s;null==a&&(a=t?i?0:NaN:e-r[0]*o),null==s&&(s=t?i?i-1:NaN:n+r[1]*o),(null==a||!isFinite(a))&&(a=NaN),(null==s||!isFinite(s))&&(s=NaN);var h=Object(c[\"l\"])(a)||Object(c[\"l\"])(s)||t&&!i;this._needCrossZero&&(a>0&&s>0&&!l&&(a=0),a<0&&s<0&&!u&&(s=0));var d=this._determinedMin,p=this._determinedMax;return null!=d&&(a=d,l=!0),null!=p&&(s=p,u=!0),{min:a,max:s,minFixed:l,maxFixed:u,isBlank:h}},t.prototype.modifyDataMinMax=function(t,e){this[Nx[t]]=e},t.prototype.setDeterminedMinMax=function(t,e){var n=zx[t];this[n]=e},t.prototype.freeze=function(){this.frozen=!0},t}(),zx={min:\"_determinedMin\",max:\"_determinedMax\"},Nx={min:\"_dataMin\",max:\"_dataMax\"};function Zx(t,e,n){var i=t.rawExtentInfo;return i||(i=new Ux(t,e,n),t.rawExtentInfo=i,i)}function Px(t,e){return null==e?null:Object(c[\"l\"])(e)?NaN:t.parse(e)}function Wx(t,e){var n=t.type,i=Zx(t,e,t.getExtent()).calculate();t.setBlank(i.isBlank);var r=i.min,o=i.max,a=e.ecModel;if(a&&\"time\"===n){var s=fM(\"bar\",a),l=!1;if(c[\"k\"](s,(function(t){l=l||t.getBaseAxis()===e.axis})),l){var u=mM(s),h=Vx(r,o,e,u);r=h.min,o=h.max}}return{extent:[r,o],fixMin:i.minFixed,fixMax:i.maxFixed}}function Vx(t,e,n,i){var r=n.axis.getExtent(),o=r[1]-r[0],a=vM(i,n.axis);if(void 0===a)return{min:t,max:e};var s=1/0;c[\"k\"](a,(function(t){s=Math.min(t.offset,s)}));var l=-1/0;c[\"k\"](a,(function(t){l=Math.max(t.offset+t.width,l)})),s=Math.abs(s),l=Math.abs(l);var u=s+l,h=e-t,d=1-(s+l)/o,p=h/d-h;return e+=p*(l/u),t-=p*(s/u),{min:t,max:e}}function Hx(t,e){var n=e,i=Wx(t,n),r=i.extent,o=n.get(\"splitNumber\");t instanceof Fx&&(t.base=n.get(\"logBase\"));var a=t.type,s=n.get(\"interval\"),l=\"interval\"===a||\"time\"===a;t.setExtent(r[0],r[1]),t.calcNiceExtent({splitNumber:o,fixMin:i.fixMin,fixMax:i.fixMax,minInterval:l?n.get(\"minInterval\"):null,maxInterval:l?n.get(\"maxInterval\"):null}),null!=s&&t.setInterval&&t.setInterval(s)}function Xx(t,e){if(e=e||t.get(\"type\"),e)switch(e){case\"category\":return new gx({ordinalMeta:t.getOrdinalMeta?t.getOrdinalMeta():t.getCategories(),extent:[1/0,-1/0]});case\"time\":return new Dx({locale:t.ecModel.getLocaleModel(),useUTC:t.ecModel.get(\"useUTC\")});default:return new(ox.getClass(e)||vx)}}function _x(t){var e=t.scale.getExtent(),n=e[0],i=e[1];return!(n>0&&i>0||n<0&&i<0)}function $x(t){var e=t.getLabelModel().get(\"formatter\"),n=\"category\"===t.type?t.scale.getExtent()[0]:null;return\"time\"===t.scale.type?function(e){return function(n,i){return t.scale.getFormattedLabel(n,i,e)}}(e):c[\"C\"](e)?function(e){return function(n){var i=t.scale.getLabel(n),r=e.replace(\"{value}\",null!=i?i:\"\");return r}}(e):c[\"w\"](e)?function(e){return function(i,r){return null!=n&&(r=i.value-n),e(tB(t,i),r,null!=i.level?{level:i.level}:null)}}(e):function(e){return t.scale.getLabel(e)}}function tB(t,e){return\"category\"===t.type?t.scale.getLabel(e):e.value}function eB(t){var e=t.model,n=t.scale;if(e.get([\"axisLabel\",\"show\"])&&!n.isBlank()){var i,r,o=n.getExtent();n instanceof gx?r=n.count():(i=n.getTicks(),r=i.length);var a,s=t.getLabelModel(),l=$x(t),u=1;r>40&&(u=Math.ceil(r/40));for(var c=0;c<r;c+=u){var h=i?i[c]:{value:o[0]+c},d=l(h,c),p=s.getTextRect(d),A=nB(p,s.get(\"rotate\")||0);a?a.union(A):a=A}return a}}function nB(t,e){var n=e*Math.PI/180,i=t.width,r=t.height,o=i*Math.abs(Math.cos(n))+Math.abs(r*Math.sin(n)),a=i*Math.abs(Math.sin(n))+Math.abs(r*Math.cos(n)),s=new Dt(t.x,t.y,o,a);return s}function iB(t){var e=t.get(\"interval\");return null==e?\"auto\":e}function rB(t){return\"category\"===t.type&&0===iB(t.getLabelModel())}function oB(t,e){var n={};return c[\"k\"](t.mapDimensionsAll(e),(function(e){n[nb(t,e)]=!0})),c[\"F\"](n)}function aB(t,e,n){e&&c[\"k\"](oB(e,n),(function(n){var i=e.getApproximateExtent(n);i[0]<t[0]&&(t[0]=i[0]),i[1]>t[1]&&(t[1]=i[1])}))}var sB=function(){function t(t){this.type=\"cartesian\",this._dimList=[],this._axes={},this.name=t||\"\"}return t.prototype.getAxis=function(t){return 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e=t.scale.getTicks(),n=$x(t);return{labels:c[\"H\"](e,(function(e,i){return{level:e.level,formattedLabel:n(e,i),rawLabel:t.scale.getLabel(e),tickValue:e.value}}))}}function CB(t,e){return pB(t)[e]||(pB(t)[e]=[])}function wB(t,e){for(var n=0;n<t.length;n++)if(t[n].key===e)return t[n].value}function IB(t,e,n){return t.push({key:e,value:n}),n}function EB(t){var e=pB(t).autoInterval;return null!=e?e:pB(t).autoInterval=t.calculateCategoryInterval()}function bB(t){var e=MB(t),n=$x(t),i=(e.axisRotate-e.labelRotate)/180*Math.PI,r=t.scale,o=r.getExtent(),a=r.count();if(o[1]-o[0]<1)return 0;var s=1;a>40&&(s=Math.max(1,Math.floor(a/40)));for(var l=o[0],u=t.dataToCoord(l+1)-t.dataToCoord(l),c=Math.abs(u*Math.cos(i)),h=Math.abs(u*Math.sin(i)),d=0,p=0;l<=o[1];l+=s){var A=0,f=0,g=oi(n({value:l}),e.font,\"center\",\"top\");A=1.3*g.width,f=1.3*g.height,d=Math.max(d,A,7),p=Math.max(p,f,7)}var m=d/c,y=p/h;isNaN(m)&&(m=1/0),isNaN(y)&&(y=1/0);var v=Math.max(0,Math.floor(Math.min(m,y))),C=pB(t.model),w=t.getExtent(),I=C.lastAutoInterval,E=C.lastTickCount;return null!=I&&null!=E&&Math.abs(I-v)<=1&&Math.abs(E-a)<=1&&I>v&&C.axisExtent0===w[0]&&C.axisExtent1===w[1]?v=I:(C.lastTickCount=a,C.lastAutoInterval=v,C.axisExtent0=w[0],C.axisExtent1=w[1]),v}function MB(t){var e=t.getLabelModel();return{axisRotate:t.getRotate?t.getRotate():t.isHorizontal&&!t.isHorizontal()?90:0,labelRotate:e.get(\"rotate\")||0,font:e.getFont()}}function SB(t,e,n){var i=$x(t),r=t.scale,o=r.getExtent(),a=t.getLabelModel(),s=[],l=Math.max((e||0)+1,1),u=o[0],c=r.count();0!==u&&l>1&&c/l>2&&(u=Math.round(Math.ceil(u/l)*l));var h=rB(t),d=a.get(\"showMinLabel\")||h,p=a.get(\"showMaxLabel\")||h;d&&u!==o[0]&&f(o[0]);for(var A=u;A<=o[1];A+=l)f(A);function f(t){var e={value:t};s.push(n?t:{formattedLabel:i(e),rawLabel:r.getLabel(e),tickValue:t})}return p&&A-l!==o[1]&&f(o[1]),s}function xB(t,e,n){var i=t.scale,r=$x(t),o=[];return c[\"k\"](i.getTicks(),(function(t){var 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this.scale.scale(r)},t.prototype.pointToData=function(t,e){},t.prototype.getTicksCoords=function(t){t=t||{};var e=t.tickModel||this.getTickModel(),n=fB(this,e),i=n.ticks,r=Object(c[\"H\"])(i,(function(t){return{coord:this.dataToCoord(\"ordinal\"===this.scale.type?this.scale.getRawOrdinalNumber(t):t),tickValue:t}}),this),o=e.get(\"alignWithLabel\");return DB(this,r,o,t.clamp),r},t.prototype.getMinorTicksCoords=function(){if(\"ordinal\"===this.scale.type)return[];var t=this.model.getModel(\"minorTick\"),e=t.get(\"splitNumber\");e>0&&e<100||(e=5);var n=this.scale.getMinorTicks(e),i=Object(c[\"H\"])(n,(function(t){return Object(c[\"H\"])(t,(function(t){return{coord:this.dataToCoord(t),tickValue:t}}),this)}),this);return i},t.prototype.getViewLabels=function(){return AB(this).labels},t.prototype.getLabelModel=function(){return this.model.getModel(\"axisLabel\")},t.prototype.getTickModel=function(){return this.model.getModel(\"axisTick\")},t.prototype.getBandWidth=function(){var t=this._extent,e=this.scale.getExtent(),n=e[1]-e[0]+(this.onBand?1:0);0===n&&(n=1);var i=Math.abs(t[1]-t[0]);return Math.abs(i)/n},t.prototype.calculateCategoryInterval=function(){return bB(this)},t}();function QB(t,e){var n=t[1]-t[0],i=e,r=n/i/2;t[0]+=r,t[1]-=r}function DB(t,e,n,i){var r=e.length;if(t.onBand&&!n&&r){var o,a,s=t.getExtent();if(1===r)e[0].coord=s[0],o=e[1]={coord:s[0]};else{var l=e[r-1].tickValue-e[0].tickValue,u=(e[r-1].coord-e[0].coord)/l;Object(c[\"k\"])(e,(function(t){t.coord-=u/2}));var h=t.scale.getExtent();a=1+h[1]-e[r-1].tickValue,o={coord:e[r-1].coord+u*a},e.push(o)}var d=s[0]>s[1];p(e[0].coord,s[0])&&(i?e[0].coord=s[0]:e.shift()),i&&p(s[0],e[0].coord)&&e.unshift({coord:s[0]}),p(s[1],o.coord)&&(i?o.coord=s[1]:e.pop()),i&&p(o.coord,s[1])&&e.push({coord:s[1]})}function p(t,e){return t=Ji(t),e=Ji(e),d?t>e:t<e}}var KB=kB,qB=function(t){function e(e,n,i,r,o){var a=t.call(this,e,n,i)||this;return a.index=0,a.type=r||\"value\",a.position=o||\"bottom\",a}return l(e,t),e.prototype.isHorizontal=function(){var t=this.position;return\"top\"===t||\"bottom\"===t},e.prototype.getGlobalExtent=function(t){var e=this.getExtent();return e[0]=this.toGlobalCoord(e[0]),e[1]=this.toGlobalCoord(e[1]),t&&e[0]>e[1]&&e.reverse(),e},e.prototype.pointToData=function(t,e){return this.coordToData(this.toLocalCoord(t[\"x\"===this.dim?0:1]),e)},e.prototype.setCategorySortInfo=function(t){if(\"category\"!==this.type)return!1;this.model.option.categorySortInfo=t,this.scale.setSortInfo(t)},e}(KB),OB=qB;function LB(t,e,n){n=n||{};var i=t.coordinateSystem,r=e.axis,o={},a=r.getAxesOnZeroOf()[0],s=r.position,l=a?\"onZero\":s,u=r.dim,h=i.getRect(),d=[h.x,h.x+h.width,h.y,h.y+h.height],p={left:0,right:1,top:0,bottom:1,onZero:2},A=e.get(\"offset\")||0,f=\"x\"===u?[d[2]-A,d[3]+A]:[d[0]-A,d[1]+A];if(a){var g=a.toGlobalCoord(a.dataToCoord(0));f[p.onZero]=Math.max(Math.min(g,f[1]),f[0])}o.position=[\"y\"===u?f[p[l]]:d[0],\"x\"===u?f[p[l]]:d[3]],o.rotation=Math.PI/2*(\"x\"===u?0:1);var m={top:-1,bottom:1,left:-1,right:1};o.labelDirection=o.tickDirection=o.nameDirection=m[s],o.labelOffset=a?f[p[s]]-f[p.onZero]:0,e.get([\"axisTick\",\"inside\"])&&(o.tickDirection=-o.tickDirection),c[\"O\"](n.labelInside,e.get([\"axisLabel\",\"inside\"]))&&(o.labelDirection=-o.labelDirection);var y=e.get([\"axisLabel\",\"rotate\"]);return o.labelRotate=\"top\"===l?-y:y,o.z2=1,o}function RB(t){return\"cartesian2d\"===t.get(\"coordinateSystem\")}function jB(t){var e={xAxisModel:null,yAxisModel:null};return c[\"k\"](e,(function(n,i){var r=i.replace(/Model$/,\"\"),o=t.getReferringComponents(r,Rr).models[0];e[i]=o})),e}var TB=Math.log;function JB(t,e,n){var i=vx.prototype,r=i.getTicks.call(n),o=i.getTicks.call(n,!0),a=r.length-1,s=i.getInterval.call(n),l=Wx(t,e),u=l.extent,c=l.fixMin,h=l.fixMax;if(\"log\"===t.type){var d=TB(t.base);u=[TB(u[0])/d,TB(u[1])/d]}t.setExtent(u[0],u[1]),t.calcNiceExtent({splitNumber:a,fixMin:c,fixMax:h});var p=i.getExtent.call(t);c&&(u[0]=p[0]),h&&(u[1]=p[1]);var A=i.getInterval.call(t),f=u[0],g=u[1];if(c&&h)A=(g-f)/a;else if(c){g=u[0]+A*a;while(g<u[1]&&isFinite(g)&&isFinite(u[1]))A=lx(A),g=u[0]+A*a}else if(h){f=u[1]-A*a;while(f>u[0]&&isFinite(f)&&isFinite(u[0]))A=lx(A),f=u[1]-A*a}else{var m=t.getTicks().length-1;m>a&&(A=lx(A));var y=A*a;g=Math.ceil(u[1]/A)*A,f=Ji(g-y),f<0&&u[0]>=0?(f=0,g=Ji(y)):g>0&&u[1]<=0&&(g=0,f=-Ji(y))}var v=(r[0].value-o[0].value)/s,C=(r[a].value-o[a].value)/s;i.setExtent.call(t,f+A*v,g+A*C),i.setInterval.call(t,A),(v||C)&&i.setNiceExtent.call(t,f+A,g-A)}var GB=function(){function t(t,e,n){this.type=\"grid\",this._coordsMap={},this._coordsList=[],this._axesMap={},this._axesList=[],this.axisPointerEnabled=!0,this.dimensions=uB,this._initCartesian(t,e,n),this.model=t}return t.prototype.getRect=function(){return this._rect},t.prototype.update=function(t,e){var n=this._axesMap;function i(t){var e,n=Object(c[\"F\"])(t),i=n.length;if(i){for(var r=[],o=i-1;o>=0;o--){var a=+n[o],s=t[a],l=s.model,u=s.scale;ax(u)&&l.get(\"alignTicks\")&&null==l.get(\"interval\")?r.push(s):(Hx(u,l),ax(u)&&(e=s))}r.length&&(e||(e=r.pop(),Hx(e.scale,e.model)),Object(c[\"k\"])(r,(function(t){JB(t.scale,t.model,e.scale)})))}}this._updateScale(t,this.model),i(n.x),i(n.y);var r={};Object(c[\"k\"])(n.x,(function(t){FB(n,\"y\",t,r)})),Object(c[\"k\"])(n.y,(function(t){FB(n,\"x\",t,r)})),this.resize(this.model,e)},t.prototype.resize=function(t,e,n){var i=t.getBoxLayoutParams(),r=!n&&t.get(\"containLabel\"),o=Fc(i,{width:e.getWidth(),height:e.getHeight()});this._rect=o;var a=this._axesList;function s(){Object(c[\"k\"])(a,(function(t){var e=t.isHorizontal(),n=e?[0,o.width]:[0,o.height],i=t.inverse?1:0;t.setExtent(n[i],n[1-i]),zB(t,e?o.x:o.y)}))}s(),r&&(Object(c[\"k\"])(a,(function(t){if(!t.model.get([\"axisLabel\",\"inside\"])){var e=eB(t);if(e){var n=t.isHorizontal()?\"height\":\"width\",i=t.model.get([\"axisLabel\",\"margin\"]);o[n]-=e[n]+i,\"top\"===t.position?o.y+=e.height+i:\"left\"===t.position&&(o.x+=e.width+i)}}})),s()),Object(c[\"k\"])(this._coordsList,(function(t){t.calcAffineTransform()}))},t.prototype.getAxis=function(t,e){var n=this._axesMap[t];if(null!=n)return n[e||0]},t.prototype.getAxes=function(){return this._axesList.slice()},t.prototype.getCartesian=function(t,e){if(null!=t&&null!=e){var n=\"x\"+t+\"y\"+e;return this._coordsMap[n]}Object(c[\"A\"])(t)&&(e=t.yAxisIndex,t=t.xAxisIndex);for(var i=0,r=this._coordsList;i<r.length;i++)if(r[i].getAxis(\"x\").index===t||r[i].getAxis(\"y\").index===e)return r[i]},t.prototype.getCartesians=function(){return this._coordsList.slice()},t.prototype.convertToPixel=function(t,e,n){var i=this._findConvertTarget(e);return i.cartesian?i.cartesian.dataToPoint(n):i.axis?i.axis.toGlobalCoord(i.axis.dataToCoord(n)):null},t.prototype.convertFromPixel=function(t,e,n){var i=this._findConvertTarget(e);return i.cartesian?i.cartesian.pointToData(n):i.axis?i.axis.coordToData(i.axis.toLocalCoord(n)):null},t.prototype._findConvertTarget=function(t){var e,n,i=t.seriesModel,r=t.xAxisModel||i&&i.getReferringComponents(\"xAxis\",Rr).models[0],o=t.yAxisModel||i&&i.getReferringComponents(\"yAxis\",Rr).models[0],a=t.gridModel,s=this._coordsList;if(i)e=i.coordinateSystem,Object(c[\"r\"])(s,e)<0&&(e=null);else if(r&&o)e=this.getCartesian(r.componentIndex,o.componentIndex);else if(r)n=this.getAxis(\"x\",r.componentIndex);else if(o)n=this.getAxis(\"y\",o.componentIndex);else if(a){var l=a.coordinateSystem;l===this&&(e=this._coordsList[0])}return{cartesian:e,axis:n}},t.prototype.containPoint=function(t){var e=this._coordsList[0];if(e)return e.containPoint(t)},t.prototype._initCartesian=function(t,e,n){var i=this,r=this,o={left:!1,right:!1,top:!1,bottom:!1},a={x:{},y:{}},s={x:0,y:0};if(e.eachComponent(\"xAxis\",l(\"x\"),this),e.eachComponent(\"yAxis\",l(\"y\"),this),!s.x||!s.y)return this._axesMap={},void(this._axesList=[]);function l(e){return function(n,i){if(YB(n,t)){var l=n.get(\"position\");\"x\"===e?\"top\"!==l&&\"bottom\"!==l&&(l=o.bottom?\"top\":\"bottom\"):\"left\"!==l&&\"right\"!==l&&(l=o.left?\"right\":\"left\"),o[l]=!0;var u=new OB(e,Xx(n),[0,0],n.get(\"type\"),l),c=\"category\"===u.type;u.onBand=c&&n.get(\"boundaryGap\"),u.inverse=n.get(\"inverse\"),n.axis=u,u.model=n,u.grid=r,u.index=i,r._axesList.push(u),a[e][i]=u,s[e]++}}}this._axesMap=a,Object(c[\"k\"])(a.x,(function(e,n){Object(c[\"k\"])(a.y,(function(r,o){var a=\"x\"+n+\"y\"+o,s=new dB(a);s.master=i,s.model=t,i._coordsMap[a]=s,i._coordsList.push(s),s.addAxis(e),s.addAxis(r)}))}))},t.prototype._updateScale=function(t,e){function n(t,e){Object(c[\"k\"])(oB(t,e.dim),(function(n){e.scale.unionExtentFromData(t,n)}))}Object(c[\"k\"])(this._axesList,(function(t){if(t.scale.setExtent(1/0,-1/0),\"category\"===t.type){var e=t.model.get(\"categorySortInfo\");t.scale.setSortInfo(e)}})),t.eachSeries((function(t){if(RB(t)){var i=jB(t),r=i.xAxisModel,o=i.yAxisModel;if(!YB(r,e)||!YB(o,e))return;var a=this.getCartesian(r.componentIndex,o.componentIndex),s=t.getData(),l=a.getAxis(\"x\"),u=a.getAxis(\"y\");n(s,l),n(s,u)}}),this)},t.prototype.getTooltipAxes=function(t){var e=[],n=[];return Object(c[\"k\"])(this.getCartesians(),(function(i){var r=null!=t&&\"auto\"!==t?i.getAxis(t):i.getBaseAxis(),o=i.getOtherAxis(r);Object(c[\"r\"])(e,r)<0&&e.push(r),Object(c[\"r\"])(n,o)<0&&n.push(o)})),{baseAxes:e,otherAxes:n}},t.create=function(e,n){var i=[];return e.eachComponent(\"grid\",(function(r,o){var a=new t(r,e,n);a.name=\"grid_\"+o,a.resize(r,n,!0),r.coordinateSystem=a,i.push(a)})),e.eachSeries((function(t){if(RB(t)){var e=jB(t),n=e.xAxisModel,i=e.yAxisModel,r=n.getCoordSysModel();0;var o=r.coordinateSystem;t.coordinateSystem=o.getCartesian(n.componentIndex,i.componentIndex)}})),i},t.dimensions=uB,t}();function YB(t,e){return t.getCoordSysModel()===e}function FB(t,e,n,i){n.getAxesOnZeroOf=function(){return r?[r]:[]};var r,o=t[e],a=n.model,s=a.get([\"axisLine\",\"onZero\"]),l=a.get([\"axisLine\",\"onZeroAxisIndex\"]);if(s){if(null!=l)UB(o[l])&&(r=o[l]);else for(var u in o)if(o.hasOwnProperty(u)&&UB(o[u])&&!i[c(o[u])]){r=o[u];break}r&&(i[c(r)]=!0)}function c(t){return t.dim+\"_\"+t.index}}function UB(t){return t&&\"category\"!==t.type&&\"time\"!==t.type&&_x(t)}function zB(t,e){var n=t.getExtent(),i=n[0]+n[1];t.toGlobalCoord=\"x\"===t.dim?function(t){return t+e}:function(t){return i-t+e},t.toLocalCoord=\"x\"===t.dim?function(t){return t-e}:function(t){return i-t+e}}var NB=GB,ZB=Math.PI,PB=function(){function t(t,e){this.group=new Si,this.opt=e,this.axisModel=t,Object(c[\"i\"])(e,{labelOffset:0,nameDirection:1,tickDirection:1,labelDirection:1,silent:!0,handleAutoShown:function(){return!0}});var n=new Si({x:e.position[0],y:e.position[1],rotation:e.rotation});n.updateTransform(),this._transformGroup=n}return t.prototype.hasBuilder=function(t){return!!WB[t]},t.prototype.add=function(t){WB[t](this.opt,this.axisModel,this.group,this._transformGroup)},t.prototype.getGroup=function(){return this.group},t.innerTextLayout=function(t,e,n){var i,r,o=Pi(e-t);return Wi(o)?(r=n>0?\"top\":\"bottom\",i=\"center\"):Wi(o-ZB)?(r=n>0?\"bottom\":\"top\",i=\"center\"):(r=\"middle\",i=o>0&&o<ZB?n>0?\"right\":\"left\":n>0?\"left\":\"right\"),{rotation:o,textAlign:i,textVerticalAlign:r}},t.makeAxisEventDataBase=function(t){var e={componentType:t.mainType,componentIndex:t.componentIndex};return e[t.mainType+\"Index\"]=t.componentIndex,e},t.isLabelSilent=function(t){var e=t.get(\"tooltip\");return t.get(\"silent\")||!(t.get(\"triggerEvent\")||e&&e.show)},t}(),WB={axisLine:function(t,e,n,i){var r=e.get([\"axisLine\",\"show\"]);if(\"auto\"===r&&t.handleAutoShown&&(r=t.handleAutoShown(\"axisLine\")),r){var o=e.axis.getExtent(),a=i.transform,s=[o[0],0],l=[o[1],0],u=s[0]>l[0];a&&(x(s,s,a),x(l,l,a));var h=Object(c[\"m\"])({lineCap:\"round\"},e.getModel([\"axisLine\",\"lineStyle\"]).getLineStyle()),d=new jf({shape:{x1:s[0],y1:s[1],x2:l[0],y2:l[1]},style:h,strokeContainThreshold:t.strokeContainThreshold||5,silent:!0,z2:1});Ig(d.shape,d.style.lineWidth),d.anid=\"line\",n.add(d);var p=e.get([\"axisLine\",\"symbol\"]);if(null!=p){var A=e.get([\"axisLine\",\"symbolSize\"]);Object(c[\"C\"])(p)&&(p=[p,p]),(Object(c[\"C\"])(A)||Object(c[\"z\"])(A))&&(A=[A,A]);var f=cy(e.get([\"axisLine\",\"symbolOffset\"])||0,A),g=A[0],m=A[1];Object(c[\"k\"])([{rotate:t.rotation+Math.PI/2,offset:f[0],r:0},{rotate:t.rotation-Math.PI/2,offset:f[1],r:Math.sqrt((s[0]-l[0])*(s[0]-l[0])+(s[1]-l[1])*(s[1]-l[1]))}],(function(e,i){if(\"none\"!==p[i]&&null!=p[i]){var r=ly(p[i],-g/2,-m/2,g,m,h.stroke,!0),o=e.r+e.offset,a=u?l:s;r.attr({rotation:e.rotate,x:a[0]+o*Math.cos(t.rotation),y:a[1]-o*Math.sin(t.rotation),silent:!0,z2:11}),n.add(r)}}))}}},axisTickLabel:function(t,e,n,i){var r=ek(n,i,e,t),o=ik(n,i,e,t);if(HB(e,o,r),nk(n,i,e,t.tickDirection),e.get([\"axisLabel\",\"hideOverlap\"])){var a=lw(Object(c[\"H\"])(o,(function(t){return{label:t,priority:t.z2,defaultAttr:{ignore:t.ignore}}})));dw(a)}},axisName:function(t,e,n,i){var r=Object(c[\"O\"])(t.axisName,e.get(\"name\"));if(r){var o,a,s=e.get(\"nameLocation\"),l=t.nameDirection,u=e.getModel(\"nameTextStyle\"),h=e.get(\"nameGap\")||0,d=e.axis.getExtent(),p=d[0]>d[1]?-1:1,A=[\"start\"===s?d[0]-p*h:\"end\"===s?d[1]+p*h:(d[0]+d[1])/2,$B(s)?t.labelOffset+l*h:0],f=e.get(\"nameRotate\");null!=f&&(f=f*ZB/180),$B(s)?o=PB.innerTextLayout(t.rotation,null!=f?f:t.rotation,l):(o=VB(t.rotation,s,f||0,d),a=t.axisNameAvailableWidth,null!=a&&(a=Math.abs(a/Math.sin(o.rotation)),!isFinite(a)&&(a=null)));var g=u.getFont(),m=e.get(\"nameTruncate\",!0)||{},y=m.ellipsis,v=Object(c[\"O\"])(t.nameTruncateMaxWidth,m.maxWidth,a),C=new Ss({x:A[0],y:A[1],rotation:o.rotation,silent:PB.isLabelSilent(e),style:ou(u,{text:r,font:g,overflow:\"truncate\",width:v,ellipsis:y,fill:u.getTextColor()||e.get([\"axisLine\",\"lineStyle\",\"color\"]),align:u.get(\"align\")||o.textAlign,verticalAlign:u.get(\"verticalAlign\")||o.textVerticalAlign}),z2:1});if(Tg({el:C,componentModel:e,itemName:r}),C.__fullText=r,C.anid=\"name\",e.get(\"triggerEvent\")){var w=PB.makeAxisEventDataBase(e);w.targetType=\"axisName\",w.name=r,xs(C).eventData=w}i.add(C),C.updateTransform(),n.add(C),C.decomposeTransform()}}};function VB(t,e,n,i){var r,o,a=Pi(n-t),s=i[0]>i[1],l=\"start\"===e&&!s||\"start\"!==e&&s;return Wi(a-ZB/2)?(o=l?\"bottom\":\"top\",r=\"center\"):Wi(a-1.5*ZB)?(o=l?\"top\":\"bottom\",r=\"center\"):(o=\"middle\",r=a<1.5*ZB&&a>ZB/2?l?\"left\":\"right\":l?\"right\":\"left\"),{rotation:a,textAlign:r,textVerticalAlign:o}}function HB(t,e,n){if(!rB(t.axis)){var i=t.get([\"axisLabel\",\"showMinLabel\"]),r=t.get([\"axisLabel\",\"showMaxLabel\"]);e=e||[],n=n||[];var o=e[0],a=e[1],s=e[e.length-1],l=e[e.length-2],u=n[0],c=n[1],h=n[n.length-1],d=n[n.length-2];!1===i?(XB(o),XB(u)):_B(o,a)&&(i?(XB(a),XB(c)):(XB(o),XB(u))),!1===r?(XB(s),XB(h)):_B(l,s)&&(r?(XB(l),XB(d)):(XB(s),XB(h)))}}function XB(t){t&&(t.ignore=!0)}function _B(t,e){var n=t&&t.getBoundingRect().clone(),i=e&&e.getBoundingRect().clone();if(n&&i){var r=dt([]);return gt(r,r,-t.rotation),n.applyTransform(At([],r,t.getLocalTransform())),i.applyTransform(At([],r,e.getLocalTransform())),n.intersect(i)}}function $B(t){return\"middle\"===t||\"center\"===t}function tk(t,e,n,i,r){for(var o=[],a=[],s=[],l=0;l<t.length;l++){var u=t[l].coord;a[0]=u,a[1]=0,s[0]=u,s[1]=n,e&&(x(a,a,e),x(s,s,e));var c=new jf({shape:{x1:a[0],y1:a[1],x2:s[0],y2:s[1]},style:i,z2:2,autoBatch:!0,silent:!0});Ig(c.shape,c.style.lineWidth),c.anid=r+\"_\"+t[l].tickValue,o.push(c)}return o}function ek(t,e,n,i){var r=n.axis,o=n.getModel(\"axisTick\"),a=o.get(\"show\");if(\"auto\"===a&&i.handleAutoShown&&(a=i.handleAutoShown(\"axisTick\")),a&&!r.scale.isBlank()){for(var s=o.getModel(\"lineStyle\"),l=i.tickDirection*o.get(\"length\"),u=r.getTicksCoords(),h=tk(u,e.transform,l,Object(c[\"i\"])(s.getLineStyle(),{stroke:n.get([\"axisLine\",\"lineStyle\",\"color\"])}),\"ticks\"),d=0;d<h.length;d++)t.add(h[d]);return h}}function nk(t,e,n,i){var r=n.axis,o=n.getModel(\"minorTick\");if(o.get(\"show\")&&!r.scale.isBlank()){var a=r.getMinorTicksCoords();if(a.length)for(var s=o.getModel(\"lineStyle\"),l=i*o.get(\"length\"),u=Object(c[\"i\"])(s.getLineStyle(),Object(c[\"i\"])(n.getModel(\"axisTick\").getLineStyle(),{stroke:n.get([\"axisLine\",\"lineStyle\",\"color\"])})),h=0;h<a.length;h++)for(var d=tk(a[h],e.transform,l,u,\"minorticks_\"+h),p=0;p<d.length;p++)t.add(d[p])}}function ik(t,e,n,i){var r=n.axis,o=Object(c[\"O\"])(i.axisLabelShow,n.get([\"axisLabel\",\"show\"]));if(o&&!r.scale.isBlank()){var a=n.getModel(\"axisLabel\"),s=a.get(\"margin\"),l=r.getViewLabels(),u=(Object(c[\"O\"])(i.labelRotate,a.get(\"rotate\"))||0)*ZB/180,h=PB.innerTextLayout(i.rotation,u,i.labelDirection),d=n.getCategories&&n.getCategories(!0),p=[],A=PB.isLabelSilent(n),f=n.get(\"triggerEvent\");return Object(c[\"k\"])(l,(function(o,l){var u=\"ordinal\"===r.scale.type?r.scale.getRawOrdinalNumber(o.tickValue):o.tickValue,g=o.formattedLabel,m=o.rawLabel,y=a;if(d&&d[u]){var v=d[u];Object(c[\"A\"])(v)&&v.textStyle&&(y=new ku(v.textStyle,a,n.ecModel))}var C=y.getTextColor()||n.get([\"axisLine\",\"lineStyle\",\"color\"]),w=r.dataToCoord(u),I=new Ss({x:w,y:i.labelOffset+i.labelDirection*s,rotation:h.rotation,silent:A,z2:10+(o.level||0),style:ou(y,{text:g,align:y.getShallow(\"align\",!0)||h.textAlign,verticalAlign:y.getShallow(\"verticalAlign\",!0)||y.getShallow(\"baseline\",!0)||h.textVerticalAlign,fill:Object(c[\"w\"])(C)?C(\"category\"===r.type?m:\"value\"===r.type?u+\"\":u,l):C})});if(I.anid=\"label_\"+u,f){var E=PB.makeAxisEventDataBase(n);E.targetType=\"axisLabel\",E.value=m,E.tickIndex=l,\"category\"===r.type&&(E.dataIndex=u),xs(I).eventData=E}e.add(I),I.updateTransform(),p.push(I),t.add(I),I.decomposeTransform()})),p}}var rk=PB;function ok(t,e){var n={axesInfo:{},seriesInvolved:!1,coordSysAxesInfo:{},coordSysMap:{}};return ak(n,t,e),n.seriesInvolved&&lk(n,t),n}function ak(t,e,n){var i=e.getComponent(\"tooltip\"),r=e.getComponent(\"axisPointer\"),o=r.get(\"link\",!0)||[],a=[];Object(c[\"k\"])(n.getCoordinateSystems(),(function(n){if(n.axisPointerEnabled){var s=fk(n.model),l=t.coordSysAxesInfo[s]={};t.coordSysMap[s]=n;var u=n.model,h=u.getModel(\"tooltip\",i);if(Object(c[\"k\"])(n.getAxes(),Object(c[\"h\"])(f,!1,null)),n.getTooltipAxes&&i&&h.get(\"show\")){var d=\"axis\"===h.get(\"trigger\"),p=\"cross\"===h.get([\"axisPointer\",\"type\"]),A=n.getTooltipAxes(h.get([\"axisPointer\",\"axis\"]));(d||p)&&Object(c[\"k\"])(A.baseAxes,Object(c[\"h\"])(f,!p||\"cross\",d)),p&&Object(c[\"k\"])(A.otherAxes,Object(c[\"h\"])(f,\"cross\",!1))}}function f(i,s,u){var c=u.model.getModel(\"axisPointer\",r),d=c.get(\"show\");if(d&&(\"auto\"!==d||i||Ak(c))){null==s&&(s=c.get(\"triggerTooltip\")),c=i?sk(u,h,r,e,i,s):c;var p=c.get(\"snap\"),A=fk(u.model),f=s||p||\"category\"===u.type,g=t.axesInfo[A]={key:A,axis:u,coordSys:n,axisPointerModel:c,triggerTooltip:s,involveSeries:f,snap:p,useHandle:Ak(c),seriesModels:[],linkGroup:null};l[A]=g,t.seriesInvolved=t.seriesInvolved||f;var m=uk(o,u);if(null!=m){var y=a[m]||(a[m]={axesInfo:{}});y.axesInfo[A]=g,y.mapper=o[m].mapper,g.linkGroup=y}}}}))}function sk(t,e,n,i,r,o){var a=e.getModel(\"axisPointer\"),s=[\"type\",\"snap\",\"lineStyle\",\"shadowStyle\",\"label\",\"animation\",\"animationDurationUpdate\",\"animationEasingUpdate\",\"z\"],l={};Object(c[\"k\"])(s,(function(t){l[t]=Object(c[\"d\"])(a.get(t))})),l.snap=\"category\"!==t.type&&!!o,\"cross\"===a.get(\"type\")&&(l.type=\"line\");var u=l.label||(l.label={});if(null==u.show&&(u.show=!1),\"cross\"===r){var h=a.get([\"label\",\"show\"]);if(u.show=null==h||h,!o){var d=l.lineStyle=a.get(\"crossStyle\");d&&Object(c[\"i\"])(u,d.textStyle)}}return t.model.getModel(\"axisPointer\",new ku(l,n,i))}function lk(t,e){e.eachSeries((function(e){var n=e.coordinateSystem,i=e.get([\"tooltip\",\"trigger\"],!0),r=e.get([\"tooltip\",\"show\"],!0);n&&\"none\"!==i&&!1!==i&&\"item\"!==i&&!1!==r&&!1!==e.get([\"axisPointer\",\"show\"],!0)&&Object(c[\"k\"])(t.coordSysAxesInfo[fk(n.model)],(function(t){var i=t.axis;n.getAxis(i.dim)===i&&(t.seriesModels.push(e),null==t.seriesDataCount&&(t.seriesDataCount=0),t.seriesDataCount+=e.getData().count())}))}))}function uk(t,e){for(var n=e.model,i=e.dim,r=0;r<t.length;r++){var o=t[r]||{};if(ck(o[i+\"AxisId\"],n.id)||ck(o[i+\"AxisIndex\"],n.componentIndex)||ck(o[i+\"AxisName\"],n.name))return r}}function ck(t,e){return\"all\"===t||Object(c[\"t\"])(t)&&Object(c[\"r\"])(t,e)>=0||t===e}function hk(t){var e=dk(t);if(e){var n=e.axisPointerModel,i=e.axis.scale,r=n.option,o=n.get(\"status\"),a=n.get(\"value\");null!=a&&(a=i.parse(a));var s=Ak(n);null==o&&(r.status=s?\"show\":\"hide\");var l=i.getExtent().slice();l[0]>l[1]&&l.reverse(),(null==a||a>l[1])&&(a=l[1]),a<l[0]&&(a=l[0]),r.value=a,s&&(r.status=e.axis.scale.isBlank()?\"hide\":\"show\")}}function dk(t){var e=(t.ecModel.getComponent(\"axisPointer\")||{}).coordSysAxesInfo;return e&&e.axesInfo[fk(t)]}function pk(t){var e=dk(t);return e&&e.axisPointerModel}function Ak(t){return!!t.get([\"handle\",\"show\"])}function fk(t){return t.type+\"||\"+t.id}var gk={},mk=function(t){function e(){var n=null!==t&&t.apply(this,arguments)||this;return n.type=e.type,n}return l(e,t),e.prototype.render=function(e,n,i,r){this.axisPointerClass&&hk(e),t.prototype.render.apply(this,arguments),this._doUpdateAxisPointerClass(e,i,!0)},e.prototype.updateAxisPointer=function(t,e,n,i){this._doUpdateAxisPointerClass(t,n,!1)},e.prototype.remove=function(t,e){var n=this._axisPointer;n&&n.remove(e)},e.prototype.dispose=function(e,n){this._disposeAxisPointer(n),t.prototype.dispose.apply(this,arguments)},e.prototype._doUpdateAxisPointerClass=function(t,n,i){var r=e.getAxisPointerClass(this.axisPointerClass);if(r){var o=pk(t);o?(this._axisPointer||(this._axisPointer=new r)).render(t,o,n,i):this._disposeAxisPointer(n)}},e.prototype._disposeAxisPointer=function(t){this._axisPointer&&this._axisPointer.dispose(t),this._axisPointer=null},e.registerAxisPointerClass=function(t,e){gk[t]=e},e.getAxisPointerClass=function(t){return t&&gk[t]},e.type=\"axis\",e}(xA),yk=mk,vk=Kr();function Ck(t,e,n,i){var r=n.axis;if(!r.scale.isBlank()){var o=n.getModel(\"splitArea\"),a=o.getModel(\"areaStyle\"),s=a.get(\"color\"),l=i.coordinateSystem.getRect(),u=r.getTicksCoords({tickModel:o,clamp:!0});if(u.length){var h=s.length,d=vk(t).splitAreaColors,p=c[\"f\"](),A=0;if(d)for(var f=0;f<u.length;f++){var g=d.get(u[f].tickValue);if(null!=g){A=(g+(h-1)*f)%h;break}}var m=r.toGlobalCoord(u[0].coord),y=a.getAreaStyle();s=c[\"t\"](s)?s:[s];for(f=1;f<u.length;f++){var v=r.toGlobalCoord(u[f].coord),C=void 0,w=void 0,I=void 0,E=void 0;r.isHorizontal()?(C=m,w=l.y,I=v-C,E=l.height,m=C+I):(C=l.x,w=m,I=l.width,E=v-w,m=w+E);var b=u[f-1].tickValue;null!=b&&p.set(b,A),e.add(new ls({anid:null!=b?\"area_\"+b:null,shape:{x:C,y:w,width:I,height:E},style:c[\"i\"]({fill:s[A]},y),autoBatch:!0,silent:!0})),A=(A+1)%h}vk(t).splitAreaColors=p}}}function wk(t){vk(t).splitAreaColors=null}var Ik=[\"axisLine\",\"axisTickLabel\",\"axisName\"],Ek=[\"splitArea\",\"splitLine\",\"minorSplitLine\"],bk=function(t){function e(){var n=null!==t&&t.apply(this,arguments)||this;return n.type=e.type,n.axisPointerClass=\"CartesianAxisPointer\",n}return l(e,t),e.prototype.render=function(e,n,i,r){this.group.removeAll();var o=this._axisGroup;if(this._axisGroup=new Si,this.group.add(this._axisGroup),e.get(\"show\")){var a=e.getCoordSysModel(),s=LB(a,e),l=new rk(e,c[\"m\"]({handleAutoShown:function(t){for(var n=a.coordinateSystem.getCartesians(),i=0;i<n.length;i++)if(ax(n[i].getOtherAxis(e.axis).scale))return!0;return!1}},s));c[\"k\"](Ik,l.add,l),this._axisGroup.add(l.getGroup()),c[\"k\"](Ek,(function(t){e.get([t,\"show\"])&&Mk[t](this,this._axisGroup,e,a)}),this);var u=r&&\"changeAxisOrder\"===r.type&&r.isInitSort;u||Qg(o,this._axisGroup,e),t.prototype.render.call(this,e,n,i,r)}},e.prototype.remove=function(){wk(this)},e.type=\"cartesianAxis\",e}(yk),Mk={splitLine:function(t,e,n,i){var r=n.axis;if(!r.scale.isBlank()){var o=n.getModel(\"splitLine\"),a=o.getModel(\"lineStyle\"),s=a.get(\"color\");s=c[\"t\"](s)?s:[s];for(var l=i.coordinateSystem.getRect(),u=r.isHorizontal(),h=0,d=r.getTicksCoords({tickModel:o}),p=[],A=[],f=a.getLineStyle(),g=0;g<d.length;g++){var m=r.toGlobalCoord(d[g].coord);u?(p[0]=m,p[1]=l.y,A[0]=m,A[1]=l.y+l.height):(p[0]=l.x,p[1]=m,A[0]=l.x+l.width,A[1]=m);var y=h++%s.length,v=d[g].tickValue,C=new jf({anid:null!=v?\"line_\"+d[g].tickValue:null,autoBatch:!0,shape:{x1:p[0],y1:p[1],x2:A[0],y2:A[1]},style:c[\"i\"]({stroke:s[y]},f),silent:!0});Ig(C.shape,f.lineWidth),e.add(C)}}},minorSplitLine:function(t,e,n,i){var r=n.axis,o=n.getModel(\"minorSplitLine\"),a=o.getModel(\"lineStyle\"),s=i.coordinateSystem.getRect(),l=r.isHorizontal(),u=r.getMinorTicksCoords();if(u.length)for(var c=[],h=[],d=a.getLineStyle(),p=0;p<u.length;p++)for(var A=0;A<u[p].length;A++){var f=r.toGlobalCoord(u[p][A].coord);l?(c[0]=f,c[1]=s.y,h[0]=f,h[1]=s.y+s.height):(c[0]=s.x,c[1]=f,h[0]=s.x+s.width,h[1]=f);var g=new jf({anid:\"minor_line_\"+u[p][A].tickValue,autoBatch:!0,shape:{x1:c[0],y1:c[1],x2:h[0],y2:h[1]},style:d,silent:!0});Ig(g.shape,d.lineWidth),e.add(g)}},splitArea:function(t,e,n,i){Ck(t,e,n,i)}},Sk=function(t){function e(){var n=null!==t&&t.apply(this,arguments)||this;return n.type=e.type,n}return l(e,t),e.type=\"xAxis\",e}(bk),xk=function(t){function e(){var e=null!==t&&t.apply(this,arguments)||this;return e.type=Sk.type,e}return l(e,t),e.type=\"yAxis\",e}(bk),Bk=function(t){function e(){var e=null!==t&&t.apply(this,arguments)||this;return e.type=\"grid\",e}return l(e,t),e.prototype.render=function(t,e){this.group.removeAll(),t.get(\"show\")&&this.group.add(new ls({shape:t.coordinateSystem.getRect(),style:Object(c[\"i\"])({fill:t.get(\"backgroundColor\")},t.getItemStyle()),silent:!0,z2:-1}))},e.type=\"grid\",e}(xA),kk={offset:0};function Qk(t){t.registerComponentView(Bk),t.registerComponentModel(FS),t.registerCoordinateSystem(\"cartesian2d\",NB),nx(t,\"x\",zS,kk),nx(t,\"y\",zS,kk),t.registerComponentView(Sk),t.registerComponentView(xk),t.registerPreprocessor((function(t){t.xAxis&&t.yAxis&&!t.grid&&(t.grid={})}))}function Dk(t){jC(Qk),t.registerSeriesModel(qS),t.registerChartView(GS),t.registerLayout(aM(\"scatter\"))}function Kk(t){t.eachSeriesByType(\"radar\",(function(t){var e=t.getData(),n=[],i=t.coordinateSystem;if(i){var r=i.getIndicatorAxes();c[\"k\"](r,(function(t,o){e.each(e.mapDimension(r[o].dim),(function(t,e){n[e]=n[e]||[];var r=i.dataToPoint(t,o);n[e][o]=qk(r)?r:Ok(i)}))})),e.each((function(t){var r=c[\"o\"](n[t],(function(t){return qk(t)}))||Ok(i);n[t].push(r.slice()),e.setItemLayout(t,n[t])}))}}))}function qk(t){return!isNaN(t[0])&&!isNaN(t[1])}function Ok(t){return[t.cx,t.cy]}function Lk(t){var e=t.polar;if(e){c[\"t\"](e)||(e=[e]);var n=[];c[\"k\"](e,(function(e,i){e.indicator?(e.type&&!e.shape&&(e.shape=e.type),t.radar=t.radar||[],c[\"t\"](t.radar)||(t.radar=[t.radar]),t.radar.push(e)):n.push(e)})),t.polar=n}c[\"k\"](t.series,(function(t){t&&\"radar\"===t.type&&t.polarIndex&&(t.radarIndex=t.polarIndex)}))}var Rk=function(t){function e(){var n=null!==t&&t.apply(this,arguments)||this;return n.type=e.type,n}return l(e,t),e.prototype.render=function(t,e,n){var r=t.coordinateSystem,o=this.group,a=t.getData(),s=this._data;function l(t,e){var n=t.getItemVisual(e,\"symbol\")||\"circle\";if(\"none\"!==n){var i=uy(t.getItemVisual(e,\"symbolSize\")),r=ly(n,-1,-1,2,2),o=t.getItemVisual(e,\"symbolRotate\")||0;return r.attr({style:{strokeNoScale:!0},z2:100,scaleX:i[0]/2,scaleY:i[1]/2,rotation:o*Math.PI/180||0}),r}}function u(e,n,r,o,a,s){r.removeAll();for(var u=0;u<n.length-1;u++){var c=l(o,a);c&&(c.__dimIdx=u,e[u]?(c.setPosition(e[u]),i[s?\"initProps\":\"updateProps\"](c,{x:n[u][0],y:n[u][1]},t,a)):c.setPosition(n[u]),r.add(c))}}function h(t){return c[\"H\"](t,(function(t){return[r.cx,r.cy]}))}a.diff(s).add((function(e){var n=a.getItemLayout(e);if(n){var i=new Qf,r=new qf,o={shape:{points:n}};i.shape.points=h(n),r.shape.points=h(n),Pl(i,o,t,e),Pl(r,o,t,e);var s=new Si,l=new Si;s.add(r),s.add(i),s.add(l),u(r.shape.points,n,l,a,e,!0),a.setItemGraphicEl(e,s)}})).update((function(e,n){var i=s.getItemGraphicEl(n),r=i.childAt(0),o=i.childAt(1),l=i.childAt(2),c={shape:{points:a.getItemLayout(e)}};c.shape.points&&(u(r.shape.points,c.shape.points,l,a,e,!1),_l(o),_l(r),Zl(r,c,t),Zl(o,c,t),a.setItemGraphicEl(e,i))})).remove((function(t){o.remove(s.getItemGraphicEl(t))})).execute(),a.eachItemGraphicEl((function(t,e){var n=a.getItemModel(e),i=t.childAt(0),r=t.childAt(1),s=t.childAt(2),l=a.getItemVisual(e,\"style\"),u=l.fill;o.add(t),i.useStyle(c[\"i\"](n.getModel(\"lineStyle\").getLineStyle(),{fill:\"none\",stroke:u})),Ll(i,n,\"lineStyle\"),Ll(r,n,\"areaStyle\");var h=n.getModel(\"areaStyle\"),d=h.isEmpty()&&h.parentModel.isEmpty();r.ignore=d,c[\"k\"]([\"emphasis\",\"select\",\"blur\"],(function(t){var e=n.getModel([t,\"areaStyle\"]),i=e.isEmpty()&&e.parentModel.isEmpty();r.ensureState(t).ignore=i&&d})),r.useStyle(c[\"i\"](h.getAreaStyle(),{fill:u,opacity:.7,decal:l.decal}));var p=n.getModel(\"emphasis\"),A=p.getModel(\"itemStyle\").getItemStyle();s.eachChild((function(t){if(t instanceof $a){var i=t.style;t.useStyle(c[\"m\"]({image:i.image,x:i.x,y:i.y,width:i.width,height:i.height},l))}else t.useStyle(l),t.setColor(u),t.style.strokeNoScale=!0;var r=t.ensureState(\"emphasis\");r.style=c[\"d\"](A);var o=a.getStore().get(a.getDimensionIndex(t.__dimIdx),e);(null==o||isNaN(o))&&(o=\"\"),iu(t,ru(n),{labelFetcher:a.hostModel,labelDataIndex:e,labelDimIndex:t.__dimIdx,defaultText:o,inheritColor:u,defaultOpacity:l.opacity})})),Dl(t,p.get(\"focus\"),p.get(\"blurScope\"),p.get(\"disabled\"))})),this._data=a},e.prototype.remove=function(){this.group.removeAll(),this._data=null},e.type=\"radar\",e}(Vg),jk=Rk,Tk=function(t){function e(){var n=null!==t&&t.apply(this,arguments)||this;return n.type=e.type,n.hasSymbolVisual=!0,n}return l(e,t),e.prototype.init=function(e){t.prototype.init.apply(this,arguments),this.legendVisualProvider=new SS(c[\"c\"](this.getData,this),c[\"c\"](this.getRawData,this))},e.prototype.getInitialData=function(t,e){return bS(this,{generateCoord:\"indicator_\",generateCoordCount:1/0})},e.prototype.formatTooltip=function(t,e,n){var i=this.getData(),r=this.coordinateSystem,o=r.getIndicatorAxes(),a=this.getData().getName(t),s=\"\"===a?this.name:a,l=lA(this,t);return Vp(\"section\",{header:s,sortBlocks:!0,blocks:c[\"H\"](o,(function(e){var n=i.get(i.mapDimension(e.dim),t);return Vp(\"nameValue\",{markerType:\"subItem\",markerColor:l,name:e.name,value:n,sortParam:n})}))})},e.prototype.getTooltipPosition=function(t){if(null!=t)for(var e=this.getData(),n=this.coordinateSystem,i=e.getValues(c[\"H\"](n.dimensions,(function(t){return e.mapDimension(t)})),t),r=0,o=i.length;r<o;r++)if(!isNaN(i[r])){var a=n.getIndicatorAxes();return n.coordToPoint(a[r].dataToCoord(i[r]),r)}},e.type=\"series.radar\",e.dependencies=[\"radar\"],e.defaultOption={z:2,colorBy:\"data\",coordinateSystem:\"radar\",legendHoverLink:!0,radarIndex:0,lineStyle:{width:2,type:\"solid\",join:\"round\"},label:{position:\"top\"},symbolSize:8},e}(MA),Jk=Tk,Gk=HS.value;function Yk(t,e){return c[\"i\"]({show:e},t)}var Fk=function(t){function e(){var n=null!==t&&t.apply(this,arguments)||this;return n.type=e.type,n}return l(e,t),e.prototype.optionUpdated=function(){var t=this.get(\"boundaryGap\"),e=this.get(\"splitNumber\"),n=this.get(\"scale\"),i=this.get(\"axisLine\"),r=this.get(\"axisTick\"),o=this.get(\"axisLabel\"),a=this.get(\"axisName\"),s=this.get([\"axisName\",\"show\"]),l=this.get([\"axisName\",\"formatter\"]),u=this.get(\"axisNameGap\"),h=this.get(\"triggerEvent\"),d=c[\"H\"](this.get(\"indicator\")||[],(function(d){null!=d.max&&d.max>0&&!d.min?d.min=0:null!=d.min&&d.min<0&&!d.max&&(d.max=0);var p=a;null!=d.color&&(p=c[\"i\"]({color:d.color},a));var A=c[\"I\"](c[\"d\"](d),{boundaryGap:t,splitNumber:e,scale:n,axisLine:i,axisTick:r,axisLabel:o,name:d.text,showName:s,nameLocation:\"end\",nameGap:u,nameTextStyle:p,triggerEvent:h},!1);if(c[\"C\"](l)){var f=A.name;A.name=l.replace(\"{value}\",null!=f?f:\"\")}else c[\"w\"](l)&&(A.name=l(A.name,A));var g=new ku(A,null,this.ecModel);return c[\"K\"](g,US.prototype),g.mainType=\"radar\",g.componentIndex=this.componentIndex,g}),this);this._indicatorModels=d},e.prototype.getIndicatorModels=function(){return this._indicatorModels},e.type=\"radar\",e.defaultOption={z:0,center:[\"50%\",\"50%\"],radius:\"75%\",startAngle:90,axisName:{show:!0},boundaryGap:[0,0],splitNumber:5,axisNameGap:15,scale:!1,shape:\"polygon\",axisLine:c[\"I\"]({lineStyle:{color:\"#bbb\"}},Gk.axisLine),axisLabel:Yk(Gk.axisLabel,!1),axisTick:Yk(Gk.axisTick,!1),splitLine:Yk(Gk.splitLine,!0),splitArea:Yk(Gk.splitArea,!0),indicator:[]},e}(_c),Uk=Fk,zk=[\"axisLine\",\"axisTickLabel\",\"axisName\"],Nk=function(t){function e(){var n=null!==t&&t.apply(this,arguments)||this;return n.type=e.type,n}return l(e,t),e.prototype.render=function(t,e,n){var i=this.group;i.removeAll(),this._buildAxes(t),this._buildSplitLineAndArea(t)},e.prototype._buildAxes=function(t){var e=t.coordinateSystem,n=e.getIndicatorAxes(),i=c[\"H\"](n,(function(t){var n=t.model.get(\"showName\")?t.name:\"\",i=new rk(t.model,{axisName:n,position:[e.cx,e.cy],rotation:t.angle,labelDirection:-1,tickDirection:-1,nameDirection:1});return i}));c[\"k\"](i,(function(t){c[\"k\"](zk,t.add,t),this.group.add(t.getGroup())}),this)},e.prototype._buildSplitLineAndArea=function(t){var e=t.coordinateSystem,n=e.getIndicatorAxes();if(n.length){var i=t.get(\"shape\"),r=t.getModel(\"splitLine\"),o=t.getModel(\"splitArea\"),a=r.getModel(\"lineStyle\"),s=o.getModel(\"areaStyle\"),l=r.get(\"show\"),u=o.get(\"show\"),h=a.get(\"color\"),d=s.get(\"color\"),p=c[\"t\"](h)?h:[h],A=c[\"t\"](d)?d:[d],f=[],g=[];if(\"circle\"===i)for(var m=n[0].getTicksCoords(),y=e.cx,v=e.cy,C=0;C<m.length;C++){if(l){var w=k(f,p,C);f[w].push(new tf({shape:{cx:y,cy:v,r:m[C].coord}}))}if(u&&C<m.length-1){w=k(g,A,C);g[w].push(new Mf({shape:{cx:y,cy:v,r0:m[C].coord,r:m[C+1].coord}}))}}else{var I,E=c[\"H\"](n,(function(t,n){var i=t.getTicksCoords();return I=null==I?i.length-1:Math.min(i.length-1,I),c[\"H\"](i,(function(t){return e.coordToPoint(t.coord,n)}))})),b=[];for(C=0;C<=I;C++){for(var M=[],S=0;S<n.length;S++)M.push(E[S][C]);if(M[0]&&M.push(M[0].slice()),l){w=k(f,p,C);f[w].push(new qf({shape:{points:M}}))}if(u&&b){w=k(g,A,C-1);g[w].push(new Qf({shape:{points:M.concat(b)}}))}b=M.slice().reverse()}}var x=a.getLineStyle(),B=s.getAreaStyle();c[\"k\"](g,(function(t,e){this.group.add(Cg(t,{style:c[\"i\"]({stroke:\"none\",fill:A[e%A.length]},B),silent:!0}))}),this),c[\"k\"](f,(function(t,e){this.group.add(Cg(t,{style:c[\"i\"]({fill:\"none\",stroke:p[e%p.length]},x),silent:!0}))}),this)}function k(t,e,n){var i=n%e.length;return t[i]=t[i]||[],i}},e.type=\"radar\",e}(xA),Zk=Nk,Pk=function(t){function e(e,n,i){var r=t.call(this,e,n,i)||this;return r.type=\"value\",r.angle=0,r.name=\"\",r}return l(e,t),e}(KB),Wk=Pk,Vk=function(){function t(t,e,n){this.dimensions=[],this._model=t,this._indicatorAxes=Object(c[\"H\"])(t.getIndicatorModels(),(function(t,e){var n=\"indicator_\"+e,i=new Wk(n,new vx);return i.name=t.get(\"name\"),i.model=t,t.axis=i,this.dimensions.push(n),i}),this),this.resize(t,n)}return t.prototype.getIndicatorAxes=function(){return this._indicatorAxes},t.prototype.dataToPoint=function(t,e){var n=this._indicatorAxes[e];return this.coordToPoint(n.dataToCoord(t),e)},t.prototype.coordToPoint=function(t,e){var n=this._indicatorAxes[e],i=n.angle,r=this.cx+t*Math.cos(i),o=this.cy-t*Math.sin(i);return[r,o]},t.prototype.pointToData=function(t){var e=t[0]-this.cx,n=t[1]-this.cy,i=Math.sqrt(e*e+n*n);e/=i,n/=i;for(var r,o=Math.atan2(-n,e),a=1/0,s=-1,l=0;l<this._indicatorAxes.length;l++){var u=this._indicatorAxes[l],c=Math.abs(o-u.angle);c<a&&(r=u,s=l,a=c)}return[s,+(r&&r.coordToData(i))]},t.prototype.resize=function(t,e){var n=t.get(\"center\"),i=e.getWidth(),r=e.getHeight(),o=Math.min(i,r)/2;this.cx=Ti(n[0],i),this.cy=Ti(n[1],r),this.startAngle=t.get(\"startAngle\")*Math.PI/180;var a=t.get(\"radius\");(Object(c[\"C\"])(a)||Object(c[\"z\"])(a))&&(a=[0,a]),this.r0=Ti(a[0],o),this.r=Ti(a[1],o),Object(c[\"k\"])(this._indicatorAxes,(function(t,e){t.setExtent(this.r0,this.r);var n=this.startAngle+e*Math.PI*2/this._indicatorAxes.length;n=Math.atan2(Math.sin(n),Math.cos(n)),t.angle=n}),this)},t.prototype.update=function(t,e){var n=this._indicatorAxes,i=this._model;Object(c[\"k\"])(n,(function(t){t.scale.setExtent(1/0,-1/0)})),t.eachSeriesByType(\"radar\",(function(e,r){if(\"radar\"===e.get(\"coordinateSystem\")&&t.getComponent(\"radar\",e.get(\"radarIndex\"))===i){var o=e.getData();Object(c[\"k\"])(n,(function(t){t.scale.unionExtentFromData(o,o.mapDimension(t.dim))}))}}),this);var r=i.get(\"splitNumber\"),o=new vx;o.setExtent(0,r),o.setInterval(1),Object(c[\"k\"])(n,(function(t,e){JB(t.scale,t.model,o)}))},t.prototype.convertToPixel=function(t,e,n){return null},t.prototype.convertFromPixel=function(t,e,n){return null},t.prototype.containPoint=function(t){return!1},t.create=function(e,n){var i=[];return e.eachComponent(\"radar\",(function(r){var o=new t(r,e,n);i.push(o),r.coordinateSystem=o})),e.eachSeriesByType(\"radar\",(function(t){\"radar\"===t.get(\"coordinateSystem\")&&(t.coordinateSystem=i[t.get(\"radarIndex\")||0])})),i},t.dimensions=[],t}(),Hk=Vk;function Xk(t){t.registerCoordinateSystem(\"radar\",Hk),t.registerComponentModel(Uk),t.registerComponentView(Zk),t.registerVisual({seriesType:\"radar\",reset:function(t){var e=t.getData();e.each((function(t){e.setItemVisual(t,\"legendIcon\",\"roundRect\")})),e.setVisual(\"legendIcon\",\"roundRect\")}})}function _k(t){jC(Xk),t.registerChartView(jk),t.registerSeriesModel(Jk),t.registerLayout(Kk),t.registerProcessor(pS(\"radar\")),t.registerPreprocessor(Lk)}var $k=\"\\0_ec_interaction_mutex\";function tQ(t,e,n){var i=iQ(t);i[e]=n}function eQ(t,e,n){var i=iQ(t),r=i[e];r===n&&(i[e]=null)}function nQ(t,e){return!!iQ(t)[e]}function iQ(t){return 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e=0,n=0,i=0,r=t.length,o=t[r-1][0],a=t[r-1][1],s=0;s<r;s++){var l=t[s][0],u=t[s][1],c=o*u-l*a;e+=c,n+=(o+l)*c,i+=(a+u)*c,o=l,a=u}return e?[n/e/3,i/e/3,e]:[t[0][0]||0,t[0][1]||0]}var PQ=function(){function t(t){this.name=t}return t.prototype.setCenter=function(t){this._center=t},t.prototype.getCenter=function(){var t=this._center;return t||(t=this._center=this.calcCenter()),t},t}(),WQ=function(){function t(t,e){this.type=\"polygon\",this.exterior=t,this.interiors=e}return t}(),VQ=function(){function t(t){this.type=\"linestring\",this.points=t}return t}(),HQ=function(t){function e(e,n,i){var r=t.call(this,e)||this;return r.type=\"geoJSON\",r.geometries=n,r._center=i&&[i[0],i[1]],r}return l(e,t),e.prototype.calcCenter=function(){for(var t,e=this.geometries,n=0,i=0;i<e.length;i++){var r=e[i],o=r.exterior,a=o&&o.length;a>n&&(t=r,n=a)}if(t)return ZQ(t.exterior);var s=this.getBoundingRect();return[s.x+s.width/2,s.y+s.height/2]},e.prototype.getBoundingRect=function(t){var e=this._rect;if(e&&!t)return e;var n=[1/0,1/0],i=[-1/0,-1/0],r=this.geometries;return Object(c[\"k\"])(r,(function(e){\"polygon\"===e.type?NQ(e.exterior,n,i,t):Object(c[\"k\"])(e.points,(function(e){NQ(e,n,i,t)}))})),isFinite(n[0])&&isFinite(n[1])&&isFinite(i[0])&&isFinite(i[1])||(n[0]=n[1]=i[0]=i[1]=0),e=new Dt(n[0],n[1],i[0]-n[0],i[1]-n[1]),t||(this._rect=e),e},e.prototype.contain=function(t){var e=this.getBoundingRect(),n=this.geometries;if(!e.contain(t[0],t[1]))return!1;t:for(var i=0,r=n.length;i<r;i++){var o=n[i];if(\"polygon\"===o.type){var a=o.exterior,s=o.interiors;if(FQ(a,t[0],t[1])){for(var l=0;l<(s?s.length:0);l++)if(FQ(s[l],t[0],t[1]))continue t;return!0}}}return!1},e.prototype.transformTo=function(t,e,n,i){var r=this.getBoundingRect(),o=r.width/r.height;n?i||(i=n/o):n=o*i;for(var a=new Dt(t,e,n,i),s=r.calculateTransform(a),l=this.geometries,u=0;u<l.length;u++){var h=l[u];\"polygon\"===h.type?(zQ(h.exterior,s),Object(c[\"k\"])(h.interiors,(function(t){zQ(t,s)}))):Object(c[\"k\"])(h.points,(function(t){zQ(t,s)}))}r=this._rect,r.copy(a),this._center=[r.x+r.width/2,r.y+r.height/2]},e.prototype.cloneShallow=function(t){null==t&&(t=this.name);var n=new e(t,this.geometries,this._center);return n._rect=this._rect,n.transformTo=null,n},e}(PQ),XQ=function(t){function e(e,n){var i=t.call(this,e)||this;return i.type=\"geoSVG\",i._elOnlyForCalculate=n,i}return l(e,t),e.prototype.calcCenter=function(){var t=this._elOnlyForCalculate,e=t.getBoundingRect(),n=[e.x+e.width/2,e.y+e.height/2],i=dt(UQ),r=t;while(r&&!r.isGeoSVGGraphicRoot)At(i,r.getLocalTransform(),i),r=r.parent;return yt(i,i),x(n,n,i),n},e}(PQ),_Q=Object(c[\"f\"])([\"rect\",\"circle\",\"line\",\"ellipse\",\"polygon\",\"polyline\",\"path\",\"text\",\"tspan\",\"g\"]),$Q=function(){function t(t,e){this.type=\"geoSVG\",this._usedGraphicMap=Object(c[\"f\"])(),this._freedGraphics=[],this._mapName=t,this._parsedXML=AQ(e)}return t.prototype.load=function(){var t=this._firstGraphic;if(!t){t=this._firstGraphic=this._buildGraphic(this._parsedXML),this._freedGraphics.push(t),this._boundingRect=this._firstGraphic.boundingRect.clone();var e=eD(t.named),n=e.regions,i=e.regionsMap;this._regions=n,this._regionsMap=i}return{boundingRect:this._boundingRect,regions:this._regions,regionsMap:this._regionsMap}},t.prototype._buildGraphic=function(t){var e,n;try{e=t&&JQ(t,{ignoreViewBox:!0,ignoreRootClip:!0})||{},n=e.root,Object(c[\"b\"])(null!=n)}catch(g){throw new Error(\"Invalid svg format\\n\"+g.message)}var i=new Si;i.add(n),i.isGeoSVGGraphicRoot=!0;var r=e.width,o=e.height,a=e.viewBoxRect,s=this._boundingRect;if(!s){var l=void 0,u=void 0,h=void 0,d=void 0;if(null!=r?(l=0,h=r):a&&(l=a.x,h=a.width),null!=o?(u=0,d=o):a&&(u=a.y,d=a.height),null==l||null==u){var p=n.getBoundingRect();null==l&&(l=p.x,h=p.width),null==u&&(u=p.y,d=p.height)}s=this._boundingRect=new Dt(l,u,h,d)}if(a){var A=TQ(a,s);n.scaleX=n.scaleY=A.scale,n.x=A.x,n.y=A.y}i.setClipPath(new ls({shape:s.plain()}));var f=[];return Object(c[\"k\"])(e.named,(function(t){null!=_Q.get(t.svgNodeTagLower)&&(f.push(t),tD(t.el))})),{root:i,boundingRect:s,named:f}},t.prototype.useGraphic=function(t){var e=this._usedGraphicMap,n=e.get(t);return n||(n=this._freedGraphics.pop()||this._buildGraphic(this._parsedXML),e.set(t,n),n)},t.prototype.freeGraphic=function(t){var e=this._usedGraphicMap,n=e.get(t);n&&(e.removeKey(t),this._freedGraphics.push(n))},t}();function tD(t){t.silent=!1,t.isGroup&&t.traverse((function(t){t.silent=!1}))}function eD(t){var e=[],n=Object(c[\"f\"])();return Object(c[\"k\"])(t,(function(t){if(null==t.namedFrom){var i=new XQ(t.name,t.el);e.push(i),n.set(t.name,i)}})),{regions:e,regionsMap:n}}function nD(t){if(!t.UTF8Encoding)return t;var e=t,n=e.UTF8Scale;null==n&&(n=1024);var i=e.features;return c[\"k\"](i,(function(t){var e=t.geometry,i=e.encodeOffsets,r=e.coordinates;if(i)switch(e.type){case\"LineString\":e.coordinates=rD(r,i,n);break;case\"Polygon\":iD(r,i,n);break;case\"MultiLineString\":iD(r,i,n);break;case\"MultiPolygon\":c[\"k\"](r,(function(t,e){return iD(t,i[e],n)}))}})),e.UTF8Encoding=!1,e}function iD(t,e,n){for(var i=0;i<t.length;i++)t[i]=rD(t[i],e[i],n)}function rD(t,e,n){for(var i=[],r=e[0],o=e[1],a=0;a<t.length;a+=2){var s=t.charCodeAt(a)-64,l=t.charCodeAt(a+1)-64;s=s>>1^-(1&s),l=l>>1^-(1&l),s+=r,l+=o,r=s,o=l,i.push([s/n,l/n])}return i}function oD(t,e){return t=nD(t),c[\"H\"](c[\"n\"](t.features,(function(t){return t.geometry&&t.properties&&t.geometry.coordinates.length>0})),(function(t){var n=t.properties,i=t.geometry,r=[];switch(i.type){case\"Polygon\":var o=i.coordinates;r.push(new WQ(o[0],o.slice(1)));break;case\"MultiPolygon\":c[\"k\"](i.coordinates,(function(t){t[0]&&r.push(new WQ(t[0],t.slice(1)))}));break;case\"LineString\":r.push(new VQ([i.coordinates]));break;case\"MultiLineString\":r.push(new VQ(i.coordinates))}var a=new HQ(n[e||\"name\"],r,n.cp);return a.properties=n,a}))}for(var aD=[126,25],sD=\"南海诸岛\",lD=[[[0,3.5],[7,11.2],[15,11.9],[30,7],[42,.7],[52,.7],[56,7.7],[59,.7],[64,.7],[64,0],[5,0],[0,3.5]],[[13,16.1],[19,14.7],[16,21.7],[11,23.1],[13,16.1]],[[12,32.2],[14,38.5],[15,38.5],[13,32.2],[12,32.2]],[[16,47.6],[12,53.2],[13,53.2],[18,47.6],[16,47.6]],[[6,64.4],[8,70],[9,70],[8,64.4],[6,64.4]],[[23,82.6],[29,79.8],[30,79.8],[25,82.6],[23,82.6]],[[37,70.7],[43,62.3],[44,62.3],[39,70.7],[37,70.7]],[[48,51.1],[51,45.5],[53,45.5],[50,51.1],[48,51.1]],[[51,35],[51,28.7],[53,28.7],[53,35],[51,35]],[[52,22.4],[55,17.5],[56,17.5],[53,22.4],[52,22.4]],[[58,12.6],[62,7],[63,7],[60,12.6],[58,12.6]],[[0,3.5],[0,93.1],[64,93.1],[64,0],[63,0],[63,92.4],[1,92.4],[1,3.5],[0,3.5]]],uD=0;uD<lD.length;uD++)for(var cD=0;cD<lD[uD].length;cD++)lD[uD][cD][0]/=10.5,lD[uD][cD][1]/=-14,lD[uD][cD][0]+=aD[0],lD[uD][cD][1]+=aD[1];function hD(t,e){if(\"china\"===t){for(var n=0;n<e.length;n++)if(e[n].name===sD)return;e.push(new HQ(sD,c[\"H\"](lD,(function(t){return{type:\"polygon\",exterior:t}})),aD))}}var dD={\"南海诸岛\":[32,80],\"广东\":[0,-10],\"香港\":[10,5],\"澳门\":[-10,10],\"天津\":[5,5]};function pD(t,e){if(\"china\"===t){var n=dD[e.name];if(n){var i=e.getCenter();i[0]+=n[0]/10.5,i[1]+=-n[1]/14,e.setCenter(i)}}}var AD=[[[123.45165252685547,25.73527164402261],[123.49731445312499,25.73527164402261],[123.49731445312499,25.750734064600884],[123.45165252685547,25.750734064600884],[123.45165252685547,25.73527164402261]]];function fD(t,e){\"china\"===t&&\"台湾\"===e.name&&e.geometries.push({type:\"polygon\",exterior:AD[0]})}var gD=\"name\",mD=function(){function t(t,e,n){this.type=\"geoJSON\",this._parsedMap=Object(c[\"f\"])(),this._mapName=t,this._specialAreas=n,this._geoJSON=vD(e)}return t.prototype.load=function(t,e){e=e||gD;var n=this._parsedMap.get(e);if(!n){var i=this._parseToRegions(e);n=this._parsedMap.set(e,{regions:i,boundingRect:yD(i)})}var r=Object(c[\"f\"])(),o=[];return Object(c[\"k\"])(n.regions,(function(e){var n=e.name;t&&Object(c[\"q\"])(t,n)&&(e=e.cloneShallow(n=t[n])),o.push(e),r.set(n,e)})),{regions:o,boundingRect:n.boundingRect||new Dt(0,0,0,0),regionsMap:r}},t.prototype._parseToRegions=function(t){var e,n=this._mapName,i=this._geoJSON;try{e=i?oD(i,t):[]}catch(r){throw new Error(\"Invalid geoJson format\\n\"+r.message)}return hD(n,e),Object(c[\"k\"])(e,(function(t){var e=t.name;pD(n,t),fD(n,t);var i=this._specialAreas&&this._specialAreas[e];i&&t.transformTo(i.left,i.top,i.width,i.height)}),this),e},t.prototype.getMapForUser=function(){return{geoJson:this._geoJSON,geoJSON:this._geoJSON,specialAreas:this._specialAreas}},t}();function yD(t){for(var e,n=0;n<t.length;n++){var i=t[n].getBoundingRect();e=e||i.clone(),e.union(i)}return e}function vD(t){return Object(c[\"C\"])(t)?\"undefined\"!==typeof JSON&&JSON.parse?JSON.parse(t):new Function(\"return (\"+t+\");\")():t}var CD=Object(c[\"f\"])(),wD={registerMap:function(t,e,n){if(e.svg){var i=new $Q(t,e.svg);CD.set(t,i)}else{var r=e.geoJson||e.geoJSON;r&&!e.features?n=e.specialAreas:r=e;i=new mD(t,r,n);CD.set(t,i)}},getGeoResource:function(t){return CD.get(t)},getMapForUser:function(t){var e=CD.get(t);return e&&\"geoJSON\"===e.type&&e.getMapForUser()},load:function(t,e,n){var i=CD.get(t);if(i)return i.load(e,n)}},ID=[\"rect\",\"circle\",\"line\",\"ellipse\",\"polygon\",\"polyline\",\"path\"],ED=c[\"f\"](ID),bD=c[\"f\"](ID.concat([\"g\"])),MD=c[\"f\"](ID.concat([\"g\"])),SD=Kr();function xD(t){var e=t.getItemStyle(),n=t.get(\"areaColor\");return null!=n&&(e.fill=n),e}function BD(t){var e=t.style;e&&(e.stroke=e.stroke||e.fill,e.fill=null)}var kD=function(){function t(t){var e=new Si;this.uid=Du(\"ec_map_draw\"),this._controller=new lQ(t.getZr()),this._controllerHost={target:e},this.group=e,e.add(this._regionsGroup=new Si),e.add(this._svgGroup=new Si)}return t.prototype.draw=function(t,e,n,i,r){var o=\"geo\"===t.mainType,a=t.getData&&t.getData();o&&e.eachComponent({mainType:\"series\",subType:\"map\"},(function(e){a||e.getHostGeoModel()!==t||(a=e.getData())}));var s=t.coordinateSystem,l=this._regionsGroup,u=this.group,c=s.getTransformInfo(),h=c.raw,d=c.roam,p=!l.childAt(0)||r;p?(u.x=d.x,u.y=d.y,u.scaleX=d.scaleX,u.scaleY=d.scaleY,u.dirty()):Zl(u,d,t);var A=a&&a.getVisual(\"visualMeta\")&&a.getVisual(\"visualMeta\").length>0,f={api:n,geo:s,mapOrGeoModel:t,data:a,isVisualEncodedByVisualMap:A,isGeo:o,transformInfoRaw:h};\"geoJSON\"===s.resourceType?this._buildGeoJSON(f):\"geoSVG\"===s.resourceType&&this._buildSVG(f),this._updateController(t,e,n),this._updateMapSelectHandler(t,l,n,i)},t.prototype._buildGeoJSON=function(t){var e=this._regionsGroupByName=c[\"f\"](),n=c[\"f\"](),i=this._regionsGroup,r=t.transformInfoRaw,o=t.mapOrGeoModel,a=t.data,s=t.geo.projection,l=s&&s.stream;function u(t,e){return e&&(t=e(t)),t&&[t[0]*r.scaleX+r.x,t[1]*r.scaleY+r.y]}function h(t){for(var e=[],n=!l&&s&&s.project,i=0;i<t.length;++i){var r=u(t[i],n);r&&e.push(r)}return e}function d(t){return{shape:{points:h(t)}}}i.removeAll(),c[\"k\"](t.geo.regions,(function(r){var h=r.name,p=e.get(h),A=n.get(h)||{},f=A.dataIdx,g=A.regionModel;p||(p=e.set(h,new Si),i.add(p),f=a?a.indexOfName(h):null,g=t.isGeo?o.getRegionModel(h):a?a.getItemModel(f):null,n.set(h,{dataIdx:f,regionModel:g}));var m=[],y=[];c[\"k\"](r.geometries,(function(t){if(\"polygon\"===t.type){var e=[t.exterior].concat(t.interiors||[]);l&&(e=LD(e,l)),c[\"k\"](e,(function(t){m.push(new Qf(d(t)))}))}else{var n=t.points;l&&(n=LD(n,l,!0)),c[\"k\"](n,(function(t){y.push(new qf(d(t)))}))}}));var v=u(r.getCenter(),s&&s.project);function C(e,n){if(e.length){var i=new Pf({culling:!0,segmentIgnoreThreshold:1,shape:{paths:e}});p.add(i),QD(t,i,f,g),DD(t,i,h,g,o,f,v),n&&(BD(i),c[\"k\"](i.states,BD))}}C(m),C(y,!0)})),e.each((function(e,i){var r=n.get(i),a=r.dataIdx,s=r.regionModel;KD(t,e,i,s,o,a),qD(t,e,i,s,o),OD(t,e,i,s,o)}),this)},t.prototype._buildSVG=function(t){var e=t.geo.map,n=t.transformInfoRaw;this._svgGroup.x=n.x,this._svgGroup.y=n.y,this._svgGroup.scaleX=n.scaleX,this._svgGroup.scaleY=n.scaleY,this._svgResourceChanged(e)&&(this._freeSVG(),this._useSVG(e));var i=this._svgDispatcherMap=c[\"f\"](),r=!1;c[\"k\"](this._svgGraphicRecord.named,(function(e){var n=e.name,o=t.mapOrGeoModel,a=t.data,s=e.svgNodeTagLower,l=e.el,u=a?a.indexOfName(n):null,c=o.getRegionModel(n);if(null!=ED.get(s)&&l instanceof To&&QD(t,l,u,c),l instanceof To&&(l.culling=!0),l.z2EmphasisLift=0,!e.namedFrom&&(null!=MD.get(s)&&DD(t,l,n,c,o,u,null),KD(t,l,n,c,o,u),qD(t,l,n,c,o),null!=bD.get(s))){var h=OD(t,l,n,c,o);\"self\"===h&&(r=!0);var d=i.get(n)||i.set(n,[]);d.push(l)}}),this),this._enableBlurEntireSVG(r,t)},t.prototype._enableBlurEntireSVG=function(t,e){if(t&&e.isGeo){var n=e.mapOrGeoModel.getModel([\"blur\",\"itemStyle\"]).getItemStyle(),i=n.opacity;this._svgGraphicRecord.root.traverse((function(t){if(!t.isGroup){ul(t);var e=t.ensureState(\"blur\").style||{};null==e.opacity&&null!=i&&(e.opacity=i),t.ensureState(\"emphasis\")}}))}},t.prototype.remove=function(){this._regionsGroup.removeAll(),this._regionsGroupByName=null,this._svgGroup.removeAll(),this._freeSVG(),this._controller.dispose(),this._controllerHost=null},t.prototype.findHighDownDispatchers=function(t,e){if(null==t)return[];var n=e.coordinateSystem;if(\"geoJSON\"===n.resourceType){var i=this._regionsGroupByName;if(i){var r=i.get(t);return r?[r]:[]}}else if(\"geoSVG\"===n.resourceType)return this._svgDispatcherMap&&this._svgDispatcherMap.get(t)||[]},t.prototype._svgResourceChanged=function(t){return this._svgMapName!==t},t.prototype._useSVG=function(t){var e=wD.getGeoResource(t);if(e&&\"geoSVG\"===e.type){var n=e.useGraphic(this.uid);this._svgGroup.add(n.root),this._svgGraphicRecord=n,this._svgMapName=t}},t.prototype._freeSVG=function(){var t=this._svgMapName;if(null!=t){var e=wD.getGeoResource(t);e&&\"geoSVG\"===e.type&&e.freeGraphic(this.uid),this._svgGraphicRecord=null,this._svgDispatcherMap=null,this._svgGroup.removeAll(),this._svgMapName=null}},t.prototype._updateController=function(t,e,n){var i=t.coordinateSystem,r=this._controller,o=this._controllerHost;o.zoomLimit=t.get(\"scaleLimit\"),o.zoom=i.getZoom(),r.enable(t.get(\"roam\")||!1);var a=t.mainType;function s(){var e={type:\"geoRoam\",componentType:a};return e[a+\"Id\"]=t.id,e}r.off(\"pan\").on(\"pan\",(function(t){this._mouseDownFlag=!1,uQ(o,t.dx,t.dy),n.dispatchAction(c[\"m\"](s(),{dx:t.dx,dy:t.dy,animation:{duration:0}}))}),this),r.off(\"zoom\").on(\"zoom\",(function(t){this._mouseDownFlag=!1,cQ(o,t.scale,t.originX,t.originY),n.dispatchAction(c[\"m\"](s(),{zoom:t.scale,originX:t.originX,originY:t.originY,animation:{duration:0}}))}),this),r.setPointerChecker((function(e,r,o){return i.containPoint([r,o])&&!pQ(e,n,t)}))},t.prototype.resetForLabelLayout=function(){this.group.traverse((function(t){var e=t.getTextContent();e&&(e.ignore=SD(e).ignore)}))},t.prototype._updateMapSelectHandler=function(t,e,n,i){var r=this;e.off(\"mousedown\"),e.off(\"click\"),t.get(\"selectedMode\")&&(e.on(\"mousedown\",(function(){r._mouseDownFlag=!0})),e.on(\"click\",(function(t){r._mouseDownFlag&&(r._mouseDownFlag=!1)})))},t}();function QD(t,e,n,i){var r=i.getModel(\"itemStyle\"),o=i.getModel([\"emphasis\",\"itemStyle\"]),a=i.getModel([\"blur\",\"itemStyle\"]),s=i.getModel([\"select\",\"itemStyle\"]),l=xD(r),u=xD(o),c=xD(s),h=xD(a),d=t.data;if(d){var p=d.getItemVisual(n,\"style\"),A=d.getItemVisual(n,\"decal\");t.isVisualEncodedByVisualMap&&p.fill&&(l.fill=p.fill),A&&(l.decal=Xy(A,t.api))}e.setStyle(l),e.style.strokeNoScale=!0,e.ensureState(\"emphasis\").style=u,e.ensureState(\"select\").style=c,e.ensureState(\"blur\").style=h,ul(e)}function DD(t,e,n,i,r,o,a){var s=t.data,l=t.isGeo,u=s&&isNaN(s.get(s.mapDimension(\"value\"),o)),c=s&&s.getItemLayout(o);if(l||u||c&&c.showLabel){var h=l?n:o,d=void 0;(!s||o>=0)&&(d=r);var p=a?{normal:{align:\"center\",verticalAlign:\"middle\"}}:null;iu(e,ru(i),{labelFetcher:d,labelDataIndex:h,defaultText:n},p);var A=e.getTextContent();if(A&&(SD(A).ignore=A.ignore,e.textConfig&&a)){var f=e.getBoundingRect().clone();e.textConfig.layoutRect=f,e.textConfig.position=[(a[0]-f.x)/f.width*100+\"%\",(a[1]-f.y)/f.height*100+\"%\"]}e.disableLabelAnimation=!0}else e.removeTextContent(),e.removeTextConfig(),e.disableLabelAnimation=null}function KD(t,e,n,i,r,o){t.data?t.data.setItemGraphicEl(o,e):xs(e).eventData={componentType:\"geo\",componentIndex:r.componentIndex,geoIndex:r.componentIndex,name:n,region:i&&i.option||{}}}function qD(t,e,n,i,r){t.data||Tg({el:e,componentModel:r,itemName:n,itemTooltipOption:i.get(\"tooltip\")})}function OD(t,e,n,i,r){e.highDownSilentOnTouch=!!r.get(\"selectedMode\");var o=i.getModel(\"emphasis\"),a=o.get(\"focus\");return Dl(e,a,o.get(\"blurScope\"),o.get(\"disabled\")),t.isGeo&&Tl(e,r,n),a}function LD(t,e,n){var i,r=[];function o(){i=[]}function a(){i.length&&(r.push(i),i=[])}var s=e({polygonStart:o,polygonEnd:a,lineStart:o,lineEnd:a,point:function(t,e){isFinite(t)&&isFinite(e)&&i.push([t,e])},sphere:function(){}});return!n&&s.polygonStart(),c[\"k\"](t,(function(t){s.lineStart();for(var e=0;e<t.length;e++)s.point(t[e][0],t[e][1]);s.lineEnd()})),!n&&s.polygonEnd(),r}var RD=kD,jD=function(t){function e(){var n=null!==t&&t.apply(this,arguments)||this;return n.type=e.type,n}return l(e,t),e.prototype.render=function(t,e,n,i){if(!i||\"mapToggleSelect\"!==i.type||i.from!==this.uid){var r=this.group;if(r.removeAll(),!t.getHostGeoModel()){if(this._mapDraw&&i&&\"geoRoam\"===i.type&&this._mapDraw.resetForLabelLayout(),i&&\"geoRoam\"===i.type&&\"series\"===i.componentType&&i.seriesId===t.id){o=this._mapDraw;o&&r.add(o.group)}else if(t.needsDrawMap){var o=this._mapDraw||new RD(n);r.add(o.group),o.draw(t,e,n,this,i),this._mapDraw=o}else this._mapDraw&&this._mapDraw.remove(),this._mapDraw=null;t.get(\"showLegendSymbol\")&&e.getComponent(\"legend\")&&this._renderSymbols(t,e,n)}}},e.prototype.remove=function(){this._mapDraw&&this._mapDraw.remove(),this._mapDraw=null,this.group.removeAll()},e.prototype.dispose=function(){this._mapDraw&&this._mapDraw.remove(),this._mapDraw=null},e.prototype._renderSymbols=function(t,e,n){var i=t.originalData,r=this.group;i.each(i.mapDimension(\"value\"),(function(e,n){if(!isNaN(e)){var o=i.getItemLayout(n);if(o&&o.point){var a=o.point,s=o.offset,l=new tf({style:{fill:t.getData().getVisual(\"style\").fill},shape:{cx:a[0]+9*s,cy:a[1],r:3},silent:!0,z2:8+(s?0:Ts+1)});if(!s){var u=t.mainSeries.getData(),c=i.getName(n),h=u.indexOfName(c),d=i.getItemModel(n),p=d.getModel(\"label\"),A=u.getItemGraphicEl(h);iu(l,ru(d),{labelFetcher:{getFormattedLabel:function(e,n){return t.getFormattedLabel(h,n)}},defaultText:c}),l.disableLabelAnimation=!0,p.get(\"position\")||l.setTextConfig({position:\"bottom\"}),A.onHoverStateChange=function(t){il(l,t)}}r.add(l)}}}))},e.type=\"map\",e}(Vg),TD=jD,JD=function(t){function e(){var n=null!==t&&t.apply(this,arguments)||this;return n.type=e.type,n.needsDrawMap=!1,n.seriesGroup=[],n.getTooltipPosition=function(t){if(null!=t){var e=this.getData().getName(t),n=this.coordinateSystem,i=n.getRegion(e);return i&&n.dataToPoint(i.getCenter())}},n}return l(e,t),e.prototype.getInitialData=function(t){for(var e=bS(this,{coordDimensions:[\"value\"],encodeDefaulter:c[\"h\"](fh,this)}),n=c[\"f\"](),i=[],r=0,o=e.count();r<o;r++){var a=e.getName(r);n.set(a,!0)}var s=wD.load(this.getMapType(),this.option.nameMap,this.option.nameProperty);return c[\"k\"](s.regions,(function(t){var e=t.name;n.get(e)||i.push(e)})),e.appendValues([],i),e},e.prototype.getHostGeoModel=function(){var t=this.option.geoIndex;return null!=t?this.ecModel.getComponent(\"geo\",t):null},e.prototype.getMapType=function(){return(this.getHostGeoModel()||this).option.map},e.prototype.getRawValue=function(t){var e=this.getData();return e.get(e.mapDimension(\"value\"),t)},e.prototype.getRegionModel=function(t){var e=this.getData();return e.getItemModel(e.indexOfName(t))},e.prototype.formatTooltip=function(t,e,n){for(var i=this.getData(),r=this.getRawValue(t),o=i.getName(t),a=this.seriesGroup,s=[],l=0;l<a.length;l++){var u=a[l].originalData.indexOfName(o),c=i.mapDimension(\"value\");isNaN(a[l].originalData.get(c,u))||s.push(a[l].name)}return Vp(\"section\",{header:s.join(\", \"),noHeader:!s.length,blocks:[Vp(\"nameValue\",{name:o,value:r})]})},e.prototype.setZoom=function(t){this.option.zoom=t},e.prototype.setCenter=function(t){this.option.center=t},e.prototype.getLegendIcon=function(t){var e=t.icon||\"roundRect\",n=ly(e,0,0,t.itemWidth,t.itemHeight,t.itemStyle.fill);return n.setStyle(t.itemStyle),n.style.stroke=\"none\",e.indexOf(\"empty\")>-1&&(n.style.stroke=n.style.fill,n.style.fill=\"#fff\",n.style.lineWidth=2),n},e.type=\"series.map\",e.dependencies=[\"geo\"],e.layoutMode=\"box\",e.defaultOption={z:2,coordinateSystem:\"geo\",map:\"\",left:\"center\",top:\"center\",aspectScale:null,showLegendSymbol:!0,boundingCoords:null,center:null,zoom:1,scaleLimit:null,selectedMode:!0,label:{show:!1,color:\"#000\"},itemStyle:{borderWidth:.5,borderColor:\"#444\",areaColor:\"#eee\"},emphasis:{label:{show:!0,color:\"rgb(100,0,0)\"},itemStyle:{areaColor:\"rgba(255,215,0,0.8)\"}},select:{label:{show:!0,color:\"rgb(100,0,0)\"},itemStyle:{color:\"rgba(255,215,0,0.8)\"}},nameProperty:\"name\"},e}(MA),GD=JD;function YD(t,e){var n={};return c[\"k\"](t,(function(t){t.each(t.mapDimension(\"value\"),(function(e,i){var r=\"ec-\"+t.getName(i);n[r]=n[r]||[],isNaN(e)||n[r].push(e)}))})),t[0].map(t[0].mapDimension(\"value\"),(function(i,r){for(var o,a=\"ec-\"+t[0].getName(r),s=0,l=1/0,u=-1/0,c=n[a].length,h=0;h<c;h++)l=Math.min(l,n[a][h]),u=Math.max(u,n[a][h]),s+=n[a][h];return o=\"min\"===e?l:\"max\"===e?u:\"average\"===e?s/c:s,0===c?NaN:o}))}function FD(t){var e={};t.eachSeriesByType(\"map\",(function(t){var n=t.getHostGeoModel(),i=n?\"o\"+n.id:\"i\"+t.getMapType();(e[i]=e[i]||[]).push(t)})),c[\"k\"](e,(function(t,e){for(var n=YD(c[\"H\"](t,(function(t){return t.getData()})),t[0].get(\"mapValueCalculation\")),i=0;i<t.length;i++)t[i].originalData=t[i].getData();for(i=0;i<t.length;i++)t[i].seriesGroup=t,t[i].needsDrawMap=0===i&&!t[i].getHostGeoModel(),t[i].setData(n.cloneShallow()),t[i].mainSeries=t[0]}))}function UD(t){var e={};t.eachSeriesByType(\"map\",(function(n){var i=n.getMapType();if(!n.getHostGeoModel()&&!e[i]){var r={};c[\"k\"](n.seriesGroup,(function(e){var n=e.coordinateSystem,i=e.originalData;e.get(\"showLegendSymbol\")&&t.getComponent(\"legend\")&&i.each(i.mapDimension(\"value\"),(function(t,e){var o=i.getName(e),a=n.getRegion(o);if(a&&!isNaN(t)){var s=r[o]||0,l=n.dataToPoint(a.getCenter());r[o]=s+1,i.setItemLayout(e,{point:l,offset:s})}}))}));var o=n.getData();o.each((function(t){var e=o.getName(t),n=o.getItemLayout(t)||{};n.showLabel=!r[e],o.setItemLayout(t,n)})),e[i]=!0}}))}var zD=x,ND=function(t){function e(e){var n=t.call(this)||this;return n.type=\"view\",n.dimensions=[\"x\",\"y\"],n._roamTransformable=new $n,n._rawTransformable=new $n,n.name=e,n}return l(e,t),e.prototype.setBoundingRect=function(t,e,n,i){return this._rect=new Dt(t,e,n,i),this._rect},e.prototype.getBoundingRect=function(){return this._rect},e.prototype.setViewRect=function(t,e,n,i){this._transformTo(t,e,n,i),this._viewRect=new Dt(t,e,n,i)},e.prototype._transformTo=function(t,e,n,i){var r=this.getBoundingRect(),o=this._rawTransformable;o.transform=r.calculateTransform(new Dt(t,e,n,i));var a=o.parent;o.parent=null,o.decomposeTransform(),o.parent=a,this._updateTransform()},e.prototype.setCenter=function(t,e){t&&(this._center=[Ti(t[0],e.getWidth()),Ti(t[1],e.getHeight())],this._updateCenterAndZoom())},e.prototype.setZoom=function(t){t=t||1;var e=this.zoomLimit;e&&(null!=e.max&&(t=Math.min(e.max,t)),null!=e.min&&(t=Math.max(e.min,t))),this._zoom=t,this._updateCenterAndZoom()},e.prototype.getDefaultCenter=function(){var t=this.getBoundingRect(),e=t.x+t.width/2,n=t.y+t.height/2;return[e,n]},e.prototype.getCenter=function(){return this._center||this.getDefaultCenter()},e.prototype.getZoom=function(){return this._zoom||1},e.prototype.getRoamTransform=function(){return this._roamTransformable.getLocalTransform()},e.prototype._updateCenterAndZoom=function(){var t=this._rawTransformable.getLocalTransform(),e=this._roamTransformable,n=this.getDefaultCenter(),i=this.getCenter(),r=this.getZoom();i=x([],i,t),n=x([],n,t),e.originX=i[0],e.originY=i[1],e.x=n[0]-i[0],e.y=n[1]-i[1],e.scaleX=e.scaleY=r,this._updateTransform()},e.prototype._updateTransform=function(){var t=this._roamTransformable,e=this._rawTransformable;e.parent=t,t.updateTransform(),e.updateTransform(),pt(this.transform||(this.transform=[]),e.transform||ht()),this._rawTransform=e.getLocalTransform(),this.invTransform=this.invTransform||[],yt(this.invTransform,this.transform),this.decomposeTransform()},e.prototype.getTransformInfo=function(){var t=this._rawTransformable,e=this._roamTransformable,n=new $n;return n.transform=e.transform,n.decomposeTransform(),{roam:{x:n.x,y:n.y,scaleX:n.scaleX,scaleY:n.scaleY},raw:{x:t.x,y:t.y,scaleX:t.scaleX,scaleY:t.scaleY}}},e.prototype.getViewRect=function(){return this._viewRect},e.prototype.getViewRectAfterRoam=function(){var t=this.getBoundingRect().clone();return t.applyTransform(this.transform),t},e.prototype.dataToPoint=function(t,e,n){var i=e?this._rawTransform:this.transform;return n=n||[],i?zD(n,t,i):d(n,t)},e.prototype.pointToData=function(t){var e=this.invTransform;return e?zD([],t,e):[t[0],t[1]]},e.prototype.convertToPixel=function(t,e,n){var i=ZD(e);return i===this?i.dataToPoint(n):null},e.prototype.convertFromPixel=function(t,e,n){var i=ZD(e);return i===this?i.pointToData(n):null},e.prototype.containPoint=function(t){return this.getViewRectAfterRoam().contain(t[0],t[1])},e.dimensions=[\"x\",\"y\"],e}($n);function ZD(t){var e=t.seriesModel;return e?e.coordinateSystem:null}var PD=ND,WD={geoJSON:{aspectScale:.75,invertLongitute:!0},geoSVG:{aspectScale:1,invertLongitute:!1}},VD=[\"lng\",\"lat\"],HD=function(t){function e(e,n,i){var r=t.call(this,e)||this;r.dimensions=VD,r.type=\"geo\",r._nameCoordMap=c[\"f\"](),r.map=n;var o,a=i.projection,s=wD.load(n,i.nameMap,i.nameProperty),l=wD.getGeoResource(n),u=(r.resourceType=l?l.type:null,r.regions=s.regions),h=WD[l.type];if(r._regionsMap=s.regionsMap,r.regions=s.regions,r.projection=a,a)for(var d=0;d<u.length;d++){var p=u[d].getBoundingRect(a);o=o||p.clone(),o.union(p)}else o=s.boundingRect;return r.setBoundingRect(o.x,o.y,o.width,o.height),r.aspectScale=a?1:c[\"P\"](i.aspectScale,h.aspectScale),r._invertLongitute=!a&&h.invertLongitute,r}return l(e,t),e.prototype._transformTo=function(t,e,n,i){var r=this.getBoundingRect(),o=this._invertLongitute;r=r.clone(),o&&(r.y=-r.y-r.height);var a=this._rawTransformable;a.transform=r.calculateTransform(new Dt(t,e,n,i));var s=a.parent;a.parent=null,a.decomposeTransform(),a.parent=s,o&&(a.scaleY=-a.scaleY),this._updateTransform()},e.prototype.getRegion=function(t){return this._regionsMap.get(t)},e.prototype.getRegionByCoord=function(t){for(var e=this.regions,n=0;n<e.length;n++){var i=e[n];if(\"geoJSON\"===i.type&&i.contain(t))return e[n]}},e.prototype.addGeoCoord=function(t,e){this._nameCoordMap.set(t,e)},e.prototype.getGeoCoord=function(t){var e=this._regionsMap.get(t);return this._nameCoordMap.get(t)||e&&e.getCenter()},e.prototype.dataToPoint=function(t,e,n){if(c[\"C\"](t)&&(t=this.getGeoCoord(t)),t){var i=this.projection;return i&&(t=i.project(t)),t&&this.projectedToPoint(t,e,n)}},e.prototype.pointToData=function(t){var e=this.projection;return e&&(t=e.unproject(t)),t&&this.pointToProjected(t)},e.prototype.pointToProjected=function(e){return t.prototype.pointToData.call(this,e)},e.prototype.projectedToPoint=function(e,n,i){return t.prototype.dataToPoint.call(this,e,n,i)},e.prototype.convertToPixel=function(t,e,n){var i=XD(e);return i===this?i.dataToPoint(n):null},e.prototype.convertFromPixel=function(t,e,n){var i=XD(e);return i===this?i.pointToData(n):null},e}(PD);function XD(t){var e=t.geoModel,n=t.seriesModel;return e?e.coordinateSystem:n?n.coordinateSystem||(n.getReferringComponents(\"geo\",Rr).models[0]||{}).coordinateSystem:null}c[\"K\"](HD,PD);var _D=HD;function $D(t,e){var n=t.get(\"boundingCoords\");if(null!=n){var i=n[0],r=n[1];if(isFinite(i[0])&&isFinite(i[1])&&isFinite(r[0])&&isFinite(r[1])){var o=this.projection;if(o){var a=i[0],s=i[1],l=r[0],u=r[1];i=[1/0,1/0],r=[-1/0,-1/0];var c=function(t,e,n,a){for(var s=n-t,l=a-e,u=0;u<=100;u++){var c=u/100,h=o.project([t+s*c,e+l*c]);B(i,i,h),k(r,r,h)}};c(a,s,l,s),c(l,s,l,u),c(l,u,a,u),c(a,u,l,s)}this.setBoundingRect(i[0],i[1],r[0]-i[0],r[1]-i[1])}else 0}var h,d,p,A=this.getBoundingRect(),f=t.get(\"layoutCenter\"),g=t.get(\"layoutSize\"),m=e.getWidth(),y=e.getHeight(),v=A.width/A.height*this.aspectScale,C=!1;if(f&&g&&(h=[Ti(f[0],m),Ti(f[1],y)],d=Ti(g,Math.min(m,y)),isNaN(h[0])||isNaN(h[1])||isNaN(d)||(C=!0)),C)p={},v>1?(p.width=d,p.height=d/v):(p.height=d,p.width=d*v),p.y=h[1]-p.height/2,p.x=h[0]-p.width/2;else{var w=t.getBoxLayoutParams();w.aspect=v,p=Fc(w,{width:m,height:y})}this.setViewRect(p.x,p.y,p.width,p.height),this.setCenter(t.get(\"center\"),e),this.setZoom(t.get(\"zoom\"))}function tK(t,e){c[\"k\"](e.get(\"geoCoord\"),(function(e,n){t.addGeoCoord(n,e)}))}var eK=function(){function t(){this.dimensions=VD}return t.prototype.create=function(t,e){var n=[];function i(t){return{nameProperty:t.get(\"nameProperty\"),aspectScale:t.get(\"aspectScale\"),projection:t.get(\"projection\")}}t.eachComponent(\"geo\",(function(t,r){var o=t.get(\"map\"),a=new _D(o+r,o,c[\"m\"]({nameMap:t.get(\"nameMap\")},i(t)));a.zoomLimit=t.get(\"scaleLimit\"),n.push(a),t.coordinateSystem=a,a.model=t,a.resize=$D,a.resize(t,e)})),t.eachSeries((function(t){var e=t.get(\"coordinateSystem\");if(\"geo\"===e){var i=t.get(\"geoIndex\")||0;t.coordinateSystem=n[i]}}));var r={};return t.eachSeriesByType(\"map\",(function(t){if(!t.getHostGeoModel()){var e=t.getMapType();r[e]=r[e]||[],r[e].push(t)}})),c[\"k\"](r,(function(t,r){var o=c[\"H\"](t,(function(t){return t.get(\"nameMap\")})),a=new _D(r,r,c[\"m\"]({nameMap:c[\"J\"](o)},i(t[0])));a.zoomLimit=c[\"O\"].apply(null,c[\"H\"](t,(function(t){return t.get(\"scaleLimit\")}))),n.push(a),a.resize=$D,a.resize(t[0],e),c[\"k\"](t,(function(t){t.coordinateSystem=a,tK(a,t)}))})),n},t.prototype.getFilledRegions=function(t,e,n,i){for(var r=(t||[]).slice(),o=c[\"f\"](),a=0;a<r.length;a++)o.set(r[a].name,r[a]);var s=wD.load(e,n,i);return c[\"k\"](s.regions,(function(t){var e=t.name;!o.get(e)&&r.push({name:e})})),r},t}(),nK=new eK,iK=nK,rK=function(t){function e(){var n=null!==t&&t.apply(this,arguments)||this;return n.type=e.type,n}return l(e,t),e.prototype.init=function(t,e,n){var i=wD.getGeoResource(t.map);if(i&&\"geoJSON\"===i.type){var r=t.itemStyle=t.itemStyle||{};\"color\"in r||(r.color=\"#eee\")}this.mergeDefaultAndTheme(t,n),hr(t,\"label\",[\"show\"])},e.prototype.optionUpdated=function(){var t=this,e=this.option;e.regions=iK.getFilledRegions(e.regions,e.map,e.nameMap,e.nameProperty);var n={};this._optionModelMap=c[\"N\"](e.regions||[],(function(e,i){var r=i.name;return r&&(e.set(r,new ku(i,t,t.ecModel)),i.selected&&(n[r]=!0)),e}),c[\"f\"]()),e.selectedMap||(e.selectedMap=n)},e.prototype.getRegionModel=function(t){return this._optionModelMap.get(t)||new ku(null,this,this.ecModel)},e.prototype.getFormattedLabel=function(t,e){var n=this.getRegionModel(t),i=\"normal\"===e?n.get([\"label\",\"formatter\"]):n.get([\"emphasis\",\"label\",\"formatter\"]),r={name:t};return c[\"w\"](i)?(r.status=e,i(r)):c[\"C\"](i)?i.replace(\"{a}\",null!=t?t:\"\"):void 0},e.prototype.setZoom=function(t){this.option.zoom=t},e.prototype.setCenter=function(t){this.option.center=t},e.prototype.select=function(t){var e=this.option,n=e.selectedMode;if(n){\"multiple\"!==n&&(e.selectedMap=null);var i=e.selectedMap||(e.selectedMap={});i[t]=!0}},e.prototype.unSelect=function(t){var e=this.option.selectedMap;e&&(e[t]=!1)},e.prototype.toggleSelected=function(t){this[this.isSelected(t)?\"unSelect\":\"select\"](t)},e.prototype.isSelected=function(t){var e=this.option.selectedMap;return!(!e||!e[t])},e.type=\"geo\",e.layoutMode=\"box\",e.defaultOption={z:0,show:!0,left:\"center\",top:\"center\",aspectScale:null,silent:!1,map:\"\",boundingCoords:null,center:null,zoom:1,scaleLimit:null,label:{show:!1,color:\"#000\"},itemStyle:{borderWidth:.5,borderColor:\"#444\"},emphasis:{label:{show:!0,color:\"rgb(100,0,0)\"},itemStyle:{color:\"rgba(255,215,0,0.8)\"}},select:{label:{show:!0,color:\"rgb(100,0,0)\"},itemStyle:{color:\"rgba(255,215,0,0.8)\"}},regions:[]},e}(_c),oK=rK;function aK(t,e){return t.pointToProjected?t.pointToProjected(e):t.pointToData(e)}function sK(t,e,n,i){var r=t.getZoom(),o=t.getCenter(),a=e.zoom,s=t.projectedToPoint?t.projectedToPoint(o):t.dataToPoint(o);if(null!=e.dx&&null!=e.dy&&(s[0]-=e.dx,s[1]-=e.dy,t.setCenter(aK(t,s),i)),null!=a){if(n){var l=n.min||0,u=n.max||1/0;a=Math.max(Math.min(r*a,u),l)/r}t.scaleX*=a,t.scaleY*=a;var c=(e.originX-t.x)*(a-1),h=(e.originY-t.y)*(a-1);t.x-=c,t.y-=h,t.updateTransform(),t.setCenter(aK(t,s),i),t.setZoom(a*r)}return{center:t.getCenter(),zoom:t.getZoom()}}var lK=function(t){function e(){var n=null!==t&&t.apply(this,arguments)||this;return n.type=e.type,n.focusBlurEnabled=!0,n}return l(e,t),e.prototype.init=function(t,e){this._api=e},e.prototype.render=function(t,e,n,i){if(this._model=t,!t.get(\"show\"))return this._mapDraw&&this._mapDraw.remove(),void(this._mapDraw=null);this._mapDraw||(this._mapDraw=new RD(n));var r=this._mapDraw;r.draw(t,e,n,this,i),r.group.on(\"click\",this._handleRegionClick,this),r.group.silent=t.get(\"silent\"),this.group.add(r.group),this.updateSelectStatus(t,e,n)},e.prototype._handleRegionClick=function(t){var e;Wm(t.target,(function(t){return null!=(e=xs(t).eventData)}),!0),e&&this._api.dispatchAction({type:\"geoToggleSelect\",geoId:this._model.id,name:e.name})},e.prototype.updateSelectStatus=function(t,e,n){var i=this;this._mapDraw.group.traverse((function(t){var e=xs(t).eventData;if(e)return i._model.isSelected(e.name)?n.enterSelect(t):n.leaveSelect(t),!0}))},e.prototype.findHighDownDispatchers=function(t){return this._mapDraw&&this._mapDraw.findHighDownDispatchers(t,this._model)},e.prototype.dispose=function(){this._mapDraw&&this._mapDraw.remove()},e.type=\"geo\",e}(xA),uK=lK;function cK(t,e,n){wD.registerMap(t,e,n)}function hK(t){function e(e,n){n.update=\"geo:updateSelectStatus\",t.registerAction(n,(function(t,n){var i={},r=[];return n.eachComponent({mainType:\"geo\",query:t},(function(n){n[e](t.name);var o=n.coordinateSystem;Object(c[\"k\"])(o.regions,(function(t){i[t.name]=n.isSelected(t.name)||!1}));var a=[];Object(c[\"k\"])(i,(function(t,e){i[e]&&a.push(e)})),r.push({geoIndex:n.componentIndex,name:a})})),{selected:i,allSelected:r,name:t.name}}))}t.registerCoordinateSystem(\"geo\",iK),t.registerComponentModel(oK),t.registerComponentView(uK),t.registerImpl(\"registerMap\",cK),t.registerImpl(\"getMap\",(function(t){return wD.getMapForUser(t)})),e(\"toggleSelected\",{type:\"geoToggleSelect\",event:\"geoselectchanged\"}),e(\"select\",{type:\"geoSelect\",event:\"geoselected\"}),e(\"unSelect\",{type:\"geoUnSelect\",event:\"geounselected\"}),t.registerAction({type:\"geoRoam\",event:\"geoRoam\",update:\"updateTransform\"},(function(t,e,n){var i=t.componentType||\"series\";e.eachComponent({mainType:i,query:t},(function(e){var r=e.coordinateSystem;if(\"geo\"===r.type){var o=sK(r,t,e.get(\"scaleLimit\"),n);e.setCenter&&e.setCenter(o.center),e.setZoom&&e.setZoom(o.zoom),\"series\"===i&&Object(c[\"k\"])(e.seriesGroup,(function(t){t.setCenter(o.center),t.setZoom(o.zoom)}))}}))}))}function dK(t){jC(hK),t.registerChartView(TD),t.registerSeriesModel(GD),t.registerLayout(UD),t.registerProcessor(t.PRIORITY.PROCESSOR.STATISTIC,FD),Nm(\"map\",t.registerAction)}function pK(t){var e=t;e.hierNode={defaultAncestor:null,ancestor:e,prelim:0,modifier:0,change:0,shift:0,i:0,thread:null};var n,i,r=[e];while(n=r.pop())if(i=n.children,n.isExpand&&i.length)for(var o=i.length,a=o-1;a>=0;a--){var s=i[a];s.hierNode={defaultAncestor:null,ancestor:s,prelim:0,modifier:0,change:0,shift:0,i:a,thread:null},r.push(s)}}function AK(t,e){var n=t.isExpand?t.children:[],i=t.parentNode.children,r=t.hierNode.i?i[t.hierNode.i-1]:null;if(n.length){vK(t);var o=(n[0].hierNode.prelim+n[n.length-1].hierNode.prelim)/2;r?(t.hierNode.prelim=r.hierNode.prelim+e(t,r),t.hierNode.modifier=t.hierNode.prelim-o):t.hierNode.prelim=o}else r&&(t.hierNode.prelim=r.hierNode.prelim+e(t,r));t.parentNode.hierNode.defaultAncestor=CK(t,r,t.parentNode.hierNode.defaultAncestor||i[0],e)}function fK(t){var e=t.hierNode.prelim+t.parentNode.hierNode.modifier;t.setLayout({x:e},!0),t.hierNode.modifier+=t.parentNode.hierNode.modifier}function gK(t){return arguments.length?t:MK}function mK(t,e){return t-=Math.PI/2,{x:e*Math.cos(t),y:e*Math.sin(t)}}function yK(t,e){return Fc(t.getBoxLayoutParams(),{width:e.getWidth(),height:e.getHeight()})}function vK(t){var e=t.children,n=e.length,i=0,r=0;while(--n>=0){var o=e[n];o.hierNode.prelim+=i,o.hierNode.modifier+=i,r+=o.hierNode.change,i+=o.hierNode.shift+r}}function CK(t,e,n,i){if(e){var r=t,o=t,a=o.parentNode.children[0],s=e,l=r.hierNode.modifier,u=o.hierNode.modifier,c=a.hierNode.modifier,h=s.hierNode.modifier;while(s=wK(s),o=IK(o),s&&o){r=wK(r),a=IK(a),r.hierNode.ancestor=t;var d=s.hierNode.prelim+h-o.hierNode.prelim-u+i(s,o);d>0&&(bK(EK(s,t,n),t,d),u+=d,l+=d),h+=s.hierNode.modifier,u+=o.hierNode.modifier,l+=r.hierNode.modifier,c+=a.hierNode.modifier}s&&!wK(r)&&(r.hierNode.thread=s,r.hierNode.modifier+=h-l),o&&!IK(a)&&(a.hierNode.thread=o,a.hierNode.modifier+=u-c,n=t)}return n}function wK(t){var e=t.children;return e.length&&t.isExpand?e[e.length-1]:t.hierNode.thread}function IK(t){var e=t.children;return e.length&&t.isExpand?e[0]:t.hierNode.thread}function EK(t,e,n){return t.hierNode.ancestor.parentNode===e.parentNode?t.hierNode.ancestor:n}function bK(t,e,n){var i=n/(e.hierNode.i-t.hierNode.i);e.hierNode.change-=i,e.hierNode.shift+=n,e.hierNode.modifier+=n,e.hierNode.prelim+=n,t.hierNode.change+=i}function MK(t,e){return t.parentNode===e.parentNode?1:2}var SK=function(){function t(){this.parentPoint=[],this.childPoints=[]}return t}(),xK=function(t){function e(e){return t.call(this,e)||this}return l(e,t),e.prototype.getDefaultStyle=function(){return{stroke:\"#000\",fill:null}},e.prototype.getDefaultShape=function(){return new SK},e.prototype.buildPath=function(t,e){var n=e.childPoints,i=n.length,r=e.parentPoint,o=n[0],a=n[i-1];if(1===i)return t.moveTo(r[0],r[1]),void t.lineTo(o[0],o[1]);var s=e.orient,l=\"TB\"===s||\"BT\"===s?0:1,u=1-l,c=Ti(e.forkPosition,1),h=[];h[l]=r[l],h[u]=r[u]+(a[u]-r[u])*c,t.moveTo(r[0],r[1]),t.lineTo(h[0],h[1]),t.moveTo(o[0],o[1]),h[l]=o[l],t.lineTo(h[0],h[1]),h[l]=a[l],t.lineTo(h[0],h[1]),t.lineTo(a[0],a[1]);for(var d=1;d<i-1;d++){var p=n[d];t.moveTo(p[0],p[1]),h[l]=p[l],t.lineTo(h[0],h[1])}},e}(Na),BK=function(t){function e(){var n=null!==t&&t.apply(this,arguments)||this;return n.type=e.type,n._mainGroup=new Si,n}return l(e,t),e.prototype.init=function(t,e){this._controller=new lQ(e.getZr()),this._controllerHost={target:this.group},this.group.add(this._mainGroup)},e.prototype.render=function(t,e,n){var i=t.getData(),r=t.layoutInfo,o=this._mainGroup,a=t.get(\"layout\");\"radial\"===a?(o.x=r.x+r.width/2,o.y=r.y+r.height/2):(o.x=r.x,o.y=r.y),this._updateViewCoordSys(t,n),this._updateController(t,e,n);var s=this._data;i.diff(s).add((function(e){kK(i,e)&&QK(i,e,null,o,t)})).update((function(e,n){var r=s.getItemGraphicEl(n);kK(i,e)?QK(i,e,r,o,t):r&&OK(s,n,r,o,t)})).remove((function(e){var n=s.getItemGraphicEl(e);n&&OK(s,e,n,o,t)})).execute(),this._nodeScaleRatio=t.get(\"nodeScaleRatio\"),this._updateNodeAndLinkScale(t),!0===t.get(\"expandAndCollapse\")&&i.eachItemGraphicEl((function(e,i){e.off(\"click\").on(\"click\",(function(){n.dispatchAction({type:\"treeExpandAndCollapse\",seriesId:t.id,dataIndex:i})}))})),this._data=i},e.prototype._updateViewCoordSys=function(t,e){var n=t.getData(),i=[];n.each((function(t){var e=n.getItemLayout(t);!e||isNaN(e.x)||isNaN(e.y)||i.push([+e.x,+e.y])}));var r=[],o=[];Po(i,r,o);var a=this._min,s=this._max;o[0]-r[0]===0&&(r[0]=a?a[0]:r[0]-1,o[0]=s?s[0]:o[0]+1),o[1]-r[1]===0&&(r[1]=a?a[1]:r[1]-1,o[1]=s?s[1]:o[1]+1);var l=t.coordinateSystem=new PD;l.zoomLimit=t.get(\"scaleLimit\"),l.setBoundingRect(r[0],r[1],o[0]-r[0],o[1]-r[1]),l.setCenter(t.get(\"center\"),e),l.setZoom(t.get(\"zoom\")),this.group.attr({x:l.x,y:l.y,scaleX:l.scaleX,scaleY:l.scaleY}),this._min=r,this._max=o},e.prototype._updateController=function(t,e,n){var i=this,r=this._controller,o=this._controllerHost,a=this.group;r.setPointerChecker((function(e,i,r){var o=a.getBoundingRect();return o.applyTransform(a.transform),o.contain(i,r)&&!pQ(e,n,t)})),r.enable(t.get(\"roam\")),o.zoomLimit=t.get(\"scaleLimit\"),o.zoom=t.coordinateSystem.getZoom(),r.off(\"pan\").off(\"zoom\").on(\"pan\",(function(e){uQ(o,e.dx,e.dy),n.dispatchAction({seriesId:t.id,type:\"treeRoam\",dx:e.dx,dy:e.dy})})).on(\"zoom\",(function(e){cQ(o,e.scale,e.originX,e.originY),n.dispatchAction({seriesId:t.id,type:\"treeRoam\",zoom:e.scale,originX:e.originX,originY:e.originY}),i._updateNodeAndLinkScale(t),n.updateLabelLayout()}))},e.prototype._updateNodeAndLinkScale=function(t){var e=t.getData(),n=this._getNodeGlobalScale(t);e.eachItemGraphicEl((function(t,e){t.setSymbolScale(n)}))},e.prototype._getNodeGlobalScale=function(t){var e=t.coordinateSystem;if(\"view\"!==e.type)return 1;var n=this._nodeScaleRatio,i=e.scaleX||1,r=e.getZoom(),o=(r-1)*n+1;return o/i},e.prototype.dispose=function(){this._controller&&this._controller.dispose(),this._controllerHost=null},e.prototype.remove=function(){this._mainGroup.removeAll(),this._data=null},e.type=\"tree\",e}(Vg);function kK(t,e){var n=t.getItemLayout(e);return n&&!isNaN(n.x)&&!isNaN(n.y)}function QK(t,e,n,i,r){var o=!n,a=t.tree.getNodeByDataIndex(e),s=a.getModel(),l=a.getVisual(\"style\").fill,u=!1===a.isExpand&&0!==a.children.length?l:\"#fff\",h=t.tree.root,d=a.parentNode===h?a:a.parentNode||a,p=t.getItemGraphicEl(d.dataIndex),A=d.getLayout(),f=p?{x:p.__oldX,y:p.__oldY,rawX:p.__radialOldRawX,rawY:p.__radialOldRawY}:A,g=a.getLayout();o?(n=new fb(t,e,null,{symbolInnerColor:u,useNameLabel:!0}),n.x=f.x,n.y=f.y):n.updateData(t,e,null,{symbolInnerColor:u,useNameLabel:!0}),n.__radialOldRawX=n.__radialRawX,n.__radialOldRawY=n.__radialRawY,n.__radialRawX=g.rawX,n.__radialRawY=g.rawY,i.add(n),t.setItemGraphicEl(e,n),n.__oldX=n.x,n.__oldY=n.y,Zl(n,{x:g.x,y:g.y},r);var m=n.getSymbolPath();if(\"radial\"===r.get(\"layout\")){var y=h.children[0],v=y.getLayout(),C=y.children.length,w=void 0,I=void 0;if(g.x===v.x&&!0===a.isExpand&&y.children.length){var E={x:(y.children[0].getLayout().x+y.children[C-1].getLayout().x)/2,y:(y.children[0].getLayout().y+y.children[C-1].getLayout().y)/2};w=Math.atan2(E.y-v.y,E.x-v.x),w<0&&(w=2*Math.PI+w),I=E.x<v.x,I&&(w-=Math.PI)}else w=Math.atan2(g.y-v.y,g.x-v.x),w<0&&(w=2*Math.PI+w),0===a.children.length||0!==a.children.length&&!1===a.isExpand?(I=g.x<v.x,I&&(w-=Math.PI)):(I=g.x>v.x,I||(w-=Math.PI));var b=I?\"left\":\"right\",M=s.getModel(\"label\"),S=M.get(\"rotate\"),x=S*(Math.PI/180),B=m.getTextContent();B&&(m.setTextConfig({position:M.get(\"position\")||b,rotation:null==S?-w:x,origin:\"center\"}),B.setStyle(\"verticalAlign\",\"middle\"))}var k=s.get([\"emphasis\",\"focus\"]),Q=\"relative\"===k?c[\"e\"](a.getAncestorsIndices(),a.getDescendantIndices()):\"ancestor\"===k?a.getAncestorsIndices():\"descendant\"===k?a.getDescendantIndices():null;Q&&(xs(n).focus=Q),DK(r,a,h,n,f,A,g,i),n.__edge&&(n.onHoverStateChange=function(e){if(\"blur\"!==e){var i=a.parentNode&&t.getItemGraphicEl(a.parentNode.dataIndex);i&&i.hoverState===Os||il(n.__edge,e)}})}function DK(t,e,n,i,r,o,a,s){var l=e.getModel(),u=t.get(\"edgeShape\"),h=t.get(\"layout\"),d=t.getOrient(),p=t.get([\"lineStyle\",\"curveness\"]),A=t.get(\"edgeForkPosition\"),f=l.getModel(\"lineStyle\").getLineStyle(),g=i.__edge;if(\"curve\"===u)e.parentNode&&e.parentNode!==n&&(g||(g=i.__edge=new Ff({shape:LK(h,d,p,r,r)})),Zl(g,{shape:LK(h,d,p,o,a)},t));else if(\"polyline\"===u)if(\"orthogonal\"===h){if(e!==n&&e.children&&0!==e.children.length&&!0===e.isExpand){for(var m=e.children,y=[],v=0;v<m.length;v++){var C=m[v].getLayout();y.push([C.x,C.y])}g||(g=i.__edge=new xK({shape:{parentPoint:[a.x,a.y],childPoints:[[a.x,a.y]],orient:d,forkPosition:A}})),Zl(g,{shape:{parentPoint:[a.x,a.y],childPoints:y}},t)}}else 0;g&&(\"polyline\"!==u||e.isExpand)&&(g.useStyle(c[\"i\"]({strokeNoScale:!0,fill:null},f)),Ll(g,l,\"lineStyle\"),ul(g),s.add(g))}function KK(t,e,n,i,r){var o=e.tree.root,a=qK(o,t),s=a.source,l=a.sourceLayout,u=e.getItemGraphicEl(t.dataIndex);if(u){var c=e.getItemGraphicEl(s.dataIndex),h=c.__edge,d=u.__edge||(!1===s.isExpand||1===s.children.length?h:void 0),p=i.get(\"edgeShape\"),A=i.get(\"layout\"),f=i.get(\"orient\"),g=i.get([\"lineStyle\",\"curveness\"]);d&&(\"curve\"===p?Vl(d,{shape:LK(A,f,g,l,l),style:{opacity:0}},i,{cb:function(){n.remove(d)},removeOpt:r}):\"polyline\"===p&&\"orthogonal\"===i.get(\"layout\")&&Vl(d,{shape:{parentPoint:[l.x,l.y],childPoints:[[l.x,l.y]]},style:{opacity:0}},i,{cb:function(){n.remove(d)},removeOpt:r}))}}function qK(t,e){var n,i=e.parentNode===t?e:e.parentNode||e;while(n=i.getLayout(),null==n)i=i.parentNode===t?i:i.parentNode||i;return{source:i,sourceLayout:n}}function OK(t,e,n,i,r){var o=t.tree.getNodeByDataIndex(e),a=t.tree.root,s=qK(a,o).sourceLayout,l={duration:r.get(\"animationDurationUpdate\"),easing:r.get(\"animationEasingUpdate\")};Vl(n,{x:s.x+1,y:s.y+1},r,{cb:function(){i.remove(n),t.setItemGraphicEl(e,null)},removeOpt:l}),n.fadeOut(null,t.hostModel,{fadeLabel:!0,animation:l}),o.children.forEach((function(e){KK(e,t,i,r,l)})),KK(o,t,i,r,l)}function LK(t,e,n,i,r){var o,a,s,l,u,c,h,d;if(\"radial\"===t){u=i.rawX,h=i.rawY,c=r.rawX,d=r.rawY;var p=mK(u,h),A=mK(u,h+(d-h)*n),f=mK(c,d+(h-d)*n),g=mK(c,d);return{x1:p.x||0,y1:p.y||0,x2:g.x||0,y2:g.y||0,cpx1:A.x||0,cpy1:A.y||0,cpx2:f.x||0,cpy2:f.y||0}}return u=i.x,h=i.y,c=r.x,d=r.y,\"LR\"!==e&&\"RL\"!==e||(o=u+(c-u)*n,a=h,s=c+(u-c)*n,l=d),\"TB\"!==e&&\"BT\"!==e||(o=u,a=h+(d-h)*n,s=c,l=d+(h-d)*n),{x1:u,y1:h,x2:c,y2:d,cpx1:o,cpy1:a,cpx2:s,cpy2:l}}var RK=BK,jK=Kr();function TK(t){var e=t.mainData,n=t.datas;n||(n={main:e},t.datasAttr={main:\"data\"}),t.datas=t.mainData=null,NK(e,n,t),Object(c[\"k\"])(n,(function(n){Object(c[\"k\"])(e.TRANSFERABLE_METHODS,(function(e){n.wrapMethod(e,Object(c[\"h\"])(JK,t))}))})),e.wrapMethod(\"cloneShallow\",Object(c[\"h\"])(YK,t)),Object(c[\"k\"])(e.CHANGABLE_METHODS,(function(n){e.wrapMethod(n,Object(c[\"h\"])(GK,t))})),Object(c[\"b\"])(n[e.dataType]===e)}function JK(t,e){if(zK(this)){var n=Object(c[\"m\"])({},jK(this).datas);n[this.dataType]=e,NK(e,n,t)}else ZK(e,this.dataType,jK(this).mainData,t);return e}function GK(t,e){return t.struct&&t.struct.update(),e}function YK(t,e){return Object(c[\"k\"])(jK(e).datas,(function(n,i){n!==e&&ZK(n.cloneShallow(),i,e,t)})),e}function FK(t){var e=jK(this).mainData;return null==t||null==e?e:jK(e).datas[t]}function UK(){var t=jK(this).mainData;return null==t?[{data:t}]:Object(c[\"H\"])(Object(c[\"F\"])(jK(t).datas),(function(e){return{type:e,data:jK(t).datas[e]}}))}function zK(t){return jK(t).mainData===t}function NK(t,e,n){jK(t).datas={},Object(c[\"k\"])(e,(function(e,i){ZK(e,i,t,n)}))}function ZK(t,e,n,i){jK(n).datas[e]=t,jK(t).mainData=n,t.dataType=e,i.struct&&(t[i.structAttr]=i.struct,i.struct[i.datasAttr[e]]=t),t.getLinkedData=FK,t.getLinkedDataAll=UK}var PK=TK,WK=function(){function t(t,e){this.depth=0,this.height=0,this.dataIndex=-1,this.children=[],this.viewChildren=[],this.isExpand=!1,this.name=t||\"\",this.hostTree=e}return t.prototype.isRemoved=function(){return this.dataIndex<0},t.prototype.eachNode=function(t,e,n){c[\"w\"](t)&&(n=e,e=t,t=null),t=t||{},c[\"C\"](t)&&(t={order:t});var i,r=t.order||\"preorder\",o=this[t.attr||\"children\"];\"preorder\"===r&&(i=e.call(n,this));for(var a=0;!i&&a<o.length;a++)o[a].eachNode(t,e,n);\"postorder\"===r&&e.call(n,this)},t.prototype.updateDepthAndHeight=function(t){var e=0;this.depth=t;for(var n=0;n<this.children.length;n++){var i=this.children[n];i.updateDepthAndHeight(t+1),i.height>e&&(e=i.height)}this.height=e+1},t.prototype.getNodeById=function(t){if(this.getId()===t)return this;for(var e=0,n=this.children,i=n.length;e<i;e++){var r=n[e].getNodeById(t);if(r)return r}},t.prototype.contains=function(t){if(t===this)return!0;for(var e=0,n=this.children,i=n.length;e<i;e++){var r=n[e].contains(t);if(r)return r}},t.prototype.getAncestors=function(t){var e=[],n=t?this:this.parentNode;while(n)e.push(n),n=n.parentNode;return e.reverse(),e},t.prototype.getAncestorsIndices=function(){var t=[],e=this;while(e)t.push(e.dataIndex),e=e.parentNode;return t.reverse(),t},t.prototype.getDescendantIndices=function(){var t=[];return this.eachNode((function(e){t.push(e.dataIndex)})),t},t.prototype.getValue=function(t){var e=this.hostTree.data;return e.getStore().get(e.getDimensionIndex(t||\"value\"),this.dataIndex)},t.prototype.setLayout=function(t,e){this.dataIndex>=0&&this.hostTree.data.setItemLayout(this.dataIndex,t,e)},t.prototype.getLayout=function(){return this.hostTree.data.getItemLayout(this.dataIndex)},t.prototype.getModel=function(t){if(!(this.dataIndex<0)){var e=this.hostTree,n=e.data.getItemModel(this.dataIndex);return n.getModel(t)}},t.prototype.getLevelModel=function(){return(this.hostTree.levelModels||[])[this.depth]},t.prototype.setVisual=function(t,e){this.dataIndex>=0&&this.hostTree.data.setItemVisual(this.dataIndex,t,e)},t.prototype.getVisual=function(t){return this.hostTree.data.getItemVisual(this.dataIndex,t)},t.prototype.getRawIndex=function(){return this.hostTree.data.getRawIndex(this.dataIndex)},t.prototype.getId=function(){return this.hostTree.data.getId(this.dataIndex)},t.prototype.getChildIndex=function(){if(this.parentNode){for(var t=this.parentNode.children,e=0;e<t.length;++e)if(t[e]===this)return e;return-1}return-1},t.prototype.isAncestorOf=function(t){var e=t.parentNode;while(e){if(e===this)return!0;e=e.parentNode}return!1},t.prototype.isDescendantOf=function(t){return t!==this&&t.isAncestorOf(this)},t}(),VK=function(){function t(t){this.type=\"tree\",this._nodes=[],this.hostModel=t}return t.prototype.eachNode=function(t,e,n){this.root.eachNode(t,e,n)},t.prototype.getNodeByDataIndex=function(t){var e=this.data.getRawIndex(t);return this._nodes[e]},t.prototype.getNodeById=function(t){return this.root.getNodeById(t)},t.prototype.update=function(){for(var t=this.data,e=this._nodes,n=0,i=e.length;n<i;n++)e[n].dataIndex=-1;for(n=0,i=t.count();n<i;n++)e[t.getRawIndex(n)].dataIndex=n},t.prototype.clearLayouts=function(){this.data.clearItemLayouts()},t.createTree=function(e,n,i){var r=new t(n),o=[],a=1;function s(t,e){var n=t.value;a=Math.max(a,c[\"t\"](n)?n.length:1),o.push(t);var i=new WK(br(t.name,\"\"),r);e?HK(i,e):r.root=i,r._nodes.push(i);var l=t.children;if(l)for(var u=0;u<l.length;u++)s(l[u],i)}s(e),r.root.updateDepthAndHeight(0);var l=NE(o,{coordDimensions:[\"value\"],dimensionsCount:a}).dimensions,u=new zE(l,n);return u.initData(o),i&&i(u),PK({mainData:u,struct:r,structAttr:\"tree\"}),r.update(),r},t}();function HK(t,e){var n=e.children;t.parentNode!==e&&(n.push(t),t.parentNode=e)}var XK=VK;function _K(t,e,n){if(t&&c[\"r\"](e,t.type)>=0){var i=n.getData().tree.root,r=t.targetNode;if(c[\"C\"](r)&&(r=i.getNodeById(r)),r&&i.contains(r))return{node:r};var o=t.targetNodeId;if(null!=o&&(r=i.getNodeById(o)))return{node:r}}}function $K(t){var e=[];while(t)t=t.parentNode,t&&e.push(t);return e.reverse()}function tq(t,e){var n=$K(t);return c[\"r\"](n,e)>=0}function eq(t,e){var n=[];while(t){var i=t.dataIndex;n.push({name:t.name,dataIndex:i,value:e.getRawValue(i)}),t=t.parentNode}return n.reverse(),n}var nq=function(t){function e(){var e=null!==t&&t.apply(this,arguments)||this;return e.hasSymbolVisual=!0,e.ignoreStyleOnData=!0,e}return l(e,t),e.prototype.getInitialData=function(t){var e={name:t.name,children:t.data},n=t.leaves||{},i=new ku(n,this,this.ecModel),r=XK.createTree(e,this,o);function o(t){t.wrapMethod(\"getItemModel\",(function(t,e){var n=r.getNodeByDataIndex(e);return n&&n.children.length&&n.isExpand||(t.parentModel=i),t}))}var a=0;r.eachNode(\"preorder\",(function(t){t.depth>a&&(a=t.depth)}));var s=t.expandAndCollapse,l=s&&t.initialTreeDepth>=0?t.initialTreeDepth:a;return r.root.eachNode(\"preorder\",(function(t){var e=t.hostTree.data.getRawDataItem(t.dataIndex);t.isExpand=e&&null!=e.collapsed?!e.collapsed:t.depth<=l})),r.data},e.prototype.getOrient=function(){var t=this.get(\"orient\");return\"horizontal\"===t?t=\"LR\":\"vertical\"===t&&(t=\"TB\"),t},e.prototype.setZoom=function(t){this.option.zoom=t},e.prototype.setCenter=function(t){this.option.center=t},e.prototype.formatTooltip=function(t,e,n){var i=this.getData().tree,r=i.root.children[0],o=i.getNodeByDataIndex(t),a=o.getValue(),s=o.name;while(o&&o!==r)s=o.parentNode.name+\".\"+s,o=o.parentNode;return Vp(\"nameValue\",{name:s,value:a,noValue:isNaN(a)||null==a})},e.prototype.getDataParams=function(e){var n=t.prototype.getDataParams.apply(this,arguments),i=this.getData().tree.getNodeByDataIndex(e);return n.treeAncestors=eq(i,this),n.collapsed=!i.isExpand,n},e.type=\"series.tree\",e.layoutMode=\"box\",e.defaultOption={z:2,coordinateSystem:\"view\",left:\"12%\",top:\"12%\",right:\"12%\",bottom:\"12%\",layout:\"orthogonal\",edgeShape:\"curve\",edgeForkPosition:\"50%\",roam:!1,nodeScaleRatio:.4,center:null,zoom:1,orient:\"LR\",symbol:\"emptyCircle\",symbolSize:7,expandAndCollapse:!0,initialTreeDepth:2,lineStyle:{color:\"#ccc\",width:1.5,curveness:.5},itemStyle:{color:\"lightsteelblue\",borderWidth:1.5},label:{show:!0},animationEasing:\"linear\",animationDuration:700,animationDurationUpdate:500},e}(MA),iq=nq;function rq(t,e,n){var i,r=[t],o=[];while(i=r.pop())if(o.push(i),i.isExpand){var a=i.children;if(a.length)for(var s=0;s<a.length;s++)r.push(a[s])}while(i=o.pop())e(i,n)}function oq(t,e){var n,i=[t];while(n=i.pop())if(e(n),n.isExpand){var r=n.children;if(r.length)for(var o=r.length-1;o>=0;o--)i.push(r[o])}}function aq(t,e){t.eachSeriesByType(\"tree\",(function(t){sq(t,e)}))}function sq(t,e){var n=yK(t,e);t.layoutInfo=n;var i=t.get(\"layout\"),r=0,o=0,a=null;\"radial\"===i?(r=2*Math.PI,o=Math.min(n.height,n.width)/2,a=gK((function(t,e){return(t.parentNode===e.parentNode?1:2)/t.depth}))):(r=n.width,o=n.height,a=gK());var s=t.getData().tree.root,l=s.children[0];if(l){pK(s),rq(l,AK,a),s.hierNode.modifier=-l.hierNode.prelim,oq(l,fK);var u=l,c=l,h=l;oq(l,(function(t){var e=t.getLayout().x;e<u.getLayout().x&&(u=t),e>c.getLayout().x&&(c=t),t.depth>h.depth&&(h=t)}));var d=u===c?1:a(u,c)/2,p=d-u.getLayout().x,A=0,f=0,g=0,m=0;if(\"radial\"===i)A=r/(c.getLayout().x+d+p),f=o/(h.depth-1||1),oq(l,(function(t){g=(t.getLayout().x+p)*A,m=(t.depth-1)*f;var e=mK(g,m);t.setLayout({x:e.x,y:e.y,rawX:g,rawY:m},!0)}));else{var y=t.getOrient();\"RL\"===y||\"LR\"===y?(f=o/(c.getLayout().x+d+p),A=r/(h.depth-1||1),oq(l,(function(t){m=(t.getLayout().x+p)*f,g=\"LR\"===y?(t.depth-1)*A:r-(t.depth-1)*A,t.setLayout({x:g,y:m},!0)}))):\"TB\"!==y&&\"BT\"!==y||(A=r/(c.getLayout().x+d+p),f=o/(h.depth-1||1),oq(l,(function(t){g=(t.getLayout().x+p)*A,m=\"TB\"===y?(t.depth-1)*f:o-(t.depth-1)*f,t.setLayout({x:g,y:m},!0)})))}}}function lq(t){t.eachSeriesByType(\"tree\",(function(t){var e=t.getData(),n=e.tree;n.eachNode((function(t){var n=t.getModel(),i=n.getModel(\"itemStyle\").getItemStyle(),r=e.ensureUniqueItemVisual(t.dataIndex,\"style\");Object(c[\"m\"])(r,i)}))}))}function uq(t){t.registerAction({type:\"treeExpandAndCollapse\",event:\"treeExpandAndCollapse\",update:\"update\"},(function(t,e){e.eachComponent({mainType:\"series\",subType:\"tree\",query:t},(function(e){var n=t.dataIndex,i=e.getData().tree,r=i.getNodeByDataIndex(n);r.isExpand=!r.isExpand}))})),t.registerAction({type:\"treeRoam\",event:\"treeRoam\",update:\"none\"},(function(t,e,n){e.eachComponent({mainType:\"series\",subType:\"tree\",query:t},(function(e){var i=e.coordinateSystem,r=sK(i,t,void 0,n);e.setCenter&&e.setCenter(r.center),e.setZoom&&e.setZoom(r.zoom)}))}))}function cq(t){t.registerChartView(RK),t.registerSeriesModel(iq),t.registerLayout(aq),t.registerVisual(lq),uq(t)}var hq=[\"treemapZoomToNode\",\"treemapRender\",\"treemapMove\"];function dq(t){for(var e=0;e<hq.length;e++)t.registerAction({type:hq[e],update:\"updateView\"},c[\"L\"]);t.registerAction({type:\"treemapRootToNode\",update:\"updateView\"},(function(t,e){function n(e,n){var i=[\"treemapZoomToNode\",\"treemapRootToNode\"],r=_K(t,i,e);if(r){var o=e.getViewRoot();o&&(t.direction=tq(o,r.node)?\"rollUp\":\"drillDown\"),e.resetViewRoot(r.node)}}e.eachComponent({mainType:\"series\",subType:\"treemap\",query:t},n)}))}function pq(t){var e=t.getData(),n=e.tree,i={};n.eachNode((function(e){var n=e;while(n&&n.depth>1)n=n.parentNode;var r=Sh(t.ecModel,n.name||n.dataIndex+\"\",i);e.setVisual(\"decal\",r)}))}var Aq=function(t){function e(){var n=null!==t&&t.apply(this,arguments)||this;return n.type=e.type,n.preventUsingHoverLayer=!0,n}return l(e,t),e.prototype.getInitialData=function(t,e){var n={name:t.name,children:t.data};fq(n);var i=t.levels||[],r=this.designatedVisualItemStyle={},o=new ku({itemStyle:r},this,e);i=t.levels=gq(i,e);var a=c[\"H\"](i||[],(function(t){return new ku(t,o,e)}),this),s=XK.createTree(n,this,l);function l(t){t.wrapMethod(\"getItemModel\",(function(t,e){var n=s.getNodeByDataIndex(e),i=n?a[n.depth]:null;return t.parentModel=i||o,t}))}return s.data},e.prototype.optionUpdated=function(){this.resetViewRoot()},e.prototype.formatTooltip=function(t,e,n){var i=this.getData(),r=this.getRawValue(t),o=i.getName(t);return Vp(\"nameValue\",{name:o,value:r})},e.prototype.getDataParams=function(e){var n=t.prototype.getDataParams.apply(this,arguments),i=this.getData().tree.getNodeByDataIndex(e);return n.treeAncestors=eq(i,this),n.treePathInfo=n.treeAncestors,n},e.prototype.setLayoutInfo=function(t){this.layoutInfo=this.layoutInfo||{},c[\"m\"](this.layoutInfo,t)},e.prototype.mapIdToIndex=function(t){var e=this._idIndexMap;e||(e=this._idIndexMap=c[\"f\"](),this._idIndexMapCount=0);var n=e.get(t);return null==n&&e.set(t,n=this._idIndexMapCount++),n},e.prototype.getViewRoot=function(){return this._viewRoot},e.prototype.resetViewRoot=function(t){t?this._viewRoot=t:t=this._viewRoot;var e=this.getRawData().tree.root;t&&(t===e||e.contains(t))||(this._viewRoot=e)},e.prototype.enableAriaDecal=function(){pq(this)},e.type=\"series.treemap\",e.layoutMode=\"box\",e.defaultOption={progressive:0,left:\"center\",top:\"middle\",width:\"80%\",height:\"80%\",sort:!0,clipWindow:\"origin\",squareRatio:.5*(1+Math.sqrt(5)),leafDepth:null,drillDownIcon:\"▶\",zoomToNodeRatio:.1024,roam:!0,nodeClick:\"zoomToNode\",animation:!0,animationDurationUpdate:900,animationEasing:\"quinticInOut\",breadcrumb:{show:!0,height:22,left:\"center\",top:\"bottom\",emptyItemWidth:25,itemStyle:{color:\"rgba(0,0,0,0.7)\",textStyle:{color:\"#fff\"}},emphasis:{itemStyle:{color:\"rgba(0,0,0,0.9)\"}}},label:{show:!0,distance:0,padding:5,position:\"inside\",color:\"#fff\",overflow:\"truncate\"},upperLabel:{show:!1,position:[0,\"50%\"],height:20,overflow:\"truncate\",verticalAlign:\"middle\"},itemStyle:{color:null,colorAlpha:null,colorSaturation:null,borderWidth:0,gapWidth:0,borderColor:\"#fff\",borderColorSaturation:null},emphasis:{upperLabel:{show:!0,position:[0,\"50%\"],overflow:\"truncate\",verticalAlign:\"middle\"}},visualDimension:0,visualMin:null,visualMax:null,color:[],colorAlpha:null,colorSaturation:null,colorMappingBy:\"index\",visibleMin:10,childrenVisibleMin:null,levels:[]},e}(MA);function fq(t){var e=0;c[\"k\"](t.children,(function(t){fq(t);var n=t.value;c[\"t\"](n)&&(n=n[0]),e+=n}));var n=t.value;c[\"t\"](n)&&(n=n[0]),(null==n||isNaN(n))&&(n=e),n<0&&(n=0),c[\"t\"](t.value)?t.value[0]=n:t.value=n}function gq(t,e){var n=cr(e.get(\"color\")),i=cr(e.get([\"aria\",\"decal\",\"decals\"]));if(n){var r,o;t=t||[],c[\"k\"](t,(function(t){var e=new ku(t),n=e.get(\"color\"),i=e.get(\"decal\");(e.get([\"itemStyle\",\"color\"])||n&&\"none\"!==n)&&(r=!0),(e.get([\"itemStyle\",\"decal\"])||i&&\"none\"!==i)&&(o=!0)}));var a=t[0]||(t[0]={});return r||(a.color=n.slice()),!o&&i&&(a.decal=i.slice()),t}}var mq=Aq,yq=8,vq=8,Cq=5,wq=function(){function t(t){this.group=new Si,t.add(this.group)}return t.prototype.render=function(t,e,n,i){var r=t.getModel(\"breadcrumb\"),o=this.group;if(o.removeAll(),r.get(\"show\")&&n){var a=r.getModel(\"itemStyle\"),s=r.getModel(\"emphasis\"),l=a.getModel(\"textStyle\"),u=s.getModel([\"itemStyle\",\"textStyle\"]),c={pos:{left:r.get(\"left\"),right:r.get(\"right\"),top:r.get(\"top\"),bottom:r.get(\"bottom\")},box:{width:e.getWidth(),height:e.getHeight()},emptyItemWidth:r.get(\"emptyItemWidth\"),totalWidth:0,renderList:[]};this._prepare(n,c,l),this._renderContent(t,c,a,s,l,u,i),Uc(o,c.pos,c.box)}},t.prototype._prepare=function(t,e,n){for(var i=t;i;i=i.parentNode){var r=br(i.getModel().get(\"name\"),\"\"),o=n.getTextRect(r),a=Math.max(o.width+2*yq,e.emptyItemWidth);e.totalWidth+=a+vq,e.renderList.push({node:i,text:r,width:a})}},t.prototype._renderContent=function(t,e,n,i,r,o,a){for(var s=0,l=e.emptyItemWidth,u=t.get([\"breadcrumb\",\"height\"]),h=Yc(e.pos,e.box),d=e.totalWidth,p=e.renderList,A=i.getModel(\"itemStyle\").getItemStyle(),f=p.length-1;f>=0;f--){var g=p[f],m=g.node,y=g.width,v=g.text;d>h.width&&(d-=y-l,y=l,v=null);var C=new Qf({shape:{points:Iq(s,0,y,u,f===p.length-1,0===f)},style:Object(c[\"i\"])(n.getItemStyle(),{lineJoin:\"bevel\"}),textContent:new Ss({style:ou(r,{text:v})}),textConfig:{position:\"inside\"},z2:1e4*Ts,onclick:Object(c[\"h\"])(a,m)});C.disableLabelAnimation=!0,C.getTextContent().ensureState(\"emphasis\").style=ou(o,{text:v}),C.ensureState(\"emphasis\").style=A,Dl(C,i.get(\"focus\"),i.get(\"blurScope\"),i.get(\"disabled\")),this.group.add(C),Eq(C,t,m),s+=y+vq}},t.prototype.remove=function(){this.group.removeAll()},t}();function Iq(t,e,n,i,r,o){var a=[[r?t:t-Cq,e],[t+n,e],[t+n,e+i],[r?t:t-Cq,e+i]];return!o&&a.splice(2,0,[t+n+Cq,e+i/2]),!r&&a.push([t,e+i/2]),a}function Eq(t,e,n){xs(t).eventData={componentType:\"series\",componentSubType:\"treemap\",componentIndex:e.componentIndex,seriesIndex:e.seriesIndex,seriesName:e.name,seriesType:\"treemap\",selfType:\"breadcrumb\",nodeData:{dataIndex:n&&n.dataIndex,name:n&&n.name},treePathInfo:n&&eq(n,e)}}var bq=wq,Mq=function(){function t(){this._storage=[],this._elExistsMap={}}return t.prototype.add=function(t,e,n,i,r){return!this._elExistsMap[t.id]&&(this._elExistsMap[t.id]=!0,this._storage.push({el:t,target:e,duration:n,delay:i,easing:r}),!0)},t.prototype.finished=function(t){return this._finishedCallback=t,this},t.prototype.start=function(){for(var t=this,e=this._storage.length,n=function(){e--,e<=0&&(t._storage.length=0,t._elExistsMap={},t._finishedCallback&&t._finishedCallback())},i=0,r=this._storage.length;i<r;i++){var o=this._storage[i];o.el.animateTo(o.target,{duration:o.duration,delay:o.delay,easing:o.easing,setToFinal:!0,done:n,aborted:n})}return this},t}();function Sq(){return new Mq}var xq=Si,Bq=ls,kq=3,Qq=\"label\",Dq=\"upperLabel\",Kq=10*Ts,qq=2*Ts,Oq=3*Ts,Lq=ro([[\"fill\",\"color\"],[\"stroke\",\"strokeColor\"],[\"lineWidth\",\"strokeWidth\"],[\"shadowBlur\"],[\"shadowOffsetX\"],[\"shadowOffsetY\"],[\"shadowColor\"]]),Rq=function(t){var e=Lq(t);return e.stroke=e.fill=e.lineWidth=null,e},jq=Kr(),Tq=function(t){function e(){var n=null!==t&&t.apply(this,arguments)||this;return n.type=e.type,n._state=\"ready\",n._storage=Jq(),n}return l(e,t),e.prototype.render=function(t,e,n,i){var r=e.findComponents({mainType:\"series\",subType:\"treemap\",query:i});if(!(Object(c[\"r\"])(r,t)<0)){this.seriesModel=t,this.api=n,this.ecModel=e;var o=[\"treemapZoomToNode\",\"treemapRootToNode\"],a=_K(i,o,t),s=i&&i.type,l=t.layoutInfo,u=!this._oldTree,h=this._storage,d=\"treemapRootToNode\"===s&&a&&h?{rootNodeGroup:h.nodeGroup[a.node.getRawIndex()],direction:i.direction}:null,p=this._giveContainerGroup(l),A=t.get(\"animation\"),f=this._doRender(p,t,d);!A||u||s&&\"treemapZoomToNode\"!==s&&\"treemapRootToNode\"!==s?f.renderFinally():this._doAnimation(p,f,t,d),this._resetController(n),this._renderBreadcrumb(t,n,a)}},e.prototype._giveContainerGroup=function(t){var e=this._containerGroup;return e||(e=this._containerGroup=new xq,this._initEvents(e),this.group.add(e)),e.x=t.x,e.y=t.y,e},e.prototype._doRender=function(t,e,n){var i=e.getData().tree,r=this._oldTree,o=Jq(),a=Jq(),s=this._storage,l=[];function u(t,i,r,u){return Gq(e,a,s,n,o,l,t,i,r,u)}d(i.root?[i.root]:[],r&&r.root?[r.root]:[],t,i===r||!r,0);var h=p(s);return this._oldTree=i,this._storage=a,{lastsForAnimation:o,willDeleteEls:h,renderFinally:A};function d(t,e,n,i,r){function o(t){return t.getId()}function a(o,a){var s=null!=o?t[o]:null,l=null!=a?e[a]:null,c=u(s,l,n,r);c&&d(s&&s.viewChildren||[],l&&l.viewChildren||[],c,i,r+1)}i?(e=t,Object(c[\"k\"])(t,(function(t,e){!t.isRemoved()&&a(e,e)}))):new AE(e,t,o,o).add(a).update(a).remove(Object(c[\"h\"])(a,null)).execute()}function p(t){var e=Jq();return t&&Object(c[\"k\"])(t,(function(t,n){var i=e[n];Object(c[\"k\"])(t,(function(t){t&&(i.push(t),jq(t).willDelete=!0)}))})),e}function 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n=e.getLayout();if(!n)return;this.api.dispatchAction({type:\"treemapMove\",from:this.uid,seriesId:this.seriesModel.id,rootRect:{x:n.x+t.dx,y:n.y+t.dy,width:n.width,height:n.height}})}},e.prototype._onZoom=function(t){var e=t.originX,n=t.originY;if(\"animating\"!==this._state){var i=this.seriesModel.getData().tree.root;if(!i)return;var r=i.getLayout();if(!r)return;var o=new Dt(r.x,r.y,r.width,r.height),a=this.seriesModel.layoutInfo;e-=a.x,n-=a.y;var s=ht();ft(s,s,[-e,-n]),mt(s,s,[t.scale,t.scale]),ft(s,s,[e,n]),o.applyTransform(s),this.api.dispatchAction({type:\"treemapRender\",from:this.uid,seriesId:this.seriesModel.id,rootRect:{x:o.x,y:o.y,width:o.width,height:o.height}})}},e.prototype._initEvents=function(t){var e=this;t.on(\"click\",(function(t){if(\"ready\"===e._state){var n=e.seriesModel.get(\"nodeClick\",!0);if(n){var i=e.findTarget(t.offsetX,t.offsetY);if(i){var r=i.node;if(r.getLayout().isLeafRoot)e._rootToNode(i);else if(\"zoomToNode\"===n)e._zoomToNode(i);else 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bq(this.group))).render(t,e,n.node,(function(e){\"animating\"!==i._state&&(tq(t.getViewRoot(),e)?i._rootToNode({node:e}):i._zoomToNode({node:e}))}))},e.prototype.remove=function(){this._clearController(),this._containerGroup&&this._containerGroup.removeAll(),this._storage=Jq(),this._state=\"ready\",this._breadcrumb&&this._breadcrumb.remove()},e.prototype.dispose=function(){this._clearController()},e.prototype._zoomToNode=function(t){this.api.dispatchAction({type:\"treemapZoomToNode\",from:this.uid,seriesId:this.seriesModel.id,targetNode:t.node})},e.prototype._rootToNode=function(t){this.api.dispatchAction({type:\"treemapRootToNode\",from:this.uid,seriesId:this.seriesModel.id,targetNode:t.node})},e.prototype.findTarget=function(t,e){var n,i=this.seriesModel.getViewRoot();return i.eachNode({attr:\"viewChildren\",order:\"preorder\"},(function(i){var r=this._storage.background[i.getRawIndex()];if(r){var o=r.transformCoordToLocal(t,e),a=r.shape;if(!(a.x<=o[0]&&o[0]<=a.x+a.width&&a.y<=o[1]&&o[1]<=a.y+a.height))return!1;n={node:i,offsetX:o[0],offsetY:o[1]}}}),this),n},e.type=\"treemap\",e}(Vg);function Jq(){return{nodeGroup:[],background:[],content:[]}}function Gq(t,e,n,i,r,o,a,s,l,u){if(a){var h=a.getLayout(),d=t.getData(),p=a.getModel();if(d.setItemGraphicEl(a.dataIndex,null),h&&h.isInView){var A=h.width,f=h.height,g=h.borderWidth,m=h.invisible,y=a.getRawIndex(),v=s&&s.getRawIndex(),C=a.viewChildren,w=h.upperHeight,I=C&&C.length,E=p.getModel(\"itemStyle\"),b=p.getModel([\"emphasis\",\"itemStyle\"]),M=p.getModel([\"blur\",\"itemStyle\"]),S=p.getModel([\"select\",\"itemStyle\"]),x=E.get(\"borderRadius\")||0,B=Y(\"nodeGroup\",xq);if(B){if(l.add(B),B.x=h.x||0,B.y=h.y||0,B.markRedraw(),jq(B).nodeWidth=A,jq(B).nodeHeight=f,h.isAboveViewRoot)return B;var k=Y(\"background\",Bq,u,qq);k&&R(B,k,I&&h.upperLabelHeight);var 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o=Math.abs(e-t);o<r&&(r=o,i=n)}},t.visualHandlers={color:{applyVisual:_q(\"color\"),getColorMapper:function(){var t=this.option;return c[\"c\"](\"category\"===t.mappingMethod?function(t,e){return!e&&(t=this._normalizeData(t)),$q.call(this,t)}:function(e,n,i){var r=!!i;return!n&&(e=this._normalizeData(e)),i=Ye[\"a\"](e,t.parsedVisual,i),r?i:Ye[\"h\"](i,\"rgba\")},this)},_normalizedToVisual:{linear:function(t){return Ye[\"h\"](Ye[\"a\"](t,this.option.parsedVisual),\"rgba\")},category:$q,piecewise:function(t,e){var n=nO.call(this,e);return null==n&&(n=Ye[\"h\"](Ye[\"a\"](t,this.option.parsedVisual),\"rgba\")),n},fixed:tO}},colorHue:Hq((function(t,e){return Ye[\"f\"](t,e)})),colorSaturation:Hq((function(t,e){return Ye[\"f\"](t,null,e)})),colorLightness:Hq((function(t,e){return Ye[\"f\"](t,null,null,e)})),colorAlpha:Hq((function(t,e){return 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a=0,s=t.length;a<s;a++)t[a].fixed||i.getNodeByIndex(a).setLayout(t[a].p),n[r.getId(a)]=t[a].p;for(a=0,s=e.length;a<s;a++){var l=e[a],u=i.getEdgeByIndex(a),c=l.n1.p,h=l.n2.p,p=u.getLayout();p=p?p.slice():[],p[0]=p[0]||[],p[1]=p[1]||[],d(p[0],c),d(p[1],h),+l.curveness&&(p[2]=[(c[0]+h[0])/2-(c[1]-h[1])*l.curveness,(c[1]+h[1])/2-(h[0]-c[0])*l.curveness]),u.setLayout(p)}})),t.forceLayout=v,t.preservedPoints=n,v.step()}else t.forceLayout=null}))}function AL(t,e,n){var i=Object(c[\"m\"])(t.getBoxLayoutParams(),{aspect:n});return Fc(i,{width:e.getWidth(),height:e.getHeight()})}function fL(t,e){var n=[];return t.eachSeriesByType(\"graph\",(function(t){var i=t.get(\"coordinateSystem\");if(!i||\"view\"===i){var r=t.getData(),o=r.mapArray((function(t){var e=r.getItemModel(t);return[+e.get(\"x\"),+e.get(\"y\")]})),a=[],s=[];Po(o,a,s),s[0]-a[0]===0&&(s[0]+=1,a[0]-=1),s[1]-a[1]===0&&(s[1]+=1,a[1]-=1);var l=(s[0]-a[0])/(s[1]-a[1]),u=AL(t,e,l);isNaN(l)&&(a=[u.x,u.y],s=[u.x+u.width,u.y+u.height]);var c=s[0]-a[0],h=s[1]-a[1],d=u.width,p=u.height,A=t.coordinateSystem=new PD;A.zoomLimit=t.get(\"scaleLimit\"),A.setBoundingRect(a[0],a[1],c,h),A.setViewRect(u.x,u.y,d,p),A.setCenter(t.get(\"center\"),e),A.setZoom(t.get(\"zoom\")),n.push(A)}})),n}var gL=jf.prototype,mL=Ff.prototype,yL=function(){function t(){this.x1=0,this.y1=0,this.x2=0,this.y2=0,this.percent=1}return t}();(function(t){function e(){return null!==t&&t.apply(this,arguments)||this}l(e,t)})(yL);function vL(t){return isNaN(+t.cpx1)||isNaN(+t.cpy1)}var CL=function(t){function e(e){var n=t.call(this,e)||this;return n.type=\"ec-line\",n}return l(e,t),e.prototype.getDefaultStyle=function(){return{stroke:\"#000\",fill:null}},e.prototype.getDefaultShape=function(){return new yL},e.prototype.buildPath=function(t,e){vL(e)?gL.buildPath.call(this,t,e):mL.buildPath.call(this,t,e)},e.prototype.pointAt=function(t){return vL(this.shape)?gL.pointAt.call(this,t):mL.pointAt.call(this,t)},e.prototype.tangentAt=function(t){var e=this.shape,n=vL(e)?[e.x2-e.x1,e.y2-e.y1]:mL.tangentAt.call(this,t);return w(n,n)},e}(Na),wL=CL,IL=[\"fromSymbol\",\"toSymbol\"];function EL(t){return\"_\"+t+\"Type\"}function bL(t,e,n){var i=e.getItemVisual(n,t);if(i&&\"none\"!==i){var r=e.getItemVisual(n,t+\"Size\"),o=e.getItemVisual(n,t+\"Rotate\"),a=e.getItemVisual(n,t+\"Offset\"),s=e.getItemVisual(n,t+\"KeepAspect\"),l=uy(r),u=cy(a||0,l),c=ly(i,-l[0]/2+u[0],-l[1]/2+u[1],l[0],l[1],null,s);return c.__specifiedRotation=null==o||isNaN(o)?void 0:+o*Math.PI/180||0,c.name=t,c}}function ML(t){var e=new wL({name:\"line\",subPixelOptimize:!0});return SL(e.shape,t),e}function SL(t,e){t.x1=e[0][0],t.y1=e[0][1],t.x2=e[1][0],t.y2=e[1][1],t.percent=1;var n=e[2];n?(t.cpx1=n[0],t.cpy1=n[1]):(t.cpx1=NaN,t.cpy1=NaN)}var xL=function(t){function e(e,n,i){var r=t.call(this)||this;return r._createLine(e,n,i),r}return l(e,t),e.prototype._createLine=function(t,e,n){var i=t.hostModel,r=t.getItemLayout(e),o=ML(r);o.shape.percent=0,Pl(o,{shape:{percent:1}},i,e),this.add(o),Object(c[\"k\"])(IL,(function(n){var i=bL(n,t,e);this.add(i),this[EL(n)]=t.getItemVisual(e,n)}),this),this._updateCommonStl(t,e,n)},e.prototype.updateData=function(t,e,n){var i=t.hostModel,r=this.childOfName(\"line\"),o=t.getItemLayout(e),a={shape:{}};SL(a.shape,o),Zl(r,a,i,e),Object(c[\"k\"])(IL,(function(n){var i=t.getItemVisual(e,n),r=EL(n);if(this[r]!==i){this.remove(this.childOfName(n));var o=bL(n,t,e);this.add(o)}this[r]=i}),this),this._updateCommonStl(t,e,n)},e.prototype.getLinePath=function(){return this.childAt(0)},e.prototype._updateCommonStl=function(t,e,n){var i=t.hostModel,r=this.childOfName(\"line\"),o=n&&n.emphasisLineStyle,a=n&&n.blurLineStyle,s=n&&n.selectLineStyle,l=n&&n.labelStatesModels,u=n&&n.emphasisDisabled,h=n&&n.focus,d=n&&n.blurScope;if(!n||t.hasItemOption){var p=t.getItemModel(e),A=p.getModel(\"emphasis\");o=A.getModel(\"lineStyle\").getLineStyle(),a=p.getModel([\"blur\",\"lineStyle\"]).getLineStyle(),s=p.getModel([\"select\",\"lineStyle\"]).getLineStyle(),u=A.get(\"disabled\"),h=A.get(\"focus\"),d=A.get(\"blurScope\"),l=ru(p)}var f=t.getItemVisual(e,\"style\"),g=f.stroke;r.useStyle(f),r.style.fill=null,r.style.strokeNoScale=!0,r.ensureState(\"emphasis\").style=o,r.ensureState(\"blur\").style=a,r.ensureState(\"select\").style=s,Object(c[\"k\"])(IL,(function(t){var e=this.childOfName(t);if(e){e.setColor(g),e.style.opacity=f.opacity;for(var n=0;n<Rs.length;n++){var i=Rs[n],o=r.getState(i);if(o){var a=o.style||{},s=e.ensureState(i),l=s.style||(s.style={});null!=a.stroke&&(l[e.__isEmptyBrush?\"stroke\":\"fill\"]=a.stroke),null!=a.opacity&&(l.opacity=a.opacity)}}e.markRedraw()}}),this);var m=i.getRawValue(e);iu(this,l,{labelDataIndex:e,labelFetcher:{getFormattedLabel:function(e,n){return i.getFormattedLabel(e,n,t.dataType)}},inheritColor:g||\"#000\",defaultOpacity:f.opacity,defaultText:(null==m?t.getName(e):isFinite(m)?Ji(m):m)+\"\"});var y=this.getTextContent();if(y){var v=l.normal;y.__align=y.style.align,y.__verticalAlign=y.style.verticalAlign,y.__position=v.get(\"position\")||\"middle\";var C=v.get(\"distance\");Object(c[\"t\"])(C)||(C=[C,C]),y.__labelDistance=C}this.setTextConfig({position:null,local:!0,inside:!1}),Dl(this,h,d,u)},e.prototype.highlight=function(){dl(this)},e.prototype.downplay=function(){pl(this)},e.prototype.updateLayout=function(t,e){this.setLinePoints(t.getItemLayout(e))},e.prototype.setLinePoints=function(t){var e=this.childOfName(\"line\");SL(e.shape,t),e.dirty()},e.prototype.beforeUpdate=function(){var t=this,e=t.childOfName(\"fromSymbol\"),n=t.childOfName(\"toSymbol\"),i=t.getTextContent();if(e||n||i&&!i.ignore){var r=1,o=this.parent;while(o)o.scaleX&&(r/=o.scaleX),o=o.parent;var a=t.childOfName(\"line\");if(this.__dirty||a.__dirty){var s=a.shape.percent,l=a.pointAt(0),u=a.pointAt(s),c=m([],u,l);if(w(c,c),e&&(e.setPosition(l),M(e,0),e.scaleX=e.scaleY=r*s,e.markRedraw()),n&&(n.setPosition(u),M(n,1),n.scaleX=n.scaleY=r*s,n.markRedraw()),i&&!i.ignore){i.x=i.y=0,i.originX=i.originY=0;var h=void 0,d=void 0,p=i.__labelDistance,A=p[0]*r,f=p[1]*r,g=s/2,y=a.tangentAt(g),v=[y[1],-y[0]],C=a.pointAt(g);v[1]>0&&(v[0]=-v[0],v[1]=-v[1]);var I=y[0]<0?-1:1;if(\"start\"!==i.__position&&\"end\"!==i.__position){var E=-Math.atan2(y[1],y[0]);u[0]<l[0]&&(E=Math.PI+E),i.rotation=E}var b=void 0;switch(i.__position){case\"insideStartTop\":case\"insideMiddleTop\":case\"insideEndTop\":case\"middle\":b=-f,d=\"bottom\";break;case\"insideStartBottom\":case\"insideMiddleBottom\":case\"insideEndBottom\":b=f,d=\"top\";break;default:b=0,d=\"middle\"}switch(i.__position){case\"end\":i.x=c[0]*A+u[0],i.y=c[1]*f+u[1],h=c[0]>.8?\"left\":c[0]<-.8?\"right\":\"center\",d=c[1]>.8?\"top\":c[1]<-.8?\"bottom\":\"middle\";break;case\"start\":i.x=-c[0]*A+l[0],i.y=-c[1]*f+l[1],h=c[0]>.8?\"right\":c[0]<-.8?\"left\":\"center\",d=c[1]>.8?\"bottom\":c[1]<-.8?\"top\":\"middle\";break;case\"insideStartTop\":case\"insideStart\":case\"insideStartBottom\":i.x=A*I+l[0],i.y=l[1]+b,h=y[0]<0?\"right\":\"left\",i.originX=-A*I,i.originY=-b;break;case\"insideMiddleTop\":case\"insideMiddle\":case\"insideMiddleBottom\":case\"middle\":i.x=C[0],i.y=C[1]+b,h=\"center\",i.originY=-b;break;case\"insideEndTop\":case\"insideEnd\":case\"insideEndBottom\":i.x=-A*I+u[0],i.y=u[1]+b,h=y[0]>=0?\"right\":\"left\",i.originX=A*I,i.originY=-b;break}i.scaleX=i.scaleY=r,i.setStyle({verticalAlign:i.__verticalAlign||d,align:i.__align||h})}}}function 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r=e.getItemLayout(i);if(qL(r)){var o=new this._LineCtor(e,i,this._seriesScope);o.traverse(n),this.group.add(o),e.setItemGraphicEl(i,o),this._progressiveEls.push(o)}}},t.prototype.remove=function(){this.group.removeAll()},t.prototype.eachRendered=function(t){Gg(this._progressiveEls||this.group,t)},t.prototype._doAdd=function(t,e,n){var i=t.getItemLayout(e);if(qL(i)){var r=new this._LineCtor(t,e,n);t.setItemGraphicEl(e,r),this.group.add(r)}},t.prototype._doUpdate=function(t,e,n,i,r){var o=t.getItemGraphicEl(n);qL(e.getItemLayout(i))?(o?o.updateData(e,i,r):o=new this._LineCtor(e,i,r),e.setItemGraphicEl(i,o),this.group.add(o)):this.group.remove(o)},t}();function QL(t){return t.animators&&t.animators.length>0}function DL(t){var e=t.hostModel,n=e.getModel(\"emphasis\");return{lineStyle:e.getModel(\"lineStyle\").getLineStyle(),emphasisLineStyle:n.getModel([\"lineStyle\"]).getLineStyle(),blurLineStyle:e.getModel([\"blur\",\"lineStyle\"]).getLineStyle(),selectLineStyle:e.getModel([\"select\",\"lineStyle\"]).getLineStyle(),emphasisDisabled:n.get(\"disabled\"),blurScope:n.get(\"blurScope\"),focus:n.get(\"focus\"),labelStatesModels:ru(e)}}function KL(t){return isNaN(t[0])||isNaN(t[1])}function qL(t){return t&&!KL(t[0])&&!KL(t[1])}var OL=kL,LL=[],RL=[],jL=[],TL=Qe,JL=M,GL=Math.abs;function YL(t,e,n){for(var i,r=t[0],o=t[1],a=t[2],s=1/0,l=n*n,u=.1,c=.1;c<=.9;c+=.1){LL[0]=TL(r[0],o[0],a[0],c),LL[1]=TL(r[1],o[1],a[1],c);var h=GL(JL(LL,e)-l);h<s&&(s=h,i=c)}for(var d=0;d<32;d++){var p=i+u;RL[0]=TL(r[0],o[0],a[0],i),RL[1]=TL(r[1],o[1],a[1],i),jL[0]=TL(r[0],o[0],a[0],p),jL[1]=TL(r[1],o[1],a[1],p);h=JL(RL,e)-l;if(GL(h)<.01)break;var A=JL(jL,e)-l;u/=2,h<0?A>=0?i+=u:i-=u:A>=0?i-=u:i+=u}return i}function FL(t,e){var n=[],i=Oe,r=[[],[],[]],o=[[],[]],a=[];e/=2,t.eachEdge((function(t,s){var l=t.getLayout(),u=t.getVisual(\"fromSymbol\"),c=t.getVisual(\"toSymbol\");l.__original||(l.__original=[p(l[0]),p(l[1])],l[2]&&l.__original.push(p(l[2])));var h=l.__original;if(null!=l[2]){if(d(r[0],h[0]),d(r[1],h[2]),d(r[2],h[1]),u&&\"none\"!==u){var A=rL(t.node1),f=YL(r,h[0],A*e);i(r[0][0],r[1][0],r[2][0],f,n),r[0][0]=n[3],r[1][0]=n[4],i(r[0][1],r[1][1],r[2][1],f,n),r[0][1]=n[3],r[1][1]=n[4]}if(c&&\"none\"!==c){A=rL(t.node2),f=YL(r,h[1],A*e);i(r[0][0],r[1][0],r[2][0],f,n),r[1][0]=n[1],r[2][0]=n[2],i(r[0][1],r[1][1],r[2][1],f,n),r[1][1]=n[1],r[2][1]=n[2]}d(l[0],r[0]),d(l[1],r[2]),d(l[2],r[1])}else{if(d(o[0],h[0]),d(o[1],h[1]),m(a,o[1],o[0]),w(a,a),u&&\"none\"!==u){A=rL(t.node1);g(o[0],o[0],a,A*e)}if(c&&\"none\"!==c){A=rL(t.node2);g(o[1],o[1],a,-A*e)}d(l[0],o[0]),d(l[1],o[1])}}))}function UL(t){return\"view\"===t.type}var zL=function(t){function e(){var n=null!==t&&t.apply(this,arguments)||this;return n.type=e.type,n}return l(e,t),e.prototype.init=function(t,e){var n=new Cb,i=new OL,r=this.group;this._controller=new lQ(e.getZr()),this._controllerHost={target:r},r.add(n.group),r.add(i.group),this._symbolDraw=n,this._lineDraw=i,this._firstRender=!0},e.prototype.render=function(t,e,n){var i=this,r=t.coordinateSystem;this._model=t;var o=this._symbolDraw,a=this._lineDraw,s=this.group;if(UL(r)){var l={x:r.x,y:r.y,scaleX:r.scaleX,scaleY:r.scaleY};this._firstRender?s.attr(l):Zl(s,l,t)}FL(t.getGraph(),iL(t));var u=t.getData();o.updateData(u);var c=t.getEdgeData();a.updateData(c),this._updateNodeAndLinkScale(),this._updateController(t,e,n),clearTimeout(this._layoutTimeout);var h=t.forceLayout,d=t.get([\"force\",\"layoutAnimation\"]);h&&this._startForceLayoutIteration(h,d);var p=t.get(\"layout\");u.graph.eachNode((function(e){var n=e.dataIndex,r=e.getGraphicEl(),o=e.getModel();if(r){r.off(\"drag\").off(\"dragend\");var a=o.get(\"draggable\");a&&r.on(\"drag\",(function(o){switch(p){case\"force\":h.warmUp(),!i._layouting&&i._startForceLayoutIteration(h,d),h.setFixed(n),u.setItemLayout(n,[r.x,r.y]);break;case\"circular\":u.setItemLayout(n,[r.x,r.y]),e.setLayout({fixed:!0},!0),sL(t,\"symbolSize\",e,[o.offsetX,o.offsetY]),i.updateLayout(t);break;case\"none\":default:u.setItemLayout(n,[r.x,r.y]),eL(t.getGraph(),t),i.updateLayout(t);break}})).on(\"dragend\",(function(){h&&h.setUnfixed(n)})),r.setDraggable(a,!!o.get(\"cursor\"));var s=o.get([\"emphasis\",\"focus\"]);\"adjacency\"===s&&(xs(r).focus=e.getAdjacentDataIndices())}})),u.graph.eachEdge((function(t){var e=t.getGraphicEl(),n=t.getModel().get([\"emphasis\",\"focus\"]);e&&\"adjacency\"===n&&(xs(e).focus={edge:[t.dataIndex],node:[t.node1.dataIndex,t.node2.dataIndex]})}));var A=\"circular\"===t.get(\"layout\")&&t.get([\"circular\",\"rotateLabel\"]),f=u.getLayout(\"cx\"),g=u.getLayout(\"cy\");u.graph.eachNode((function(t){uL(t,A,f,g)})),this._firstRender=!1},e.prototype.dispose=function(){this._controller&&this._controller.dispose(),this._controllerHost=null},e.prototype._startForceLayoutIteration=function(t,e){var n=this;(function i(){t.step((function(t){n.updateLayout(n._model),(n._layouting=!t)&&(e?n._layoutTimeout=setTimeout(i,16):i())}))})()},e.prototype._updateController=function(t,e,n){var i=this,r=this._controller,o=this._controllerHost,a=this.group;r.setPointerChecker((function(e,i,r){var o=a.getBoundingRect();return o.applyTransform(a.transform),o.contain(i,r)&&!pQ(e,n,t)})),UL(t.coordinateSystem)?(r.enable(t.get(\"roam\")),o.zoomLimit=t.get(\"scaleLimit\"),o.zoom=t.coordinateSystem.getZoom(),r.off(\"pan\").off(\"zoom\").on(\"pan\",(function(e){uQ(o,e.dx,e.dy),n.dispatchAction({seriesId:t.id,type:\"graphRoam\",dx:e.dx,dy:e.dy})})).on(\"zoom\",(function(e){cQ(o,e.scale,e.originX,e.originY),n.dispatchAction({seriesId:t.id,type:\"graphRoam\",zoom:e.scale,originX:e.originX,originY:e.originY}),i._updateNodeAndLinkScale(),FL(t.getGraph(),iL(t)),i._lineDraw.updateLayout(),n.updateLabelLayout()}))):r.disable()},e.prototype._updateNodeAndLinkScale=function(){var t=this._model,e=t.getData(),n=iL(t);e.eachItemGraphicEl((function(t,e){t&&t.setSymbolScale(n)}))},e.prototype.updateLayout=function(t){FL(t.getGraph(),iL(t)),this._symbolDraw.updateLayout(),this._lineDraw.updateLayout()},e.prototype.remove=function(t,e){this._symbolDraw&&this._symbolDraw.remove(),this._lineDraw&&this._lineDraw.remove()},e.type=\"graph\",e}(Vg),NL=zL;function ZL(t){return\"_EC_\"+t}var PL=function(){function t(t){this.type=\"graph\",this.nodes=[],this.edges=[],this._nodesMap={},this._edgesMap={},this._directed=t||!1}return t.prototype.isDirected=function(){return this._directed},t.prototype.addNode=function(t,e){t=null==t?\"\"+e:\"\"+t;var n=this._nodesMap;if(!n[ZL(t)]){var i=new WL(t,e);return i.hostGraph=this,this.nodes.push(i),n[ZL(t)]=i,i}},t.prototype.getNodeByIndex=function(t){var e=this.data.getRawIndex(t);return this.nodes[e]},t.prototype.getNodeById=function(t){return this._nodesMap[ZL(t)]},t.prototype.addEdge=function(t,e,n){var i=this._nodesMap,r=this._edgesMap;if(c[\"z\"](t)&&(t=this.nodes[t]),c[\"z\"](e)&&(e=this.nodes[e]),t instanceof WL||(t=i[ZL(t)]),e instanceof WL||(e=i[ZL(e)]),t&&e){var o=t.id+\"-\"+e.id,a=new VL(t,e,n);return a.hostGraph=this,this._directed&&(t.outEdges.push(a),e.inEdges.push(a)),t.edges.push(a),t!==e&&e.edges.push(a),this.edges.push(a),r[o]=a,a}},t.prototype.getEdgeByIndex=function(t){var e=this.edgeData.getRawIndex(t);return this.edges[e]},t.prototype.getEdge=function(t,e){t instanceof WL&&(t=t.id),e instanceof WL&&(e=e.id);var n=this._edgesMap;return this._directed?n[t+\"-\"+e]:n[t+\"-\"+e]||n[e+\"-\"+t]},t.prototype.eachNode=function(t,e){for(var n=this.nodes,i=n.length,r=0;r<i;r++)n[r].dataIndex>=0&&t.call(e,n[r],r)},t.prototype.eachEdge=function(t,e){for(var n=this.edges,i=n.length,r=0;r<i;r++)n[r].dataIndex>=0&&n[r].node1.dataIndex>=0&&n[r].node2.dataIndex>=0&&t.call(e,n[r],r)},t.prototype.breadthFirstTraverse=function(t,e,n,i){if(e instanceof WL||(e=this._nodesMap[ZL(e)]),e){for(var r=\"out\"===n?\"outEdges\":\"in\"===n?\"inEdges\":\"edges\",o=0;o<this.nodes.length;o++)this.nodes[o].__visited=!1;if(!t.call(i,e,null)){var a=[e];while(a.length){var s=a.shift(),l=s[r];for(o=0;o<l.length;o++){var u=l[o],c=u.node1===s?u.node2:u.node1;if(!c.__visited){if(t.call(i,c,s))return;a.push(c),c.__visited=!0}}}}}},t.prototype.update=function(){for(var t=this.data,e=this.edgeData,n=this.nodes,i=this.edges,r=0,o=n.length;r<o;r++)n[r].dataIndex=-1;for(r=0,o=t.count();r<o;r++)n[t.getRawIndex(r)].dataIndex=r;e.filterSelf((function(t){var n=i[e.getRawIndex(t)];return n.node1.dataIndex>=0&&n.node2.dataIndex>=0}));for(r=0,o=i.length;r<o;r++)i[r].dataIndex=-1;for(r=0,o=e.count();r<o;r++)i[e.getRawIndex(r)].dataIndex=r},t.prototype.clone=function(){for(var e=new t(this._directed),n=this.nodes,i=this.edges,r=0;r<n.length;r++)e.addNode(n[r].id,n[r].dataIndex);for(r=0;r<i.length;r++){var o=i[r];e.addEdge(o.node1.id,o.node2.id,o.dataIndex)}return e},t}(),WL=function(){function t(t,e){this.inEdges=[],this.outEdges=[],this.edges=[],this.dataIndex=-1,this.id=null==t?\"\":t,this.dataIndex=null==e?-1:e}return t.prototype.degree=function(){return this.edges.length},t.prototype.inDegree=function(){return this.inEdges.length},t.prototype.outDegree=function(){return this.outEdges.length},t.prototype.getModel=function(t){if(!(this.dataIndex<0)){var e=this.hostGraph,n=e.data.getItemModel(this.dataIndex);return n.getModel(t)}},t.prototype.getAdjacentDataIndices=function(){for(var t={edge:[],node:[]},e=0;e<this.edges.length;e++){var n=this.edges[e];n.dataIndex<0||(t.edge.push(n.dataIndex),t.node.push(n.node1.dataIndex,n.node2.dataIndex))}return t},t}(),VL=function(){function t(t,e,n){this.dataIndex=-1,this.node1=t,this.node2=e,this.dataIndex=null==n?-1:n}return t.prototype.getModel=function(t){if(!(this.dataIndex<0)){var e=this.hostGraph,n=e.edgeData.getItemModel(this.dataIndex);return n.getModel(t)}},t.prototype.getAdjacentDataIndices=function(){return{edge:[this.dataIndex],node:[this.node1.dataIndex,this.node2.dataIndex]}},t}();function HL(t,e){return{getValue:function(n){var i=this[t][e];return i.getStore().get(i.getDimensionIndex(n||\"value\"),this.dataIndex)},setVisual:function(n,i){this.dataIndex>=0&&this[t][e].setItemVisual(this.dataIndex,n,i)},getVisual:function(n){return this[t][e].getItemVisual(this.dataIndex,n)},setLayout:function(n,i){this.dataIndex>=0&&this[t][e].setItemLayout(this.dataIndex,n,i)},getLayout:function(){return this[t][e].getItemLayout(this.dataIndex)},getGraphicEl:function(){return this[t][e].getItemGraphicEl(this.dataIndex)},getRawIndex:function(){return this[t][e].getRawIndex(this.dataIndex)}}}c[\"K\"](WL,HL(\"hostGraph\",\"data\")),c[\"K\"](VL,HL(\"hostGraph\",\"edgeData\"));var XL=PL;function _L(t,e,n,i,r){for(var o=new XL(i),a=0;a<t.length;a++)o.addNode(c[\"O\"](t[a].id,t[a].name,a),a);var s=[],l=[],u=0;for(a=0;a<e.length;a++){var h=e[a],d=h.source,p=h.target;o.addEdge(d,p,u)&&(l.push(h),s.push(c[\"O\"](br(h.id,null),d+\" > \"+p)),u++)}var A,f=n.get(\"coordinateSystem\");if(\"cartesian2d\"===f||\"polar\"===f)A=lb(t,n);else{var g=Vh.get(f),m=g&&g.dimensions||[];c[\"r\"](m,\"value\")<0&&m.concat([\"value\"]);var y=NE(t,{coordDimensions:m,encodeDefine:n.getEncode()}).dimensions;A=new zE(y,n),A.initData(t)}var v=new zE([\"value\"],n);return v.initData(l,s),r&&r(A,v),PK({mainData:A,struct:o,structAttr:\"graph\",datas:{node:A,edge:v},datasAttr:{node:\"data\",edge:\"edgeData\"}}),o.update(),o}var $L=function(t){function e(){var n=null!==t&&t.apply(this,arguments)||this;return n.type=e.type,n.hasSymbolVisual=!0,n}return l(e,t),e.prototype.init=function(e){t.prototype.init.apply(this,arguments);var n=this;function i(){return n._categoriesData}this.legendVisualProvider=new SS(i,i),this.fillDataTextStyle(e.edges||e.links),this._updateCategoriesData()},e.prototype.mergeOption=function(e){t.prototype.mergeOption.apply(this,arguments),this.fillDataTextStyle(e.edges||e.links),this._updateCategoriesData()},e.prototype.mergeDefaultAndTheme=function(e){t.prototype.mergeDefaultAndTheme.apply(this,arguments),hr(e,\"edgeLabel\",[\"show\"])},e.prototype.getInitialData=function(t,e){var n=t.edges||t.links||[],i=t.data||t.nodes||[],r=this;if(i&&n){XO(this);var o=_L(i,n,this,!0,a);return c[\"k\"](o.edges,(function(t){_O(t.node1,t.node2,this,t.dataIndex)}),this),o.data}function a(t,e){t.wrapMethod(\"getItemModel\",(function(t){var e=r._categoriesModels,n=t.getShallow(\"category\"),i=e[n];return i&&(i.parentModel=t.parentModel,t.parentModel=i),t}));var n=ku.prototype.getModel;function i(t,e){var i=n.call(this,t,e);return i.resolveParentPath=o,i}function o(t){if(t&&(\"label\"===t[0]||\"label\"===t[1])){var e=t.slice();return\"label\"===t[0]?e[0]=\"edgeLabel\":\"label\"===t[1]&&(e[1]=\"edgeLabel\"),e}return t}e.wrapMethod(\"getItemModel\",(function(t){return t.resolveParentPath=o,t.getModel=i,t}))}},e.prototype.getGraph=function(){return this.getData().graph},e.prototype.getEdgeData=function(){return this.getGraph().edgeData},e.prototype.getCategoriesData=function(){return this._categoriesData},e.prototype.formatTooltip=function(t,e,n){if(\"edge\"===n){var i=this.getData(),r=this.getDataParams(t,n),o=i.graph.getEdgeByIndex(t),a=i.getName(o.node1.dataIndex),s=i.getName(o.node2.dataIndex),l=[];return null!=a&&l.push(a),null!=s&&l.push(s),Vp(\"nameValue\",{name:l.join(\" > \"),value:r.value,noValue:null==r.value})}var u=hA({series:this,dataIndex:t,multipleSeries:e});return u},e.prototype._updateCategoriesData=function(){var t=c[\"H\"](this.option.categories||[],(function(t){return null!=t.value?t:c[\"m\"]({value:0},t)})),e=new zE([\"value\"],this);e.initData(t),this._categoriesData=e,this._categoriesModels=e.mapArray((function(t){return e.getItemModel(t)}))},e.prototype.setZoom=function(t){this.option.zoom=t},e.prototype.setCenter=function(t){this.option.center=t},e.prototype.isAnimationEnabled=function(){return t.prototype.isAnimationEnabled.call(this)&&!(\"force\"===this.get(\"layout\")&&this.get([\"force\",\"layoutAnimation\"]))},e.type=\"series.graph\",e.dependencies=[\"grid\",\"polar\",\"geo\",\"singleAxis\",\"calendar\"],e.defaultOption={z:2,coordinateSystem:\"view\",legendHoverLink:!0,layout:null,circular:{rotateLabel:!1},force:{initLayout:null,repulsion:[0,50],gravity:.1,friction:.6,edgeLength:30,layoutAnimation:!0},left:\"center\",top:\"center\",symbol:\"circle\",symbolSize:10,edgeSymbol:[\"none\",\"none\"],edgeSymbolSize:10,edgeLabel:{position:\"middle\",distance:5},draggable:!1,roam:!1,center:null,zoom:1,nodeScaleRatio:.6,label:{show:!1,formatter:\"{b}\"},itemStyle:{},lineStyle:{color:\"#aaa\",width:1,opacity:.5},emphasis:{scale:!0,label:{show:!0}},select:{itemStyle:{borderColor:\"#212121\"}}},e}(MA),tR=$L,eR={type:\"graphRoam\",event:\"graphRoam\",update:\"none\"};function nR(t){t.registerChartView(NL),t.registerSeriesModel(tR),t.registerProcessor(JO),t.registerVisual(GO),t.registerVisual(FO),t.registerLayout(nL),t.registerLayout(t.PRIORITY.VISUAL.POST_CHART_LAYOUT,cL),t.registerLayout(pL),t.registerCoordinateSystem(\"graphView\",{dimensions:PD.dimensions,create:fL}),t.registerAction({type:\"focusNodeAdjacency\",event:\"focusNodeAdjacency\",update:\"series:focusNodeAdjacency\"},c[\"L\"]),t.registerAction({type:\"unfocusNodeAdjacency\",event:\"unfocusNodeAdjacency\",update:\"series:unfocusNodeAdjacency\"},c[\"L\"]),t.registerAction(eR,(function(t,e,n){e.eachComponent({mainType:\"series\",query:t},(function(e){var i=e.coordinateSystem,r=sK(i,t,void 0,n);e.setCenter&&e.setCenter(r.center),e.setZoom&&e.setZoom(r.zoom)}))}))}var iR=function(){function t(){this.angle=0,this.width=10,this.r=10,this.x=0,this.y=0}return t}(),rR=function(t){function e(e){var n=t.call(this,e)||this;return n.type=\"pointer\",n}return l(e,t),e.prototype.getDefaultShape=function(){return new iR},e.prototype.buildPath=function(t,e){var n=Math.cos,i=Math.sin,r=e.r,o=e.width,a=e.angle,s=e.x-n(a)*o*(o>=r/3?1:2),l=e.y-i(a)*o*(o>=r/3?1:2);a=e.angle-Math.PI/2,t.moveTo(s,l),t.lineTo(e.x+n(a)*o,e.y+i(a)*o),t.lineTo(e.x+n(e.angle)*r,e.y+i(e.angle)*r),t.lineTo(e.x-n(a)*o,e.y-i(a)*o),t.lineTo(s,l)},e}(Na),oR=rR;function aR(t,e){var n=t.get(\"center\"),i=e.getWidth(),r=e.getHeight(),o=Math.min(i,r),a=Ti(n[0],e.getWidth()),s=Ti(n[1],e.getHeight()),l=Ti(t.get(\"radius\"),o/2);return{cx:a,cy:s,r:l}}function sR(t,e){var n=null==t?\"\":t+\"\";return e&&(Object(c[\"C\"])(e)?n=e.replace(\"{value}\",n):Object(c[\"w\"])(e)&&(n=e(t))),n}var lR=function(t){function e(){var n=null!==t&&t.apply(this,arguments)||this;return n.type=e.type,n}return l(e,t),e.prototype.render=function(t,e,n){this.group.removeAll();var i=t.get([\"axisLine\",\"lineStyle\",\"color\"]),r=aR(t,n);this._renderMain(t,e,n,i,r),this._data=t.getData()},e.prototype.dispose=function(){},e.prototype._renderMain=function(t,e,n,i,r){var o=this.group,a=t.get(\"clockwise\"),s=-t.get(\"startAngle\")/180*Math.PI,l=-t.get(\"endAngle\")/180*Math.PI,u=t.getModel(\"axisLine\"),h=u.get(\"roundCap\"),d=h?DM:If,p=u.get(\"show\"),A=u.getModel(\"lineStyle\"),f=A.get(\"width\"),g=[s,l];ma(g,!a),s=g[0],l=g[1];for(var m=l-s,y=s,v=[],C=0;p&&C<i.length;C++){var w=Math.min(Math.max(i[C][0],0),1);l=s+m*w;var I=new d({shape:{startAngle:y,endAngle:l,cx:r.cx,cy:r.cy,clockwise:a,r0:r.r-f,r:r.r},silent:!0});I.setStyle({fill:i[C][1]}),I.setStyle(A.getLineStyle([\"color\",\"width\"])),v.push(I),y=l}v.reverse(),Object(c[\"k\"])(v,(function(t){return o.add(t)}));var E=function(t){if(t<=0)return i[0][1];var e;for(e=0;e<i.length;e++)if(i[e][0]>=t&&(0===e?0:i[e-1][0])<t)return i[e][1];return i[e-1][1]};this._renderTicks(t,e,n,E,r,s,l,a,f),this._renderTitleAndDetail(t,e,n,E,r),this._renderAnchor(t,r),this._renderPointer(t,e,n,E,r,s,l,a,f)},e.prototype._renderTicks=function(t,e,n,i,r,o,a,s,l){for(var u,h,d=this.group,p=r.cx,A=r.cy,f=r.r,g=+t.get(\"min\"),m=+t.get(\"max\"),y=t.getModel(\"splitLine\"),v=t.getModel(\"axisTick\"),C=t.getModel(\"axisLabel\"),w=t.get(\"splitNumber\"),I=v.get(\"splitNumber\"),E=Ti(y.get(\"length\"),f),b=Ti(v.get(\"length\"),f),M=o,S=(a-o)/w,x=S/I,B=y.getModel(\"lineStyle\").getLineStyle(),k=v.getModel(\"lineStyle\").getLineStyle(),Q=y.get(\"distance\"),D=0;D<=w;D++){if(u=Math.cos(M),h=Math.sin(M),y.get(\"show\")){var K=Q?Q+l:l,q=new jf({shape:{x1:u*(f-K)+p,y1:h*(f-K)+A,x2:u*(f-E-K)+p,y2:h*(f-E-K)+A},style:B,silent:!0});\"auto\"===B.stroke&&q.setStyle({stroke:i(D/w)}),d.add(q)}if(C.get(\"show\")){K=C.get(\"distance\")+Q;var O=sR(Ji(D/w*(m-g)+g),C.get(\"formatter\")),L=i(D/w),R=u*(f-E-K)+p,j=h*(f-E-K)+A,T=C.get(\"rotate\"),J=0;\"radial\"===T?(J=-M+2*Math.PI,J>Math.PI/2&&(J+=Math.PI)):\"tangential\"===T?J=-M-Math.PI/2:Object(c[\"z\"])(T)&&(J=T*Math.PI/180),0===J?d.add(new Ss({style:ou(C,{text:O,x:R,y:j,verticalAlign:h<-.8?\"top\":h>.8?\"bottom\":\"middle\",align:u<-.4?\"left\":u>.4?\"right\":\"center\"},{inheritColor:L}),silent:!0})):d.add(new Ss({style:ou(C,{text:O,x:R,y:j,verticalAlign:\"middle\",align:\"center\"},{inheritColor:L}),silent:!0,originX:R,originY:j,rotation:J}))}if(v.get(\"show\")&&D!==w){K=v.get(\"distance\");K=K?K+l:l;for(var G=0;G<=I;G++){u=Math.cos(M),h=Math.sin(M);var Y=new jf({shape:{x1:u*(f-K)+p,y1:h*(f-K)+A,x2:u*(f-b-K)+p,y2:h*(f-b-K)+A},silent:!0,style:k});\"auto\"===k.stroke&&Y.setStyle({stroke:i((D+G/I)/w)}),d.add(Y),M+=x}M-=x}else M+=S}},e.prototype._renderPointer=function(t,e,n,i,r,o,a,s,l){var u=this.group,h=this._data,d=this._progressEls,p=[],A=t.get([\"pointer\",\"show\"]),f=t.getModel(\"progress\"),g=f.get(\"show\"),m=t.getData(),y=m.mapDimension(\"value\"),v=+t.get(\"min\"),C=+t.get(\"max\"),w=[v,C],I=[o,a];function E(e,n){var i,o=m.getItemModel(e),a=o.getModel(\"pointer\"),s=Ti(a.get(\"width\"),r.r),l=Ti(a.get(\"length\"),r.r),u=t.get([\"pointer\",\"icon\"]),c=a.get(\"offsetCenter\"),h=Ti(c[0],r.r),d=Ti(c[1],r.r),p=a.get(\"keepAspect\");return i=u?ly(u,h-s/2,d-l,s,l,null,p):new oR({shape:{angle:-Math.PI/2,width:s,r:l,x:h,y:d}}),i.rotation=-(n+Math.PI/2),i.x=r.cx,i.y=r.cy,i}function b(t,e){var n=f.get(\"roundCap\"),i=n?DM:If,a=f.get(\"overlap\"),u=a?f.get(\"width\"):l/m.count(),c=a?r.r-u:r.r-(t+1)*u,h=a?r.r:r.r-t*u,d=new i({shape:{startAngle:o,endAngle:e,cx:r.cx,cy:r.cy,clockwise:s,r0:c,r:h}});return a&&(d.z2=C-m.get(y,t)%C),d}(g||A)&&(m.diff(h).add((function(e){var n=m.get(y,e);if(A){var i=E(e,o);Pl(i,{rotation:-((isNaN(+n)?I[0]:ji(n,w,I,!0))+Math.PI/2)},t),u.add(i),m.setItemGraphicEl(e,i)}if(g){var r=b(e,o),a=f.get(\"clip\");Pl(r,{shape:{endAngle:ji(n,w,I,a)}},t),u.add(r),Bs(t.seriesIndex,m.dataType,e,r),p[e]=r}})).update((function(e,n){var i=m.get(y,e);if(A){var r=h.getItemGraphicEl(n),a=r?r.rotation:o,s=E(e,a);s.rotation=a,Zl(s,{rotation:-((isNaN(+i)?I[0]:ji(i,w,I,!0))+Math.PI/2)},t),u.add(s),m.setItemGraphicEl(e,s)}if(g){var l=d[n],c=l?l.shape.endAngle:o,v=b(e,c),C=f.get(\"clip\");Zl(v,{shape:{endAngle:ji(i,w,I,C)}},t),u.add(v),Bs(t.seriesIndex,m.dataType,e,v),p[e]=v}})).execute(),m.each((function(t){var e=m.getItemModel(t),n=e.getModel(\"emphasis\"),r=n.get(\"focus\"),o=n.get(\"blurScope\"),a=n.get(\"disabled\");if(A){var s=m.getItemGraphicEl(t),l=m.getItemVisual(t,\"style\"),u=l.fill;if(s instanceof $a){var h=s.style;s.useStyle(Object(c[\"m\"])({image:h.image,x:h.x,y:h.y,width:h.width,height:h.height},l))}else s.useStyle(l),\"pointer\"!==s.type&&s.setColor(u);s.setStyle(e.getModel([\"pointer\",\"itemStyle\"]).getItemStyle()),\"auto\"===s.style.fill&&s.setStyle(\"fill\",i(ji(m.get(y,t),w,[0,1],!0))),s.z2EmphasisLift=0,Ll(s,e),Dl(s,r,o,a)}if(g){var d=p[t];d.useStyle(m.getItemVisual(t,\"style\")),d.setStyle(e.getModel([\"progress\",\"itemStyle\"]).getItemStyle()),d.z2EmphasisLift=0,Ll(d,e),Dl(d,r,o,a)}})),this._progressEls=p)},e.prototype._renderAnchor=function(t,e){var n=t.getModel(\"anchor\"),i=n.get(\"show\");if(i){var r=n.get(\"size\"),o=n.get(\"icon\"),a=n.get(\"offsetCenter\"),s=n.get(\"keepAspect\"),l=ly(o,e.cx-r/2+Ti(a[0],e.r),e.cy-r/2+Ti(a[1],e.r),r,r,null,s);l.z2=n.get(\"showAbove\")?1:0,l.setStyle(n.getModel(\"itemStyle\").getItemStyle()),this.group.add(l)}},e.prototype._renderTitleAndDetail=function(t,e,n,i,r){var o=this,a=t.getData(),s=a.mapDimension(\"value\"),l=+t.get(\"min\"),u=+t.get(\"max\"),c=new Si,h=[],d=[],p=t.isAnimationEnabled(),A=t.get([\"pointer\",\"showAbove\"]);a.diff(this._data).add((function(t){h[t]=new Ss({silent:!0}),d[t]=new Ss({silent:!0})})).update((function(t,e){h[t]=o._titleEls[e],d[t]=o._detailEls[e]})).execute(),a.each((function(e){var n=a.getItemModel(e),o=a.get(s,e),f=new Si,g=i(ji(o,[l,u],[0,1],!0)),m=n.getModel(\"title\");if(m.get(\"show\")){var y=m.get(\"offsetCenter\"),v=r.cx+Ti(y[0],r.r),C=r.cy+Ti(y[1],r.r),w=h[e];w.attr({z2:A?0:2,style:ou(m,{x:v,y:C,text:a.getName(e),align:\"center\",verticalAlign:\"middle\"},{inheritColor:g})}),f.add(w)}var I=n.getModel(\"detail\");if(I.get(\"show\")){var E=I.get(\"offsetCenter\"),b=r.cx+Ti(E[0],r.r),M=r.cy+Ti(E[1],r.r),S=Ti(I.get(\"width\"),r.r),x=Ti(I.get(\"height\"),r.r),B=t.get([\"progress\",\"show\"])?a.getItemVisual(e,\"style\").fill:g,k=(w=d[e],I.get(\"formatter\"));w.attr({z2:A?0:2,style:ou(I,{x:b,y:M,text:sR(o,k),width:isNaN(S)?null:S,height:isNaN(x)?null:x,align:\"center\",verticalAlign:\"middle\"},{inheritColor:B})}),fu(w,{normal:I},o,(function(t){return sR(t,k)})),p&&gu(w,e,a,t,{getFormattedLabel:function(t,e,n,i,r,a){return sR(a?a.interpolatedValue:o,k)}}),f.add(w)}c.add(f)})),this.group.add(c),this._titleEls=h,this._detailEls=d},e.type=\"gauge\",e}(Vg),uR=lR,cR=function(t){function e(){var n=null!==t&&t.apply(this,arguments)||this;return n.type=e.type,n.visualStyleAccessPath=\"itemStyle\",n}return l(e,t),e.prototype.getInitialData=function(t,e){return bS(this,[\"value\"])},e.type=\"series.gauge\",e.defaultOption={z:2,colorBy:\"data\",center:[\"50%\",\"50%\"],legendHoverLink:!0,radius:\"75%\",startAngle:225,endAngle:-45,clockwise:!0,min:0,max:100,splitNumber:10,axisLine:{show:!0,roundCap:!1,lineStyle:{color:[[1,\"#E6EBF8\"]],width:10}},progress:{show:!1,overlap:!0,width:10,roundCap:!1,clip:!0},splitLine:{show:!0,length:10,distance:10,lineStyle:{color:\"#63677A\",width:3,type:\"solid\"}},axisTick:{show:!0,splitNumber:5,length:6,distance:10,lineStyle:{color:\"#63677A\",width:1,type:\"solid\"}},axisLabel:{show:!0,distance:15,color:\"#464646\",fontSize:12,rotate:0},pointer:{icon:null,offsetCenter:[0,0],show:!0,showAbove:!0,length:\"60%\",width:6,keepAspect:!1},anchor:{show:!1,showAbove:!1,size:6,icon:\"circle\",offsetCenter:[0,0],keepAspect:!1,itemStyle:{color:\"#fff\",borderWidth:0,borderColor:\"#5470c6\"}},title:{show:!0,offsetCenter:[0,\"20%\"],color:\"#464646\",fontSize:16,valueAnimation:!1},detail:{show:!0,backgroundColor:\"rgba(0,0,0,0)\",borderWidth:0,borderColor:\"#ccc\",width:100,height:null,padding:[5,10],offsetCenter:[0,\"40%\"],color:\"#464646\",fontSize:30,fontWeight:\"bold\",lineHeight:30,valueAnimation:!1}},e}(MA),hR=cR;function dR(t){t.registerChartView(uR),t.registerSeriesModel(hR)}var pR=[\"itemStyle\",\"opacity\"],AR=function(t){function e(e,n){var i=t.call(this)||this,r=i,o=new qf,a=new Ss;return r.setTextContent(a),i.setTextGuideLine(o),i.updateData(e,n,!0),i}return l(e,t),e.prototype.updateData=function(t,e,n){var i=this,r=t.hostModel,o=t.getItemModel(e),a=t.getItemLayout(e),s=o.getModel(\"emphasis\"),l=o.get(pR);l=null==l?1:l,n||_l(i),i.useStyle(t.getItemVisual(e,\"style\")),i.style.lineJoin=\"round\",n?(i.setShape({points:a.points}),i.style.opacity=0,Pl(i,{style:{opacity:l}},r,e)):Zl(i,{style:{opacity:l},shape:{points:a.points}},r,e),Ll(i,o),this._updateLabel(t,e),Dl(this,s.get(\"focus\"),s.get(\"blurScope\"),s.get(\"disabled\"))},e.prototype._updateLabel=function(t,e){var n=this,i=this.getTextGuideLine(),r=n.getTextContent(),o=t.hostModel,a=t.getItemModel(e),s=t.getItemLayout(e),l=s.label,u=t.getItemVisual(e,\"style\"),c=u.fill;iu(r,ru(a),{labelFetcher:t.hostModel,labelDataIndex:e,defaultOpacity:u.opacity,defaultText:t.getName(e)},{normal:{align:l.textAlign,verticalAlign:l.verticalAlign}}),n.setTextConfig({local:!0,inside:!!l.inside,insideStroke:c,outsideFill:c});var h=l.linePoints;i.setShape({points:h}),n.textGuideLineConfig={anchor:h?new wt(h[0][0],h[0][1]):null},Zl(r,{style:{x:l.x,y:l.y}},o,e),r.attr({rotation:l.rotation,originX:l.x,originY:l.y,z2:10}),aw(n,sw(a),{stroke:c})},e}(Qf),fR=function(t){function e(){var n=null!==t&&t.apply(this,arguments)||this;return n.type=e.type,n.ignoreLabelLineUpdate=!0,n}return l(e,t),e.prototype.render=function(t,e,n){var i=t.getData(),r=this._data,o=this.group;i.diff(r).add((function(t){var e=new AR(i,t);i.setItemGraphicEl(t,e),o.add(e)})).update((function(t,e){var n=r.getItemGraphicEl(e);n.updateData(i,t),o.add(n),i.setItemGraphicEl(t,n)})).remove((function(e){var n=r.getItemGraphicEl(e);Xl(n,t,e)})).execute(),this._data=i},e.prototype.remove=function(){this.group.removeAll(),this._data=null},e.prototype.dispose=function(){},e.type=\"funnel\",e}(Vg),gR=fR,mR=function(t){function e(){var n=null!==t&&t.apply(this,arguments)||this;return n.type=e.type,n}return l(e,t),e.prototype.init=function(e){t.prototype.init.apply(this,arguments),this.legendVisualProvider=new SS(c[\"c\"](this.getData,this),c[\"c\"](this.getRawData,this)),this._defaultLabelLine(e)},e.prototype.getInitialData=function(t,e){return bS(this,{coordDimensions:[\"value\"],encodeDefaulter:c[\"h\"](fh,this)})},e.prototype._defaultLabelLine=function(t){hr(t,\"labelLine\",[\"show\"]);var e=t.labelLine,n=t.emphasis.labelLine;e.show=e.show&&t.label.show,n.show=n.show&&t.emphasis.label.show},e.prototype.getDataParams=function(e){var n=this.getData(),i=t.prototype.getDataParams.call(this,e),r=n.mapDimension(\"value\"),o=n.getSum(r);return i.percent=o?+(n.get(r,e)/o*100).toFixed(2):0,i.$vars.push(\"percent\"),i},e.type=\"series.funnel\",e.defaultOption={z:2,legendHoverLink:!0,colorBy:\"data\",left:80,top:60,right:80,bottom:60,minSize:\"0%\",maxSize:\"100%\",sort:\"descending\",orient:\"vertical\",gap:0,funnelAlign:\"center\",label:{show:!0,position:\"outer\"},labelLine:{show:!0,length:20,lineStyle:{width:1}},itemStyle:{borderColor:\"#fff\",borderWidth:1},emphasis:{label:{show:!0}},select:{itemStyle:{borderColor:\"#212121\"}}},e}(MA),yR=mR;function vR(t,e){return Fc(t.getBoxLayoutParams(),{width:e.getWidth(),height:e.getHeight()})}function CR(t,e){for(var n=t.mapDimension(\"value\"),i=t.mapArray(n,(function(t){return t})),r=[],o=\"ascending\"===e,a=0,s=t.count();a<s;a++)r[a]=a;return Object(c[\"w\"])(e)?r.sort(e):\"none\"!==e&&r.sort((function(t,e){return o?i[t]-i[e]:i[e]-i[t]})),r}function wR(t){var e=t.hostModel,n=e.get(\"orient\");t.each((function(e){var i,r,o,a,s=t.getItemModel(e),l=s.getModel(\"label\"),u=l.get(\"position\"),c=s.getModel(\"labelLine\"),h=t.getItemLayout(e),d=h.points,p=\"inner\"===u||\"inside\"===u||\"center\"===u||\"insideLeft\"===u||\"insideRight\"===u;if(p)\"insideLeft\"===u?(r=(d[0][0]+d[3][0])/2+5,o=(d[0][1]+d[3][1])/2,i=\"left\"):\"insideRight\"===u?(r=(d[1][0]+d[2][0])/2-5,o=(d[1][1]+d[2][1])/2,i=\"right\"):(r=(d[0][0]+d[1][0]+d[2][0]+d[3][0])/4,o=(d[0][1]+d[1][1]+d[2][1]+d[3][1])/4,i=\"center\"),a=[[r,o],[r,o]];else{var A=void 0,f=void 0,g=void 0,m=void 0,y=c.get(\"length\");0,\"left\"===u?(A=(d[3][0]+d[0][0])/2,f=(d[3][1]+d[0][1])/2,g=A-y,r=g-5,i=\"right\"):\"right\"===u?(A=(d[1][0]+d[2][0])/2,f=(d[1][1]+d[2][1])/2,g=A+y,r=g+5,i=\"left\"):\"top\"===u?(A=(d[3][0]+d[0][0])/2,f=(d[3][1]+d[0][1])/2,m=f-y,o=m-5,i=\"center\"):\"bottom\"===u?(A=(d[1][0]+d[2][0])/2,f=(d[1][1]+d[2][1])/2,m=f+y,o=m+5,i=\"center\"):\"rightTop\"===u?(A=\"horizontal\"===n?d[3][0]:d[1][0],f=\"horizontal\"===n?d[3][1]:d[1][1],\"horizontal\"===n?(m=f-y,o=m-5,i=\"center\"):(g=A+y,r=g+5,i=\"top\")):\"rightBottom\"===u?(A=d[2][0],f=d[2][1],\"horizontal\"===n?(m=f+y,o=m+5,i=\"center\"):(g=A+y,r=g+5,i=\"bottom\")):\"leftTop\"===u?(A=d[0][0],f=\"horizontal\"===n?d[0][1]:d[1][1],\"horizontal\"===n?(m=f-y,o=m-5,i=\"center\"):(g=A-y,r=g-5,i=\"right\")):\"leftBottom\"===u?(A=\"horizontal\"===n?d[1][0]:d[3][0],f=\"horizontal\"===n?d[1][1]:d[2][1],\"horizontal\"===n?(m=f+y,o=m+5,i=\"center\"):(g=A-y,r=g-5,i=\"right\")):(A=(d[1][0]+d[2][0])/2,f=(d[1][1]+d[2][1])/2,\"horizontal\"===n?(m=f+y,o=m+5,i=\"center\"):(g=A+y,r=g+5,i=\"left\")),\"horizontal\"===n?(g=A,r=g):(m=f,o=m),a=[[A,f],[g,m]]}h.label={linePoints:a,x:r,y:o,verticalAlign:\"middle\",textAlign:i,inside:p}}))}function IR(t,e){t.eachSeriesByType(\"funnel\",(function(t){var n=t.getData(),i=n.mapDimension(\"value\"),r=t.get(\"sort\"),o=vR(t,e),a=t.get(\"orient\"),s=o.width,l=o.height,u=CR(n,r),c=o.x,h=o.y,d=\"horizontal\"===a?[Ti(t.get(\"minSize\"),l),Ti(t.get(\"maxSize\"),l)]:[Ti(t.get(\"minSize\"),s),Ti(t.get(\"maxSize\"),s)],p=n.getDataExtent(i),A=t.get(\"min\"),f=t.get(\"max\");null==A&&(A=Math.min(p[0],0)),null==f&&(f=p[1]);var g=t.get(\"funnelAlign\"),m=t.get(\"gap\"),y=\"horizontal\"===a?s:l,v=(y-m*(n.count()-1))/n.count(),C=function(t,e){if(\"horizontal\"===a){var r=n.get(i,t)||0,o=ji(r,[A,f],d,!0),u=void 0;switch(g){case\"top\":u=h;break;case\"center\":u=h+(l-o)/2;break;case\"bottom\":u=h+(l-o);break}return[[e,u],[e,u+o]]}var p,m=n.get(i,t)||0,y=ji(m,[A,f],d,!0);switch(g){case\"left\":p=c;break;case\"center\":p=c+(s-y)/2;break;case\"right\":p=c+s-y;break}return[[p,e],[p+y,e]]};\"ascending\"===r&&(v=-v,m=-m,\"horizontal\"===a?c+=s:h+=l,u=u.reverse());for(var w=0;w<u.length;w++){var I=u[w],E=u[w+1],b=n.getItemModel(I);if(\"horizontal\"===a){var M=b.get([\"itemStyle\",\"width\"]);null==M?M=v:(M=Ti(M,s),\"ascending\"===r&&(M=-M));var S=C(I,c),x=C(E,c+M);c+=M+m,n.setItemLayout(I,{points:S.concat(x.slice().reverse())})}else{var B=b.get([\"itemStyle\",\"height\"]);null==B?B=v:(B=Ti(B,l),\"ascending\"===r&&(B=-B));S=C(I,h),x=C(E,h+B);h+=B+m,n.setItemLayout(I,{points:S.concat(x.slice().reverse())})}}wR(n)}))}function ER(t){t.registerChartView(gR),t.registerSeriesModel(yR),t.registerLayout(IR),t.registerProcessor(pS(\"funnel\"))}var bR=.3,MR=function(t){function e(){var n=null!==t&&t.apply(this,arguments)||this;return n.type=e.type,n._dataGroup=new Si,n._initialized=!1,n}return l(e,t),e.prototype.init=function(){this.group.add(this._dataGroup)},e.prototype.render=function(t,e,n,i){this._progressiveEls=null;var r=this._dataGroup,o=t.getData(),a=this._data,s=t.coordinateSystem,l=s.dimensions,u=kR(t);function c(t){var e=BR(o,r,t,l,s);QR(e,o,t,u)}function h(e,n){var i=a.getItemGraphicEl(n),r=xR(o,e,l,s);o.setItemGraphicEl(e,i),Zl(i,{shape:{points:r}},t,e),_l(i),QR(i,o,e,u)}function d(t){var e=a.getItemGraphicEl(t);r.remove(e)}if(o.diff(a).add(c).update(h).remove(d).execute(),!this._initialized){this._initialized=!0;var p=SR(s,t,(function(){setTimeout((function(){r.removeClipPath()}))}));r.setClipPath(p)}this._data=o},e.prototype.incrementalPrepareRender=function(t,e,n){this._initialized=!0,this._data=null,this._dataGroup.removeAll()},e.prototype.incrementalRender=function(t,e,n){for(var i=e.getData(),r=e.coordinateSystem,o=r.dimensions,a=kR(e),s=this._progressiveEls=[],l=t.start;l<t.end;l++){var u=BR(i,this._dataGroup,l,o,r);u.incremental=!0,QR(u,i,l,a),s.push(u)}},e.prototype.remove=function(){this._dataGroup&&this._dataGroup.removeAll(),this._data=null},e.type=\"parallel\",e}(Vg);function SR(t,e,n){var i=t.model,r=t.getRect(),o=new ls({shape:{x:r.x,y:r.y,width:r.width,height:r.height}}),a=\"horizontal\"===i.get(\"layout\")?\"width\":\"height\";return o.setShape(a,0),Pl(o,{shape:{width:r.width,height:r.height}},e,n),o}function xR(t,e,n,i){for(var r=[],o=0;o<n.length;o++){var a=n[o],s=t.get(t.mapDimension(a),e);DR(s,i.getAxis(a).type)||r.push(i.dataToPoint(s,a))}return r}function BR(t,e,n,i,r){var o=xR(t,n,i,r),a=new qf({shape:{points:o},z2:10});return e.add(a),t.setItemGraphicEl(n,a),a}function kR(t){var e=t.get(\"smooth\",!0);return!0===e&&(e=bR),e=nr(e),Object(c[\"l\"])(e)&&(e=0),{smooth:e}}function QR(t,e,n,i){t.useStyle(e.getItemVisual(n,\"style\")),t.style.fill=null,t.setShape(\"smooth\",i.smooth);var r=e.getItemModel(n),o=r.getModel(\"emphasis\");Ll(t,r,\"lineStyle\"),Dl(t,o.get(\"focus\"),o.get(\"blurScope\"),o.get(\"disabled\"))}function DR(t,e){return\"category\"===e?null==t:null==t||isNaN(t)}var KR=MR,qR=function(t){function e(){var n=null!==t&&t.apply(this,arguments)||this;return n.type=e.type,n.visualStyleAccessPath=\"lineStyle\",n.visualDrawType=\"stroke\",n}return l(e,t),e.prototype.getInitialData=function(t,e){return lb(null,this,{useEncodeDefaulter:Object(c[\"c\"])(OR,null,this)})},e.prototype.getRawIndicesByActiveState=function(t){var e=this.coordinateSystem,n=this.getData(),i=[];return e.eachActiveState(n,(function(e,r){t===e&&i.push(n.getRawIndex(r))})),i},e.type=\"series.parallel\",e.dependencies=[\"parallel\"],e.defaultOption={z:2,coordinateSystem:\"parallel\",parallelIndex:0,label:{show:!1},inactiveOpacity:.05,activeOpacity:1,lineStyle:{width:1,opacity:.45,type:\"solid\"},emphasis:{label:{show:!1}},progressive:500,smooth:!1,animationEasing:\"linear\"},e}(MA);function OR(t){var e=t.ecModel.getComponent(\"parallel\",t.get(\"parallelIndex\"));if(e){var n={};return Object(c[\"k\"])(e.dimensions,(function(t){var e=LR(t);n[t]=e})),n}}function LR(t){return+t.replace(\"dim\",\"\")}var RR=qR,jR=[\"lineStyle\",\"opacity\"],TR={seriesType:\"parallel\",reset:function(t,e){var n=t.coordinateSystem,i={normal:t.get([\"lineStyle\",\"opacity\"]),active:t.get(\"activeOpacity\"),inactive:t.get(\"inactiveOpacity\")};return{progress:function(t,e){n.eachActiveState(e,(function(t,n){var r=i[t];if(\"normal\"===t&&e.hasItemOption){var o=e.getItemModel(n).get(jR,!0);null!=o&&(r=o)}var a=e.ensureUniqueItemVisual(n,\"style\");a.opacity=r}),t.start,t.end)}}}},JR=TR;function GR(t){YR(t),FR(t)}function YR(t){if(!t.parallel){var e=!1;c[\"k\"](t.series,(function(t){t&&\"parallel\"===t.type&&(e=!0)})),e&&(t.parallel=[{}])}}function FR(t){var e=cr(t.parallelAxis);c[\"k\"](e,(function(e){if(c[\"A\"](e)){var n=e.parallelIndex||0,i=cr(t.parallel)[n];i&&i.parallelAxisDefault&&c[\"I\"](e,i.parallelAxisDefault,!1)}}))}var UR=5,zR=function(t){function e(){var n=null!==t&&t.apply(this,arguments)||this;return n.type=e.type,n}return l(e,t),e.prototype.render=function(t,e,n){this._model=t,this._api=n,this._handlers||(this._handlers={},Object(c[\"k\"])(NR,(function(t,e){n.getZr().on(e,this._handlers[e]=Object(c[\"c\"])(t,this))}),this)),tm(this,\"_throttledDispatchExpand\",t.get(\"axisExpandRate\"),\"fixRate\")},e.prototype.dispose=function(t,e){em(this,\"_throttledDispatchExpand\"),Object(c[\"k\"])(this._handlers,(function(t,n){e.getZr().off(n,t)})),this._handlers=null},e.prototype._throttledDispatchExpand=function(t){this._dispatchExpand(t)},e.prototype._dispatchExpand=function(t){t&&this._api.dispatchAction(Object(c[\"m\"])({type:\"parallelAxisExpand\"},t))},e.type=\"parallel\",e}(xA),NR={mousedown:function(t){ZR(this,\"click\")&&(this._mouseDownPoint=[t.offsetX,t.offsetY])},mouseup:function(t){var e=this._mouseDownPoint;if(ZR(this,\"click\")&&e){var n=[t.offsetX,t.offsetY],i=Math.pow(e[0]-n[0],2)+Math.pow(e[1]-n[1],2);if(i>UR)return;var r=this._model.coordinateSystem.getSlidedAxisExpandWindow([t.offsetX,t.offsetY]);\"none\"!==r.behavior&&this._dispatchExpand({axisExpandWindow:r.axisExpandWindow})}this._mouseDownPoint=null},mousemove:function(t){if(!this._mouseDownPoint&&ZR(this,\"mousemove\")){var e=this._model,n=e.coordinateSystem.getSlidedAxisExpandWindow([t.offsetX,t.offsetY]),i=n.behavior;\"jump\"===i&&this._throttledDispatchExpand.debounceNextCall(e.get(\"axisExpandDebounce\")),this._throttledDispatchExpand(\"none\"===i?null:{axisExpandWindow:n.axisExpandWindow,animation:\"jump\"===i?null:{duration:0}})}}};function ZR(t,e){var n=t._model;return n.get(\"axisExpandable\")&&n.get(\"axisExpandTriggerOn\")===e}var PR=zR,WR=function(t){function e(){var n=null!==t&&t.apply(this,arguments)||this;return n.type=e.type,n}return l(e,t),e.prototype.init=function(){t.prototype.init.apply(this,arguments),this.mergeOption({})},e.prototype.mergeOption=function(t){var e=this.option;t&&c[\"I\"](e,t,!0),this._initDimensions()},e.prototype.contains=function(t,e){var n=t.get(\"parallelIndex\");return null!=n&&e.getComponent(\"parallel\",n)===this},e.prototype.setAxisExpand=function(t){c[\"k\"]([\"axisExpandable\",\"axisExpandCenter\",\"axisExpandCount\",\"axisExpandWidth\",\"axisExpandWindow\"],(function(e){t.hasOwnProperty(e)&&(this.option[e]=t[e])}),this)},e.prototype._initDimensions=function(){var t=this.dimensions=[],e=this.parallelAxisIndex=[],n=c[\"n\"](this.ecModel.queryComponents({mainType:\"parallelAxis\"}),(function(t){return(t.get(\"parallelIndex\")||0)===this.componentIndex}),this);c[\"k\"](n,(function(n){t.push(\"dim\"+n.get(\"dim\")),e.push(n.componentIndex)}))},e.type=\"parallel\",e.dependencies=[\"parallelAxis\"],e.layoutMode=\"box\",e.defaultOption={z:0,left:80,top:60,right:80,bottom:60,layout:\"horizontal\",axisExpandable:!1,axisExpandCenter:null,axisExpandCount:0,axisExpandWidth:50,axisExpandRate:17,axisExpandDebounce:50,axisExpandSlideTriggerArea:[-.15,.05,.4],axisExpandTriggerOn:\"click\",parallelAxisDefault:null},e}(_c),VR=WR,HR=function(t){function e(e,n,i,r,o){var a=t.call(this,e,n,i)||this;return a.type=r||\"value\",a.axisIndex=o,a}return l(e,t),e.prototype.isHorizontal=function(){return\"horizontal\"!==this.coordinateSystem.getModel().get(\"layout\")},e}(KB),XR=HR;function _R(t,e,n,i,r,o){t=t||0;var a=n[1]-n[0];if(null!=r&&(r=tj(r,[0,a])),null!=o&&(o=Math.max(o,null!=r?r:0)),\"all\"===i){var s=Math.abs(e[1]-e[0]);s=tj(s,[0,a]),r=o=tj(s,[r,o]),i=0}e[0]=tj(e[0],n),e[1]=tj(e[1],n);var l=$R(e,i);e[i]+=t;var u,c=r||0,h=n.slice();return l.sign<0?h[0]+=c:h[1]-=c,e[i]=tj(e[i],h),u=$R(e,i),null!=r&&(u.sign!==l.sign||u.span<r)&&(e[1-i]=e[i]+l.sign*r),u=$R(e,i),null!=o&&u.span>o&&(e[1-i]=e[i]+u.sign*o),e}function $R(t,e){var n=t[e]-t[1-e];return{span:Math.abs(n),sign:n>0?-1:n<0?1:e?-1:1}}function tj(t,e){return Math.min(null!=e[1]?e[1]:1/0,Math.max(null!=e[0]?e[0]:-1/0,t))}var ej=c[\"k\"],nj=Math.min,ij=Math.max,rj=Math.floor,oj=Math.ceil,aj=Ji,sj=Math.PI,lj=function(){function t(t,e,n){this.type=\"parallel\",this._axesMap=c[\"f\"](),this._axesLayout={},this.dimensions=t.dimensions,this._model=t,this._init(t,e,n)}return t.prototype._init=function(t,e,n){var i=t.dimensions,r=t.parallelAxisIndex;ej(i,(function(t,n){var i=r[n],o=e.getComponent(\"parallelAxis\",i),a=this._axesMap.set(t,new XR(t,Xx(o),[0,0],o.get(\"type\"),i)),s=\"category\"===a.type;a.onBand=s&&o.get(\"boundaryGap\"),a.inverse=o.get(\"inverse\"),o.axis=a,a.model=o,a.coordinateSystem=o.coordinateSystem=this}),this)},t.prototype.update=function(t,e){this._updateAxesFromSeries(this._model,t)},t.prototype.containPoint=function(t){var e=this._makeLayoutInfo(),n=e.axisBase,i=e.layoutBase,r=e.pixelDimIndex,o=t[1-r],a=t[r];return o>=n&&o<=n+e.axisLength&&a>=i&&a<=i+e.layoutLength},t.prototype.getModel=function(){return this._model},t.prototype._updateAxesFromSeries=function(t,e){e.eachSeries((function(n){if(t.contains(n,e)){var i=n.getData();ej(this.dimensions,(function(t){var e=this._axesMap.get(t);e.scale.unionExtentFromData(i,i.mapDimension(t)),Hx(e.scale,e.model)}),this)}}),this)},t.prototype.resize=function(t,e){this._rect=Fc(t.getBoxLayoutParams(),{width:e.getWidth(),height:e.getHeight()}),this._layoutAxes()},t.prototype.getRect=function(){return this._rect},t.prototype._makeLayoutInfo=function(){var t,e=this._model,n=this._rect,i=[\"x\",\"y\"],r=[\"width\",\"height\"],o=e.get(\"layout\"),a=\"horizontal\"===o?0:1,s=n[r[a]],l=[0,s],u=this.dimensions.length,c=uj(e.get(\"axisExpandWidth\"),l),h=uj(e.get(\"axisExpandCount\")||0,[0,u]),d=e.get(\"axisExpandable\")&&u>3&&u>h&&h>1&&c>0&&s>0,p=e.get(\"axisExpandWindow\");if(p)t=uj(p[1]-p[0],l),p[1]=p[0]+t;else{t=uj(c*(h-1),l);var A=e.get(\"axisExpandCenter\")||rj(u/2);p=[c*A-t/2],p[1]=p[0]+t}var f=(s-t)/(u-h);f<3&&(f=0);var g=[rj(aj(p[0]/c,1))+1,oj(aj(p[1]/c,1))-1],m=f/c*p[0];return{layout:o,pixelDimIndex:a,layoutBase:n[i[a]],layoutLength:s,axisBase:n[i[1-a]],axisLength:n[r[1-a]],axisExpandable:d,axisExpandWidth:c,axisCollapseWidth:f,axisExpandWindow:p,axisCount:u,winInnerIndices:g,axisExpandWindow0Pos:m}},t.prototype._layoutAxes=function(){var t=this._rect,e=this._axesMap,n=this.dimensions,i=this._makeLayoutInfo(),r=i.layout;e.each((function(t){var e=[0,i.axisLength],n=t.inverse?1:0;t.setExtent(e[n],e[1-n])})),ej(n,(function(e,n){var o=(i.axisExpandable?hj:cj)(n,i),a={horizontal:{x:o.position,y:i.axisLength},vertical:{x:0,y:o.position}},s={horizontal:sj/2,vertical:0},l=[a[r].x+t.x,a[r].y+t.y],u=s[r],c=ht();gt(c,c,u),ft(c,c,l),this._axesLayout[e]={position:l,rotation:u,transform:c,axisNameAvailableWidth:o.axisNameAvailableWidth,axisLabelShow:o.axisLabelShow,nameTruncateMaxWidth:o.nameTruncateMaxWidth,tickDirection:1,labelDirection:1}}),this)},t.prototype.getAxis=function(t){return this._axesMap.get(t)},t.prototype.dataToPoint=function(t,e){return this.axisCoordToPoint(this._axesMap.get(e).dataToCoord(t),e)},t.prototype.eachActiveState=function(t,e,n,i){null==n&&(n=0),null==i&&(i=t.count());var r=this._axesMap,o=this.dimensions,a=[],s=[];c[\"k\"](o,(function(e){a.push(t.mapDimension(e)),s.push(r.get(e).model)}));for(var l=this.hasAxisBrushed(),u=n;u<i;u++){var h=void 0;if(l){h=\"active\";for(var d=t.getValues(a,u),p=0,A=o.length;p<A;p++){var f=s[p].getActiveState(d[p]);if(\"inactive\"===f){h=\"inactive\";break}}}else h=\"normal\";e(h,u)}},t.prototype.hasAxisBrushed=function(){for(var t=this.dimensions,e=this._axesMap,n=!1,i=0,r=t.length;i<r;i++)\"normal\"!==e.get(t[i]).model.getActiveState()&&(n=!0);return n},t.prototype.axisCoordToPoint=function(t,e){var n=this._axesLayout[e];return Sg([t,0],n.transform)},t.prototype.getAxisLayout=function(t){return c[\"d\"](this._axesLayout[t])},t.prototype.getSlidedAxisExpandWindow=function(t){var e=this._makeLayoutInfo(),n=e.pixelDimIndex,i=e.axisExpandWindow.slice(),r=i[1]-i[0],o=[0,e.axisExpandWidth*(e.axisCount-1)];if(!this.containPoint(t))return{behavior:\"none\",axisExpandWindow:i};var a,s=t[n]-e.layoutBase-e.axisExpandWindow0Pos,l=\"slide\",u=e.axisCollapseWidth,c=this._model.get(\"axisExpandSlideTriggerArea\"),h=null!=c[0];if(u)h&&u&&s<r*c[0]?(l=\"jump\",a=s-r*c[2]):h&&u&&s>r*(1-c[0])?(l=\"jump\",a=s-r*(1-c[2])):(a=s-r*c[1])>=0&&(a=s-r*(1-c[1]))<=0&&(a=0),a*=e.axisExpandWidth/u,a?_R(a,i,o,\"all\"):l=\"none\";else{var d=i[1]-i[0],p=o[1]*s/d;i=[ij(0,p-d/2)],i[1]=nj(o[1],i[0]+d),i[0]=i[1]-d}return{axisExpandWindow:i,behavior:l}},t}();function uj(t,e){return nj(ij(t,e[0]),e[1])}function cj(t,e){var n=e.layoutLength/(e.axisCount-1);return{position:n*t,axisNameAvailableWidth:n,axisLabelShow:!0}}function hj(t,e){var n,i,r=e.layoutLength,o=e.axisExpandWidth,a=e.axisCount,s=e.axisCollapseWidth,l=e.winInnerIndices,u=s,c=!1;return t<l[0]?(n=t*s,i=s):t<=l[1]?(n=e.axisExpandWindow0Pos+t*o-e.axisExpandWindow[0],u=o,c=!0):(n=r-(a-1-t)*s,i=s),{position:n,axisNameAvailableWidth:u,axisLabelShow:c,nameTruncateMaxWidth:i}}var dj=lj;function pj(t,e){var n=[];return t.eachComponent(\"parallel\",(function(i,r){var o=new dj(i,t,e);o.name=\"parallel_\"+r,o.resize(i,e),i.coordinateSystem=o,o.model=i,n.push(o)})),t.eachSeries((function(t){if(\"parallel\"===t.get(\"coordinateSystem\")){var e=t.getReferringComponents(\"parallel\",Rr).models[0];t.coordinateSystem=e.coordinateSystem}})),n}var Aj={create:pj},fj=Aj,gj=function(t){function e(){var n=null!==t&&t.apply(this,arguments)||this;return n.type=e.type,n.activeIntervals=[],n}return l(e,t),e.prototype.getAreaSelectStyle=function(){return ro([[\"fill\",\"color\"],[\"lineWidth\",\"borderWidth\"],[\"stroke\",\"borderColor\"],[\"width\",\"width\"],[\"opacity\",\"opacity\"]])(this.getModel(\"areaSelectStyle\"))},e.prototype.setActiveIntervals=function(t){var e=this.activeIntervals=c[\"d\"](t);if(e)for(var n=e.length-1;n>=0;n--)Gi(e[n])},e.prototype.getActiveState=function(t){var e=this.activeIntervals;if(!e.length)return\"normal\";if(null==t||isNaN(+t))return\"inactive\";if(1===e.length){var n=e[0];if(n[0]<=t&&t<=n[1])return\"active\"}else for(var i=0,r=e.length;i<r;i++)if(e[i][0]<=t&&t<=e[i][1])return\"active\";return\"inactive\"},e}(_c);c[\"K\"](gj,US);var mj=gj,yj=!0,vj=Math.min,Cj=Math.max,wj=Math.pow,Ij=1e4,Ej=6,bj=6,Mj=\"globalPan\",Sj={w:[0,0],e:[0,1],n:[1,0],s:[1,1]},xj={w:\"ew\",e:\"ew\",n:\"ns\",s:\"ns\",ne:\"nesw\",sw:\"nesw\",nw:\"nwse\",se:\"nwse\"},Bj={brushStyle:{lineWidth:2,stroke:\"rgba(210,219,238,0.3)\",fill:\"#D2DBEE\"},transformable:!0,brushMode:\"single\",removeOnClick:!1},kj=0,Qj=function(t){function e(e){var n=t.call(this)||this;return n._track=[],n._covers=[],n._handlers={},n._zr=e,n.group=new Si,n._uid=\"brushController_\"+kj++,Object(c[\"k\"])(lT,(function(t,e){this._handlers[e]=Object(c[\"c\"])(t,this)}),n),n}return l(e,t),e.prototype.enableBrush=function(t){return this._brushType&&this._doDisableBrush(),t.brushType&&this._doEnableBrush(t),this},e.prototype._doEnableBrush=function(t){var e=this._zr;this._enableGlobalPan||tQ(e,Mj,this._uid),Object(c[\"k\"])(this._handlers,(function(t,n){e.on(n,t)})),this._brushType=t.brushType,this._brushOption=Object(c[\"I\"])(Object(c[\"d\"])(Bj),t,!0)},e.prototype._doDisableBrush=function(){var t=this._zr;eQ(t,Mj,this._uid),Object(c[\"k\"])(this._handlers,(function(e,n){t.off(n,e)})),this._brushType=this._brushOption=null},e.prototype.setPanels=function(t){if(t&&t.length){var e=this._panels={};Object(c[\"k\"])(t,(function(t){e[t.panelId]=Object(c[\"d\"])(t)}))}else this._panels=null;return this},e.prototype.mount=function(t){t=t||{},this._enableGlobalPan=t.enableGlobalPan;var e=this.group;return this._zr.add(e),e.attr({x:t.x||0,y:t.y||0,rotation:t.rotation||0,scaleX:t.scaleX||1,scaleY:t.scaleY||1}),this._transform=e.getLocalTransform(),this},e.prototype.updateCovers=function(t){t=Object(c[\"H\"])(t,(function(t){return Object(c[\"I\"])(Object(c[\"d\"])(Bj),t,!0)}));var e=\"\\0-brush-index-\",n=this._covers,i=this._covers=[],r=this,o=this._creatingCover;return new AE(n,t,s,a).add(l).update(l).remove(u).execute(),this;function a(t,n){return(null!=t.id?t.id:e+n)+\"-\"+t.brushType}function s(t,e){return a(t.__brushOption,e)}function l(e,a){var s=t[e];if(null!=a&&n[a]===o)i[e]=n[a];else{var l=i[e]=null!=a?(n[a].__brushOption=s,n[a]):Kj(r,Dj(r,s));Lj(r,l)}}function u(t){n[t]!==o&&r.group.remove(n[t])}},e.prototype.unmount=function(){return this.enableBrush(!1),Jj(this),this._zr.remove(this.group),this},e.prototype.dispose=function(){this.unmount(),this.off()},e}(O);function Dj(t,e){var n=hT[e.brushType].createCover(t,e);return n.__brushOption=e,Oj(n,e),t.group.add(n),n}function Kj(t,e){var n=Rj(e);return n.endCreating&&(n.endCreating(t,e),Oj(e,e.__brushOption)),e}function qj(t,e){var n=e.__brushOption;Rj(e).updateCoverShape(t,e,n.range,n)}function Oj(t,e){var n=e.z;null==n&&(n=Ij),t.traverse((function(t){t.z=n,t.z2=n}))}function Lj(t,e){Rj(e).updateCommon(t,e),qj(t,e)}function Rj(t){return hT[t.__brushOption.brushType]}function jj(t,e,n){var i,r=t._panels;if(!r)return yj;var o=t._transform;return Object(c[\"k\"])(r,(function(t){t.isTargetByCursor(e,n,o)&&(i=t)})),i}function Tj(t,e){var n=t._panels;if(!n)return yj;var i=e.__brushOption.panelId;return null!=i?n[i]:yj}function Jj(t){var e=t._covers,n=e.length;return Object(c[\"k\"])(e,(function(e){t.group.remove(e)}),t),e.length=0,!!n}function Gj(t,e){var n=Object(c[\"H\"])(t._covers,(function(t){var e=t.__brushOption,n=Object(c[\"d\"])(e.range);return{brushType:e.brushType,panelId:e.panelId,range:n}}));t.trigger(\"brush\",{areas:n,isEnd:!!e.isEnd,removeOnClick:!!e.removeOnClick})}function Yj(t){var e=t._track;if(!e.length)return!1;var n=e[e.length-1],i=e[0],r=n[0]-i[0],o=n[1]-i[1],a=wj(r*r+o*o,.5);return a>Ej}function Fj(t){var e=t.length-1;return e<0&&(e=0),[t[0],t[e]]}function Uj(t,e,n,i){var r=new Si;return r.add(new ls({name:\"main\",style:Pj(n),silent:!0,draggable:!0,cursor:\"move\",drift:Object(c[\"h\"])(_j,t,e,r,[\"n\",\"s\",\"w\",\"e\"]),ondragend:Object(c[\"h\"])(Gj,e,{isEnd:!0})})),Object(c[\"k\"])(i,(function(n){r.add(new ls({name:n.join(\"\"),style:{opacity:0},draggable:!0,silent:!0,invisible:!0,drift:Object(c[\"h\"])(_j,t,e,r,n),ondragend:Object(c[\"h\"])(Gj,e,{isEnd:!0})}))})),r}function zj(t,e,n,i){var r=i.brushStyle.lineWidth||0,o=Cj(r,bj),a=n[0][0],s=n[1][0],l=a-r/2,u=s-r/2,c=n[0][1],h=n[1][1],d=c-o+r/2,p=h-o+r/2,A=c-a,f=h-s,g=A+r,m=f+r;Zj(t,e,\"main\",a,s,A,f),i.transformable&&(Zj(t,e,\"w\",l,u,o,m),Zj(t,e,\"e\",d,u,o,m),Zj(t,e,\"n\",l,u,g,o),Zj(t,e,\"s\",l,p,g,o),Zj(t,e,\"nw\",l,u,o,o),Zj(t,e,\"ne\",d,u,o,o),Zj(t,e,\"sw\",l,p,o,o),Zj(t,e,\"se\",d,p,o,o))}function Nj(t,e){var n=e.__brushOption,i=n.transformable,r=e.childAt(0);r.useStyle(Pj(n)),r.attr({silent:!i,cursor:i?\"move\":\"default\"}),Object(c[\"k\"])([[\"w\"],[\"e\"],[\"n\"],[\"s\"],[\"s\",\"e\"],[\"s\",\"w\"],[\"n\",\"e\"],[\"n\",\"w\"]],(function(n){var r=e.childOfName(n.join(\"\")),o=1===n.length?Hj(t,n[0]):Xj(t,n);r&&r.attr({silent:!i,invisible:!i,cursor:i?xj[o]+\"-resize\":null})}))}function Zj(t,e,n,i,r,o,a){var s=e.childOfName(n);s&&s.setShape(nT(eT(t,e,[[i,r],[i+o,r+a]])))}function Pj(t){return Object(c[\"i\"])({strokeNoScale:!0},t.brushStyle)}function Wj(t,e,n,i){var r=[vj(t,n),vj(e,i)],o=[Cj(t,n),Cj(e,i)];return[[r[0],o[0]],[r[1],o[1]]]}function Vj(t){return Mg(t.group)}function Hj(t,e){var n={w:\"left\",e:\"right\",n:\"top\",s:\"bottom\"},i={left:\"w\",right:\"e\",top:\"n\",bottom:\"s\"},r=xg(n[e],Vj(t));return i[r]}function Xj(t,e){var n=[Hj(t,e[0]),Hj(t,e[1])];return(\"e\"===n[0]||\"w\"===n[0])&&n.reverse(),n.join(\"\")}function _j(t,e,n,i,r,o){var a=n.__brushOption,s=t.toRectRange(a.range),l=tT(e,r,o);Object(c[\"k\"])(i,(function(t){var e=Sj[t];s[e[0]][e[1]]+=l[e[0]]})),a.range=t.fromRectRange(Wj(s[0][0],s[1][0],s[0][1],s[1][1])),Lj(e,n),Gj(e,{isEnd:!1})}function $j(t,e,n,i){var r=e.__brushOption.range,o=tT(t,n,i);Object(c[\"k\"])(r,(function(t){t[0]+=o[0],t[1]+=o[1]})),Lj(t,e),Gj(t,{isEnd:!1})}function tT(t,e,n){var i=t.group,r=i.transformCoordToLocal(e,n),o=i.transformCoordToLocal(0,0);return[r[0]-o[0],r[1]-o[1]]}function eT(t,e,n){var i=Tj(t,e);return i&&i!==yj?i.clipPath(n,t._transform):Object(c[\"d\"])(n)}function nT(t){var e=vj(t[0][0],t[1][0]),n=vj(t[0][1],t[1][1]),i=Cj(t[0][0],t[1][0]),r=Cj(t[0][1],t[1][1]);return{x:e,y:n,width:i-e,height:r-n}}function iT(t,e,n){if(t._brushType&&!cT(t,e.offsetX,e.offsetY)){var i=t._zr,r=t._covers,o=jj(t,e,n);if(!t._dragging)for(var a=0;a<r.length;a++){var s=r[a].__brushOption;if(o&&(o===yj||s.panelId===o.panelId)&&hT[s.brushType].contain(r[a],n[0],n[1]))return}o&&i.setCursorStyle(\"crosshair\")}}function rT(t){var e=t.event;e.preventDefault&&e.preventDefault()}function oT(t,e,n){return t.childOfName(\"main\").contain(e,n)}function aT(t,e,n,i){var r,o=t._creatingCover,a=t._creatingPanel,s=t._brushOption;if(t._track.push(n.slice()),Yj(t)||o){if(a&&!o){\"single\"===s.brushMode&&Jj(t);var l=Object(c[\"d\"])(s);l.brushType=sT(l.brushType,a),l.panelId=a===yj?null:a.panelId,o=t._creatingCover=Dj(t,l),t._covers.push(o)}if(o){var u=hT[sT(t._brushType,a)],h=o.__brushOption;h.range=u.getCreatingRange(eT(t,o,t._track)),i&&(Kj(t,o),u.updateCommon(t,o)),qj(t,o),r={isEnd:i}}}else i&&\"single\"===s.brushMode&&s.removeOnClick&&jj(t,e,n)&&Jj(t)&&(r={isEnd:i,removeOnClick:!0});return r}function sT(t,e){return\"auto\"===t?e.defaultBrushType:t}var lT={mousedown:function(t){if(this._dragging)uT(this,t);else if(!t.target||!t.target.draggable){rT(t);var e=this.group.transformCoordToLocal(t.offsetX,t.offsetY);this._creatingCover=null;var n=this._creatingPanel=jj(this,t,e);n&&(this._dragging=!0,this._track=[e.slice()])}},mousemove:function(t){var e=t.offsetX,n=t.offsetY,i=this.group.transformCoordToLocal(e,n);if(iT(this,t,i),this._dragging){rT(t);var r=aT(this,t,i,!1);r&&Gj(this,r)}},mouseup:function(t){uT(this,t)}};function uT(t,e){if(t._dragging){rT(e);var n=e.offsetX,i=e.offsetY,r=t.group.transformCoordToLocal(n,i),o=aT(t,e,r,!0);t._dragging=!1,t._track=[],t._creatingCover=null,o&&Gj(t,o)}}function cT(t,e,n){var i=t._zr;return e<0||e>i.getWidth()||n<0||n>i.getHeight()}var hT={lineX:dT(0),lineY:dT(1),rect:{createCover:function(t,e){function n(t){return t}return Uj({toRectRange:n,fromRectRange:n},t,e,[[\"w\"],[\"e\"],[\"n\"],[\"s\"],[\"s\",\"e\"],[\"s\",\"w\"],[\"n\",\"e\"],[\"n\",\"w\"]])},getCreatingRange:function(t){var e=Fj(t);return Wj(e[1][0],e[1][1],e[0][0],e[0][1])},updateCoverShape:function(t,e,n,i){zj(t,e,n,i)},updateCommon:Nj,contain:oT},polygon:{createCover:function(t,e){var n=new Si;return n.add(new qf({name:\"main\",style:Pj(e),silent:!0})),n},getCreatingRange:function(t){return t},endCreating:function(t,e){e.remove(e.childAt(0)),e.add(new Qf({name:\"main\",draggable:!0,drift:Object(c[\"h\"])($j,t,e),ondragend:Object(c[\"h\"])(Gj,t,{isEnd:!0})}))},updateCoverShape:function(t,e,n,i){e.childAt(0).setShape({points:eT(t,e,n)})},updateCommon:Nj,contain:oT}};function dT(t){return{createCover:function(e,n){return Uj({toRectRange:function(e){var n=[e,[0,100]];return t&&n.reverse(),n},fromRectRange:function(e){return e[t]}},e,n,[[[\"w\"],[\"e\"]],[[\"n\"],[\"s\"]]][t])},getCreatingRange:function(e){var n=Fj(e),i=vj(n[0][t],n[1][t]),r=Cj(n[0][t],n[1][t]);return[i,r]},updateCoverShape:function(e,n,i,r){var o,a=Tj(e,n);if(a!==yj&&a.getLinearBrushOtherExtent)o=a.getLinearBrushOtherExtent(t);else{var s=e._zr;o=[0,[s.getWidth(),s.getHeight()][1-t]]}var l=[i,o];t&&l.reverse(),zj(e,n,l,r)},updateCommon:Nj,contain:oT}}var pT=Qj;function AT(t){return t=mT(t),function(e){return Dg(e,t)}}function fT(t,e){return t=mT(t),function(n){var i=null!=e?e:n,r=i?t.width:t.height,o=i?t.x:t.y;return[o,o+(r||0)]}}function gT(t,e,n){var i=mT(t);return function(t,r){return i.contain(r[0],r[1])&&!pQ(t,e,n)}}function mT(t){return Dt.create(t)}var yT=[\"axisLine\",\"axisTickLabel\",\"axisName\"],vT=function(t){function e(){var n=null!==t&&t.apply(this,arguments)||this;return n.type=e.type,n}return l(e,t),e.prototype.init=function(e,n){t.prototype.init.apply(this,arguments),(this._brushController=new pT(n.getZr())).on(\"brush\",c[\"c\"](this._onBrush,this))},e.prototype.render=function(t,e,n,i){if(!CT(t,e,i)){this.axisModel=t,this.api=n,this.group.removeAll();var r=this._axisGroup;if(this._axisGroup=new Si,this.group.add(this._axisGroup),t.get(\"show\")){var o=IT(t,e),a=o.coordinateSystem,s=t.getAreaSelectStyle(),l=s.width,u=t.axis.dim,h=a.getAxisLayout(u),d=c[\"m\"]({strokeContainThreshold:l},h),p=new rk(t,d);c[\"k\"](yT,p.add,p),this._axisGroup.add(p.getGroup()),this._refreshBrushController(d,s,t,o,l,n),Qg(r,this._axisGroup,t)}}},e.prototype._refreshBrushController=function(t,e,n,i,r,o){var a=n.axis.getExtent(),s=a[1]-a[0],l=Math.min(30,.1*Math.abs(s)),u=Dt.create({x:a[0],y:-r/2,width:s,height:r});u.x-=l,u.width+=2*l,this._brushController.mount({enableGlobalPan:!0,rotation:t.rotation,x:t.position[0],y:t.position[1]}).setPanels([{panelId:\"pl\",clipPath:AT(u),isTargetByCursor:gT(u,o,i),getLinearBrushOtherExtent:fT(u,0)}]).enableBrush({brushType:\"lineX\",brushStyle:e,removeOnClick:!0}).updateCovers(wT(n))},e.prototype._onBrush=function(t){var e=t.areas,n=this.axisModel,i=n.axis,r=c[\"H\"](e,(function(t){return[i.coordToData(t.range[0],!0),i.coordToData(t.range[1],!0)]}));(!n.option.realtime===t.isEnd||t.removeOnClick)&&this.api.dispatchAction({type:\"axisAreaSelect\",parallelAxisId:n.id,intervals:r})},e.prototype.dispose=function(){this._brushController.dispose()},e.type=\"parallelAxis\",e}(xA);function CT(t,e,n){return n&&\"axisAreaSelect\"===n.type&&e.findComponents({mainType:\"parallelAxis\",query:n})[0]===t}function wT(t){var e=t.axis;return c[\"H\"](t.activeIntervals,(function(t){return{brushType:\"lineX\",panelId:\"pl\",range:[e.dataToCoord(t[0],!0),e.dataToCoord(t[1],!0)]}}))}function IT(t,e){return e.getComponent(\"parallel\",t.get(\"parallelIndex\"))}var ET=vT,bT={type:\"axisAreaSelect\",event:\"axisAreaSelected\"};function MT(t){t.registerAction(bT,(function(t,e){e.eachComponent({mainType:\"parallelAxis\",query:t},(function(e){e.axis.model.setActiveIntervals(t.intervals)}))})),t.registerAction(\"parallelAxisExpand\",(function(t,e){e.eachComponent({mainType:\"parallel\",query:t},(function(e){e.setAxisExpand(t)}))}))}var ST={type:\"value\",areaSelectStyle:{width:20,borderWidth:1,borderColor:\"rgba(160,197,232)\",color:\"rgba(160,197,232)\",opacity:.3},realtime:!0,z:10};function xT(t){t.registerComponentView(PR),t.registerComponentModel(VR),t.registerCoordinateSystem(\"parallel\",fj),t.registerPreprocessor(GR),t.registerComponentModel(mj),t.registerComponentView(ET),nx(t,\"parallel\",mj,ST),MT(t)}function BT(t){jC(xT),t.registerChartView(KR),t.registerSeriesModel(RR),t.registerVisual(t.PRIORITY.VISUAL.BRUSH,JR)}var kT=function(){function t(){this.x1=0,this.y1=0,this.x2=0,this.y2=0,this.cpx1=0,this.cpy1=0,this.cpx2=0,this.cpy2=0,this.extent=0}return t}(),QT=function(t){function e(e){return t.call(this,e)||this}return l(e,t),e.prototype.getDefaultShape=function(){return new kT},e.prototype.buildPath=function(t,e){var n=e.extent;t.moveTo(e.x1,e.y1),t.bezierCurveTo(e.cpx1,e.cpy1,e.cpx2,e.cpy2,e.x2,e.y2),\"vertical\"===e.orient?(t.lineTo(e.x2+n,e.y2),t.bezierCurveTo(e.cpx2+n,e.cpy2,e.cpx1+n,e.cpy1,e.x1+n,e.y1)):(t.lineTo(e.x2,e.y2+n),t.bezierCurveTo(e.cpx2,e.cpy2+n,e.cpx1,e.cpy1+n,e.x1,e.y1+n)),t.closePath()},e.prototype.highlight=function(){dl(this)},e.prototype.downplay=function(){pl(this)},e}(Na),DT=function(t){function e(){var n=null!==t&&t.apply(this,arguments)||this;return n.type=e.type,n._focusAdjacencyDisabled=!1,n}return l(e,t),e.prototype.render=function(t,e,n){var i=this,r=t.getGraph(),o=this.group,a=t.layoutInfo,s=a.width,l=a.height,u=t.getData(),h=t.getData(\"edge\"),d=t.get(\"orient\");this._model=t,o.removeAll(),o.x=a.x,o.y=a.y,r.eachEdge((function(e){var n=new QT,i=xs(n);i.dataIndex=e.dataIndex,i.seriesIndex=t.seriesIndex,i.dataType=\"edge\";var r,a,u,p,A,f,g,m,y=e.getModel(),v=y.getModel(\"lineStyle\"),C=v.get(\"curveness\"),w=e.node1.getLayout(),I=e.node1.getModel(),E=I.get(\"localX\"),b=I.get(\"localY\"),M=e.node2.getLayout(),S=e.node2.getModel(),x=S.get(\"localX\"),B=S.get(\"localY\"),k=e.getLayout();switch(n.shape.extent=Math.max(1,k.dy),n.shape.orient=d,\"vertical\"===d?(r=(null!=E?E*s:w.x)+k.sy,a=(null!=b?b*l:w.y)+w.dy,u=(null!=x?x*s:M.x)+k.ty,p=null!=B?B*l:M.y,A=r,f=a*(1-C)+p*C,g=u,m=a*C+p*(1-C)):(r=(null!=E?E*s:w.x)+w.dx,a=(null!=b?b*l:w.y)+k.sy,u=null!=x?x*s:M.x,p=(null!=B?B*l:M.y)+k.ty,A=r*(1-C)+u*C,f=a,g=r*C+u*(1-C),m=p),n.setShape({x1:r,y1:a,x2:u,y2:p,cpx1:A,cpy1:f,cpx2:g,cpy2:m}),n.useStyle(v.getItemStyle()),n.style.fill){case\"source\":n.style.fill=e.node1.getVisual(\"color\"),n.style.decal=e.node1.getVisual(\"style\").decal;break;case\"target\":n.style.fill=e.node2.getVisual(\"color\"),n.style.decal=e.node2.getVisual(\"style\").decal;break;case\"gradient\":var Q=e.node1.getVisual(\"color\"),D=e.node2.getVisual(\"color\");Object(c[\"C\"])(Q)&&Object(c[\"C\"])(D)&&(n.style.fill=new Xf(0,0,+(\"horizontal\"===d),+(\"vertical\"===d),[{color:Q,offset:0},{color:D,offset:1}]))}iu(n,ru(y,\"edgeLabel\"),{labelFetcher:t,labelDataIndex:e.dataIndex,defaultText:\"\"+y.get(\"value\")}),n.setTextConfig({position:\"inside\"});var K=y.getModel(\"emphasis\");Ll(n,y,\"lineStyle\",(function(t){return t.getItemStyle()})),o.add(n),h.setItemGraphicEl(e.dataIndex,n);var q=K.get(\"focus\");Dl(n,\"adjacency\"===q?e.getAdjacentDataIndices():q,K.get(\"blurScope\"),K.get(\"disabled\")),xs(n).dataType=\"edge\"})),r.eachNode((function(e){var n=e.getLayout(),i=e.getModel(),r=i.get(\"localX\"),a=i.get(\"localY\"),c=i.getModel(\"emphasis\"),h=new ls({shape:{x:null!=r?r*s:n.x,y:null!=a?a*l:n.y,width:n.dx,height:n.dy},style:i.getModel(\"itemStyle\").getItemStyle(),z2:10});iu(h,ru(i),{labelFetcher:t,labelDataIndex:e.dataIndex,defaultText:e.id}),h.disableLabelAnimation=!0,h.setStyle(\"fill\",e.getVisual(\"color\")),h.setStyle(\"decal\",e.getVisual(\"style\").decal),Ll(h,i),o.add(h),u.setItemGraphicEl(e.dataIndex,h),xs(h).dataType=\"node\";var d=c.get(\"focus\");Dl(h,\"adjacency\"===d?e.getAdjacentDataIndices():d,c.get(\"blurScope\"),c.get(\"disabled\"))})),u.eachItemGraphicEl((function(e,r){var o=u.getItemModel(r);o.get(\"draggable\")&&(e.drift=function(e,o){i._focusAdjacencyDisabled=!0,this.shape.x+=e,this.shape.y+=o,this.dirty(),n.dispatchAction({type:\"dragNode\",seriesId:t.id,dataIndex:u.getRawIndex(r),localX:this.shape.x/s,localY:this.shape.y/l})},e.ondragend=function(){i._focusAdjacencyDisabled=!1},e.draggable=!0,e.cursor=\"move\")})),!this._data&&t.isAnimationEnabled()&&o.setClipPath(KT(o.getBoundingRect(),t,(function(){o.removeClipPath()}))),this._data=t.getData()},e.prototype.dispose=function(){},e.type=\"sankey\",e}(Vg);function KT(t,e,n){var i=new ls({shape:{x:t.x-10,y:t.y-10,width:0,height:t.height+20}});return Pl(i,{shape:{width:t.width+20}},e,n),i}var qT=DT,OT=function(t){function e(){var n=null!==t&&t.apply(this,arguments)||this;return n.type=e.type,n}return l(e,t),e.prototype.getInitialData=function(t,e){var n=t.edges||t.links,i=t.data||t.nodes,r=t.levels;this.levelModels=[];for(var o=this.levelModels,a=0;a<r.length;a++)null!=r[a].depth&&r[a].depth>=0&&(o[r[a].depth]=new ku(r[a],this,e));if(i&&n){var s=_L(i,n,this,!0,l);return s.data}function l(t,e){t.wrapMethod(\"getItemModel\",(function(t,e){var n=t.parentModel,i=n.getData().getItemLayout(e);if(i){var r=i.depth,o=n.levelModels[r];o&&(t.parentModel=o)}return t})),e.wrapMethod(\"getItemModel\",(function(t,e){var n=t.parentModel,i=n.getGraph().getEdgeByIndex(e),r=i.node1.getLayout();if(r){var o=r.depth,a=n.levelModels[o];a&&(t.parentModel=a)}return t}))}},e.prototype.setNodePosition=function(t,e){var n=this.option.data||this.option.nodes,i=n[t];i.localX=e[0],i.localY=e[1]},e.prototype.getGraph=function(){return this.getData().graph},e.prototype.getEdgeData=function(){return this.getGraph().edgeData},e.prototype.formatTooltip=function(t,e,n){function i(t){return isNaN(t)||null==t}if(\"edge\"===n){var r=this.getDataParams(t,n),o=r.data,a=r.value,s=o.source+\" -- \"+o.target;return Vp(\"nameValue\",{name:s,value:a,noValue:i(a)})}var l=this.getGraph().getNodeByIndex(t),u=l.getLayout().value,c=this.getDataParams(t,n).data.name;return Vp(\"nameValue\",{name:null!=c?c+\"\":null,value:u,noValue:i(u)})},e.prototype.optionUpdated=function(){},e.prototype.getDataParams=function(e,n){var i=t.prototype.getDataParams.call(this,e,n);if(null==i.value&&\"node\"===n){var r=this.getGraph().getNodeByIndex(e),o=r.getLayout().value;i.value=o}return i},e.type=\"series.sankey\",e.defaultOption={z:2,coordinateSystem:\"view\",left:\"5%\",top:\"5%\",right:\"20%\",bottom:\"5%\",orient:\"horizontal\",nodeWidth:20,nodeGap:8,draggable:!0,layoutIterations:32,label:{show:!0,position:\"right\",fontSize:12},edgeLabel:{show:!1,fontSize:12},levels:[],nodeAlign:\"justify\",lineStyle:{color:\"#314656\",opacity:.2,curveness:.5},emphasis:{label:{show:!0},lineStyle:{opacity:.5}},select:{itemStyle:{borderColor:\"#212121\"}},animationEasing:\"linear\",animationDuration:1e3},e}(MA),LT=OT;function 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f=u[A],g=f.hostGraph.data.getRawDataItem(f.dataIndex),m=null!=g.depth&&g.depth>=0;m&&g.depth>p&&(p=g.depth),f.setLayout({depth:m?g.depth:h},!0),\"vertical\"===o?f.setLayout({dy:n},!0):f.setLayout({dx:n},!0);for(var y=0;y<f.outEdges.length;y++){var v=f.outEdges[y],C=e.indexOf(v);s[C]=0;var w=v.node2,I=t.indexOf(w);0===--l[I]&&c.indexOf(w)<0&&c.push(w)}}++h,u=c,c=[]}for(d=0;d<s.length;d++)if(1===s[d])throw new Error(\"Sankey is a DAG, the original data has cycle!\");var E=p>h-1?p:h-1;a&&\"left\"!==a&&FT(t,a,o,E);var b=\"vertical\"===o?(r-n)/E:(i-n)/E;zT(t,b,o)}function YT(t){var e=t.hostGraph.data.getRawDataItem(t.dataIndex);return null!=e.depth&&e.depth>=0}function FT(t,e,n,i){if(\"right\"===e){var r=[],o=t,a=0;while(o.length){for(var s=0;s<o.length;s++){var l=o[s];l.setLayout({skNodeHeight:a},!0);for(var u=0;u<l.inEdges.length;u++){var h=l.inEdges[u];r.indexOf(h.node1)<0&&r.push(h.node1)}}o=r,r=[],++a}c[\"k\"](t,(function(t){YT(t)||t.setLayout({depth:Math.max(0,i-t.getLayout().skNodeHeight)},!0)}))}else\"justify\"===e&&UT(t,i)}function UT(t,e){c[\"k\"](t,(function(t){YT(t)||t.outEdges.length||t.setLayout({depth:e},!0)}))}function zT(t,e,n){c[\"k\"](t,(function(t){var i=t.getLayout().depth*e;\"vertical\"===n?t.setLayout({y:i},!0):t.setLayout({x:i},!0)}))}function NT(t,e,n,i,r,o,a){var s=ZT(t,a);PT(s,e,n,i,r,a),WT(s,r,n,i,a);for(var l=1;o>0;o--)l*=.99,VT(s,l,a),WT(s,r,n,i,a),iJ(s,l,a),WT(s,r,n,i,a)}function ZT(t,e){var n=[],i=\"vertical\"===e?\"y\":\"x\",r=Fr(t,(function(t){return t.getLayout()[i]}));return r.keys.sort((function(t,e){return t-e})),c[\"k\"](r.keys,(function(t){n.push(r.buckets.get(t))})),n}function PT(t,e,n,i,r,o){var a=1/0;c[\"k\"](t,(function(t){var e=t.length,s=0;c[\"k\"](t,(function(t){s+=t.getLayout().value}));var 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p=\"vertical\"===r?i:n;if(l=u-e-p,l>0){a=s.getLayout()[o]-l,\"vertical\"===r?s.setLayout({x:a},!0):s.setLayout({y:a},!0),u=a;for(d=c-2;d>=0;--d)s=t[d],l=s.getLayout()[o]+s.getLayout()[h]+e-u,l>0&&(a=s.getLayout()[o]-l,\"vertical\"===r?s.setLayout({x:a},!0):s.setLayout({y:a},!0)),u=s.getLayout()[o]}}))}function VT(t,e,n){c[\"k\"](t.slice().reverse(),(function(t){c[\"k\"](t,(function(t){if(t.outEdges.length){var i=nJ(t.outEdges,HT,n)/nJ(t.outEdges,eJ);if(isNaN(i)){var r=t.outEdges.length;i=r?nJ(t.outEdges,XT,n)/r:0}if(\"vertical\"===n){var o=t.getLayout().x+(i-tJ(t,n))*e;t.setLayout({x:o},!0)}else{var a=t.getLayout().y+(i-tJ(t,n))*e;t.setLayout({y:a},!0)}}}))}))}function HT(t,e){return tJ(t.node2,e)*t.getValue()}function XT(t,e){return tJ(t.node2,e)}function _T(t,e){return tJ(t.node1,e)*t.getValue()}function $T(t,e){return tJ(t.node1,e)}function tJ(t,e){return\"vertical\"===e?t.getLayout().x+t.getLayout().dx/2:t.getLayout().y+t.getLayout().dy/2}function eJ(t){return t.getValue()}function nJ(t,e,n){var i=0,r=t.length,o=-1;while(++o<r){var a=+e(t[o],n);isNaN(a)||(i+=a)}return i}function iJ(t,e,n){c[\"k\"](t,(function(t){c[\"k\"](t,(function(t){if(t.inEdges.length){var i=nJ(t.inEdges,_T,n)/nJ(t.inEdges,eJ);if(isNaN(i)){var r=t.inEdges.length;i=r?nJ(t.inEdges,$T,n)/r:0}if(\"vertical\"===n){var o=t.getLayout().x+(i-tJ(t,n))*e;t.setLayout({x:o},!0)}else{var a=t.getLayout().y+(i-tJ(t,n))*e;t.setLayout({y:a},!0)}}}))}))}function rJ(t,e){var n=\"vertical\"===e?\"x\":\"y\";c[\"k\"](t,(function(t){t.outEdges.sort((function(t,e){return t.node2.getLayout()[n]-e.node2.getLayout()[n]})),t.inEdges.sort((function(t,e){return t.node1.getLayout()[n]-e.node1.getLayout()[n]}))})),c[\"k\"](t,(function(t){var e=0,n=0;c[\"k\"](t.outEdges,(function(t){t.setLayout({sy:e},!0),e+=t.getLayout().dy})),c[\"k\"](t.inEdges,(function(t){t.setLayout({ty:n},!0),n+=t.getLayout().dy}))}))}function oJ(t){t.eachSeriesByType(\"sankey\",(function(t){var e=t.getGraph(),n=e.nodes,i=e.edges;if(n.length){var r=1/0,o=-1/0;c[\"k\"](n,(function(t){var e=t.getLayout().value;e<r&&(r=e),e>o&&(o=e)})),c[\"k\"](n,(function(e){var n=new aO({type:\"color\",mappingMethod:\"linear\",dataExtent:[r,o],visual:t.get(\"color\")}),i=n.mapValueToVisual(e.getLayout().value),a=e.getModel().get([\"itemStyle\",\"color\"]);null!=a?(e.setVisual(\"color\",a),e.setVisual(\"style\",{fill:a})):(e.setVisual(\"color\",i),e.setVisual(\"style\",{fill:i}))}))}i.length&&c[\"k\"](i,(function(t){var e=t.getModel().get(\"lineStyle\");t.setVisual(\"style\",e)}))}))}function aJ(t){t.registerChartView(qT),t.registerSeriesModel(LT),t.registerLayout(RT),t.registerVisual(oJ),t.registerAction({type:\"dragNode\",event:\"dragnode\",update:\"update\"},(function(t,e){e.eachComponent({mainType:\"series\",subType:\"sankey\",query:t},(function(e){e.setNodePosition(t.dataIndex,[t.localX,t.localY])}))}))}var sJ=function(){function t(){}return t.prototype.getInitialData=function(t,e){var n,i,r=e.getComponent(\"xAxis\",this.get(\"xAxisIndex\")),o=e.getComponent(\"yAxis\",this.get(\"yAxisIndex\")),a=r.get(\"type\"),s=o.get(\"type\");\"category\"===a?(t.layout=\"horizontal\",n=r.getOrdinalMeta(),i=!0):\"category\"===s?(t.layout=\"vertical\",n=o.getOrdinalMeta(),i=!0):t.layout=t.layout||\"horizontal\";var l=[\"x\",\"y\"],u=\"horizontal\"===t.layout?0:1,h=this._baseAxisDim=l[u],d=l[1-u],p=[r,o],A=p[u].get(\"type\"),f=p[1-u].get(\"type\"),g=t.data;if(g&&i){var m=[];c[\"k\"](g,(function(t,e){var n;c[\"t\"](t)?(n=t.slice(),t.unshift(e)):c[\"t\"](t.value)?(n=c[\"m\"]({},t),n.value=n.value.slice(),t.value.unshift(e)):n=t,m.push(n)})),t.data=m}var y=this.defaultValueDimensions,v=[{name:h,type:yE(A),ordinalMeta:n,otherDims:{tooltip:!1,itemName:0},dimsDef:[\"base\"]},{name:d,type:yE(f),dimsDef:y.slice()}];return bS(this,{coordDimensions:v,dimensionsCount:y.length+1,encodeDefaulter:c[\"h\"](Ah,v,this)})},t.prototype.getBaseAxis=function(){var t=this._baseAxisDim;return this.ecModel.getComponent(t+\"Axis\",this.get(t+\"AxisIndex\")).axis},t}(),lJ=function(t){function e(){var n=null!==t&&t.apply(this,arguments)||this;return n.type=e.type,n.defaultValueDimensions=[{name:\"min\",defaultTooltip:!0},{name:\"Q1\",defaultTooltip:!0},{name:\"median\",defaultTooltip:!0},{name:\"Q3\",defaultTooltip:!0},{name:\"max\",defaultTooltip:!0}],n.visualDrawType=\"stroke\",n}return l(e,t),e.type=\"series.boxplot\",e.dependencies=[\"xAxis\",\"yAxis\",\"grid\"],e.defaultOption={z:2,coordinateSystem:\"cartesian2d\",legendHoverLink:!0,layout:null,boxWidth:[7,50],itemStyle:{color:\"#fff\",borderWidth:1},emphasis:{scale:!0,itemStyle:{borderWidth:2,shadowBlur:5,shadowOffsetX:1,shadowOffsetY:1,shadowColor:\"rgba(0,0,0,0.2)\"}},animationDuration:800},e}(MA);Object(c[\"K\"])(lJ,sJ,!0);var uJ=lJ,cJ=function(t){function e(){var n=null!==t&&t.apply(this,arguments)||this;return n.type=e.type,n}return l(e,t),e.prototype.render=function(t,e,n){var 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d=r.get(u,h),p=v(d,c[2],h),A=v(d,c[0],h),f=v(d,c[1],h),g=v(d,c[3],h),m=v(d,c[4],h),y=[];C(y,f,!1),C(y,g,!0),y.push(A,f,m,g),w(y,A),w(y,m),w(y,p),r.setItemLayout(h,{initBaseline:p[s],ends:y})}function v(t,n,o){var l,u=r.get(n,o),c=[];return c[a]=t,c[s]=u,isNaN(t)||isNaN(u)?l=[NaN,NaN]:(l=i.dataToPoint(c),l[a]+=e),l}function C(t,e,n){var i=e.slice(),r=e.slice();i[a]+=o,r[a]-=o,n?t.push(i,r):t.push(r,i)}function w(t,e){var n=e.slice(),i=e.slice();n[a]-=o,i[a]+=o,t.push(n,i)}}function IJ(t,e){e=e||{};for(var n=[],i=[],r=e.boundIQR,o=\"none\"===r||0===r,a=0;a<t.length;a++){var s=Gi(t[a].slice()),l=tr(s,.25),u=tr(s,.5),h=tr(s,.75),d=s[0],p=s[s.length-1],A=(null==r?1.5:r)*(h-l),f=o?d:Math.max(d,l-A),g=o?p:Math.min(p,h+A),m=e.itemNameFormatter,y=Object(c[\"w\"])(m)?m({value:a}):Object(c[\"C\"])(m)?m.replace(\"{value}\",a+\"\"):a+\"\";n.push([y,f,l,u,h,g]);for(var v=0;v<s.length;v++){var C=s[v];if(C<f||C>g){var w=[y,C];i.push(w)}}}return{boxData:n,outliers:i}}var 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c=l.get(s,a),A=l.get(u,a),f=l.get(h,a),g=l.get(d,a),m=l.get(p,a),y=Math.min(A,f),v=Math.max(A,f),C=x(y,c),w=x(v,c),I=x(g,c),E=x(m,c),b=[];B(b,w,0),B(b,C,1),b.push(Q(E),Q(w),Q(I),Q(C));var M=n.getItemModel(a),S=!!M.get([\"itemStyle\",\"borderColorDoji\"]);n.setItemLayout(a,{sign:VJ(l,a,A,f,h,S),initBaseline:A>f?w[o]:C[o],ends:b,brushRect:k(g,m,c)})}function x(t,n){var i=[];return i[r]=n,i[o]=t,isNaN(n)||isNaN(t)?[NaN,NaN]:e.dataToPoint(i)}function B(t,e,n){var o=e.slice(),a=e.slice();o[r]=bg(o[r]+i/2,1,!1),a[r]=bg(a[r]-i/2,1,!0),n?t.push(o,a):t.push(a,o)}function k(t,e,n){var a=x(t,n),s=x(e,n);return a[r]-=i/2,s[r]-=i/2,{x:a[0],y:a[1],width:o?i:s[0]-a[0],height:o?s[1]-a[1]:i}}function Q(t){return t[r]=bg(t[r],1),t}}function f(n,i){var a,l,c=Sb(4*n.count),A=0,f=[],g=[],m=i.getStore(),y=!!t.get([\"itemStyle\",\"borderColorDoji\"]);while(null!=(l=n.next())){var v=m.get(s,l),C=m.get(u,l),w=m.get(h,l),I=m.get(d,l),E=m.get(p,l);isNaN(v)||isNaN(I)||isNaN(E)?(c[A++]=NaN,A+=3):(c[A++]=VJ(m,l,C,w,h,y),f[r]=v,f[o]=I,a=e.dataToPoint(f,null,g),c[A++]=a?a[0]:NaN,c[A++]=a?a[1]:NaN,f[o]=E,a=e.dataToPoint(f,null,g),c[A++]=a?a[1]:NaN)}i.setLayout(\"largePoints\",c)}}};function VJ(t,e,n,i,r,o){var a;return a=n>i?-1:n<i?1:o?0:e>0?t.get(r,e-1)<=i?1:-1:1,a}function HJ(t,e){var n,i=t.getBaseAxis(),r=\"category\"===i.type?i.getBandWidth():(n=i.getExtent(),Math.abs(n[1]-n[0])/e.count()),o=Ti(Object(c[\"P\"])(t.get(\"barMaxWidth\"),r),r),a=Ti(Object(c[\"P\"])(t.get(\"barMinWidth\"),1),r),s=t.get(\"barWidth\");return null!=s?Ti(s,r):Math.max(Math.min(r/2,o),a)}var XJ=WJ;function _J(t){t.registerChartView(jJ),t.registerSeriesModel(JJ),t.registerPreprocessor(GJ),t.registerVisual(PJ),t.registerLayout(XJ)}function $J(t,e){var n=e.rippleEffectColor||e.color;t.eachChild((function(t){t.attr({z:e.z,zlevel:e.zlevel,style:{stroke:\"stroke\"===e.brushType?n:null,fill:\"fill\"===e.brushType?n:null}})}))}var tG=function(t){function e(e,n){var i=t.call(this)||this,r=new fb(e,n),o=new Si;return i.add(r),i.add(o),i.updateData(e,n),i}return l(e,t),e.prototype.stopEffectAnimation=function(){this.childAt(1).removeAll()},e.prototype.startEffectAnimation=function(t){for(var e=t.symbolType,n=t.color,i=t.rippleNumber,r=this.childAt(1),o=0;o<i;o++){var a=ly(e,-1,-1,2,2,n);a.attr({style:{strokeNoScale:!0},z2:99,silent:!0,scaleX:.5,scaleY:.5});var s=-o/i*t.period+t.effectOffset;a.animate(\"\",!0).when(t.period,{scaleX:t.rippleScale/2,scaleY:t.rippleScale/2}).delay(s).start(),a.animateStyle(!0).when(t.period,{opacity:0}).delay(s).start(),r.add(a)}$J(r,t)},e.prototype.updateEffectAnimation=function(t){for(var e=this._effectCfg,n=this.childAt(1),i=[\"symbolType\",\"period\",\"rippleScale\",\"rippleNumber\"],r=0;r<i.length;r++){var o=i[r];if(e[o]!==t[o])return this.stopEffectAnimation(),void this.startEffectAnimation(t)}$J(n,t)},e.prototype.highlight=function(){dl(this)},e.prototype.downplay=function(){pl(this)},e.prototype.getSymbolType=function(){var t=this.childAt(0);return t&&t.getSymbolType()},e.prototype.updateData=function(t,e){var n=this,i=t.hostModel;this.childAt(0).updateData(t,e);var r=this.childAt(1),o=t.getItemModel(e),a=t.getItemVisual(e,\"symbol\"),s=uy(t.getItemVisual(e,\"symbolSize\")),l=t.getItemVisual(e,\"style\"),u=l&&l.fill,c=o.getModel(\"emphasis\");r.setScale(s),r.traverse((function(t){t.setStyle(\"fill\",u)}));var h=cy(t.getItemVisual(e,\"symbolOffset\"),s);h&&(r.x=h[0],r.y=h[1]);var d=t.getItemVisual(e,\"symbolRotate\");r.rotation=(d||0)*Math.PI/180||0;var p={};p.showEffectOn=i.get(\"showEffectOn\"),p.rippleScale=o.get([\"rippleEffect\",\"scale\"]),p.brushType=o.get([\"rippleEffect\",\"brushType\"]),p.period=1e3*o.get([\"rippleEffect\",\"period\"]),p.effectOffset=e/t.count(),p.z=i.getShallow(\"z\")||0,p.zlevel=i.getShallow(\"zlevel\")||0,p.symbolType=a,p.color=u,p.rippleEffectColor=o.get([\"rippleEffect\",\"color\"]),p.rippleNumber=o.get([\"rippleEffect\",\"number\"]),\"render\"===p.showEffectOn?(this._effectCfg?this.updateEffectAnimation(p):this.startEffectAnimation(p),this._effectCfg=p):(this._effectCfg=null,this.stopEffectAnimation(),this.onHoverStateChange=function(t){\"emphasis\"===t?\"render\"!==p.showEffectOn&&n.startEffectAnimation(p):\"normal\"===t&&\"render\"!==p.showEffectOn&&n.stopEffectAnimation()}),this._effectCfg=p,Dl(this,c.get(\"focus\"),c.get(\"blurScope\"),c.get(\"disabled\"))},e.prototype.fadeOut=function(t){t&&t()},e}(Si),eG=tG,nG=function(t){function e(){var n=null!==t&&t.apply(this,arguments)||this;return n.type=e.type,n}return l(e,t),e.prototype.init=function(){this._symbolDraw=new Cb(eG)},e.prototype.render=function(t,e,n){var i=t.getData(),r=this._symbolDraw;r.updateData(i,{clipShape:this._getClipShape(t)}),this.group.add(r.group)},e.prototype._getClipShape=function(t){var e=t.coordinateSystem,n=e&&e.getArea&&e.getArea();return t.get(\"clip\",!0)?n:null},e.prototype.updateTransform=function(t,e,n){var i=t.getData();this.group.dirty();var r=aM(\"\").reset(t,e,n);r.progress&&r.progress({start:0,end:i.count(),count:i.count()},i),this._symbolDraw.updateLayout()},e.prototype._updateGroupTransform=function(t){var e=t.coordinateSystem;e&&e.getRoamTransform&&(this.group.transform=vt(e.getRoamTransform()),this.group.decomposeTransform())},e.prototype.remove=function(t,e){this._symbolDraw&&this._symbolDraw.remove(!0)},e.type=\"effectScatter\",e}(Vg),iG=nG,rG=function(t){function e(){var n=null!==t&&t.apply(this,arguments)||this;return n.type=e.type,n.hasSymbolVisual=!0,n}return l(e,t),e.prototype.getInitialData=function(t,e){return lb(null,this,{useEncodeDefaulter:!0})},e.prototype.brushSelector=function(t,e,n){return n.point(e.getItemLayout(t))},e.type=\"series.effectScatter\",e.dependencies=[\"grid\",\"polar\"],e.defaultOption={coordinateSystem:\"cartesian2d\",z:2,legendHoverLink:!0,effectType:\"ripple\",progressive:0,showEffectOn:\"render\",clip:!0,rippleEffect:{period:4,scale:2.5,brushType:\"fill\",number:3},universalTransition:{divideShape:\"clone\"},symbolSize:10},e}(MA),oG=rG;function aG(t){t.registerChartView(iG),t.registerSeriesModel(oG),t.registerLayout(aM(\"effectScatter\"))}var sG=function(t){function e(e,n,i){var r=t.call(this)||this;return r.add(r.createLine(e,n,i)),r._updateEffectSymbol(e,n),r}return l(e,t),e.prototype.createLine=function(t,e,n){return new BL(t,e,n)},e.prototype._updateEffectSymbol=function(t,e){var n=t.getItemModel(e),i=n.getModel(\"effect\"),r=i.get(\"symbolSize\"),o=i.get(\"symbol\");c[\"t\"](r)||(r=[r,r]);var a=t.getItemVisual(e,\"style\"),s=i.get(\"color\")||a&&a.stroke,l=this.childAt(1);this._symbolType!==o&&(this.remove(l),l=ly(o,-.5,-.5,1,1,s),l.z2=100,l.culling=!0,this.add(l)),l&&(l.setStyle(\"shadowColor\",s),l.setStyle(i.getItemStyle([\"color\"])),l.scaleX=r[0],l.scaleY=r[1],l.setColor(s),this._symbolType=o,this._symbolScale=r,this._updateEffectAnimation(t,i,e))},e.prototype._updateEffectAnimation=function(t,e,n){var i=this.childAt(1);if(i){var r=t.getItemLayout(n),o=1e3*e.get(\"period\"),a=e.get(\"loop\"),s=e.get(\"roundTrip\"),l=e.get(\"constantSpeed\"),u=c[\"O\"](e.get(\"delay\"),(function(e){return e/t.count()*o/3}));if(i.ignore=!0,this._updateAnimationPoints(i,r),l>0&&(o=this._getLineLength(i)/l*1e3),o!==this._period||a!==this._loop||s!==this._roundTrip){i.stopAnimation();var h=void 0;h=c[\"w\"](u)?u(n):u,i.__t>0&&(h=-o*i.__t),this._animateSymbol(i,o,h,a,s)}this._period=o,this._loop=a,this._roundTrip=s}},e.prototype._animateSymbol=function(t,e,n,i,r){if(e>0){t.__t=0;var o=this,a=t.animate(\"\",i).when(r?2*e:e,{__t:r?2:1}).delay(n).during((function(){o._updateSymbolPosition(t)}));i||a.done((function(){o.remove(t)})),a.start()}},e.prototype._getLineLength=function(t){return E(t.__p1,t.__cp1)+E(t.__cp1,t.__p2)},e.prototype._updateAnimationPoints=function(t,e){t.__p1=e[0],t.__p2=e[1],t.__cp1=e[2]||[(e[0][0]+e[1][0])/2,(e[0][1]+e[1][1])/2]},e.prototype.updateData=function(t,e,n){this.childAt(0).updateData(t,e,n),this._updateEffectSymbol(t,e)},e.prototype._updateSymbolPosition=function(t){var e=t.__p1,n=t.__p2,i=t.__cp1,r=t.__t<1?t.__t:2-t.__t,o=[t.x,t.y],a=o.slice(),s=Qe,l=De;o[0]=s(e[0],i[0],n[0],r),o[1]=s(e[1],i[1],n[1],r);var u=t.__t<1?l(e[0],i[0],n[0],r):l(n[0],i[0],e[0],1-r),c=t.__t<1?l(e[1],i[1],n[1],r):l(n[1],i[1],e[1],1-r);t.rotation=-Math.atan2(c,u)-Math.PI/2,\"line\"!==this._symbolType&&\"rect\"!==this._symbolType&&\"roundRect\"!==this._symbolType||(void 0!==t.__lastT&&t.__lastT<t.__t?(t.scaleY=1.05*E(a,o),1===r&&(o[0]=a[0]+(o[0]-a[0])/2,o[1]=a[1]+(o[1]-a[1])/2)):1===t.__lastT?t.scaleY=2*E(e,o):t.scaleY=this._symbolScale[1]),t.__lastT=t.__t,t.ignore=!1,t.x=o[0],t.y=o[1]},e.prototype.updateLayout=function(t,e){this.childAt(0).updateLayout(t,e);var n=t.getItemModel(e).getModel(\"effect\");this._updateEffectAnimation(t,n,e)},e}(Si),lG=sG,uG=function(t){function e(e,n,i){var r=t.call(this)||this;return r._createPolyline(e,n,i),r}return l(e,t),e.prototype._createPolyline=function(t,e,n){var i=t.getItemLayout(e),r=new qf({shape:{points:i}});this.add(r),this._updateCommonStl(t,e,n)},e.prototype.updateData=function(t,e,n){var i=t.hostModel,r=this.childAt(0),o={shape:{points:t.getItemLayout(e)}};Zl(r,o,i,e),this._updateCommonStl(t,e,n)},e.prototype._updateCommonStl=function(t,e,n){var i=this.childAt(0),r=t.getItemModel(e),o=n&&n.emphasisLineStyle,a=n&&n.focus,s=n&&n.blurScope,l=n&&n.emphasisDisabled;if(!n||t.hasItemOption){var u=r.getModel(\"emphasis\");o=u.getModel(\"lineStyle\").getLineStyle(),l=u.get(\"disabled\"),a=u.get(\"focus\"),s=u.get(\"blurScope\")}i.useStyle(t.getItemVisual(e,\"style\")),i.style.fill=null,i.style.strokeNoScale=!0;var c=i.ensureState(\"emphasis\");c.style=o,Dl(this,a,s,l)},e.prototype.updateLayout=function(t,e){var n=this.childAt(0);n.setShape(\"points\",t.getItemLayout(e))},e}(Si),cG=uG,hG=function(t){function e(){var e=null!==t&&t.apply(this,arguments)||this;return e._lastFrame=0,e._lastFramePercent=0,e}return l(e,t),e.prototype.createLine=function(t,e,n){return new cG(t,e,n)},e.prototype._updateAnimationPoints=function(t,e){this._points=e;for(var n=[0],i=0,r=1;r<e.length;r++){var o=e[r-1],a=e[r];i+=E(o,a),n.push(i)}if(0!==i){for(r=0;r<n.length;r++)n[r]/=i;this._offsets=n,this._length=i}else this._length=0},e.prototype._getLineLength=function(){return this._length},e.prototype._updateSymbolPosition=function(t){var e=t.__t<1?t.__t:2-t.__t,n=this._points,i=this._offsets,r=n.length;if(i){var o,a=this._lastFrame;if(e<this._lastFramePercent){var s=Math.min(a+1,r-1);for(o=s;o>=0;o--)if(i[o]<=e)break;o=Math.min(o,r-2)}else{for(o=a;o<r;o++)if(i[o]>e)break;o=Math.min(o-1,r-2)}var l=(e-i[o])/(i[o+1]-i[o]),u=n[o],c=n[o+1];t.x=u[0]*(1-l)+l*c[0],t.y=u[1]*(1-l)+l*c[1];var h=t.__t<1?c[0]-u[0]:u[0]-c[0],d=t.__t<1?c[1]-u[1]:u[1]-c[1];t.rotation=-Math.atan2(d,h)-Math.PI/2,this._lastFrame=o,this._lastFramePercent=e,t.ignore=!1}},e}(lG),dG=hG,pG=function(){function t(){this.polyline=!1,this.curveness=0,this.segs=[]}return t}(),AG=function(t){function e(e){var n=t.call(this,e)||this;return n._off=0,n.hoverDataIdx=-1,n}return l(e,t),e.prototype.reset=function(){this.notClear=!1,this._off=0},e.prototype.getDefaultStyle=function(){return{stroke:\"#000\",fill:null}},e.prototype.getDefaultShape=function(){return new pG},e.prototype.buildPath=function(t,e){var n,i=e.segs,r=e.curveness;if(e.polyline)for(n=this._off;n<i.length;){var o=i[n++];if(o>0){t.moveTo(i[n++],i[n++]);for(var a=1;a<o;a++)t.lineTo(i[n++],i[n++])}}else for(n=this._off;n<i.length;){var s=i[n++],l=i[n++],u=i[n++],c=i[n++];if(t.moveTo(s,l),r>0){var h=(s+u)/2-(l-c)*r,d=(l+c)/2-(u-s)*r;t.quadraticCurveTo(h,d,u,c)}else t.lineTo(u,c)}this.incremental&&(this._off=n,this.notClear=!0)},e.prototype.findDataIndex=function(t,e){var n=this.shape,i=n.segs,r=n.curveness,o=this.style.lineWidth;if(n.polyline)for(var a=0,s=0;s<i.length;){var l=i[s++];if(l>0)for(var u=i[s++],c=i[s++],h=1;h<l;h++){var d=i[s++],p=i[s++];if(Ca(u,c,d,p,o,t,e))return a}a++}else for(a=0,s=0;s<i.length;){u=i[s++],c=i[s++],d=i[s++],p=i[s++];if(r>0){var A=(u+d)/2-(c-p)*r,f=(c+p)/2-(d-u)*r;if(Ia(u,c,A,f,d,p,o,t,e))return a}else if(Ca(u,c,d,p,o,t,e))return a;a++}return-1},e.prototype.contain=function(t,e){var n=this.transformCoordToLocal(t,e),i=this.getBoundingRect();if(t=n[0],e=n[1],i.contain(t,e)){var r=this.hoverDataIdx=this.findDataIndex(t,e);return r>=0}return this.hoverDataIdx=-1,!1},e.prototype.getBoundingRect=function(){var t=this._rect;if(!t){for(var e=this.shape,n=e.segs,i=1/0,r=1/0,o=-1/0,a=-1/0,s=0;s<n.length;){var l=n[s++],u=n[s++];i=Math.min(l,i),o=Math.max(l,o),r=Math.min(u,r),a=Math.max(u,a)}t=this._rect=new Dt(i,r,o,a)}return t},e}(Na),fG=function(){function t(){this.group=new Si}return t.prototype.updateData=function(t){this._clear();var e=this._create();e.setShape({segs:t.getLayout(\"linesPoints\")}),this._setCommon(e,t)},t.prototype.incrementalPrepareUpdate=function(t){this.group.removeAll(),this._clear()},t.prototype.incrementalUpdate=function(t,e){var n=this._newAdded[0],i=e.getLayout(\"linesPoints\"),r=n&&n.shape.segs;if(r&&r.length<2e4){var o=r.length,a=new Float32Array(o+i.length);a.set(r),a.set(i,o),n.setShape({segs:a})}else{this._newAdded=[];var s=this._create();s.incremental=!0,s.setShape({segs:i}),this._setCommon(s,e),s.__startIndex=t.start}},t.prototype.remove=function(){this._clear()},t.prototype.eachRendered=function(t){this._newAdded[0]&&t(this._newAdded[0])},t.prototype._create=function(){var t=new AG({cursor:\"default\",ignoreCoarsePointer:!0});return this._newAdded.push(t),this.group.add(t),t},t.prototype._setCommon=function(t,e,n){var i=e.hostModel;t.setShape({polyline:i.get(\"polyline\"),curveness:i.get([\"lineStyle\",\"curveness\"])}),t.useStyle(i.getModel(\"lineStyle\").getLineStyle()),t.style.strokeNoScale=!0;var r=e.getVisual(\"style\");r&&r.stroke&&t.setStyle(\"stroke\",r.stroke),t.setStyle(\"fill\",null);var o=xs(t);o.seriesIndex=i.seriesIndex,t.on(\"mousemove\",(function(e){o.dataIndex=null;var n=t.hoverDataIdx;n>0&&(o.dataIndex=n+t.__startIndex)}))},t.prototype._clear=function(){this._newAdded=[],this.group.removeAll()},t}(),gG=fG,mG={seriesType:\"lines\",plan:BA(),reset:function(t){var e=t.coordinateSystem;if(e){var n=t.get(\"polyline\"),i=t.pipelineContext.large;return{progress:function(r,o){var a=[];if(i){var s=void 0,l=r.end-r.start;if(n){for(var u=0,c=r.start;c<r.end;c++)u+=t.getLineCoordsCount(c);s=new Float32Array(l+2*u)}else s=new Float32Array(4*l);var h=0,d=[];for(c=r.start;c<r.end;c++){var p=t.getLineCoords(c,a);n&&(s[h++]=p);for(var A=0;A<p;A++)d=e.dataToPoint(a[A],!1,d),s[h++]=d[0],s[h++]=d[1]}o.setLayout(\"linesPoints\",s)}else for(c=r.start;c<r.end;c++){var f=o.getItemModel(c),g=(p=t.getLineCoords(c,a),[]);if(n)for(var m=0;m<p;m++)g.push(e.dataToPoint(a[m]));else{g[0]=e.dataToPoint(a[0]),g[1]=e.dataToPoint(a[1]);var y=f.get([\"lineStyle\",\"curveness\"]);+y&&(g[2]=[(g[0][0]+g[1][0])/2-(g[0][1]-g[1][1])*y,(g[0][1]+g[1][1])/2-(g[1][0]-g[0][0])*y])}o.setItemLayout(c,g)}}}}}},yG=mG,vG=function(t){function e(){var n=null!==t&&t.apply(this,arguments)||this;return n.type=e.type,n}return l(e,t),e.prototype.render=function(t,e,n){var i=t.getData(),r=this._updateLineDraw(i,t),o=t.get(\"zlevel\"),a=t.get([\"effect\",\"trailLength\"]),s=n.getZr(),l=\"svg\"===s.painter.getType();l||s.painter.getLayer(o).clear(!0),null==this._lastZlevel||l||s.configLayer(this._lastZlevel,{motionBlur:!1}),this._showEffect(t)&&a>0&&(l||s.configLayer(o,{motionBlur:!0,lastFrameAlpha:Math.max(Math.min(a/10+.9,1),0)})),r.updateData(i);var u=t.get(\"clip\",!0)&&Jb(t.coordinateSystem,!1,t);u?this.group.setClipPath(u):this.group.removeClipPath(),this._lastZlevel=o,this._finished=!0},e.prototype.incrementalPrepareRender=function(t,e,n){var i=t.getData(),r=this._updateLineDraw(i,t);r.incrementalPrepareUpdate(i),this._clearLayer(n),this._finished=!1},e.prototype.incrementalRender=function(t,e,n){this._lineDraw.incrementalUpdate(t,e.getData()),this._finished=t.end===e.getData().count()},e.prototype.eachRendered=function(t){this._lineDraw&&this._lineDraw.eachRendered(t)},e.prototype.updateTransform=function(t,e,n){var i=t.getData(),r=t.pipelineContext;if(!this._finished||r.large||r.progressiveRender)return{update:!0};var o=yG.reset(t,e,n);o.progress&&o.progress({start:0,end:i.count(),count:i.count()},i),this._lineDraw.updateLayout(),this._clearLayer(n)},e.prototype._updateLineDraw=function(t,e){var n=this._lineDraw,i=this._showEffect(e),r=!!e.get(\"polyline\"),o=e.pipelineContext,a=o.large;return n&&i===this._hasEffet&&r===this._isPolyline&&a===this._isLargeDraw||(n&&n.remove(),n=this._lineDraw=a?new gG:new OL(r?i?dG:cG:i?lG:BL),this._hasEffet=i,this._isPolyline=r,this._isLargeDraw=a),this.group.add(n.group),n},e.prototype._showEffect=function(t){return!!t.get([\"effect\",\"show\"])},e.prototype._clearLayer=function(t){var e=t.getZr(),n=\"svg\"===e.painter.getType();n||null==this._lastZlevel||e.painter.getLayer(this._lastZlevel).clear(!0)},e.prototype.remove=function(t,e){this._lineDraw&&this._lineDraw.remove(),this._lineDraw=null,this._clearLayer(e)},e.prototype.dispose=function(t,e){this.remove(t,e)},e.type=\"lines\",e}(Vg),CG=vG,wG=\"undefined\"===typeof Uint32Array?Array:Uint32Array,IG=\"undefined\"===typeof Float64Array?Array:Float64Array;function EG(t){var e=t.data;e&&e[0]&&e[0][0]&&e[0][0].coord&&(t.data=Object(c[\"H\"])(e,(function(t){var e=[t[0].coord,t[1].coord],n={coords:e};return t[0].name&&(n.fromName=t[0].name),t[1].name&&(n.toName=t[1].name),Object(c[\"J\"])([n,t[0],t[1]])})))}var bG=function(t){function e(){var n=null!==t&&t.apply(this,arguments)||this;return n.type=e.type,n.visualStyleAccessPath=\"lineStyle\",n.visualDrawType=\"stroke\",n}return l(e,t),e.prototype.init=function(e){e.data=e.data||[],EG(e);var n=this._processFlatCoordsArray(e.data);this._flatCoords=n.flatCoords,this._flatCoordsOffset=n.flatCoordsOffset,n.flatCoords&&(e.data=new Float32Array(n.count)),t.prototype.init.apply(this,arguments)},e.prototype.mergeOption=function(e){if(EG(e),e.data){var n=this._processFlatCoordsArray(e.data);this._flatCoords=n.flatCoords,this._flatCoordsOffset=n.flatCoordsOffset,n.flatCoords&&(e.data=new Float32Array(n.count))}t.prototype.mergeOption.apply(this,arguments)},e.prototype.appendData=function(t){var e=this._processFlatCoordsArray(t.data);e.flatCoords&&(this._flatCoords?(this._flatCoords=Object(c[\"e\"])(this._flatCoords,e.flatCoords),this._flatCoordsOffset=Object(c[\"e\"])(this._flatCoordsOffset,e.flatCoordsOffset)):(this._flatCoords=e.flatCoords,this._flatCoordsOffset=e.flatCoordsOffset),t.data=new Float32Array(e.count)),this.getRawData().appendData(t.data)},e.prototype._getCoordsFromItemModel=function(t){var e=this.getData().getItemModel(t),n=e.option instanceof Array?e.option:e.getShallow(\"coords\");return n},e.prototype.getLineCoordsCount=function(t){return this._flatCoordsOffset?this._flatCoordsOffset[2*t+1]:this._getCoordsFromItemModel(t).length},e.prototype.getLineCoords=function(t,e){if(this._flatCoordsOffset){for(var n=this._flatCoordsOffset[2*t],i=this._flatCoordsOffset[2*t+1],r=0;r<i;r++)e[r]=e[r]||[],e[r][0]=this._flatCoords[n+2*r],e[r][1]=this._flatCoords[n+2*r+1];return i}var o=this._getCoordsFromItemModel(t);for(r=0;r<o.length;r++)e[r]=e[r]||[],e[r][0]=o[r][0],e[r][1]=o[r][1];return o.length},e.prototype._processFlatCoordsArray=function(t){var e=0;if(this._flatCoords&&(e=this._flatCoords.length),Object(c[\"z\"])(t[0])){for(var n=t.length,i=new wG(n),r=new IG(n),o=0,a=0,s=0,l=0;l<n;){s++;var u=t[l++];i[a++]=o+e,i[a++]=u;for(var h=0;h<u;h++){var d=t[l++],p=t[l++];r[o++]=d,r[o++]=p}}return{flatCoordsOffset:new Uint32Array(i.buffer,0,a),flatCoords:r,count:s}}return{flatCoordsOffset:null,flatCoords:null,count:t.length}},e.prototype.getInitialData=function(t,e){var n=new zE([\"value\"],this);return n.hasItemOption=!1,n.initData(t.data,[],(function(t,e,i,r){if(t instanceof Array)return NaN;n.hasItemOption=!0;var o=t.value;return null!=o?o instanceof Array?o[r]:o:void 0})),n},e.prototype.formatTooltip=function(t,e,n){var i=this.getData(),r=i.getItemModel(t),o=r.get(\"name\");if(o)return o;var a=r.get(\"fromName\"),s=r.get(\"toName\"),l=[];return null!=a&&l.push(a),null!=s&&l.push(s),Vp(\"nameValue\",{name:l.join(\" > \")})},e.prototype.preventIncremental=function(){return!!this.get([\"effect\",\"show\"])},e.prototype.getProgressive=function(){var t=this.option.progressive;return null==t?this.option.large?1e4:this.get(\"progressive\"):t},e.prototype.getProgressiveThreshold=function(){var t=this.option.progressiveThreshold;return null==t?this.option.large?2e4:this.get(\"progressiveThreshold\"):t},e.prototype.getZLevelKey=function(){var t=this.getModel(\"effect\"),e=t.get(\"trailLength\");return this.getData().count()>this.getProgressiveThreshold()?this.id:t.get(\"show\")&&e>0?e+\"\":\"\"},e.type=\"series.lines\",e.dependencies=[\"grid\",\"polar\",\"geo\",\"calendar\"],e.defaultOption={coordinateSystem:\"geo\",z:2,legendHoverLink:!0,xAxisIndex:0,yAxisIndex:0,symbol:[\"none\",\"none\"],symbolSize:[10,10],geoIndex:0,effect:{show:!1,period:4,constantSpeed:0,symbol:\"circle\",symbolSize:3,loop:!0,trailLength:.2},large:!1,largeThreshold:2e3,polyline:!1,clip:!0,label:{show:!1,position:\"end\"},lineStyle:{opacity:.5}},e}(MA),MG=bG;function SG(t){return t instanceof Array||(t=[t,t]),t}var xG={seriesType:\"lines\",reset:function(t){var e=SG(t.get(\"symbol\")),n=SG(t.get(\"symbolSize\")),i=t.getData();function r(t,e){var n=t.getItemModel(e),i=SG(n.getShallow(\"symbol\",!0)),r=SG(n.getShallow(\"symbolSize\",!0));i[0]&&t.setItemVisual(e,\"fromSymbol\",i[0]),i[1]&&t.setItemVisual(e,\"toSymbol\",i[1]),r[0]&&t.setItemVisual(e,\"fromSymbolSize\",r[0]),r[1]&&t.setItemVisual(e,\"toSymbolSize\",r[1])}return i.setVisual(\"fromSymbol\",e&&e[0]),i.setVisual(\"toSymbol\",e&&e[1]),i.setVisual(\"fromSymbolSize\",n&&n[0]),i.setVisual(\"toSymbolSize\",n&&n[1]),{dataEach:i.hasItemOption?r:null}}},BG=xG;function kG(t){t.registerChartView(CG),t.registerSeriesModel(MG),t.registerLayout(yG),t.registerVisual(BG)}var QG=256,DG=function(){function t(){this.blurSize=30,this.pointSize=20,this.maxOpacity=1,this.minOpacity=0,this._gradientPixels={inRange:null,outOfRange:null};var t=ei[\"d\"].createCanvas();this.canvas=t}return t.prototype.update=function(t,e,n,i,r,o){var a=this._getBrush(),s=this._getGradient(r,\"inRange\"),l=this._getGradient(r,\"outOfRange\"),u=this.pointSize+this.blurSize,c=this.canvas,h=c.getContext(\"2d\"),d=t.length;c.width=e,c.height=n;for(var p=0;p<d;++p){var A=t[p],f=A[0],g=A[1],m=A[2],y=i(m);h.globalAlpha=y,h.drawImage(a,f-u,g-u)}if(!c.width||!c.height)return c;var v=h.getImageData(0,0,c.width,c.height),C=v.data,w=0,I=C.length,E=this.minOpacity,b=this.maxOpacity,M=b-E;while(w<I){y=C[w+3]/256;var S=4*Math.floor(y*(QG-1));if(y>0){var x=o(y)?s:l;y>0&&(y=y*M+E),C[w++]=x[S],C[w++]=x[S+1],C[w++]=x[S+2],C[w++]=x[S+3]*y*256}else w+=4}return h.putImageData(v,0,0),c},t.prototype._getBrush=function(){var t=this._brushCanvas||(this._brushCanvas=ei[\"d\"].createCanvas()),e=this.pointSize+this.blurSize,n=2*e;t.width=n,t.height=n;var i=t.getContext(\"2d\");return i.clearRect(0,0,n,n),i.shadowOffsetX=n,i.shadowBlur=this.blurSize,i.shadowColor=\"#000\",i.beginPath(),i.arc(-e,e,this.pointSize,0,2*Math.PI,!0),i.closePath(),i.fill(),t},t.prototype._getGradient=function(t,e){for(var n=this._gradientPixels,i=n[e]||(n[e]=new Uint8ClampedArray(1024)),r=[0,0,0,0],o=0,a=0;a<256;a++)t[e](a/255,!0,r),i[o++]=r[0],i[o++]=r[1],i[o++]=r[2],i[o++]=r[3];return i},t}(),KG=DG;function qG(t,e,n){var i=t[1]-t[0];e=c[\"H\"](e,(function(e){return{interval:[(e.interval[0]-t[0])/i,(e.interval[1]-t[0])/i]}}));var r=e.length,o=0;return function(t){var i;for(i=o;i<r;i++){var a=e[i].interval;if(a[0]<=t&&t<=a[1]){o=i;break}}if(i===r)for(i=o-1;i>=0;i--){a=e[i].interval;if(a[0]<=t&&t<=a[1]){o=i;break}}return i>=0&&i<r&&n[i]}}function OG(t,e){var n=t[1]-t[0];return e=[(e[0]-t[0])/n,(e[1]-t[0])/n],function(t){return t>=e[0]&&t<=e[1]}}function LG(t){var e=t.dimensions;return\"lng\"===e[0]&&\"lat\"===e[1]}var RG=function(t){function e(){var n=null!==t&&t.apply(this,arguments)||this;return n.type=e.type,n}return l(e,t),e.prototype.render=function(t,e,n){var i;e.eachComponent(\"visualMap\",(function(e){e.eachTargetSeries((function(n){n===t&&(i=e)}))})),this._progressiveEls=null,this.group.removeAll();var r=t.coordinateSystem;\"cartesian2d\"===r.type||\"calendar\"===r.type?this._renderOnCartesianAndCalendar(t,n,0,t.getData().count()):LG(r)&&this._renderOnGeo(r,t,i,n)},e.prototype.incrementalPrepareRender=function(t,e,n){this.group.removeAll()},e.prototype.incrementalRender=function(t,e,n,i){var r=e.coordinateSystem;r&&(LG(r)?this.render(e,n,i):(this._progressiveEls=[],this._renderOnCartesianAndCalendar(e,i,t.start,t.end,!0)))},e.prototype.eachRendered=function(t){Gg(this._progressiveEls||this.group,t)},e.prototype._renderOnCartesianAndCalendar=function(t,e,n,i,r){var o,a,s,l,u=t.coordinateSystem,c=Gb(u,\"cartesian2d\");if(c){var h=u.getAxis(\"x\"),d=u.getAxis(\"y\");0,o=h.getBandWidth()+.5,a=d.getBandWidth()+.5,s=h.scale.getExtent(),l=d.scale.getExtent()}for(var p=this.group,A=t.getData(),f=t.getModel([\"emphasis\",\"itemStyle\"]).getItemStyle(),g=t.getModel([\"blur\",\"itemStyle\"]).getItemStyle(),m=t.getModel([\"select\",\"itemStyle\"]).getItemStyle(),y=t.get([\"itemStyle\",\"borderRadius\"]),v=ru(t),C=t.getModel(\"emphasis\"),w=C.get(\"focus\"),I=C.get(\"blurScope\"),E=C.get(\"disabled\"),b=c?[A.mapDimension(\"x\"),A.mapDimension(\"y\"),A.mapDimension(\"value\")]:[A.mapDimension(\"time\"),A.mapDimension(\"value\")],M=n;M<i;M++){var S=void 0,x=A.getItemVisual(M,\"style\");if(c){var B=A.get(b[0],M),k=A.get(b[1],M);if(isNaN(A.get(b[2],M))||isNaN(B)||isNaN(k)||B<s[0]||B>s[1]||k<l[0]||k>l[1])continue;var Q=u.dataToPoint([B,k]);S=new ls({shape:{x:Q[0]-o/2,y:Q[1]-a/2,width:o,height:a},style:x})}else{if(isNaN(A.get(b[1],M)))continue;S=new ls({z2:1,shape:u.dataToRect([A.get(b[0],M)]).contentShape,style:x})}if(A.hasItemOption){var D=A.getItemModel(M),K=D.getModel(\"emphasis\");f=K.getModel(\"itemStyle\").getItemStyle(),g=D.getModel([\"blur\",\"itemStyle\"]).getItemStyle(),m=D.getModel([\"select\",\"itemStyle\"]).getItemStyle(),y=D.get([\"itemStyle\",\"borderRadius\"]),w=K.get(\"focus\"),I=K.get(\"blurScope\"),E=K.get(\"disabled\"),v=ru(D)}S.shape.r=y;var q=t.getRawValue(M),O=\"-\";q&&null!=q[2]&&(O=q[2]+\"\"),iu(S,v,{labelFetcher:t,labelDataIndex:M,defaultOpacity:x.opacity,defaultText:O}),S.ensureState(\"emphasis\").style=f,S.ensureState(\"blur\").style=g,S.ensureState(\"select\").style=m,Dl(S,w,I,E),S.incremental=r,r&&(S.states.emphasis.hoverLayer=!0),p.add(S),A.setItemGraphicEl(M,S),this._progressiveEls&&this._progressiveEls.push(S)}},e.prototype._renderOnGeo=function(t,e,n,i){var r=n.targetVisuals.inRange,o=n.targetVisuals.outOfRange,a=e.getData(),s=this._hmLayer||this._hmLayer||new KG;s.blurSize=e.get(\"blurSize\"),s.pointSize=e.get(\"pointSize\"),s.minOpacity=e.get(\"minOpacity\"),s.maxOpacity=e.get(\"maxOpacity\");var l=t.getViewRect().clone(),u=t.getRoamTransform();l.applyTransform(u);var c=Math.max(l.x,0),h=Math.max(l.y,0),d=Math.min(l.width+l.x,i.getWidth()),p=Math.min(l.height+l.y,i.getHeight()),A=d-c,f=p-h,g=[a.mapDimension(\"lng\"),a.mapDimension(\"lat\"),a.mapDimension(\"value\")],m=a.mapArray(g,(function(e,n,i){var r=t.dataToPoint([e,n]);return r[0]-=c,r[1]-=h,r.push(i),r})),y=n.getExtent(),v=\"visualMap.continuous\"===n.type?OG(y,n.option.range):qG(y,n.getPieceList(),n.option.selected);s.update(m,A,f,r.color.getNormalizer(),{inRange:r.color.getColorMapper(),outOfRange:o.color.getColorMapper()},v);var C=new $a({style:{width:A,height:f,x:c,y:h,image:s.canvas},silent:!0});this.group.add(C)},e.type=\"heatmap\",e}(Vg),jG=RG,TG=function(t){function e(){var n=null!==t&&t.apply(this,arguments)||this;return n.type=e.type,n}return l(e,t),e.prototype.getInitialData=function(t,e){return lb(null,this,{generateCoord:\"value\"})},e.prototype.preventIncremental=function(){var t=Vh.get(this.get(\"coordinateSystem\"));if(t&&t.dimensions)return\"lng\"===t.dimensions[0]&&\"lat\"===t.dimensions[1]},e.type=\"series.heatmap\",e.dependencies=[\"grid\",\"geo\",\"calendar\"],e.defaultOption={coordinateSystem:\"cartesian2d\",z:2,geoIndex:0,blurSize:30,pointSize:20,maxOpacity:1,minOpacity:0,select:{itemStyle:{borderColor:\"#212121\"}}},e}(MA),JG=TG;function GG(t){t.registerChartView(jG),t.registerSeriesModel(JG)}var YG=[\"itemStyle\",\"borderWidth\"],FG=[{xy:\"x\",wh:\"width\",index:0,posDesc:[\"left\",\"right\"]},{xy:\"y\",wh:\"height\",index:1,posDesc:[\"top\",\"bottom\"]}],UG=new tf,zG=function(t){function e(){var n=null!==t&&t.apply(this,arguments)||this;return n.type=e.type,n}return l(e,t),e.prototype.render=function(t,e,n){var i=this.group,r=t.getData(),o=this._data,a=t.coordinateSystem,s=a.getBaseAxis(),l=s.isHorizontal(),u=a.master.getRect(),c={ecSize:{width:n.getWidth(),height:n.getHeight()},seriesModel:t,coordSys:a,coordSysExtent:[[u.x,u.x+u.width],[u.y,u.y+u.height]],isHorizontal:l,valueDim:FG[+l],categoryDim:FG[1-+l]};return r.diff(o).add((function(t){if(r.hasValue(t)){var e=nY(r,t),n=NG(r,t,e,c),o=oY(r,c,n);r.setItemGraphicEl(t,o),i.add(o),hY(o,c,n)}})).update((function(t,e){var n=o.getItemGraphicEl(e);if(r.hasValue(t)){var a=nY(r,t),s=NG(r,t,a,c),l=lY(r,s);n&&l!==n.__pictorialShapeStr&&(i.remove(n),r.setItemGraphicEl(t,null),n=null),n?aY(n,c,s):n=oY(r,c,s,!0),r.setItemGraphicEl(t,n),n.__pictorialSymbolMeta=s,i.add(n),hY(n,c,s)}else i.remove(n)})).remove((function(t){var e=o.getItemGraphicEl(t);e&&sY(o,t,e.__pictorialSymbolMeta.animationModel,e)})).execute(),this._data=r,this.group},e.prototype.remove=function(t,e){var n=this.group,i=this._data;t.get(\"animation\")?i&&i.eachItemGraphicEl((function(e){sY(i,xs(e).dataIndex,t,e)})):n.removeAll()},e.type=\"pictorialBar\",e}(Vg);function NG(t,e,n,i){var r=t.getItemLayout(e),o=n.get(\"symbolRepeat\"),a=n.get(\"symbolClip\"),s=n.get(\"symbolPosition\")||\"start\",l=n.get(\"symbolRotate\"),u=(l||0)*Math.PI/180||0,c=n.get(\"symbolPatternSize\")||2,h=n.isAnimationEnabled(),d={dataIndex:e,layout:r,itemModel:n,symbolType:t.getItemVisual(e,\"symbol\")||\"circle\",style:t.getItemVisual(e,\"style\"),symbolClip:a,symbolRepeat:o,symbolRepeatDirection:n.get(\"symbolRepeatDirection\"),symbolPatternSize:c,rotation:u,animationModel:h?n:null,hoverScale:h&&n.get([\"emphasis\",\"scale\"]),z2:n.getShallow(\"z\",!0)||0};ZG(n,o,r,i,d),WG(t,e,r,o,a,d.boundingLength,d.pxSign,c,i,d),VG(n,d.symbolScale,u,i,d);var p=d.symbolSize,A=cy(n.get(\"symbolOffset\"),p);return HG(n,p,r,o,a,A,s,d.valueLineWidth,d.boundingLength,d.repeatCutLength,i,d),d}function ZG(t,e,n,i,r){var o,a=i.valueDim,s=t.get(\"symbolBoundingData\"),l=i.coordSys.getOtherAxis(i.coordSys.getBaseAxis()),u=l.toGlobalCoord(l.dataToCoord(0)),h=1-+(n[a.wh]<=0);if(c[\"t\"](s)){var d=[PG(l,s[0])-u,PG(l,s[1])-u];d[1]<d[0]&&d.reverse(),o=d[h]}else o=null!=s?PG(l,s)-u:e?i.coordSysExtent[a.index][h]-u:n[a.wh];r.boundingLength=o,e&&(r.repeatCutLength=n[a.wh]),r.pxSign=o>0?1:-1}function PG(t,e){return t.toGlobalCoord(t.dataToCoord(t.scale.parse(e)))}function WG(t,e,n,i,r,o,a,s,l,u){var h,d=l.valueDim,p=l.categoryDim,A=Math.abs(n[p.wh]),f=t.getItemVisual(e,\"symbolSize\");h=c[\"t\"](f)?f.slice():null==f?[\"100%\",\"100%\"]:[f,f],h[p.index]=Ti(h[p.index],A),h[d.index]=Ti(h[d.index],i?A:Math.abs(o)),u.symbolSize=h;var g=u.symbolScale=[h[0]/s,h[1]/s];g[d.index]*=(l.isHorizontal?-1:1)*a}function VG(t,e,n,i,r){var o=t.get(YG)||0;o&&(UG.attr({scaleX:e[0],scaleY:e[1],rotation:n}),UG.updateTransform(),o/=UG.getLineScale(),o*=e[i.valueDim.index]),r.valueLineWidth=o||0}function HG(t,e,n,i,r,o,a,s,l,u,h,d){var p=h.categoryDim,A=h.valueDim,f=d.pxSign,g=Math.max(e[A.index]+s,0),m=g;if(i){var y=Math.abs(l),v=c[\"O\"](t.get(\"symbolMargin\"),\"15%\")+\"\",C=!1;v.lastIndexOf(\"!\")===v.length-1&&(C=!0,v=v.slice(0,v.length-1));var w=Ti(v,e[A.index]),I=Math.max(g+2*w,0),E=C?0:2*w,b=ir(i),M=b?i:dY((y+E)/I),S=y-M*g;w=S/2/(C?M:Math.max(M-1,1)),I=g+2*w,E=C?0:2*w,b||\"fixed\"===i||(M=u?dY((Math.abs(u)+E)/I):0),m=M*I-E,d.repeatTimes=M,d.symbolMargin=w}var x=f*(m/2),B=d.pathPosition=[];B[p.index]=n[p.wh]/2,B[A.index]=\"start\"===a?x:\"end\"===a?l-x:l/2,o&&(B[0]+=o[0],B[1]+=o[1]);var k=d.bundlePosition=[];k[p.index]=n[p.xy],k[A.index]=n[A.xy];var Q=d.barRectShape=c[\"m\"]({},n);Q[A.wh]=f*Math.max(Math.abs(n[A.wh]),Math.abs(B[A.index]+x)),Q[p.wh]=n[p.wh];var D=d.clipShape={};D[p.xy]=-n[p.xy],D[p.wh]=h.ecSize[p.wh],D[A.xy]=0,D[A.wh]=n[A.wh]}function XG(t){var e=t.symbolPatternSize,n=ly(t.symbolType,-e/2,-e/2,e,e);return n.attr({culling:!0}),\"image\"!==n.type&&n.setStyle({strokeNoScale:!0}),n}function _G(t,e,n,i){var r=t.__pictorialBundle,o=n.symbolSize,a=n.valueLineWidth,s=n.pathPosition,l=e.valueDim,u=n.repeatTimes||0,c=0,h=o[e.valueDim.index]+a+2*n.symbolMargin;for(uY(t,(function(t){t.__pictorialAnimationIndex=c,t.__pictorialRepeatTimes=u,c<u?cY(t,null,A(c),n,i):cY(t,null,{scaleX:0,scaleY:0},n,i,(function(){r.remove(t)})),c++}));c<u;c++){var d=XG(n);d.__pictorialAnimationIndex=c,d.__pictorialRepeatTimes=u,r.add(d);var p=A(c);cY(d,{x:p.x,y:p.y,scaleX:0,scaleY:0},{scaleX:p.scaleX,scaleY:p.scaleY,rotation:p.rotation},n,i)}function A(t){var e=s.slice(),i=n.pxSign,r=t;return(\"start\"===n.symbolRepeatDirection?i>0:i<0)&&(r=u-1-t),e[l.index]=h*(r-u/2+.5)+s[l.index],{x:e[0],y:e[1],scaleX:n.symbolScale[0],scaleY:n.symbolScale[1],rotation:n.rotation}}}function $G(t,e,n,i){var r=t.__pictorialBundle,o=t.__pictorialMainPath;o?cY(o,null,{x:n.pathPosition[0],y:n.pathPosition[1],scaleX:n.symbolScale[0],scaleY:n.symbolScale[1],rotation:n.rotation},n,i):(o=t.__pictorialMainPath=XG(n),r.add(o),cY(o,{x:n.pathPosition[0],y:n.pathPosition[1],scaleX:0,scaleY:0,rotation:n.rotation},{scaleX:n.symbolScale[0],scaleY:n.symbolScale[1]},n,i))}function tY(t,e,n){var i=c[\"m\"]({},e.barRectShape),r=t.__pictorialBarRect;r?cY(r,null,{shape:i},e,n):(r=t.__pictorialBarRect=new ls({z2:2,shape:i,silent:!0,style:{stroke:\"transparent\",fill:\"transparent\",lineWidth:0}}),r.disableMorphing=!0,t.add(r))}function eY(t,e,n,r){if(n.symbolClip){var o=t.__pictorialClipPath,a=c[\"m\"]({},n.clipShape),s=e.valueDim,l=n.animationModel,u=n.dataIndex;if(o)Zl(o,{shape:a},l,u);else{a[s.wh]=0,o=new ls({shape:a}),t.__pictorialBundle.setClipPath(o),t.__pictorialClipPath=o;var h={};h[s.wh]=n.clipShape[s.wh],i[r?\"updateProps\":\"initProps\"](o,{shape:h},l,u)}}}function nY(t,e){var n=t.getItemModel(e);return n.getAnimationDelayParams=iY,n.isAnimationEnabled=rY,n}function iY(t){return{index:t.__pictorialAnimationIndex,count:t.__pictorialRepeatTimes}}function rY(){return this.parentModel.isAnimationEnabled()&&!!this.getShallow(\"animation\")}function oY(t,e,n,i){var r=new Si,o=new Si;return r.add(o),r.__pictorialBundle=o,o.x=n.bundlePosition[0],o.y=n.bundlePosition[1],n.symbolRepeat?_G(r,e,n):$G(r,e,n),tY(r,n,i),eY(r,e,n,i),r.__pictorialShapeStr=lY(t,n),r.__pictorialSymbolMeta=n,r}function aY(t,e,n){var i=n.animationModel,r=n.dataIndex,o=t.__pictorialBundle;Zl(o,{x:n.bundlePosition[0],y:n.bundlePosition[1]},i,r),n.symbolRepeat?_G(t,e,n,!0):$G(t,e,n,!0),tY(t,n,!0),eY(t,e,n,!0)}function sY(t,e,n,i){var r=i.__pictorialBarRect;r&&r.removeTextContent();var o=[];uY(i,(function(t){o.push(t)})),i.__pictorialMainPath&&o.push(i.__pictorialMainPath),i.__pictorialClipPath&&(n=null),c[\"k\"](o,(function(t){Vl(t,{scaleX:0,scaleY:0},n,e,(function(){i.parent&&i.parent.remove(i)}))})),t.setItemGraphicEl(e,null)}function lY(t,e){return[t.getItemVisual(e.dataIndex,\"symbol\")||\"none\",!!e.symbolRepeat,!!e.symbolClip].join(\":\")}function uY(t,e,n){c[\"k\"](t.__pictorialBundle.children(),(function(i){i!==t.__pictorialBarRect&&e.call(n,i)}))}function cY(t,e,n,r,o,a){e&&t.attr(e),r.symbolClip&&!o?n&&t.attr(n):n&&i[o?\"updateProps\":\"initProps\"](t,n,r.animationModel,r.dataIndex,a)}function hY(t,e,n){var i=n.dataIndex,r=n.itemModel,o=r.getModel(\"emphasis\"),a=o.getModel(\"itemStyle\").getItemStyle(),s=r.getModel([\"blur\",\"itemStyle\"]).getItemStyle(),l=r.getModel([\"select\",\"itemStyle\"]).getItemStyle(),u=r.getShallow(\"cursor\"),h=o.get(\"focus\"),d=o.get(\"blurScope\"),p=o.get(\"scale\");uY(t,(function(t){if(t instanceof $a){var e=t.style;t.useStyle(c[\"m\"]({image:e.image,x:e.x,y:e.y,width:e.width,height:e.height},n.style))}else t.useStyle(n.style);var i=t.ensureState(\"emphasis\");i.style=a,p&&(i.scaleX=1.1*t.scaleX,i.scaleY=1.1*t.scaleY),t.ensureState(\"blur\").style=s,t.ensureState(\"select\").style=l,u&&(t.cursor=u),t.z2=n.z2}));var A=e.valueDim.posDesc[+(n.boundingLength>0)],f=t.__pictorialBarRect;iu(f,ru(r),{labelFetcher:e.seriesModel,labelDataIndex:i,defaultText:hb(e.seriesModel.getData(),i),inheritColor:n.style.fill,defaultOpacity:n.style.opacity,defaultOutsidePosition:A}),Dl(t,h,d,o.get(\"disabled\"))}function dY(t){var e=Math.round(t);return Math.abs(t-e)<1e-4?e:Math.ceil(t)}var pY=zG,AY=function(t){function e(){var n=null!==t&&t.apply(this,arguments)||this;return n.type=e.type,n.hasSymbolVisual=!0,n.defaultSymbol=\"roundRect\",n}return l(e,t),e.prototype.getInitialData=function(e){return e.stack=null,t.prototype.getInitialData.apply(this,arguments)},e.type=\"series.pictorialBar\",e.dependencies=[\"grid\"],e.defaultOption=Ou(SM.defaultOption,{symbol:\"circle\",symbolSize:null,symbolRotate:null,symbolPosition:null,symbolOffset:null,symbolMargin:null,symbolRepeat:!1,symbolRepeatDirection:\"end\",symbolClip:!1,symbolBoundingData:null,symbolPatternSize:400,barGap:\"-100%\",progressive:0,emphasis:{scale:!1},select:{itemStyle:{borderColor:\"#212121\"}}}),e}(SM),fY=AY;function gY(t){t.registerChartView(pY),t.registerSeriesModel(fY),t.registerLayout(t.PRIORITY.VISUAL.LAYOUT,Object(c[\"h\"])(CM,\"pictorialBar\")),t.registerLayout(t.PRIORITY.VISUAL.PROGRESSIVE_LAYOUT,wM(\"pictorialBar\"))}var mY=function(t){function e(){var n=null!==t&&t.apply(this,arguments)||this;return n.type=e.type,n._layers=[],n}return l(e,t),e.prototype.render=function(t,e,n){var i=t.getData(),r=this,o=this.group,a=t.getLayerSeries(),s=i.getLayout(\"layoutInfo\"),l=s.rect,u=s.boundaryGap;function 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n.hasOwnProperty(t[0]+\"\")||(n[t[0]+\"\"]=-1),t[2]})),r=[];i.buckets.each((function(t,e){r.push({name:e,dataList:t})}));for(var o=r.length,a=0;a<o;++a){for(var s=r[a].name,l=0;l<r[a].dataList.length;++l){var u=r[a].dataList[l][0]+\"\";n[u]=a}for(var u in n)n.hasOwnProperty(u)&&n[u]!==a&&(n[u]=a,t[e]=[u,0,s],e++)}return t},e.prototype.getInitialData=function(t,e){for(var n=this.getReferringComponents(\"singleAxis\",Rr).models[0],i=n.get(\"type\"),r=c[\"n\"](t.data,(function(t){return void 0!==t[2]})),o=this.fixData(r||[]),a=[],s=this.nameMap=c[\"f\"](),l=0,u=0;u<o.length;++u)a.push(o[u][CY]),s.get(o[u][CY])||(s.set(o[u][CY],l),l++);var h=NE(o,{coordDimensions:[\"single\"],dimensionsDefine:[{name:\"time\",type:yE(i)},{name:\"value\",type:\"float\"},{name:\"name\",type:\"ordinal\"}],encodeDefine:{single:0,value:1,itemName:2}}).dimensions,d=new zE(h,this);return d.initData(o),d},e.prototype.getLayerSeries=function(){for(var t=this.getData(),e=t.count(),n=[],i=0;i<e;++i)n[i]=i;var r=t.mapDimension(\"single\"),o=Fr(n,(function(e){return t.get(\"name\",e)})),a=[];return o.buckets.each((function(e,n){e.sort((function(e,n){return t.get(r,e)-t.get(r,n)})),a.push({name:n,indices:e})})),a},e.prototype.getAxisTooltipData=function(t,e,n){c[\"t\"](t)||(t=t?[t]:[]);for(var i,r=this.getData(),o=this.getLayerSeries(),a=[],s=o.length,l=0;l<s;++l){for(var u=Number.MAX_VALUE,h=-1,d=o[l].indices.length,p=0;p<d;++p){var A=r.get(t[0],o[l].indices[p]),f=Math.abs(A-e);f<=u&&(i=A,u=f,h=o[l].indices[p])}a.push(h)}return{dataIndices:a,nestestValue:i}},e.prototype.formatTooltip=function(t,e,n){var i=this.getData(),r=i.getName(t),o=i.get(i.mapDimension(\"value\"),t);return Vp(\"nameValue\",{name:r,value:o})},e.type=\"series.themeRiver\",e.dependencies=[\"singleAxis\"],e.defaultOption={z:2,colorBy:\"data\",coordinateSystem:\"singleAxis\",boundaryGap:[\"10%\",\"10%\"],singleAxisIndex:0,animationEasing:\"linear\",label:{margin:4,show:!0,position:\"left\",fontSize:11},emphasis:{label:{show:!0}}},e}(MA),IY=wY;function EY(t,e){t.eachSeriesByType(\"themeRiver\",(function(t){var e=t.getData(),n=t.coordinateSystem,i={},r=n.getRect();i.rect=r;var o=t.get(\"boundaryGap\"),a=n.getAxis();if(i.boundaryGap=o,\"horizontal\"===a.orient){o[0]=Ti(o[0],r.height),o[1]=Ti(o[1],r.height);var s=r.height-o[0]-o[1];bY(e,t,s)}else{o[0]=Ti(o[0],r.width),o[1]=Ti(o[1],r.width);var l=r.width-o[0]-o[1];bY(e,t,l)}e.setLayout(\"layoutInfo\",i)}))}function bY(t,e,n){if(t.count())for(var i,r=e.coordinateSystem,o=e.getLayerSeries(),a=t.mapDimension(\"single\"),s=t.mapDimension(\"value\"),l=c[\"H\"](o,(function(e){return c[\"H\"](e.indices,(function(e){var n=r.dataToPoint(t.get(a,e));return n[1]=t.get(s,e),n}))})),u=MY(l),h=u.y0,d=n/u.max,p=o.length,A=o[0].indices.length,f=0;f<A;++f){i=h[f]*d,t.setItemLayout(o[0].indices[f],{layerIndex:0,x:l[0][f][0],y0:i,y:l[0][f][1]*d});for(var g=1;g<p;++g)i+=l[g-1][f][1]*d,t.setItemLayout(o[g].indices[f],{layerIndex:g,x:l[g][f][0],y0:i,y:l[g][f][1]*d})}}function MY(t){for(var e=t.length,n=t[0].length,i=[],r=[],o=0,a=0;a<n;++a){for(var s=0,l=0;l<e;++l)s+=t[l][a][1];s>o&&(o=s),i.push(s)}for(var u=0;u<n;++u)r[u]=(o-i[u])/2;o=0;for(var c=0;c<n;++c){var h=i[c]+r[c];h>o&&(o=h)}return{y0:r,max:o}}function SY(t){t.registerChartView(vY),t.registerSeriesModel(IY),t.registerLayout(EY),t.registerProcessor(pS(\"themeRiver\"))}var xY=2,BY=4,kY=function(t){function e(e,n,i,r){var o=t.call(this)||this;o.z2=xY,o.textConfig={inside:!0},xs(o).seriesIndex=n.seriesIndex;var a=new Ss({z2:BY,silent:e.getModel().get([\"label\",\"silent\"])});return o.setTextContent(a),o.updateData(!0,e,n,i,r),o}return l(e,t),e.prototype.updateData=function(t,e,n,i,r){this.node=e,e.piece=this,n=n||this._seriesModel,i=i||this._ecModel;var o=this;xs(o).dataIndex=e.dataIndex;var a=e.getModel(),s=a.getModel(\"emphasis\"),l=e.getLayout(),u=c[\"m\"]({},l);u.label=null;var h=e.getVisual(\"style\");h.lineJoin=\"bevel\";var d=e.getVisual(\"decal\");d&&(h.decal=Xy(d,r));var p=CS(a.getModel(\"itemStyle\"),u,!0);c[\"m\"](u,p),c[\"k\"](Rs,(function(t){var e=o.ensureState(t),n=a.getModel([t,\"itemStyle\"]);e.style=n.getItemStyle();var i=CS(n,u);i&&(e.shape=i)})),t?(o.setShape(u),o.shape.r=l.r0,Zl(o,{shape:{r:l.r}},n,e.dataIndex)):(Zl(o,{shape:u},n),_l(o)),o.useStyle(h),this._updateLabel(n);var A=a.getShallow(\"cursor\");A&&o.attr(\"cursor\",A),this._seriesModel=n||this._seriesModel,this._ecModel=i||this._ecModel;var f=s.get(\"focus\"),g=\"ancestor\"===f?e.getAncestorsIndices():\"descendant\"===f?e.getDescendantIndices():f;Dl(this,g,s.get(\"blurScope\"),s.get(\"disabled\"))},e.prototype._updateLabel=function(t){var 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zY(t){var e={};function n(t,n,i){var r=t;while(r&&r.depth>1)r=r.parentNode;var o=n.getColorFromPalette(r.name||r.dataIndex+\"\",e);return t.depth>1&&Object(c[\"C\"])(o)&&(o=Object(Ye[\"c\"])(o,(t.depth-1)/(i-1)*.5)),o}t.eachSeriesByType(\"sunburst\",(function(t){var e=t.getData(),i=e.tree;i.eachNode((function(r){var o=r.getModel(),a=o.getModel(\"itemStyle\").getItemStyle();a.fill||(a.fill=n(r,t,i.root.height));var s=e.ensureUniqueItemVisual(r.dataIndex,\"style\");Object(c[\"m\"])(s,a)}))}))}function NY(t){t.registerChartView(RY),t.registerSeriesModel(JY),t.registerLayout(Object(c[\"h\"])(YY,\"sunburst\")),t.registerProcessor(Object(c[\"h\"])(pS,\"sunburst\")),t.registerVisual(zY),OY(t)}var ZY={color:\"fill\",borderColor:\"stroke\"},PY={symbol:1,symbolSize:1,symbolKeepAspect:1,legendIcon:1,visualMeta:1,liftZ:1,decal:1},WY=Kr(),VY=function(t){function e(){var n=null!==t&&t.apply(this,arguments)||this;return n.type=e.type,n}return 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t.eachComponent(\"polar\",(function(t,i){var r=new jz(i+\"\");r.update=Jz;var o=r.getRadiusAxis(),a=r.getAngleAxis(),s=t.findAxisModel(\"radiusAxis\"),l=t.findAxisModel(\"angleAxis\");Yz(o,s),Yz(a,l),Tz(r,t,e),n.push(r),t.coordinateSystem=r,r.model=t})),t.eachSeries((function(t){if(\"polar\"===t.get(\"coordinateSystem\")){var e=t.getReferringComponents(\"polar\",Rr).models[0];0,t.coordinateSystem=e.coordinateSystem}})),n}},Uz=Fz,zz=[\"axisLine\",\"axisLabel\",\"axisTick\",\"minorTick\",\"splitLine\",\"minorSplitLine\",\"splitArea\"];function Nz(t,e,n){e[1]>e[0]&&(e=e.slice().reverse());var i=t.coordToPoint([e[0],n]),r=t.coordToPoint([e[1],n]);return{x1:i[0],y1:i[1],x2:r[0],y2:r[1]}}function Zz(t){var e=t.getRadiusAxis();return e.inverse?0:1}function Pz(t){var e=t[0],n=t[t.length-1];e&&n&&Math.abs(Math.abs(e.coord-n.coord)-360)<1e-4&&t.pop()}var Wz=function(t){function e(){var n=null!==t&&t.apply(this,arguments)||this;return n.type=e.type,n.axisPointerClass=\"PolarAxisPointer\",n}return l(e,t),e.prototype.render=function(t,e){if(this.group.removeAll(),t.get(\"show\")){var n=t.axis,i=n.polar,r=i.getRadiusAxis().getExtent(),o=n.getTicksCoords(),a=n.getMinorTicksCoords(),s=c[\"H\"](n.getViewLabels(),(function(t){t=c[\"d\"](t);var e=n.scale,i=\"ordinal\"===e.type?e.getRawOrdinalNumber(t.tickValue):t.tickValue;return t.coord=n.dataToCoord(i),t}));Pz(s),Pz(o),c[\"k\"](zz,(function(e){!t.get([e,\"show\"])||n.scale.isBlank()&&\"axisLine\"!==e||Vz[e](this.group,t,i,o,a,r,s)}),this)}},e.type=\"angleAxis\",e}(yk),Vz={axisLine:function(t,e,n,i,r,o){var a,s=e.getModel([\"axisLine\",\"lineStyle\"]),l=Zz(n),u=l?0:1;a=0===o[u]?new tf({shape:{cx:n.cx,cy:n.cy,r:o[l]},style:s.getLineStyle(),z2:1,silent:!0}):new Mf({shape:{cx:n.cx,cy:n.cy,r:o[l],r0:o[u]},style:s.getLineStyle(),z2:1,silent:!0}),a.style.fill=null,t.add(a)},axisTick:function(t,e,n,i,r,o){var a=e.getModel(\"axisTick\"),s=(a.get(\"inside\")?-1:1)*a.get(\"length\"),l=o[Zz(n)],u=c[\"H\"](i,(function(t){return new 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v=s[d];c[\"A\"](v)&&v.textStyle&&(a=new ku(v.textStyle,l,l.ecModel))}var C=new Ss({silent:rk.isLabelSilent(e),style:ou(a,{x:A[0],y:A[1],fill:a.getTextColor()||e.get([\"axisLine\",\"lineStyle\",\"color\"]),text:i.formattedLabel,align:m,verticalAlign:y})});if(t.add(C),h){var w=rk.makeAxisEventDataBase(e);w.targetType=\"axisLabel\",w.value=i.rawLabel,xs(C).eventData=w}}),this)},splitLine:function(t,e,n,i,r,o){var a=e.getModel(\"splitLine\"),s=a.getModel(\"lineStyle\"),l=s.get(\"color\"),u=0;l=l instanceof Array?l:[l];for(var h=[],d=0;d<i.length;d++){var p=u++%l.length;h[p]=h[p]||[],h[p].push(new jf({shape:Nz(n,o,i[d].coord)}))}for(d=0;d<h.length;d++)t.add(Cg(h[d],{style:c[\"i\"]({stroke:l[d%l.length]},s.getLineStyle()),silent:!0,z:e.get(\"z\")}))},minorSplitLine:function(t,e,n,i,r,o){if(r.length){for(var a=e.getModel(\"minorSplitLine\"),s=a.getModel(\"lineStyle\"),l=[],u=0;u<r.length;u++)for(var c=0;c<r[u].length;c++)l.push(new jf({shape:Nz(n,o,r[u][c].coord)}));t.add(Cg(l,{style:s.getLineStyle(),silent:!0,z:e.get(\"z\")}))}},splitArea:function(t,e,n,i,r,o){if(i.length){var a=e.getModel(\"splitArea\"),s=a.getModel(\"areaStyle\"),l=s.get(\"color\"),u=0;l=l instanceof Array?l:[l];for(var h=[],d=Math.PI/180,p=-i[0].coord*d,A=Math.min(o[0],o[1]),f=Math.max(o[0],o[1]),g=e.get(\"clockwise\"),m=1,y=i.length;m<=y;m++){var v=m===y?i[0].coord:i[m].coord,C=u++%l.length;h[C]=h[C]||[],h[C].push(new If({shape:{cx:n.cx,cy:n.cy,r0:A,r:f,startAngle:p,endAngle:-v*d,clockwise:g},silent:!0})),p=-v*d}for(m=0;m<h.length;m++)t.add(Cg(h[m],{style:c[\"i\"]({fill:l[m%l.length]},s.getAreaStyle()),silent:!0}))}}},Hz=Wz,Xz=[\"axisLine\",\"axisTickLabel\",\"axisName\"],_z=[\"splitLine\",\"splitArea\",\"minorSplitLine\"],$z=function(t){function e(){var n=null!==t&&t.apply(this,arguments)||this;return n.type=e.type,n.axisPointerClass=\"PolarAxisPointer\",n}return l(e,t),e.prototype.render=function(t,e){if(this.group.removeAll(),t.get(\"show\")){var n=this._axisGroup,i=this._axisGroup=new Si;this.group.add(i);var r=t.axis,o=r.polar,a=o.getAngleAxis(),s=r.getTicksCoords(),l=r.getMinorTicksCoords(),u=a.getExtent()[0],h=r.getExtent(),d=eN(o,t,u),p=new rk(t,d);c[\"k\"](Xz,p.add,p),i.add(p.getGroup()),Qg(n,i,t),c[\"k\"](_z,(function(e){t.get([e,\"show\"])&&!r.scale.isBlank()&&tN[e](this.group,t,o,u,h,s,l)}),this)}},e.type=\"radiusAxis\",e}(yk),tN={splitLine:function(t,e,n,i,r,o){var a=e.getModel(\"splitLine\"),s=a.getModel(\"lineStyle\"),l=s.get(\"color\"),u=0;l=l instanceof Array?l:[l];for(var h=[],d=0;d<o.length;d++){var p=u++%l.length;h[p]=h[p]||[],h[p].push(new tf({shape:{cx:n.cx,cy:n.cy,r:Math.max(o[d].coord,0)}}))}for(d=0;d<h.length;d++)t.add(Cg(h[d],{style:c[\"i\"]({stroke:l[d%l.length],fill:null},s.getLineStyle()),silent:!0}))},minorSplitLine:function(t,e,n,i,r,o,a){if(a.length){for(var s=e.getModel(\"minorSplitLine\"),l=s.getModel(\"lineStyle\"),u=[],h=0;h<a.length;h++)for(var d=0;d<a[h].length;d++)u.push(new tf({shape:{cx:n.cx,cy:n.cy,r:a[h][d].coord}}));t.add(Cg(u,{style:c[\"i\"]({fill:null},l.getLineStyle()),silent:!0}))}},splitArea:function(t,e,n,i,r,o){if(o.length){var a=e.getModel(\"splitArea\"),s=a.getModel(\"areaStyle\"),l=s.get(\"color\"),u=0;l=l instanceof Array?l:[l];for(var h=[],d=o[0].coord,p=1;p<o.length;p++){var A=u++%l.length;h[A]=h[A]||[],h[A].push(new If({shape:{cx:n.cx,cy:n.cy,r0:d,r:o[p].coord,startAngle:0,endAngle:2*Math.PI},silent:!0})),d=o[p].coord}for(p=0;p<h.length;p++)t.add(Cg(h[p],{style:c[\"i\"]({fill:l[p%l.length]},s.getAreaStyle()),silent:!0}))}}};function eN(t,e,n){return{position:[t.cx,t.cy],rotation:n/180*Math.PI,labelDirection:-1,tickDirection:-1,nameDirection:1,labelRotate:e.getModel(\"axisLabel\").get(\"rotate\"),z2:1}}var nN=$z;function iN(t){return t.get(\"stack\")||\"__ec_stack_\"+t.seriesIndex}function rN(t,e){return e.dim+t.model.componentIndex}function oN(t,e,n){var i={},r=aN(c[\"n\"](e.getSeriesByType(t),(function(t){return!e.isSeriesFiltered(t)&&t.coordinateSystem&&\"polar\"===t.coordinateSystem.type})));e.eachSeriesByType(t,(function(t){if(\"polar\"===t.coordinateSystem.type){var e=t.getData(),n=t.coordinateSystem,o=n.getBaseAxis(),a=rN(n,o),s=iN(t),l=r[a][s],u=l.offset,c=l.width,h=n.getOtherAxis(o),d=t.coordinateSystem.cx,p=t.coordinateSystem.cy,A=t.get(\"barMinHeight\")||0,f=t.get(\"barMinAngle\")||0;i[s]=i[s]||[];for(var g=e.mapDimension(h.dim),m=e.mapDimension(o.dim),y=eb(e,g),v=\"radius\"!==o.dim||!t.get(\"roundCap\",!0),C=h.dataToCoord(0),w=0,I=e.count();w<I;w++){var E=e.get(g,w),b=e.get(m,w),M=E>=0?\"p\":\"n\",S=C;y&&(i[s][b]||(i[s][b]={p:C,n:C}),S=i[s][b][M]);var x=void 0,B=void 0,k=void 0,Q=void 0;if(\"radius\"===h.dim){var D=h.dataToCoord(E)-C,K=o.dataToCoord(b);Math.abs(D)<A&&(D=(D<0?-1:1)*A),x=S,B=S+D,k=K-u,Q=k-c,y&&(i[s][b][M]=B)}else{var q=h.dataToCoord(E,v)-C,O=o.dataToCoord(b);Math.abs(q)<f&&(q=(q<0?-1:1)*f),x=O+u,B=x+c,k=S,Q=S+q,y&&(i[s][b][M]=Q)}e.setItemLayout(w,{cx:d,cy:p,r0:x,r:B,startAngle:-k*Math.PI/180,endAngle:-Q*Math.PI/180,clockwise:k>=Q})}}}))}function aN(t){var e={};c[\"k\"](t,(function(t,n){var i=t.getData(),r=t.coordinateSystem,o=r.getBaseAxis(),a=rN(r,o),s=o.getExtent(),l=\"category\"===o.type?o.getBandWidth():Math.abs(s[1]-s[0])/i.count(),u=e[a]||{bandWidth:l,remainedWidth:l,autoWidthCount:0,categoryGap:\"20%\",gap:\"30%\",stacks:{}},c=u.stacks;e[a]=u;var h=iN(t);c[h]||u.autoWidthCount++,c[h]=c[h]||{width:0,maxWidth:0};var d=Ti(t.get(\"barWidth\"),l),p=Ti(t.get(\"barMaxWidth\"),l),A=t.get(\"barGap\"),f=t.get(\"barCategoryGap\");d&&!c[h].width&&(d=Math.min(u.remainedWidth,d),c[h].width=d,u.remainedWidth-=d),p&&(c[h].maxWidth=p),null!=A&&(u.gap=A),null!=f&&(u.categoryGap=f)}));var n={};return c[\"k\"](e,(function(t,e){n[e]={};var i=t.stacks,r=t.bandWidth,o=Ti(t.categoryGap,r),a=Ti(t.gap,1),s=t.remainedWidth,l=t.autoWidthCount,u=(s-o)/(l+(l-1)*a);u=Math.max(u,0),c[\"k\"](i,(function(t,e){var n=t.maxWidth;n&&n<u&&(n=Math.min(n,s),t.width&&(n=Math.min(n,t.width)),s-=n,t.width=n,l--)})),u=(s-o)/(l+(l-1)*a),u=Math.max(u,0);var h,d=0;c[\"k\"](i,(function(t,e){t.width||(t.width=u),h=t,d+=t.width*(1+a)})),h&&(d-=h.width*a);var p=-d/2;c[\"k\"](i,(function(t,i){n[e][i]=n[e][i]||{offset:p,width:t.width},p+=t.width*(1+a)}))})),n}var sN=oN,lN={startAngle:90,clockwise:!0,splitNumber:12,axisLabel:{rotate:0}},uN={splitNumber:5},cN=function(t){function e(){var n=null!==t&&t.apply(this,arguments)||this;return n.type=e.type,n}return l(e,t),e.type=\"polar\",e}(xA);function hN(t){jC(yz),yk.registerAxisPointerClass(\"PolarAxisPointer\",Ez),t.registerCoordinateSystem(\"polar\",Uz),t.registerComponentModel(Mz),t.registerComponentView(cN),nx(t,\"angle\",xz,lN),nx(t,\"radius\",Bz,uN),t.registerComponentView(Hz),t.registerComponentView(nN),t.registerLayout(Object(c[\"h\"])(sN,\"bar\"))}function dN(t,e){e=e||{};var n=t.coordinateSystem,i=t.axis,r={},o=i.position,a=i.orient,s=n.getRect(),l=[s.x,s.x+s.width,s.y,s.y+s.height],u={horizontal:{top:l[2],bottom:l[3]},vertical:{left:l[0],right:l[1]}};r.position=[\"vertical\"===a?u.vertical[o]:l[0],\"horizontal\"===a?u.horizontal[o]:l[3]];var h={horizontal:0,vertical:1};r.rotation=Math.PI/2*h[a];var d={top:-1,bottom:1,right:1,left:-1};r.labelDirection=r.tickDirection=r.nameDirection=d[o],t.get([\"axisTick\",\"inside\"])&&(r.tickDirection=-r.tickDirection),c[\"O\"](e.labelInside,t.get([\"axisLabel\",\"inside\"]))&&(r.labelDirection=-r.labelDirection);var p=e.rotate;return null==p&&(p=t.get([\"axisLabel\",\"rotate\"])),r.labelRotation=\"top\"===o?-p:p,r.z2=1,r}var pN=[\"axisLine\",\"axisTickLabel\",\"axisName\"],AN=[\"splitArea\",\"splitLine\"],fN=function(t){function e(){var n=null!==t&&t.apply(this,arguments)||this;return n.type=e.type,n.axisPointerClass=\"SingleAxisPointer\",n}return l(e,t),e.prototype.render=function(e,n,i,r){var o=this.group;o.removeAll();var a=this._axisGroup;this._axisGroup=new Si;var s=dN(e),l=new rk(e,s);c[\"k\"](pN,l.add,l),o.add(this._axisGroup),o.add(l.getGroup()),c[\"k\"](AN,(function(t){e.get([t,\"show\"])&&gN[t](this,this.group,this._axisGroup,e)}),this),Qg(a,this._axisGroup,e),t.prototype.render.call(this,e,n,i,r)},e.prototype.remove=function(){wk(this)},e.type=\"singleAxis\",e}(yk),gN={splitLine:function(t,e,n,i){var r=i.axis;if(!r.scale.isBlank()){var o=i.getModel(\"splitLine\"),a=o.getModel(\"lineStyle\"),s=a.get(\"color\");s=s instanceof Array?s:[s];for(var l=a.get(\"width\"),u=i.coordinateSystem.getRect(),h=r.isHorizontal(),d=[],p=0,A=r.getTicksCoords({tickModel:o}),f=[],g=[],m=0;m<A.length;++m){var y=r.toGlobalCoord(A[m].coord);h?(f[0]=y,f[1]=u.y,g[0]=y,g[1]=u.y+u.height):(f[0]=u.x,f[1]=y,g[0]=u.x+u.width,g[1]=y);var v=new jf({shape:{x1:f[0],y1:f[1],x2:g[0],y2:g[1]},silent:!0});Ig(v.shape,l);var C=p++%s.length;d[C]=d[C]||[],d[C].push(v)}var w=a.getLineStyle([\"color\"]);for(m=0;m<d.length;++m)e.add(Cg(d[m],{style:c[\"i\"]({stroke:s[m%s.length]},w),silent:!0}))}},splitArea:function(t,e,n,i){Ck(t,n,i,i)}},mN=fN,yN=function(t){function e(){var n=null!==t&&t.apply(this,arguments)||this;return n.type=e.type,n}return l(e,t),e.prototype.getCoordSysModel=function(){return this},e.type=\"singleAxis\",e.layoutMode=\"box\",e.defaultOption={left:\"5%\",top:\"5%\",right:\"5%\",bottom:\"5%\",type:\"value\",position:\"bottom\",orient:\"horizontal\",axisLine:{show:!0,lineStyle:{width:1,type:\"solid\"}},tooltip:{show:!0},axisTick:{show:!0,length:6,lineStyle:{width:1}},axisLabel:{show:!0,interval:\"auto\"},splitLine:{show:!0,lineStyle:{type:\"dashed\",opacity:.2}}},e}(_c);Object(c[\"K\"])(yN,US.prototype);var vN=yN,CN=function(t){function e(e,n,i,r,o){var a=t.call(this,e,n,i)||this;return a.type=r||\"value\",a.position=o||\"bottom\",a}return l(e,t),e.prototype.isHorizontal=function(){var t=this.position;return\"top\"===t||\"bottom\"===t},e.prototype.pointToData=function(t,e){return this.coordinateSystem.pointToData(t)[0]},e}(KB),wN=CN,IN=[\"single\"],EN=function(){function t(t,e,n){this.type=\"single\",this.dimension=\"single\",this.dimensions=IN,this.axisPointerEnabled=!0,this.model=t,this._init(t,e,n)}return t.prototype._init=function(t,e,n){var i=this.dimension,r=new wN(i,Xx(t),[0,0],t.get(\"type\"),t.get(\"position\")),o=\"category\"===r.type;r.onBand=o&&t.get(\"boundaryGap\"),r.inverse=t.get(\"inverse\"),r.orient=t.get(\"orient\"),t.axis=r,r.model=t,r.coordinateSystem=this,this._axis=r},t.prototype.update=function(t,e){t.eachSeries((function(t){if(t.coordinateSystem===this){var e=t.getData();Object(c[\"k\"])(e.mapDimensionsAll(this.dimension),(function(t){this._axis.scale.unionExtentFromData(e,t)}),this),Hx(this._axis.scale,this._axis.model)}}),this)},t.prototype.resize=function(t,e){this._rect=Fc({left:t.get(\"left\"),top:t.get(\"top\"),right:t.get(\"right\"),bottom:t.get(\"bottom\"),width:t.get(\"width\"),height:t.get(\"height\")},{width:e.getWidth(),height:e.getHeight()}),this._adjustAxis()},t.prototype.getRect=function(){return this._rect},t.prototype._adjustAxis=function(){var t=this._rect,e=this._axis,n=e.isHorizontal(),i=n?[0,t.width]:[0,t.height],r=e.inverse?1:0;e.setExtent(i[r],i[1-r]),this._updateAxisTransform(e,n?t.x:t.y)},t.prototype._updateAxisTransform=function(t,e){var n=t.getExtent(),i=n[0]+n[1],r=t.isHorizontal();t.toGlobalCoord=r?function(t){return t+e}:function(t){return i-t+e},t.toLocalCoord=r?function(t){return t-e}:function(t){return i-t+e}},t.prototype.getAxis=function(){return this._axis},t.prototype.getBaseAxis=function(){return this._axis},t.prototype.getAxes=function(){return[this._axis]},t.prototype.getTooltipAxes=function(){return{baseAxes:[this.getAxis()],otherAxes:[]}},t.prototype.containPoint=function(t){var e=this.getRect(),n=this.getAxis(),i=n.orient;return\"horizontal\"===i?n.contain(n.toLocalCoord(t[0]))&&t[1]>=e.y&&t[1]<=e.y+e.height:n.contain(n.toLocalCoord(t[1]))&&t[0]>=e.y&&t[0]<=e.y+e.height},t.prototype.pointToData=function(t){var e=this.getAxis();return[e.coordToData(e.toLocalCoord(t[\"horizontal\"===e.orient?0:1]))]},t.prototype.dataToPoint=function(t){var e=this.getAxis(),n=this.getRect(),i=[],r=\"horizontal\"===e.orient?0:1;return t instanceof Array&&(t=t[0]),i[r]=e.toGlobalCoord(e.dataToCoord(+t)),i[1-r]=0===r?n.y+n.height/2:n.x+n.width/2,i},t.prototype.convertToPixel=function(t,e,n){var i=bN(e);return i===this?this.dataToPoint(n):null},t.prototype.convertFromPixel=function(t,e,n){var i=bN(e);return i===this?this.pointToData(n):null},t}();function bN(t){var e=t.seriesModel,n=t.singleAxisModel;return n&&n.coordinateSystem||e&&e.coordinateSystem}var MN=EN;function SN(t,e){var n=[];return t.eachComponent(\"singleAxis\",(function(i,r){var o=new MN(i,t,e);o.name=\"single_\"+r,o.resize(i,e),i.coordinateSystem=o,n.push(o)})),t.eachSeries((function(t){if(\"singleAxis\"===t.get(\"coordinateSystem\")){var e=t.getReferringComponents(\"singleAxis\",Rr).models[0];t.coordinateSystem=e&&e.coordinateSystem}})),n}var xN={create:SN,dimensions:IN},BN=xN,kN=[\"x\",\"y\"],QN=[\"width\",\"height\"],DN=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return l(e,t),e.prototype.makeElOption=function(t,e,n,i,r){var o=n.axis,a=o.coordinateSystem,s=ON(a,1-qN(o)),l=a.dataToPoint(e)[0],u=i.get(\"type\");if(u&&\"none\"!==u){var c=KU(i),h=KN[u](o,l,s);h.style=c,t.graphicKey=h.type,t.pointer=h}var d=dN(n);jU(e,t,d,n,i,r)},e.prototype.getHandleTransform=function(t,e,n){var i=dN(e,{labelInside:!1});i.labelMargin=n.get([\"handle\",\"margin\"]);var r=RU(e.axis,t,i);return{x:r[0],y:r[1],rotation:i.rotation+(i.labelDirection<0?Math.PI:0)}},e.prototype.updateHandleTransform=function(t,e,n,i){var r=n.axis,o=r.coordinateSystem,a=qN(r),s=ON(o,a),l=[t.x,t.y];l[a]+=e[a],l[a]=Math.min(s[1],l[a]),l[a]=Math.max(s[0],l[a]);var u=ON(o,1-a),c=(u[1]+u[0])/2,h=[c,c];return h[a]=l[a],{x:l[0],y:l[1],rotation:t.rotation,cursorPoint:h,tooltipOption:{verticalAlign:\"middle\"}}},e}(DU),KN={line:function(t,e,n){var i=TU([e,n[0]],[e,n[1]],qN(t));return{type:\"Line\",subPixelOptimize:!0,shape:i}},shadow:function(t,e,n){var i=t.getBandWidth(),r=n[1]-n[0];return{type:\"Rect\",shape:JU([e-i/2,n[0]],[i,r],qN(t))}}};function qN(t){return t.isHorizontal()?0:1}function ON(t,e){var n=t.getRect();return[n[kN[e]],n[kN[e]]+n[QN[e]]]}var LN=DN,RN=function(t){function e(){var n=null!==t&&t.apply(this,arguments)||this;return n.type=e.type,n}return l(e,t),e.type=\"single\",e}(xA);function jN(t){jC(yz),yk.registerAxisPointerClass(\"SingleAxisPointer\",LN),t.registerComponentView(RN),t.registerComponentView(mN),t.registerComponentModel(vN),nx(t,\"single\",vN,vN.defaultOption),t.registerCoordinateSystem(\"single\",BN)}var TN=function(t){function e(){var n=null!==t&&t.apply(this,arguments)||this;return n.type=e.type,n}return l(e,t),e.prototype.init=function(e,n,i){var r=Pc(e);t.prototype.init.apply(this,arguments),JN(e,r)},e.prototype.mergeOption=function(e){t.prototype.mergeOption.apply(this,arguments),JN(this.option,e)},e.prototype.getCellSize=function(){return this.option.cellSize},e.type=\"calendar\",e.defaultOption={z:2,left:80,top:60,cellSize:20,orient:\"horizontal\",splitLine:{show:!0,lineStyle:{color:\"#000\",width:1,type:\"solid\"}},itemStyle:{color:\"#fff\",borderWidth:1,borderColor:\"#ccc\"},dayLabel:{show:!0,firstDay:0,position:\"start\",margin:\"50%\",color:\"#000\"},monthLabel:{show:!0,position:\"start\",margin:5,align:\"center\",formatter:null,color:\"#000\"},yearLabel:{show:!0,position:null,margin:30,formatter:null,color:\"#ccc\",fontFamily:\"sans-serif\",fontWeight:\"bolder\",fontSize:20}},e}(_c);function JN(t,e){var n,i=t.cellSize;n=c[\"t\"](i)?i:t.cellSize=[i,i],1===n.length&&(n[1]=n[0]);var r=c[\"H\"]([0,1],(function(t){return zc(e,t)&&(n[t]=\"auto\"),null!=n[t]&&\"auto\"!==n[t]}));Zc(t,e,{type:\"box\",ignoreSize:r})}var GN=TN,YN=function(t){function e(){var n=null!==t&&t.apply(this,arguments)||this;return n.type=e.type,n}return l(e,t),e.prototype.render=function(t,e,n){var i=this.group;i.removeAll();var r=t.coordinateSystem,o=r.getRangeInfo(),a=r.getOrient(),s=e.getLocaleModel();this._renderDayRect(t,o,i),this._renderLines(t,o,a,i),this._renderYearText(t,o,a,i),this._renderMonthText(t,s,a,i),this._renderWeekText(t,s,o,a,i)},e.prototype._renderDayRect=function(t,e,n){for(var i=t.coordinateSystem,r=t.getModel(\"itemStyle\").getItemStyle(),o=i.getCellWidth(),a=i.getCellHeight(),s=e.start.time;s<=e.end.time;s=i.getNextNDay(s,1).time){var l=i.dataToRect([s],!1).tl,u=new ls({shape:{x:l[0],y:l[1],width:o,height:a},cursor:\"default\",style:r});n.add(u)}},e.prototype._renderLines=function(t,e,n,i){var r=this,o=t.coordinateSystem,a=t.getModel([\"splitLine\",\"lineStyle\"]).getLineStyle(),s=t.get([\"splitLine\",\"show\"]),l=a.lineWidth;this._tlpoints=[],this._blpoints=[],this._firstDayOfMonth=[],this._firstDayPoints=[];for(var u=e.start,c=0;u.time<=e.end.time;c++){d(u.formatedDate),0===c&&(u=o.getDateInfo(e.start.y+\"-\"+e.start.m));var h=u.date;h.setMonth(h.getMonth()+1),u=o.getDateInfo(h)}function d(e){r._firstDayOfMonth.push(o.getDateInfo(e)),r._firstDayPoints.push(o.dataToRect([e],!1).tl);var l=r._getLinePointsOfOneWeek(t,e,n);r._tlpoints.push(l[0]),r._blpoints.push(l[l.length-1]),s&&r._drawSplitline(l,a,i)}d(o.getNextNDay(e.end.time,1).formatedDate),s&&this._drawSplitline(r._getEdgesPoints(r._tlpoints,l,n),a,i),s&&this._drawSplitline(r._getEdgesPoints(r._blpoints,l,n),a,i)},e.prototype._getEdgesPoints=function(t,e,n){var i=[t[0].slice(),t[t.length-1].slice()],r=\"horizontal\"===n?0:1;return i[0][r]=i[0][r]-e/2,i[1][r]=i[1][r]+e/2,i},e.prototype._drawSplitline=function(t,e,n){var i=new qf({z2:20,shape:{points:t},style:e});n.add(i)},e.prototype._getLinePointsOfOneWeek=function(t,e,n){for(var i=t.coordinateSystem,r=i.getDateInfo(e),o=[],a=0;a<7;a++){var s=i.getNextNDay(r.time,a),l=i.dataToRect([s.time],!1);o[2*s.day]=l.tl,o[2*s.day+1]=l[\"horizontal\"===n?\"bl\":\"tr\"]}return o},e.prototype._formatterLabel=function(t,e){return Object(c[\"C\"])(t)&&t?Kc(t,e):Object(c[\"w\"])(t)?t(e):e.nameMap},e.prototype._yearTextPositionControl=function(t,e,n,i,r){var o=e[0],a=e[1],s=[\"center\",\"bottom\"];\"bottom\"===i?(a+=r,s=[\"center\",\"top\"]):\"left\"===i?o-=r:\"right\"===i?(o+=r,s=[\"center\",\"top\"]):a-=r;var l=0;return\"left\"!==i&&\"right\"!==i||(l=Math.PI/2),{rotation:l,x:o,y:a,style:{align:s[0],verticalAlign:s[1]}}},e.prototype._renderYearText=function(t,e,n,i){var r=t.getModel(\"yearLabel\");if(r.get(\"show\")){var o=r.get(\"margin\"),a=r.get(\"position\");a||(a=\"horizontal\"!==n?\"top\":\"left\");var s=[this._tlpoints[this._tlpoints.length-1],this._blpoints[0]],l=(s[0][0]+s[1][0])/2,u=(s[0][1]+s[1][1])/2,c=\"horizontal\"===n?0:1,h={top:[l,s[c][1]],bottom:[l,s[1-c][1]],left:[s[1-c][0],u],right:[s[c][0],u]},d=e.start.y;+e.end.y>+e.start.y&&(d=d+\"-\"+e.end.y);var p=r.get(\"formatter\"),A={start:e.start.y,end:e.end.y,nameMap:d},f=this._formatterLabel(p,A),g=new Ss({z2:30,style:ou(r,{text:f})});g.attr(this._yearTextPositionControl(g,h[a],n,a,o)),i.add(g)}},e.prototype._monthTextPositionControl=function(t,e,n,i,r){var o=\"left\",a=\"top\",s=t[0],l=t[1];return\"horizontal\"===n?(l+=r,e&&(o=\"center\"),\"start\"===i&&(a=\"bottom\")):(s+=r,e&&(a=\"middle\"),\"start\"===i&&(o=\"right\")),{x:s,y:l,align:o,verticalAlign:a}},e.prototype._renderMonthText=function(t,e,n,i){var r=t.getModel(\"monthLabel\");if(r.get(\"show\")){var o=r.get(\"nameMap\"),a=r.get(\"margin\"),s=r.get(\"position\"),l=r.get(\"align\"),u=[this._tlpoints,this._blpoints];o&&!Object(c[\"C\"])(o)||(o&&(e=Nu(o)||e),o=e.get([\"time\",\"monthAbbr\"])||[]);var h=\"start\"===s?0:1,d=\"horizontal\"===n?0:1;a=\"start\"===s?-a:a;for(var p=\"center\"===l,A=0;A<u[h].length-1;A++){var f=u[h][A].slice(),g=this._firstDayOfMonth[A];if(p){var m=this._firstDayPoints[A];f[d]=(m[d]+u[0][A+1][d])/2}var y=r.get(\"formatter\"),v=o[+g.m-1],C={yyyy:g.y,yy:(g.y+\"\").slice(2),MM:g.m,M:+g.m,nameMap:v},w=this._formatterLabel(y,C),I=new Ss({z2:30,style:Object(c[\"m\"])(ou(r,{text:w}),this._monthTextPositionControl(f,p,n,s,a))});i.add(I)}}},e.prototype._weekTextPositionControl=function(t,e,n,i,r){var o=\"center\",a=\"middle\",s=t[0],l=t[1],u=\"start\"===n;return\"horizontal\"===e?(s=s+i+(u?1:-1)*r[0]/2,o=u?\"right\":\"left\"):(l=l+i+(u?1:-1)*r[1]/2,a=u?\"bottom\":\"top\"),{x:s,y:l,align:o,verticalAlign:a}},e.prototype._renderWeekText=function(t,e,n,i,r){var o=t.getModel(\"dayLabel\");if(o.get(\"show\")){var a=t.coordinateSystem,s=o.get(\"position\"),l=o.get(\"nameMap\"),u=o.get(\"margin\"),h=a.getFirstDayOfWeek();if(!l||Object(c[\"C\"])(l)){l&&(e=Nu(l)||e);var d=e.get([\"time\",\"dayOfWeekShort\"]);l=d||Object(c[\"H\"])(e.get([\"time\",\"dayOfWeekAbbr\"]),(function(t){return t[0]}))}var p=a.getNextNDay(n.end.time,7-n.lweek).time,A=[a.getCellWidth(),a.getCellHeight()];u=Ti(u,Math.min(A[1],A[0])),\"start\"===s&&(p=a.getNextNDay(n.start.time,-(7+n.fweek)).time,u=-u);for(var f=0;f<7;f++){var g=a.getNextNDay(p,f),m=a.dataToRect([g.time],!1).center,y=f;y=Math.abs((f+h)%7);var v=new Ss({z2:30,style:Object(c[\"m\"])(ou(o,{text:l[y]}),this._weekTextPositionControl(m,i,s,u,A))});r.add(v)}}},e.type=\"calendar\",e}(xA),FN=YN,UN=864e5,zN=function(){function t(e,n,i){this.type=\"calendar\",this.dimensions=t.dimensions,this.getDimensionsInfo=t.getDimensionsInfo,this._model=e}return t.getDimensionsInfo=function(){return[{name:\"time\",type:\"time\"},\"value\"]},t.prototype.getRangeInfo=function(){return this._rangeInfo},t.prototype.getModel=function(){return this._model},t.prototype.getRect=function(){return this._rect},t.prototype.getCellWidth=function(){return this._sw},t.prototype.getCellHeight=function(){return this._sh},t.prototype.getOrient=function(){return this._orient},t.prototype.getFirstDayOfWeek=function(){return this._firstDayOfWeek},t.prototype.getDateInfo=function(t){t=Hi(t);var e=t.getFullYear(),n=t.getMonth()+1,i=n<10?\"0\"+n:\"\"+n,r=t.getDate(),o=r<10?\"0\"+r:\"\"+r,a=t.getDay();return a=Math.abs((a+7-this.getFirstDayOfWeek())%7),{y:e+\"\",m:i,d:o,day:a,time:t.getTime(),formatedDate:e+\"-\"+i+\"-\"+o,date:t}},t.prototype.getNextNDay=function(t,e){return e=e||0,0===e||(t=new Date(this.getDateInfo(t).time),t.setDate(t.getDate()+e)),this.getDateInfo(t)},t.prototype.update=function(t,e){this._firstDayOfWeek=+this._model.getModel(\"dayLabel\").get(\"firstDay\"),this._orient=this._model.get(\"orient\"),this._lineWidth=this._model.getModel(\"itemStyle\").getItemStyle().lineWidth||0,this._rangeInfo=this._getRangeInfo(this._initRangeOption());var n=this._rangeInfo.weeks||1,i=[\"width\",\"height\"],r=this._model.getCellSize().slice(),o=this._model.getBoxLayoutParams(),a=\"horizontal\"===this._orient?[n,7]:[7,n];c[\"k\"]([0,1],(function(t){u(r,t)&&(o[i[t]]=r[t]*a[t])}));var s={width:e.getWidth(),height:e.getHeight()},l=this._rect=Fc(o,s);function u(t,e){return null!=t[e]&&\"auto\"!==t[e]}c[\"k\"]([0,1],(function(t){u(r,t)||(r[t]=l[i[t]]/a[t])})),this._sw=r[0],this._sh=r[1]},t.prototype.dataToPoint=function(t,e){c[\"t\"](t)&&(t=t[0]),null==e&&(e=!0);var n=this.getDateInfo(t),i=this._rangeInfo,r=n.formatedDate;if(e&&!(n.time>=i.start.time&&n.time<i.end.time+UN))return[NaN,NaN];var o=n.day,a=this._getRangeInfo([i.start.time,r]).nthWeek;return\"vertical\"===this._orient?[this._rect.x+o*this._sw+this._sw/2,this._rect.y+a*this._sh+this._sh/2]:[this._rect.x+a*this._sw+this._sw/2,this._rect.y+o*this._sh+this._sh/2]},t.prototype.pointToData=function(t){var e=this.pointToDate(t);return e&&e.time},t.prototype.dataToRect=function(t,e){var n=this.dataToPoint(t,e);return{contentShape:{x:n[0]-(this._sw-this._lineWidth)/2,y:n[1]-(this._sh-this._lineWidth)/2,width:this._sw-this._lineWidth,height:this._sh-this._lineWidth},center:n,tl:[n[0]-this._sw/2,n[1]-this._sh/2],tr:[n[0]+this._sw/2,n[1]-this._sh/2],br:[n[0]+this._sw/2,n[1]+this._sh/2],bl:[n[0]-this._sw/2,n[1]+this._sh/2]}},t.prototype.pointToDate=function(t){var e=Math.floor((t[0]-this._rect.x)/this._sw)+1,n=Math.floor((t[1]-this._rect.y)/this._sh)+1,i=this._rangeInfo.range;return\"vertical\"===this._orient?this._getDateByWeeksAndDay(n,e-1,i):this._getDateByWeeksAndDay(e,n-1,i)},t.prototype.convertToPixel=function(t,e,n){var i=NN(e);return i===this?i.dataToPoint(n):null},t.prototype.convertFromPixel=function(t,e,n){var i=NN(e);return i===this?i.pointToData(n):null},t.prototype.containPoint=function(t){return!1},t.prototype._initRangeOption=function(){var t,e=this._model.get(\"range\");if(c[\"t\"](e)&&1===e.length&&(e=e[0]),c[\"t\"](e))t=e;else{var n=e.toString();if(/^\\d{4}$/.test(n)&&(t=[n+\"-01-01\",n+\"-12-31\"]),/^\\d{4}[\\/|-]\\d{1,2}$/.test(n)){var i=this.getDateInfo(n),r=i.date;r.setMonth(r.getMonth()+1);var o=this.getNextNDay(r,-1);t=[i.formatedDate,o.formatedDate]}/^\\d{4}[\\/|-]\\d{1,2}[\\/|-]\\d{1,2}$/.test(n)&&(t=[n,n])}if(!t)return e;var a=this._getRangeInfo(t);return a.start.time>a.end.time&&t.reverse(),t},t.prototype._getRangeInfo=function(t){var e,n=[this.getDateInfo(t[0]),this.getDateInfo(t[1])];n[0].time>n[1].time&&(e=!0,n.reverse());var i=Math.floor(n[1].time/UN)-Math.floor(n[0].time/UN)+1,r=new Date(n[0].time),o=r.getDate(),a=n[1].date.getDate();r.setDate(o+i-1);var s=r.getDate();if(s!==a){var l=r.getTime()-n[1].time>0?1:-1;while((s=r.getDate())!==a&&(r.getTime()-n[1].time)*l>0)i-=l,r.setDate(s-l)}var u=Math.floor((i+n[0].day+6)/7),c=e?1-u:u-1;return e&&n.reverse(),{range:[n[0].formatedDate,n[1].formatedDate],start:n[0],end:n[1],allDay:i,weeks:u,nthWeek:c,fweek:n[0].day,lweek:n[1].day}},t.prototype._getDateByWeeksAndDay=function(t,e,n){var i=this._getRangeInfo(n);if(t>i.weeks||0===t&&e<i.fweek||t===i.weeks&&e>i.lweek)return null;var r=7*(t-1)-i.fweek+e,o=new Date(i.start.time);return o.setDate(+i.start.d+r),this.getDateInfo(o)},t.create=function(e,n){var i=[];return e.eachComponent(\"calendar\",(function(r){var o=new t(r,e,n);i.push(o),r.coordinateSystem=o})),e.eachSeries((function(t){\"calendar\"===t.get(\"coordinateSystem\")&&(t.coordinateSystem=i[t.get(\"calendarIndex\")||0])})),i},t.dimensions=[\"time\",\"value\"],t}();function NN(t){var e=t.calendarModel,n=t.seriesModel,i=e?e.coordinateSystem:n?n.coordinateSystem:null;return i}var ZN=zN;function PN(t){t.registerComponentModel(GN),t.registerComponentView(FN),t.registerCoordinateSystem(\"calendar\",ZN)}function WN(t,e){var n=t.existing;if(e.id=t.keyInfo.id,!e.type&&n&&(e.type=n.type),null==e.parentId){var i=e.parentOption;i?e.parentId=i.id:n&&(e.parentId=n.parentId)}e.parentOption=null}function VN(t,e){var n;return c[\"k\"](e,(function(e){null!=t[e]&&\"auto\"!==t[e]&&(n=!0)})),n}function HN(t,e,n){var i=c[\"m\"]({},n),r=t[e],o=n.$action||\"merge\";\"merge\"===o?r?(c[\"I\"](r,i,!0),Zc(r,i,{ignoreSize:!0}),Wc(n,r),$N(n,r),$N(n,r,\"shape\"),$N(n,r,\"style\"),$N(n,r,\"extra\"),n.clipPath=r.clipPath):t[e]=i:\"replace\"===o?t[e]=i:\"remove\"===o&&r&&(t[e]=null)}var XN=[\"transition\",\"enterFrom\",\"leaveTo\"],_N=XN.concat([\"enterAnimation\",\"updateAnimation\",\"leaveAnimation\"]);function $N(t,e,n){if(n&&(!t[n]&&e[n]&&(t[n]={}),t=t[n],e=e[n]),t&&e)for(var i=n?XN:_N,r=0;r<i.length;r++){var o=i[r];null==t[o]&&null!=e[o]&&(t[o]=e[o])}}function tZ(t,e){if(t&&(t.hv=e.hv=[VN(e,[\"left\",\"right\"]),VN(e,[\"top\",\"bottom\"])],\"group\"===t.type)){var n=t,i=e;null==n.width&&(n.width=i.width=0),null==n.height&&(n.height=i.height=0)}}var eZ=function(t){function e(){var n=null!==t&&t.apply(this,arguments)||this;return n.type=e.type,n.preventAutoZ=!0,n}return l(e,t),e.prototype.mergeOption=function(e,n){var i=this.option.elements;this.option.elements=null,t.prototype.mergeOption.call(this,e,n),this.option.elements=i},e.prototype.optionUpdated=function(t,e){var n=this.option,i=(e?n:t).elements,r=n.elements=e?[]:n.elements,o=[];this._flatten(i,o,null);var a=fr(r,o,\"normalMerge\"),s=this._elOptionsToUpdate=[];c[\"k\"](a,(function(t,e){var n=t.newOption;n&&(s.push(n),WN(t,n),HN(r,e,n),tZ(r[e],n))}),this),n.elements=c[\"n\"](r,(function(t){return t&&delete t.$action,null!=t}))},e.prototype._flatten=function(t,e,n){c[\"k\"](t,(function(t){if(t){n&&(t.parentOption=n),e.push(t);var i=t.children;i&&i.length&&this._flatten(i,e,t),delete t.children}}),this)},e.prototype.useElOptionsToUpdate=function(){var t=this._elOptionsToUpdate;return this._elOptionsToUpdate=null,t},e.type=\"graphic\",e.defaultOption={elements:[]},e}(_c),nZ={path:null,compoundPath:null,group:Si,image:$a,text:Ss},iZ=Kr(),rZ=function(t){function e(){var n=null!==t&&t.apply(this,arguments)||this;return n.type=e.type,n}return l(e,t),e.prototype.init=function(){this._elMap=c[\"f\"]()},e.prototype.render=function(t,e,n){t!==this._lastGraphicModel&&this._clear(),this._lastGraphicModel=t,this._updateElements(t),this._relocate(t,n)},e.prototype._updateElements=function(t){var e=t.useElOptionsToUpdate();if(e){var n=this._elMap,i=this.group,r=t.get(\"z\"),o=t.get(\"zlevel\");c[\"k\"](e,(function(e){var a=br(e.id,null),s=null!=a?n.get(a):null,l=br(e.parentId,null),u=null!=l?n.get(l):i,c=e.type,h=e.style;\"text\"===c&&h&&e.hv&&e.hv[1]&&(h.textVerticalAlign=h.textBaseline=h.verticalAlign=h.align=null);var d=e.textContent,p=e.textConfig;if(h&&aF(h,c,!!p,!!d)){var A=sF(h,c,!0);!p&&A.textConfig&&(p=e.textConfig=A.textConfig),!d&&A.textContent&&(d=A.textContent)}var f=uZ(e);var g=e.$action||\"merge\",m=\"merge\"===g,y=\"replace\"===g;if(m){var v=!s,C=s;v?C=aZ(a,u,e.type,n):(C&&(iZ(C).isNew=!1),OF(C)),C&&(gF(C,f,t,{isInit:v}),lZ(C,e,r,o))}else if(y){sZ(s,e,n,t);var w=aZ(a,u,e.type,n);w&&(gF(w,f,t,{isInit:!0}),lZ(w,e,r,o))}else\"remove\"===g&&(mF(s,e),sZ(s,e,n,t));var I=n.get(a);if(I&&d)if(m){var E=I.getTextContent();E?E.attr(d):I.setTextContent(new Ss(d))}else y&&I.setTextContent(new Ss(d));if(I){var b=e.clipPath;if(b){var M=b.type,S=void 0;v=!1;if(m){var x=I.getClipPath();v=!x||iZ(x).type!==M,S=v?oZ(M):x}else y&&(v=!0,S=oZ(M));I.setClipPath(S),gF(S,b,t,{isInit:v}),LF(S,b.keyframeAnimation,t)}var B=iZ(I);I.setTextConfig(p),B.option=e,cZ(I,t,e),Tg({el:I,componentModel:t,itemName:I.name,itemTooltipOption:e.tooltip}),LF(I,e.keyframeAnimation,t)}}))}},e.prototype._relocate=function(t,e){for(var n=t.option.elements,i=this.group,r=this._elMap,o=e.getWidth(),a=e.getHeight(),s=[\"x\",\"y\"],l=0;l<n.length;l++){var u=n[l],h=br(u.id,null),d=null!=h?r.get(h):null;if(d&&d.isGroup){var p=d.parent,A=p===i,f=iZ(d),g=iZ(p);f.width=Ti(f.option.width,A?o:g.width)||0,f.height=Ti(f.option.height,A?a:g.height)||0}}for(l=n.length-1;l>=0;l--){u=n[l],h=br(u.id,null),d=null!=h?r.get(h):null;if(d){p=d.parent,g=iZ(p);var m=p===i?{width:o,height:a}:{width:g.width,height:g.height},y={},v=Uc(d,u,m,null,{hv:u.hv,boundingMode:u.bounding},y);if(!iZ(d).isNew&&v){for(var C=u.transition,w={},I=0;I<s.length;I++){var E=s[I],b=y[E];C&&(vF(C)||c[\"r\"](C,E)>=0)?w[E]=b:d[E]=b}Zl(d,w,t,0)}else d.attr(y)}}},e.prototype._clear=function(){var t=this,e=this._elMap;e.each((function(n){sZ(n,iZ(n).option,e,t._lastGraphicModel)})),this._elMap=c[\"f\"]()},e.prototype.dispose=function(){this._clear()},e.type=\"graphic\",e}(xA);function oZ(t){var e=c[\"q\"](nZ,t)?nZ[t]:gg(t);var n=new e({});return iZ(n).type=t,n}function aZ(t,e,n,i){var r=oZ(n);return e.add(r),i.set(t,r),iZ(r).id=t,iZ(r).isNew=!0,r}function sZ(t,e,n,i){var r=t&&t.parent;r&&(\"group\"===t.type&&t.traverse((function(t){sZ(t,e,n,i)})),yF(t,e,i),n.removeKey(iZ(t).id))}function lZ(t,e,n,i){t.isGroup||c[\"k\"]([[\"cursor\",To.prototype.cursor],[\"zlevel\",i||0],[\"z\",n||0],[\"z2\",0]],(function(n){var i=n[0];c[\"q\"](e,i)?t[i]=c[\"P\"](e[i],n[1]):null==t[i]&&(t[i]=n[1])})),c[\"k\"](c[\"F\"](e),(function(n){if(0===n.indexOf(\"on\")){var i=e[n];t[n]=c[\"w\"](i)?i:null}})),c[\"q\"](e,\"draggable\")&&(t.draggable=e.draggable),null!=e.name&&(t.name=e.name),null!=e.id&&(t.id=e.id)}function uZ(t){return t=c[\"m\"]({},t),c[\"k\"]([\"id\",\"parentId\",\"$action\",\"hv\",\"bounding\",\"textContent\",\"clipPath\"].concat(jc),(function(e){delete t[e]})),t}function cZ(t,e,n){var i=xs(t).eventData;t.silent||t.ignore||i||(i=xs(t).eventData={componentType:\"graphic\",componentIndex:e.componentIndex,name:t.name}),i&&(i.info=n.info)}function hZ(t){t.registerComponentModel(eZ),t.registerComponentView(rZ),t.registerPreprocessor((function(t){var e=t.graphic;Object(c[\"t\"])(e)?e[0]&&e[0].elements?t.graphic=[t.graphic[0]]:t.graphic=[{elements:e}]:e&&!e.elements&&(t.graphic=[{elements:[e]}])}))}var dZ=[\"x\",\"y\",\"radius\",\"angle\",\"single\"],pZ=[\"cartesian2d\",\"polar\",\"singleAxis\"];function AZ(t){var e=t.get(\"coordinateSystem\");return Object(c[\"r\"])(pZ,e)>=0}function fZ(t){return t+\"Axis\"}function gZ(t,e){var n,i=Object(c[\"f\"])(),r=[],o=Object(c[\"f\"])();t.eachComponent({mainType:\"dataZoom\",query:e},(function(t){o.get(t.uid)||s(t)}));do{n=!1,t.eachComponent(\"dataZoom\",a)}while(n);function a(t){!o.get(t.uid)&&l(t)&&(s(t),n=!0)}function s(t){o.set(t.uid,!0),r.push(t),u(t)}function l(t){var e=!1;return t.eachTargetAxis((function(t,n){var r=i.get(t);r&&r[n]&&(e=!0)})),e}function u(t){t.eachTargetAxis((function(t,e){(i.get(t)||i.set(t,[]))[e]=!0}))}return r}function mZ(t){var e=t.ecModel,n={infoList:[],infoMap:Object(c[\"f\"])()};return t.eachTargetAxis((function(t,i){var r=e.getComponent(fZ(t),i);if(r){var o=r.getCoordSysModel();if(o){var a=o.uid,s=n.infoMap.get(a);s||(s={model:o,axisModels:[]},n.infoList.push(s),n.infoMap.set(a,s)),s.axisModels.push(r)}}})),n}var yZ=function(){function t(){this.indexList=[],this.indexMap=[]}return t.prototype.add=function(t){this.indexMap[t]||(this.indexList.push(t),this.indexMap[t]=!0)},t}(),vZ=function(t){function e(){var n=null!==t&&t.apply(this,arguments)||this;return n.type=e.type,n._autoThrottle=!0,n._noTarget=!0,n._rangePropMode=[\"percent\",\"percent\"],n}return l(e,t),e.prototype.init=function(t,e,n){var i=CZ(t);this.settledOption=i,this.mergeDefaultAndTheme(t,n),this._doInit(i)},e.prototype.mergeOption=function(t){var e=CZ(t);Object(c[\"I\"])(this.option,t,!0),Object(c[\"I\"])(this.settledOption,e,!0),this._doInit(e)},e.prototype._doInit=function(t){var e=this.option;this._setDefaultThrottle(t),this._updateRangeUse(t);var n=this.settledOption;Object(c[\"k\"])([[\"start\",\"startValue\"],[\"end\",\"endValue\"]],(function(t,i){\"value\"===this._rangePropMode[i]&&(e[t[0]]=n[t[0]]=null)}),this),this._resetTarget()},e.prototype._resetTarget=function(){var t=this.get(\"orient\",!0),e=this._targetAxisInfoMap=Object(c[\"f\"])(),n=this._fillSpecifiedTargetAxis(e);n?this._orient=t||this._makeAutoOrientByTargetAxis():(this._orient=t||\"horizontal\",this._fillAutoTargetAxisByOrient(e,this._orient)),this._noTarget=!0,e.each((function(t){t.indexList.length&&(this._noTarget=!1)}),this)},e.prototype._fillSpecifiedTargetAxis=function(t){var e=!1;return Object(c[\"k\"])(dZ,(function(n){var i=this.getReferringComponents(fZ(n),jr);if(i.specified){e=!0;var r=new yZ;Object(c[\"k\"])(i.models,(function(t){r.add(t.componentIndex)})),t.set(n,r)}}),this),e},e.prototype._fillAutoTargetAxisByOrient=function(t,e){var n=this.ecModel,i=!0;if(i){var r=\"vertical\"===e?\"y\":\"x\",o=n.findComponents({mainType:r+\"Axis\"});a(o,r)}if(i){o=n.findComponents({mainType:\"singleAxis\",filter:function(t){return t.get(\"orient\",!0)===e}});a(o,\"single\")}function a(e,n){var r=e[0];if(r){var o=new yZ;if(o.add(r.componentIndex),t.set(n,o),i=!1,\"x\"===n||\"y\"===n){var a=r.getReferringComponents(\"grid\",Rr).models[0];a&&Object(c[\"k\"])(e,(function(t){r.componentIndex!==t.componentIndex&&a===t.getReferringComponents(\"grid\",Rr).models[0]&&o.add(t.componentIndex)}))}}}i&&Object(c[\"k\"])(dZ,(function(e){if(i){var r=n.findComponents({mainType:fZ(e),filter:function(t){return\"category\"===t.get(\"type\",!0)}});if(r[0]){var o=new yZ;o.add(r[0].componentIndex),t.set(e,o),i=!1}}}),this)},e.prototype._makeAutoOrientByTargetAxis=function(){var t;return this.eachTargetAxis((function(e){!t&&(t=e)}),this),\"y\"===t?\"vertical\":\"horizontal\"},e.prototype._setDefaultThrottle=function(t){if(t.hasOwnProperty(\"throttle\")&&(this._autoThrottle=!1),this._autoThrottle){var e=this.ecModel.option;this.option.throttle=e.animation&&e.animationDurationUpdate>0?100:20}},e.prototype._updateRangeUse=function(t){var e=this._rangePropMode,n=this.get(\"rangeMode\");Object(c[\"k\"])([[\"start\",\"startValue\"],[\"end\",\"endValue\"]],(function(i,r){var o=null!=t[i[0]],a=null!=t[i[1]];o&&!a?e[r]=\"percent\":!o&&a?e[r]=\"value\":n?e[r]=n[r]:o&&(e[r]=\"percent\")}))},e.prototype.noTarget=function(){return this._noTarget},e.prototype.getFirstTargetAxisModel=function(){var t;return this.eachTargetAxis((function(e,n){null==t&&(t=this.ecModel.getComponent(fZ(e),n))}),this),t},e.prototype.eachTargetAxis=function(t,e){this._targetAxisInfoMap.each((function(n,i){Object(c[\"k\"])(n.indexList,(function(n){t.call(e,i,n)}))}))},e.prototype.getAxisProxy=function(t,e){var n=this.getAxisModel(t,e);if(n)return n.__dzAxisProxy},e.prototype.getAxisModel=function(t,e){var n=this._targetAxisInfoMap.get(t);if(n&&n.indexMap[e])return this.ecModel.getComponent(fZ(t),e)},e.prototype.setRawRange=function(t){var e=this.option,n=this.settledOption;Object(c[\"k\"])([[\"start\",\"startValue\"],[\"end\",\"endValue\"]],(function(i){null==t[i[0]]&&null==t[i[1]]||(e[i[0]]=n[i[0]]=t[i[0]],e[i[1]]=n[i[1]]=t[i[1]])}),this),this._updateRangeUse(t)},e.prototype.setCalculatedRange=function(t){var e=this.option;Object(c[\"k\"])([\"start\",\"startValue\",\"end\",\"endValue\"],(function(n){e[n]=t[n]}))},e.prototype.getPercentRange=function(){var t=this.findRepresentativeAxisProxy();if(t)return t.getDataPercentWindow()},e.prototype.getValueRange=function(t,e){if(null!=t||null!=e)return this.getAxisProxy(t,e).getDataValueWindow();var n=this.findRepresentativeAxisProxy();return n?n.getDataValueWindow():void 0},e.prototype.findRepresentativeAxisProxy=function(t){if(t)return t.__dzAxisProxy;for(var e,n=this._targetAxisInfoMap.keys(),i=0;i<n.length;i++)for(var r=n[i],o=this._targetAxisInfoMap.get(r),a=0;a<o.indexList.length;a++){var s=this.getAxisProxy(r,o.indexList[a]);if(s.hostedBy(this))return s;e||(e=s)}return e},e.prototype.getRangePropMode=function(){return this._rangePropMode.slice()},e.prototype.getOrient=function(){return this._orient},e.type=\"dataZoom\",e.dependencies=[\"xAxis\",\"yAxis\",\"radiusAxis\",\"angleAxis\",\"singleAxis\",\"series\",\"toolbox\"],e.defaultOption={z:4,filterMode:\"filter\",start:0,end:100},e}(_c);function CZ(t){var e={};return Object(c[\"k\"])([\"start\",\"end\",\"startValue\",\"endValue\",\"throttle\"],(function(n){t.hasOwnProperty(n)&&(e[n]=t[n])})),e}var wZ=vZ,IZ=function(t){function e(){var n=null!==t&&t.apply(this,arguments)||this;return n.type=e.type,n}return l(e,t),e.type=\"dataZoom.select\",e}(wZ),EZ=IZ,bZ=function(t){function e(){var n=null!==t&&t.apply(this,arguments)||this;return n.type=e.type,n}return l(e,t),e.prototype.render=function(t,e,n,i){this.dataZoomModel=t,this.ecModel=e,this.api=n},e.type=\"dataZoom\",e}(xA),MZ=bZ,SZ=function(t){function e(){var n=null!==t&&t.apply(this,arguments)||this;return n.type=e.type,n}return l(e,t),e.type=\"dataZoom.select\",e}(MZ),xZ=SZ,BZ=c[\"k\"],kZ=Gi,QZ=function(){function t(t,e,n,i){this._dimName=t,this._axisIndex=e,this.ecModel=i,this._dataZoomModel=n}return t.prototype.hostedBy=function(t){return this._dataZoomModel===t},t.prototype.getDataValueWindow=function(){return this._valueWindow.slice()},t.prototype.getDataPercentWindow=function(){return this._percentWindow.slice()},t.prototype.getTargetSeriesModels=function(){var t=[];return this.ecModel.eachSeries((function(e){if(AZ(e)){var n=fZ(this._dimName),i=e.getReferringComponents(n,Rr).models[0];i&&this._axisIndex===i.componentIndex&&t.push(e)}}),this),t},t.prototype.getAxisModel=function(){return this.ecModel.getComponent(this._dimName+\"Axis\",this._axisIndex)},t.prototype.getMinMaxSpan=function(){return c[\"d\"](this._minMaxSpan)},t.prototype.calculateDataWindow=function(t){var e,n=this._dataExtent,i=this.getAxisModel(),r=i.axis.scale,o=this._dataZoomModel.getRangePropMode(),a=[0,100],s=[],l=[];BZ([\"start\",\"end\"],(function(i,u){var c=t[i],h=t[i+\"Value\"];\"percent\"===o[u]?(null==c&&(c=a[u]),h=r.parse(ji(c,a,n))):(e=!0,h=null==h?n[u]:r.parse(h),c=ji(h,n,a)),l[u]=null==h||isNaN(h)?n[u]:h,s[u]=null==c||isNaN(c)?a[u]:c})),kZ(l),kZ(s);var u=this._minMaxSpan;function c(t,e,n,i,o){var a=o?\"Span\":\"ValueSpan\";_R(0,t,n,\"all\",u[\"min\"+a],u[\"max\"+a]);for(var s=0;s<2;s++)e[s]=ji(t[s],n,i,!0),o&&(e[s]=r.parse(e[s]))}return e?c(l,s,n,a,!1):c(s,l,a,n,!0),{valueWindow:l,percentWindow:s}},t.prototype.reset=function(t){if(t===this._dataZoomModel){var e=this.getTargetSeriesModels();this._dataExtent=DZ(this,this._dimName,e),this._updateMinMaxSpan();var n=this.calculateDataWindow(t.settledOption);this._valueWindow=n.valueWindow,this._percentWindow=n.percentWindow,this._setAxisModel()}},t.prototype.filterData=function(t,e){if(t===this._dataZoomModel){var n=this._dimName,i=this.getTargetSeriesModels(),r=t.get(\"filterMode\"),o=this._valueWindow;\"none\"!==r&&BZ(i,(function(t){var e=t.getData(),i=e.mapDimensionsAll(n);if(i.length){if(\"weakFilter\"===r){var s=e.getStore(),l=c[\"H\"](i,(function(t){return e.getDimensionIndex(t)}),e);e.filterSelf((function(t){for(var e,n,r,a=0;a<i.length;a++){var u=s.get(l[a],t),c=!isNaN(u),h=u<o[0],d=u>o[1];if(c&&!h&&!d)return!0;c&&(r=!0),h&&(e=!0),d&&(n=!0)}return r&&e&&n}))}else BZ(i,(function(n){if(\"empty\"===r)t.setData(e=e.map(n,(function(t){return a(t)?t:NaN})));else{var i={};i[n]=o,e.selectRange(i)}}));BZ(i,(function(t){e.setApproximateExtent(o,t)}))}}))}function a(t){return t>=o[0]&&t<=o[1]}},t.prototype._updateMinMaxSpan=function(){var t=this._minMaxSpan={},e=this._dataZoomModel,n=this._dataExtent;BZ([\"min\",\"max\"],(function(i){var r=e.get(i+\"Span\"),o=e.get(i+\"ValueSpan\");null!=o&&(o=this.getAxisModel().axis.scale.parse(o)),null!=o?r=ji(n[0]+o,n,[0,100],!0):null!=r&&(o=ji(r,[0,100],n,!0)-n[0]),t[i+\"Span\"]=r,t[i+\"ValueSpan\"]=o}),this)},t.prototype._setAxisModel=function(){var t=this.getAxisModel(),e=this._percentWindow,n=this._valueWindow;if(e){var i=Ui(n,[0,500]);i=Math.min(i,20);var r=t.axis.scale.rawExtentInfo;0!==e[0]&&r.setDeterminedMinMax(\"min\",+n[0].toFixed(i)),100!==e[1]&&r.setDeterminedMinMax(\"max\",+n[1].toFixed(i)),r.freeze()}},t}();function DZ(t,e,n){var i=[1/0,-1/0];BZ(n,(function(t){aB(i,t.getData(),e)}));var r=t.getAxisModel(),o=Zx(r.axis.scale,r,i).calculate();return[o.min,o.max]}var KZ=QZ,qZ={getTargetSeries:function(t){function e(e){t.eachComponent(\"dataZoom\",(function(n){n.eachTargetAxis((function(i,r){var o=t.getComponent(fZ(i),r);e(i,r,o,n)}))}))}e((function(t,e,n,i){n.__dzAxisProxy=null}));var n=[];e((function(e,i,r,o){r.__dzAxisProxy||(r.__dzAxisProxy=new KZ(e,i,o,t),n.push(r.__dzAxisProxy))}));var i=Object(c[\"f\"])();return Object(c[\"k\"])(n,(function(t){Object(c[\"k\"])(t.getTargetSeriesModels(),(function(t){i.set(t.uid,t)}))})),i},overallReset:function(t,e){t.eachComponent(\"dataZoom\",(function(t){t.eachTargetAxis((function(e,n){t.getAxisProxy(e,n).reset(t)})),t.eachTargetAxis((function(n,i){t.getAxisProxy(n,i).filterData(t,e)}))})),t.eachComponent(\"dataZoom\",(function(t){var e=t.findRepresentativeAxisProxy();if(e){var n=e.getDataPercentWindow(),i=e.getDataValueWindow();t.setCalculatedRange({start:n[0],end:n[1],startValue:i[0],endValue:i[1]})}}))}},OZ=qZ;function LZ(t){t.registerAction(\"dataZoom\",(function(t,e){var n=gZ(e,t);Object(c[\"k\"])(n,(function(e){e.setRawRange({start:t.start,end:t.end,startValue:t.startValue,endValue:t.endValue})}))}))}var RZ=!1;function jZ(t){RZ||(RZ=!0,t.registerProcessor(t.PRIORITY.PROCESSOR.FILTER,OZ),LZ(t),t.registerSubTypeDefaulter(\"dataZoom\",(function(){return\"slider\"})))}function TZ(t){t.registerComponentModel(EZ),t.registerComponentView(xZ),jZ(t)}var JZ=function(){function t(){}return t}(),GZ={};function YZ(t,e){GZ[t]=e}function FZ(t){return GZ[t]}var UZ=function(t){function e(){var n=null!==t&&t.apply(this,arguments)||this;return n.type=e.type,n}return l(e,t),e.prototype.optionUpdated=function(){t.prototype.optionUpdated.apply(this,arguments);var e=this.ecModel;c[\"k\"](this.option.feature,(function(t,n){var i=FZ(n);i&&(i.getDefaultOption&&(i.defaultOption=i.getDefaultOption(e)),c[\"I\"](t,i.defaultOption))}))},e.type=\"toolbox\",e.layoutMode={type:\"box\",ignoreSize:!0},e.defaultOption={show:!0,z:6,orient:\"horizontal\",left:\"right\",top:\"top\",backgroundColor:\"transparent\",borderColor:\"#ccc\",borderRadius:0,borderWidth:0,padding:5,itemSize:15,itemGap:8,showTitle:!0,iconStyle:{borderColor:\"#666\",color:\"none\"},emphasis:{iconStyle:{borderColor:\"#3E98C5\"}},tooltip:{show:!1,position:\"bottom\"}},e}(_c),zZ=UZ;function NZ(t,e,n){var i=e.getBoxLayoutParams(),r=e.get(\"padding\"),o={width:n.getWidth(),height:n.getHeight()},a=Fc(i,o,r);Gc(e.get(\"orient\"),t,e.get(\"itemGap\"),a.width,a.height),Uc(t,i,o,r)}function ZZ(t,e){var n=xc(e.get(\"padding\")),i=e.getItemStyle([\"color\",\"opacity\"]);return i.fill=e.get(\"backgroundColor\"),t=new ls({shape:{x:t.x-n[3],y:t.y-n[0],width:t.width+n[1]+n[3],height:t.height+n[0]+n[2],r:e.get(\"borderRadius\")},style:i,silent:!0,z2:-1}),t}var PZ=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return l(e,t),e.prototype.render=function(t,e,n,i){var r=this.group;if(r.removeAll(),t.get(\"show\")){var o=+t.get(\"itemSize\"),a=\"vertical\"===t.get(\"orient\"),s=t.get(\"feature\")||{},l=this._features||(this._features={}),u=[];c[\"k\"](s,(function(t,e){u.push(e)})),new AE(this._featureNames||[],u).add(h).update(h).remove(c[\"h\"](h,null)).execute(),this._featureNames=u,NZ(r,t,n),r.add(ZZ(r.getBoundingRect(),t)),a||r.eachChild((function(t){var e=t.__title,i=t.ensureState(\"emphasis\"),a=i.textConfig||(i.textConfig={}),s=t.getTextContent(),l=s&&s.ensureState(\"emphasis\");if(l&&!c[\"w\"](l)&&e){var u=l.style||(l.style={}),h=oi(e,Ss.makeFont(u)),d=t.x+r.x,p=t.y+r.y+o,A=!1;p+h.height>n.getHeight()&&(a.position=\"top\",A=!0);var f=A?-5-h.height:o+10;d+h.width/2>n.getWidth()?(a.position=[\"100%\",f],u.align=\"right\"):d-h.width/2<0&&(a.position=[0,f],u.align=\"left\")}}))}function h(r,o){var a,c=u[r],h=u[o],p=s[c],A=new ku(p,t,t.ecModel);if(i&&null!=i.newTitle&&i.featureName===c&&(p.title=i.newTitle),c&&!h){if(WZ(c))a={onclick:A.option.onclick,featureName:c};else{var f=FZ(c);if(!f)return;a=new f}l[c]=a}else if(a=l[h],!a)return;a.uid=Du(\"toolbox-feature\"),a.model=A,a.ecModel=e,a.api=n;var g=a instanceof JZ;c||!h?!A.get(\"show\")||g&&a.unusable?g&&a.remove&&a.remove(e,n):(d(A,a,c),A.setIconStatus=function(t,e){var n=this.option,i=this.iconPaths;n.iconStatus=n.iconStatus||{},n.iconStatus[t]=e,i[t]&&(\"emphasis\"===e?dl:pl)(i[t])},a instanceof JZ&&a.render&&a.render(A,e,n,i)):g&&a.dispose&&a.dispose(e,n)}function d(i,s,l){var u,h,d=i.getModel(\"iconStyle\"),p=i.getModel([\"emphasis\",\"iconStyle\"]),A=s instanceof JZ&&s.getIcons?s.getIcons():i.get(\"icon\"),f=i.get(\"title\")||{};c[\"C\"](A)?(u={},u[l]=A):u=A,c[\"C\"](f)?(h={},h[l]=f):h=f;var g=i.iconPaths={};c[\"k\"](u,(function(l,u){var A=qg(l,{},{x:-o/2,y:-o/2,width:o,height:o});A.setStyle(d.getItemStyle());var f=A.ensureState(\"emphasis\");f.style=p.getItemStyle();var m=new Ss({style:{text:h[u],align:p.get(\"textAlign\"),borderRadius:p.get(\"textBorderRadius\"),padding:p.get(\"textPadding\"),fill:null},ignore:!0});A.setTextContent(m),Tg({el:A,componentModel:t,itemName:u,formatterParamsExtra:{title:h[u]}}),A.__title=h[u],A.on(\"mouseover\",(function(){var e=p.getItemStyle(),i=a?null==t.get(\"right\")&&\"right\"!==t.get(\"left\")?\"right\":\"left\":null==t.get(\"bottom\")&&\"bottom\"!==t.get(\"top\")?\"bottom\":\"top\";m.setStyle({fill:p.get(\"textFill\")||e.fill||e.stroke||\"#000\",backgroundColor:p.get(\"textBackgroundColor\")}),A.setTextConfig({position:p.get(\"textPosition\")||i}),m.ignore=!t.get(\"showTitle\"),n.enterEmphasis(this)})).on(\"mouseout\",(function(){\"emphasis\"!==i.get([\"iconStatus\",u])&&n.leaveEmphasis(this),m.hide()})),(\"emphasis\"===i.get([\"iconStatus\",u])?dl:pl)(A),r.add(A),A.on(\"click\",c[\"c\"](s.onclick,s,e,n,u)),g[u]=A}))}},e.prototype.updateView=function(t,e,n,i){c[\"k\"](this._features,(function(t){t instanceof JZ&&t.updateView&&t.updateView(t.model,e,n,i)}))},e.prototype.remove=function(t,e){c[\"k\"](this._features,(function(n){n instanceof JZ&&n.remove&&n.remove(t,e)})),this.group.removeAll()},e.prototype.dispose=function(t,e){c[\"k\"](this._features,(function(n){n instanceof JZ&&n.dispose&&n.dispose(t,e)}))},e.type=\"toolbox\",e}(xA);function WZ(t){return 0===t.indexOf(\"my\")}var VZ=PZ,HZ=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return l(e,t),e.prototype.onclick=function(t,e){var n=this.model,i=n.get(\"name\")||t.get(\"title.0.text\")||\"echarts\",r=\"svg\"===e.getZr().painter.getType(),o=r?\"svg\":n.get(\"type\",!0)||\"png\",a=e.getConnectedDataURL({type:o,backgroundColor:n.get(\"backgroundColor\",!0)||t.get(\"backgroundColor\")||\"#fff\",connectedBackgroundColor:n.get(\"connectedBackgroundColor\"),excludeComponents:n.get(\"excludeComponents\"),pixelRatio:n.get(\"pixelRatio\")}),s=u[\"a\"].browser;if(Object(c[\"w\"])(MouseEvent)&&(s.newEdge||!s.ie&&!s.edge)){var l=document.createElement(\"a\");l.download=i+\".\"+o,l.target=\"_blank\",l.href=a;var h=new MouseEvent(\"click\",{view:document.defaultView,bubbles:!0,cancelable:!1});l.dispatchEvent(h)}else if(window.navigator.msSaveOrOpenBlob||r){var 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o=e.getAxis(t),s=o.model,l=a(t,s,i),u=l.findRepresentativeAxisProxy(s).getMinMaxSpan();null==u.minValueSpan&&null==u.maxValueSpan||(r=_R(0,r.slice(),o.scale.getExtent(),0,u.minValueSpan,u.maxValueSpan)),l&&(n[l.id]={dataZoomId:l.id,startValue:r[0],endValue:r[1]})}function a(t,e,n){var i;return n.eachComponent({mainType:\"dataZoom\",subType:\"select\"},(function(n){var r=n.getAxisModel(t,e.componentIndex);r&&(i=n)})),i}},e.prototype._dispatchZoomAction=function(t){var e=[];YP(t,(function(t,n){e.push(c[\"d\"](t))})),e.length&&this.api.dispatchAction({type:\"dataZoom\",from:this.uid,batch:e})},e.getDefaultOption=function(t){var e={show:!0,filterMode:\"filter\",icon:{zoom:\"M0,13.5h26.9 M13.5,26.9V0 M32.1,13.5H58V58H13.5 V32.1\",back:\"M22,1.4L9.9,13.5l12.3,12.3 M10.3,13.5H54.9v44.6 H10.3v-26\"},title:t.getLocaleModel().get([\"toolbox\",\"dataZoom\",\"title\"]),brushStyle:{borderWidth:0,color:\"rgba(210,219,238,0.2)\"}};return e},e}(JZ),zP={zoom:function(){var t=!this._isZoomActive;this.api.dispatchAction({type:\"takeGlobalCursor\",key:\"dataZoomSelect\",dataZoomSelectActive:t})},back:function(){this._dispatchZoomAction(wP(this.ecModel))}};function NP(t){var e={xAxisIndex:t.get(\"xAxisIndex\",!0),yAxisIndex:t.get(\"yAxisIndex\",!0),xAxisId:t.get(\"xAxisId\",!0),yAxisId:t.get(\"yAxisId\",!0)};return null==e.xAxisIndex&&null==e.xAxisId&&(e.xAxisIndex=\"all\"),null==e.yAxisIndex&&null==e.yAxisId&&(e.yAxisIndex=\"all\"),e}function ZP(t,e){t.setIconStatus(\"back\",EP(e)>1?\"emphasis\":\"normal\")}function PP(t,e,n,i,r){var o=n._isZoomActive;i&&\"takeGlobalCursor\"===i.type&&(o=\"dataZoomSelect\"===i.key&&i.dataZoomSelectActive),n._isZoomActive=o,t.setIconStatus(\"zoom\",o?\"emphasis\":\"normal\");var a=new GP(NP(t),e,{include:[\"grid\"]}),s=a.makePanelOpts(r,(function(t){return t.xAxisDeclared&&!t.yAxisDeclared?\"lineX\":!t.xAxisDeclared&&t.yAxisDeclared?\"lineY\":\"rect\"}));n._brushController.setPanels(s).enableBrush(!(!o||!s.length)&&{brushType:\"auto\",brushStyle:t.getModel(\"brushStyle\").getItemStyle()})}wh(\"dataZoom\",(function(t){var e=t.getComponent(\"toolbox\",0),n=[\"feature\",\"dataZoom\"];if(e&&null!=e.get(n)){var i=e.getModel(n),r=[],o=NP(i),a=Or(t,o);return YP(a.xAxisModels,(function(t){return s(t,\"xAxis\",\"xAxisIndex\")})),YP(a.yAxisModels,(function(t){return s(t,\"yAxis\",\"yAxisIndex\")})),r}function s(t,e,n){var o=t.componentIndex,a={type:\"select\",$fromToolbox:!0,filterMode:i.get(\"filterMode\",!0)||\"filter\",id:FP+e+o};a[n]=o,r.push(a)}}));var WP=UP;function VP(t){t.registerComponentModel(zZ),t.registerComponentView(VZ),YZ(\"saveAsImage\",XZ),YZ(\"magicType\",nP),YZ(\"dataView\",mP),YZ(\"dataZoom\",WP),YZ(\"restore\",SP),jC(TZ)}var HP=function(t){function e(){var n=null!==t&&t.apply(this,arguments)||this;return n.type=e.type,n}return l(e,t),e.type=\"tooltip\",e.dependencies=[\"axisPointer\"],e.defaultOption={z:60,show:!0,showContent:!0,trigger:\"item\",triggerOn:\"mousemove|click\",alwaysShowContent:!1,displayMode:\"single\",renderMode:\"auto\",confine:null,showDelay:0,hideDelay:100,transitionDuration:.4,enterable:!1,backgroundColor:\"#fff\",shadowBlur:10,shadowColor:\"rgba(0, 0, 0, .2)\",shadowOffsetX:1,shadowOffsetY:2,borderRadius:4,borderWidth:1,padding:null,extraCssText:\"\",axisPointer:{type:\"line\",axis:\"auto\",animation:\"auto\",animationDurationUpdate:200,animationEasingUpdate:\"exponentialOut\",crossStyle:{color:\"#999\",width:1,type:\"dashed\",textStyle:{}}},textStyle:{color:\"#666\",fontSize:14}},e}(_c),XP=HP;function _P(t){var e=t.get(\"confine\");return null!=e?!!e:\"richText\"===t.get(\"renderMode\")}function $P(t){if(u[\"a\"].domSupported)for(var e=document.documentElement.style,n=0,i=t.length;n<i;n++)if(t[n]in e)return t[n]}var tW=$P([\"transform\",\"webkitTransform\",\"OTransform\",\"MozTransform\",\"msTransform\"]),eW=$P([\"webkitTransition\",\"transition\",\"OTransition\",\"MozTransition\",\"msTransition\"]);function nW(t,e){if(!t)return e;e=Sc(e,!0);var n=t.indexOf(e);return t=-1===n?e:\"-\"+t.slice(0,n)+\"-\"+e,t.toLowerCase()}function iW(t,e){var n=t.currentStyle||document.defaultView&&document.defaultView.getComputedStyle(t);return n?e?n[e]:n:null}var rW=nW(eW,\"transition\"),oW=nW(tW,\"transform\"),aW=\"position:absolute;display:block;border-style:solid;white-space:nowrap;z-index:9999999;\"+(u[\"a\"].transform3dSupported?\"will-change:transform;\":\"\");function sW(t){return t=\"left\"===t?\"right\":\"right\"===t?\"left\":\"top\"===t?\"bottom\":\"top\",t}function lW(t,e,n){if(!Object(c[\"C\"])(n)||\"inside\"===n)return\"\";var i=t.get(\"backgroundColor\"),r=t.get(\"borderWidth\");e=Oc(e);var o,a=sW(n),s=Math.max(1.5*Math.round(r),6),l=\"\",u=oW+\":\";Object(c[\"r\"])([\"left\",\"right\"],a)>-1?(l+=\"top:50%\",u+=\"translateY(-50%) rotate(\"+(o=\"left\"===a?-225:-45)+\"deg)\"):(l+=\"left:50%\",u+=\"translateX(-50%) rotate(\"+(o=\"top\"===a?225:45)+\"deg)\");var h=o*Math.PI/180,d=s+r,p=d*Math.abs(Math.cos(h))+d*Math.abs(Math.sin(h)),A=Math.round(100*((p-Math.SQRT2*r)/2+Math.SQRT2*r-(p-d)/2))/100;l+=\";\"+a+\":-\"+A+\"px\";var f=e+\" solid \"+r+\"px;\",g=[\"position:absolute;width:\"+s+\"px;height:\"+s+\"px;z-index:-1;\",l+\";\"+u+\";\",\"border-bottom:\"+f,\"border-right:\"+f,\"background-color:\"+i+\";\"];return'<div style=\"'+g.join(\"\")+'\"></div>'}function uW(t,e){var n=\"cubic-bezier(0.23,1,0.32,1)\",i=\" \"+t/2+\"s \"+n,r=\"opacity\"+i+\",visibility\"+i;return e||(i=\" \"+t+\"s \"+n,r+=u[\"a\"].transformSupported?\",\"+oW+i:\",left\"+i+\",top\"+i),rW+\":\"+r}function cW(t,e,n){var i=t.toFixed(0)+\"px\",r=e.toFixed(0)+\"px\";if(!u[\"a\"].transformSupported)return n?\"top:\"+r+\";left:\"+i+\";\":[[\"top\",r],[\"left\",i]];var o=u[\"a\"].transform3dSupported,a=\"translate\"+(o?\"3d\":\"\")+\"(\"+i+\",\"+r+(o?\",0\":\"\")+\")\";return n?\"top:0;left:0;\"+oW+\":\"+a+\";\":[[\"top\",0],[\"left\",0],[tW,a]]}function hW(t){var e=[],n=t.get(\"fontSize\"),i=t.getTextColor();i&&e.push(\"color:\"+i),e.push(\"font:\"+t.getFont()),n&&e.push(\"line-height:\"+Math.round(3*n/2)+\"px\");var r=t.get(\"textShadowColor\"),o=t.get(\"textShadowBlur\")||0,a=t.get(\"textShadowOffsetX\")||0,s=t.get(\"textShadowOffsetY\")||0;return r&&o&&e.push(\"text-shadow:\"+a+\"px \"+s+\"px \"+o+\"px \"+r),Object(c[\"k\"])([\"decoration\",\"align\"],(function(n){var i=t.get(n);i&&e.push(\"text-\"+n+\":\"+i)})),e.join(\";\")}function dW(t,e,n){var i=[],r=t.get(\"transitionDuration\"),o=t.get(\"backgroundColor\"),a=t.get(\"shadowBlur\"),s=t.get(\"shadowColor\"),l=t.get(\"shadowOffsetX\"),u=t.get(\"shadowOffsetY\"),h=t.getModel(\"textStyle\"),d=uA(t,\"html\"),p=l+\"px \"+u+\"px \"+a+\"px \"+s;return i.push(\"box-shadow:\"+p),e&&r&&i.push(uW(r,n)),o&&i.push(\"background-color:\"+o),Object(c[\"k\"])([\"width\",\"color\",\"radius\"],(function(e){var n=\"border-\"+e,r=Sc(n),o=t.get(r);null!=o&&i.push(n+\":\"+o+(\"color\"===e?\"\":\"px\"))})),i.push(hW(h)),null!=d&&i.push(\"padding:\"+xc(d).join(\"px \")+\"px\"),i.join(\";\")+\";\"}function pW(t,e,n,i,r){var o=e&&e.painter;if(n){var a=o&&o.getViewportRoot();a&&Y(t,a,document.body,i,r)}else{t[0]=i,t[1]=r;var s=o&&o.getViewportRootOffset();s&&(t[0]+=s.offsetLeft,t[1]+=s.offsetTop)}t[2]=t[0]/e.getWidth(),t[3]=t[1]/e.getHeight()}var AW=function(){function t(t,e,n){if(this._show=!1,this._styleCoord=[0,0,0,0],this._enterable=!0,this._firstShow=!0,this._longHide=!0,u[\"a\"].wxa)return null;var i=document.createElement(\"div\");i.domBelongToZr=!0,this.el=i;var r=this._zr=e.getZr(),o=this._appendToBody=n&&n.appendToBody;pW(this._styleCoord,r,o,e.getWidth()/2,e.getHeight()/2),o?document.body.appendChild(i):t.appendChild(i),this._container=t;var a=this;i.onmouseenter=function(){a._enterable&&(clearTimeout(a._hideTimeout),a._show=!0),a._inContent=!0},i.onmousemove=function(t){if(t=t||window.event,!a._enterable){var e=r.handler,n=r.painter.getViewportRoot();et(n,t,!0),e.dispatch(\"mousemove\",t)}},i.onmouseleave=function(){a._inContent=!1,a._enterable&&a._show&&a.hideLater(a._hideDelay)}}return t.prototype.update=function(t){var e=this._container,n=iW(e,\"position\"),i=e.style;\"absolute\"!==i.position&&\"absolute\"!==n&&(i.position=\"relative\");var r=t.get(\"alwaysShowContent\");r&&this._moveIfResized(),this.el.className=t.get(\"className\")||\"\"},t.prototype.show=function(t,e){clearTimeout(this._hideTimeout),clearTimeout(this._longHideTimeout);var n=this.el,i=n.style,r=this._styleCoord;n.innerHTML?i.cssText=aW+dW(t,!this._firstShow,this._longHide)+cW(r[0],r[1],!0)+\"border-color:\"+Oc(e)+\";\"+(t.get(\"extraCssText\")||\"\")+\";pointer-events:\"+(this._enterable?\"auto\":\"none\"):i.display=\"none\",this._show=!0,this._firstShow=!1,this._longHide=!1},t.prototype.setContent=function(t,e,n,i,r){var o=this.el;if(null!=t){var a=\"\";if(Object(c[\"C\"])(r)&&\"item\"===n.get(\"trigger\")&&!_P(n)&&(a=lW(n,i,r)),Object(c[\"C\"])(t))o.innerHTML=t+a;else if(t){o.innerHTML=\"\",Object(c[\"t\"])(t)||(t=[t]);for(var s=0;s<t.length;s++)Object(c[\"v\"])(t[s])&&t[s].parentNode!==o&&o.appendChild(t[s]);if(a&&o.childNodes.length){var l=document.createElement(\"div\");l.innerHTML=a,o.appendChild(l)}}}else o.innerHTML=\"\"},t.prototype.setEnterable=function(t){this._enterable=t},t.prototype.getSize=function(){var t=this.el;return[t.offsetWidth,t.offsetHeight]},t.prototype.moveTo=function(t,e){var n=this._styleCoord;if(pW(n,this._zr,this._appendToBody,t,e),null!=n[0]&&null!=n[1]){var i=this.el.style,r=cW(n[0],n[1]);Object(c[\"k\"])(r,(function(t){i[t[0]]=t[1]}))}},t.prototype._moveIfResized=function(){var t=this._styleCoord[2],e=this._styleCoord[3];this.moveTo(t*this._zr.getWidth(),e*this._zr.getHeight())},t.prototype.hide=function(){var t=this,e=this.el.style;e.visibility=\"hidden\",e.opacity=\"0\",u[\"a\"].transform3dSupported&&(e.willChange=\"\"),this._show=!1,this._longHideTimeout=setTimeout((function(){return t._longHide=!0}),500)},t.prototype.hideLater=function(t){!this._show||this._inContent&&this._enterable||(t?(this._hideDelay=t,this._show=!1,this._hideTimeout=setTimeout(Object(c[\"c\"])(this.hide,this),t)):this.hide())},t.prototype.isShow=function(){return this._show},t.prototype.dispose=function(){this.el.parentNode.removeChild(this.el)},t}(),fW=AW,gW=function(){function t(t){this._show=!1,this._styleCoord=[0,0,0,0],this._enterable=!0,this._zr=t.getZr(),vW(this._styleCoord,this._zr,t.getWidth()/2,t.getHeight()/2)}return t.prototype.update=function(t){var e=t.get(\"alwaysShowContent\");e&&this._moveIfResized()},t.prototype.show=function(){this._hideTimeout&&clearTimeout(this._hideTimeout),this.el.show(),this._show=!0},t.prototype.setContent=function(t,e,n,i,r){var o=this;c[\"A\"](t)&&Oh(\"\"),this.el&&this._zr.remove(this.el);var a=n.getModel(\"textStyle\");this.el=new Ss({style:{rich:e.richTextStyles,text:t,lineHeight:22,borderWidth:1,borderColor:i,textShadowColor:a.get(\"textShadowColor\"),fill:n.get([\"textStyle\",\"color\"]),padding:uA(n,\"richText\"),verticalAlign:\"top\",align:\"left\"},z:n.get(\"z\")}),c[\"k\"]([\"backgroundColor\",\"borderRadius\",\"shadowColor\",\"shadowBlur\",\"shadowOffsetX\",\"shadowOffsetY\"],(function(t){o.el.style[t]=n.get(t)})),c[\"k\"]([\"textShadowBlur\",\"textShadowOffsetX\",\"textShadowOffsetY\"],(function(t){o.el.style[t]=a.get(t)||0})),this._zr.add(this.el);var s=this;this.el.on(\"mouseover\",(function(){s._enterable&&(clearTimeout(s._hideTimeout),s._show=!0),s._inContent=!0})),this.el.on(\"mouseout\",(function(){s._enterable&&s._show&&s.hideLater(s._hideDelay),s._inContent=!1}))},t.prototype.setEnterable=function(t){this._enterable=t},t.prototype.getSize=function(){var t=this.el,e=this.el.getBoundingRect(),n=yW(t.style);return[e.width+n.left+n.right,e.height+n.top+n.bottom]},t.prototype.moveTo=function(t,e){var n=this.el;if(n){var i=this._styleCoord;vW(i,this._zr,t,e),t=i[0],e=i[1];var r=n.style,o=mW(r.borderWidth||0),a=yW(r);n.x=t+o+a.left,n.y=e+o+a.top,n.markRedraw()}},t.prototype._moveIfResized=function(){var t=this._styleCoord[2],e=this._styleCoord[3];this.moveTo(t*this._zr.getWidth(),e*this._zr.getHeight())},t.prototype.hide=function(){this.el&&this.el.hide(),this._show=!1},t.prototype.hideLater=function(t){!this._show||this._inContent&&this._enterable||(t?(this._hideDelay=t,this._show=!1,this._hideTimeout=setTimeout(c[\"c\"](this.hide,this),t)):this.hide())},t.prototype.isShow=function(){return this._show},t.prototype.dispose=function(){this._zr.remove(this.el)},t}();function mW(t){return Math.max(0,t)}function yW(t){var e=mW(t.shadowBlur||0),n=mW(t.shadowOffsetX||0),i=mW(t.shadowOffsetY||0);return{left:mW(e-n),right:mW(e+n),top:mW(e-i),bottom:mW(e+i)}}function vW(t,e,n,i){t[0]=n,t[1]=i,t[2]=t[0]/e.getWidth(),t[3]=t[1]/e.getHeight()}var CW=gW,wW=new ls({shape:{x:-1,y:-1,width:2,height:2}}),IW=function(t){function e(){var n=null!==t&&t.apply(this,arguments)||this;return n.type=e.type,n}return l(e,t),e.prototype.init=function(t,e){if(!u[\"a\"].node&&e.getDom()){var n=t.getComponent(\"tooltip\"),i=this._renderMode=Yr(n.get(\"renderMode\"));this._tooltipContent=\"richText\"===i?new CW(e):new fW(e.getDom(),e,{appendToBody:n.get(\"appendToBody\",!0)})}},e.prototype.render=function(t,e,n){if(!u[\"a\"].node&&n.getDom()){this.group.removeAll(),this._tooltipModel=t,this._ecModel=e,this._api=n,this._alwaysShowContent=t.get(\"alwaysShowContent\");var i=this._tooltipContent;i.update(t),i.setEnterable(t.get(\"enterable\")),this._initGlobalListener(),this._keepShow(),\"richText\"!==this._renderMode&&t.get(\"transitionDuration\")?tm(this,\"_updatePosition\",50,\"fixRate\"):em(this,\"_updatePosition\")}},e.prototype._initGlobalListener=function(){var t=this._tooltipModel,e=t.get(\"triggerOn\");HU(\"itemTooltip\",this._api,Object(c[\"c\"])((function(t,n,i){\"none\"!==e&&(e.indexOf(t)>=0?this._tryShow(n,i):\"leave\"===t&&this._hide(i))}),this))},e.prototype._keepShow=function(){var t=this._tooltipModel,e=this._ecModel,n=this._api,i=t.get(\"triggerOn\");if(null!=this._lastX&&null!=this._lastY&&\"none\"!==i&&\"click\"!==i){var r=this;clearTimeout(this._refreshUpdateTimeout),this._refreshUpdateTimeout=setTimeout((function(){!n.isDisposed()&&r.manuallyShowTip(t,e,n,{x:r._lastX,y:r._lastY,dataByCoordSys:r._lastDataByCoordSys})}))}},e.prototype.manuallyShowTip=function(t,e,n,i){if(i.from!==this.uid&&!u[\"a\"].node&&n.getDom()){var r=bW(i,n);this._ticket=\"\";var o=i.dataByCoordSys,a=kW(i,e,n);if(a){var s=a.el.getBoundingRect().clone();s.applyTransform(a.el.transform),this._tryShow({offsetX:s.x+s.width/2,offsetY:s.y+s.height/2,target:a.el,position:i.position,positionDefault:\"bottom\"},r)}else if(i.tooltip&&null!=i.x&&null!=i.y){var l=wW;l.x=i.x,l.y=i.y,l.update(),xs(l).tooltipConfig={name:null,option:i.tooltip},this._tryShow({offsetX:i.x,offsetY:i.y,target:l},r)}else if(o)this._tryShow({offsetX:i.x,offsetY:i.y,position:i.position,dataByCoordSys:o,tooltipOption:i.tooltipOption},r);else if(null!=i.seriesIndex){if(this._manuallyAxisShowTip(t,e,n,i))return;var c=oz(i,e),h=c.point[0],d=c.point[1];null!=h&&null!=d&&this._tryShow({offsetX:h,offsetY:d,target:c.el,position:i.position,positionDefault:\"bottom\"},r)}else null!=i.x&&null!=i.y&&(n.dispatchAction({type:\"updateAxisPointer\",x:i.x,y:i.y}),this._tryShow({offsetX:i.x,offsetY:i.y,position:i.position,target:n.getZr().findHover(i.x,i.y).target},r))}},e.prototype.manuallyHideTip=function(t,e,n,i){var r=this._tooltipContent;!this._alwaysShowContent&&this._tooltipModel&&r.hideLater(this._tooltipModel.get(\"hideDelay\")),this._lastX=this._lastY=this._lastDataByCoordSys=null,i.from!==this.uid&&this._hide(bW(i,n))},e.prototype._manuallyAxisShowTip=function(t,e,n,i){var r=i.seriesIndex,o=i.dataIndex,a=e.getComponent(\"axisPointer\").coordSysAxesInfo;if(null!=r&&null!=o&&null!=a){var s=e.getSeriesByIndex(r);if(s){var l=s.getData(),u=EW([l.getItemModel(o),s,(s.coordinateSystem||{}).model],this._tooltipModel);if(\"axis\"===u.get(\"trigger\"))return n.dispatchAction({type:\"updateAxisPointer\",seriesIndex:r,dataIndex:o,position:i.position}),!0}}},e.prototype._tryShow=function(t,e){var n=t.target,i=this._tooltipModel;if(i){this._lastX=t.offsetX,this._lastY=t.offsetY;var r=t.dataByCoordSys;if(r&&r.length)this._showAxisTooltip(r,t);else if(n){var o,a;this._lastDataByCoordSys=null,Wm(n,(function(t){return null!=xs(t).dataIndex?(o=t,!0):null!=xs(t).tooltipConfig?(a=t,!0):void 0}),!0),o?this._showSeriesItemTooltip(t,o,e):a?this._showComponentItemTooltip(t,a,e):this._hide(e)}else this._lastDataByCoordSys=null,this._hide(e)}},e.prototype._showOrMove=function(t,e){var n=t.get(\"showDelay\");e=Object(c[\"c\"])(e,this),clearTimeout(this._showTimout),n>0?this._showTimout=setTimeout(e,n):e()},e.prototype._showAxisTooltip=function(t,e){var n=this._ecModel,i=this._tooltipModel,r=[e.offsetX,e.offsetY],o=EW([e.tooltipOption],i),a=this._renderMode,s=[],l=Vp(\"section\",{blocks:[],noHeader:!0}),u=[],h=new cA;Object(c[\"k\"])(t,(function(t){Object(c[\"k\"])(t.dataByAxis,(function(t){var e=n.getComponent(t.axisDim+\"Axis\",t.axisIndex),r=t.value;if(e&&null!=r){var o=LU(r,e.axis,n,t.seriesDataIndices,t.valueLabelOpt),d=Vp(\"section\",{header:o,noHeader:!Object(c[\"T\"])(o),sortBlocks:!0,blocks:[]});l.blocks.push(d),Object(c[\"k\"])(t.seriesDataIndices,(function(l){var p=n.getSeriesByIndex(l.seriesIndex),A=l.dataIndexInside,f=p.getDataParams(A);if(!(f.dataIndex<0)){f.axisDim=t.axisDim,f.axisIndex=t.axisIndex,f.axisType=t.axisType,f.axisId=t.axisId,f.axisValue=tB(e.axis,{value:r}),f.axisValueLabel=o,f.marker=h.makeTooltipMarker(\"item\",Oc(f.color),a);var g=op(p.formatTooltip(A,!0,null)),m=g.frag;if(m){var y=EW([p],i).get(\"valueFormatter\");d.blocks.push(y?Object(c[\"m\"])({valueFormatter:y},m):m)}g.text&&u.push(g.text),s.push(f)}}))}}))})),l.blocks.reverse(),u.reverse();var d=e.position,p=o.get(\"order\"),A=eA(l,h,a,p,n.get(\"useUTC\"),o.get(\"textStyle\"));A&&u.unshift(A);var f=\"richText\"===a?\"\\n\\n\":\"<br/>\",g=u.join(f);this._showOrMove(o,(function(){this._updateContentNotChangedOnAxis(t,s)?this._updatePosition(o,d,r[0],r[1],this._tooltipContent,s):this._showTooltipContent(o,g,s,Math.random()+\"\",r[0],r[1],d,null,h)}))},e.prototype._showSeriesItemTooltip=function(t,e,n){var i=this._ecModel,r=xs(e),o=r.seriesIndex,a=i.getSeriesByIndex(o),s=r.dataModel||a,l=r.dataIndex,u=r.dataType,h=s.getData(u),d=this._renderMode,p=t.positionDefault,A=EW([h.getItemModel(l),s,a&&(a.coordinateSystem||{}).model],this._tooltipModel,p?{position:p}:null),f=A.get(\"trigger\");if(null==f||\"item\"===f){var g=s.getDataParams(l,u),m=new cA;g.marker=m.makeTooltipMarker(\"item\",Oc(g.color),d);var y=op(s.formatTooltip(l,!1,u)),v=A.get(\"order\"),C=A.get(\"valueFormatter\"),w=y.frag,I=w?eA(C?Object(c[\"m\"])({valueFormatter:C},w):w,m,d,v,i.get(\"useUTC\"),A.get(\"textStyle\")):y.text,E=\"item_\"+s.name+\"_\"+l;this._showOrMove(A,(function(){this._showTooltipContent(A,I,g,E,t.offsetX,t.offsetY,t.position,t.target,m)})),n({type:\"showTip\",dataIndexInside:l,dataIndex:h.getRawIndex(l),seriesIndex:o,from:this.uid})}},e.prototype._showComponentItemTooltip=function(t,e,n){var i=xs(e),r=i.tooltipConfig,o=r.option||{};if(Object(c[\"C\"])(o)){var a=o;o={content:a,formatter:a}}var s=[o],l=this._ecModel.getComponent(i.componentMainType,i.componentIndex);l&&s.push(l),s.push({formatter:o.content});var u=t.positionDefault,h=EW(s,this._tooltipModel,u?{position:u}:null),d=h.get(\"content\"),p=Math.random()+\"\",A=new cA;this._showOrMove(h,(function(){var n=Object(c[\"d\"])(h.get(\"formatterParams\")||{});this._showTooltipContent(h,d,n,p,t.offsetX,t.offsetY,t.position,e,A)})),n({type:\"showTip\",from:this.uid})},e.prototype._showTooltipContent=function(t,e,n,i,r,o,a,s,l){if(this._ticket=\"\",t.get(\"showContent\")&&t.get(\"show\")){var u=this._tooltipContent;u.setEnterable(t.get(\"enterable\"));var h=t.get(\"formatter\");a=a||t.get(\"position\");var d=e,p=this._getNearestPoint([r,o],n,t.get(\"trigger\"),t.get(\"borderColor\")),A=p.color;if(h)if(Object(c[\"C\"])(h)){var f=t.ecModel.get(\"useUTC\"),g=Object(c[\"t\"])(n)?n[0]:n,m=g&&g.axisType&&g.axisType.indexOf(\"time\")>=0;d=h,m&&(d=sc(g.axisValue,d,f)),d=Dc(d,n,!0)}else if(Object(c[\"w\"])(h)){var y=Object(c[\"c\"])((function(e,i){e===this._ticket&&(u.setContent(i,l,t,A,a),this._updatePosition(t,a,r,o,u,n,s))}),this);this._ticket=i,d=h(n,i,y)}else d=h;u.setContent(d,l,t,A,a),u.show(t,A),this._updatePosition(t,a,r,o,u,n,s)}},e.prototype._getNearestPoint=function(t,e,n,i){return\"axis\"===n||Object(c[\"t\"])(e)?{color:i||(\"html\"===this._renderMode?\"#fff\":\"none\")}:Object(c[\"t\"])(e)?void 0:{color:i||e.color||e.borderColor}},e.prototype._updatePosition=function(t,e,n,i,r,o,a){var s=this._api.getWidth(),l=this._api.getHeight();e=e||t.get(\"position\");var u=r.getSize(),h=t.get(\"align\"),d=t.get(\"verticalAlign\"),p=a&&a.getBoundingRect().clone();if(a&&p.applyTransform(a.transform),Object(c[\"w\"])(e)&&(e=e([n,i],o,r.el,p,{viewSize:[s,l],contentSize:u.slice()})),Object(c[\"t\"])(e))n=Ti(e[0],s),i=Ti(e[1],l);else if(Object(c[\"A\"])(e)){var A=e;A.width=u[0],A.height=u[1];var f=Fc(A,{width:s,height:l});n=f.x,i=f.y,h=null,d=null}else if(Object(c[\"C\"])(e)&&a){var g=xW(e,p,u,t.get(\"borderWidth\"));n=g[0],i=g[1]}else{g=MW(n,i,r,s,l,h?null:20,d?null:20);n=g[0],i=g[1]}if(h&&(n-=BW(h)?u[0]/2:\"right\"===h?u[0]:0),d&&(i-=BW(d)?u[1]/2:\"bottom\"===d?u[1]:0),_P(t)){g=SW(n,i,r,s,l);n=g[0],i=g[1]}r.moveTo(n,i)},e.prototype._updateContentNotChangedOnAxis=function(t,e){var n=this._lastDataByCoordSys,i=this._cbParamsList,r=!!n&&n.length===t.length;return r&&Object(c[\"k\"])(n,(function(n,o){var a=n.dataByAxis||[],s=t[o]||{},l=s.dataByAxis||[];r=r&&a.length===l.length,r&&Object(c[\"k\"])(a,(function(t,n){var o=l[n]||{},a=t.seriesDataIndices||[],s=o.seriesDataIndices||[];r=r&&t.value===o.value&&t.axisType===o.axisType&&t.axisId===o.axisId&&a.length===s.length,r&&Object(c[\"k\"])(a,(function(t,e){var n=s[e];r=r&&t.seriesIndex===n.seriesIndex&&t.dataIndex===n.dataIndex})),i&&Object(c[\"k\"])(t.seriesDataIndices,(function(t){var n=t.seriesIndex,o=e[n],a=i[n];o&&a&&a.data!==o.data&&(r=!1)}))}))})),this._lastDataByCoordSys=t,this._cbParamsList=e,!!r},e.prototype._hide=function(t){this._lastDataByCoordSys=null,t({type:\"hideTip\",from:this.uid})},e.prototype.dispose=function(t,e){!u[\"a\"].node&&e.getDom()&&(em(this,\"_updatePosition\"),this._tooltipContent.dispose(),nz(\"itemTooltip\",e))},e.type=\"tooltip\",e}(xA);function EW(t,e,n){var i,r=e.ecModel;n?(i=new ku(n,r,r),i=new ku(e.option,i,r)):i=e;for(var o=t.length-1;o>=0;o--){var a=t[o];a&&(a instanceof ku&&(a=a.get(\"tooltip\",!0)),Object(c[\"C\"])(a)&&(a={formatter:a}),a&&(i=new ku(a,i,r)))}return i}function bW(t,e){return t.dispatchAction||Object(c[\"c\"])(e.dispatchAction,e)}function MW(t,e,n,i,r,o,a){var s=n.getSize(),l=s[0],u=s[1];return null!=o&&(t+l+o+2>i?t-=l+o:t+=o),null!=a&&(e+u+a>r?e-=u+a:e+=a),[t,e]}function SW(t,e,n,i,r){var o=n.getSize(),a=o[0],s=o[1];return t=Math.min(t+a,i)-a,e=Math.min(e+s,r)-s,t=Math.max(t,0),e=Math.max(e,0),[t,e]}function xW(t,e,n,i){var r=n[0],o=n[1],a=Math.ceil(Math.SQRT2*i)+8,s=0,l=0,u=e.width,c=e.height;switch(t){case\"inside\":s=e.x+u/2-r/2,l=e.y+c/2-o/2;break;case\"top\":s=e.x+u/2-r/2,l=e.y-o-a;break;case\"bottom\":s=e.x+u/2-r/2,l=e.y+c+a;break;case\"left\":s=e.x-r-a,l=e.y+c/2-o/2;break;case\"right\":s=e.x+u+a,l=e.y+c/2-o/2}return[s,l]}function BW(t){return\"center\"===t||\"middle\"===t}function kW(t,e,n){var i=Lr(t).queryOptionMap,r=i.keys()[0];if(r&&\"series\"!==r){var o=Tr(e,r,i.get(r),{useDefault:!1,enableAll:!1,enableNone:!1}),a=o.models[0];if(a){var s,l=n.getViewOfComponentModel(a);return l.group.traverse((function(e){var n=xs(e).tooltipConfig;if(n&&n.name===t.name)return s=e,!0})),s?{componentMainType:r,componentIndex:a.componentIndex,el:s}:void 0}}}var QW=IW;function DW(t){jC(yz),t.registerComponentModel(XP),t.registerComponentView(QW),t.registerAction({type:\"showTip\",event:\"showTip\",update:\"tooltip:manuallyShowTip\"},c[\"L\"]),t.registerAction({type:\"hideTip\",event:\"hideTip\",update:\"tooltip:manuallyHideTip\"},c[\"L\"])}var KW=[\"rect\",\"polygon\",\"keep\",\"clear\"];function qW(t,e){var n=cr(t?t.brush:[]);if(n.length){var i=[];c[\"k\"](n,(function(t){var e=t.hasOwnProperty(\"toolbox\")?t.toolbox:[];e instanceof Array&&(i=i.concat(e))}));var r=t&&t.toolbox;c[\"t\"](r)&&(r=r[0]),r||(r={feature:{}},t.toolbox=[r]);var o=r.feature||(r.feature={}),a=o.brush||(o.brush={}),s=a.type||(a.type=[]);s.push.apply(s,i),OW(s),e&&!s.length&&s.push.apply(s,KW)}}function OW(t){var e={};c[\"k\"](t,(function(t){e[t]=1})),t.length=0,c[\"k\"](e,(function(e,n){t.push(n)}))}var LW=c[\"k\"];function RW(t){if(t)for(var e in t)if(t.hasOwnProperty(e))return!0}function jW(t,e,n){var i={};return LW(e,(function(e){var o=i[e]=r();LW(t[e],(function(t,i){if(aO.isValidType(i)){var r={type:i,visual:t};n&&n(r,e),o[i]=new aO(r),\"opacity\"===i&&(r=c[\"d\"](r),r.type=\"colorAlpha\",o.__hidden.__alphaForOpacity=new aO(r))}}))})),i;function r(){var t=function(){};t.prototype.__hidden=t.prototype;var e=new t;return e}}function TW(t,e,n){var i;c[\"k\"](n,(function(t){e.hasOwnProperty(t)&&RW(e[t])&&(i=!0)})),i&&c[\"k\"](n,(function(n){e.hasOwnProperty(n)&&RW(e[n])?t[n]=c[\"d\"](e[n]):delete t[n]}))}function JW(t,e,n,i,r,o){var a,s={};function l(t){return Fm(n,a,t)}function u(t,e){zm(n,a,t,e)}function h(t,c){a=null==o?t:c;var h=n.getRawDataItem(a);if(!h||!1!==h.visualMap)for(var d=i.call(r,t),p=e[d],A=s[d],f=0,g=A.length;f<g;f++){var m=A[f];p[m]&&p[m].applyVisual(t,l,u)}}c[\"k\"](t,(function(t){var n=aO.prepareVisualTypes(e[t]);s[t]=n})),null==o?n.each(h):n.each([o],h)}function GW(t,e,n,i){var r={};return c[\"k\"](t,(function(t){var n=aO.prepareVisualTypes(e[t]);r[t]=n})),{progress:function(t,o){var a,s;function l(t){return Fm(o,s,t)}function u(t,e){zm(o,s,t,e)}null!=i&&(a=o.getDimensionIndex(i));var c=o.getStore();while(null!=(s=t.next())){var h=o.getRawDataItem(s);if(!h||!1!==h.visualMap)for(var d=null!=i?c.get(a,s):s,p=n(d),A=e[p],f=r[p],g=0,m=f.length;g<m;g++){var y=f[g];A[y]&&A[y].applyVisual(d,l,u)}}}}}function YW(t){var e=t.brushType,n={point:function(i){return FW[e].point(i,n,t)},rect:function(i){return FW[e].rect(i,n,t)}};return n}var FW={lineX:UW(0),lineY:UW(1),rect:{point:function(t,e,n){return t&&n.boundingRect.contain(t[0],t[1])},rect:function(t,e,n){return t&&n.boundingRect.intersect(t)}},polygon:{point:function(t,e,n){return t&&n.boundingRect.contain(t[0],t[1])&&FQ(n.range,t[0],t[1])},rect:function(t,e,n){var i=n.range;if(!t||i.length<=1)return!1;var r=t.x,o=t.y,a=t.width,s=t.height,l=i[0];return!!(FQ(i,r,o)||FQ(i,r+a,o)||FQ(i,r,o+s)||FQ(i,r+a,o+s)||Dt.create(t).contain(l[0],l[1])||Og(r,o,r+a,o,i)||Og(r,o,r,o+s,i)||Og(r+a,o,r+a,o+s,i)||Og(r,o+s,r+a,o+s,i))||void 0}}};function UW(t){var e=[\"x\",\"y\"],n=[\"width\",\"height\"];return{point:function(e,n,i){if(e){var r=i.range,o=e[t];return zW(o,r)}},rect:function(i,r,o){if(i){var a=o.range,s=[i[e[t]],i[e[t]]+i[n[t]]];return s[1]<s[0]&&s.reverse(),zW(s[0],a)||zW(s[1],a)||zW(a[0],s)||zW(a[1],s)}}}}function zW(t,e){return e[0]<=t&&t<=e[1]}var NW=[\"inBrush\",\"outOfBrush\"],ZW=\"__ecBrushSelect\",PW=\"__ecInBrushSelectEvent\";function WW(t){t.eachComponent({mainType:\"brush\"},(function(e){var n=e.brushTargetManager=new GP(e.option,t);n.setInputRanges(e.areas,t)}))}function VW(t,e,n){var i,r,o=[];t.eachComponent({mainType:\"brush\"},(function(t){n&&\"takeGlobalCursor\"===n.type&&t.setBrushOption(\"brush\"===n.key?n.brushOption:{brushType:!1})})),WW(t),t.eachComponent({mainType:\"brush\"},(function(e,n){var a={brushId:e.id,brushIndex:n,brushName:e.name,areas:c[\"d\"](e.areas),selected:[]};o.push(a);var s=e.option,l=s.brushLink,u=[],h=[],d=[],p=!1;n||(i=s.throttleType,r=s.throttleDelay);var A=c[\"H\"](e.areas,(function(t){var e=tV[t.brushType],n=c[\"i\"]({boundingRect:e?e(t):void 0},t);return n.selectors=YW(n),n})),f=jW(e.option,NW,(function(t){t.mappingMethod=\"fixed\"}));function g(t){return\"all\"===l||!!u[t]}function m(t){return!!t.length}function y(t,e){var n=t.coordinateSystem;p=p||n.hasAxisBrushed(),g(e)&&n.eachActiveState(t.getData(),(function(t,e){\"active\"===t&&(h[e]=1)}))}function v(n,i,r){if(n.brushSelector&&!$W(e,i)&&(c[\"k\"](A,(function(i){e.brushTargetManager.controlSeries(i,n,t)&&r.push(i),p=p||m(r)})),g(i)&&m(r))){var o=n.getData();o.each((function(t){_W(n,r,o,t)&&(h[t]=1)}))}}c[\"t\"](l)&&c[\"k\"](l,(function(t){u[t]=1})),t.eachSeries((function(t,e){var n=d[e]=[];\"parallel\"===t.subType?y(t,e):v(t,e,n)})),t.eachSeries((function(t,e){var n={seriesId:t.id,seriesIndex:e,seriesName:t.name,dataIndex:[]};a.selected.push(n);var i=d[e],r=t.getData(),o=g(e)?function(t){return h[t]?(n.dataIndex.push(r.getRawIndex(t)),\"inBrush\"):\"outOfBrush\"}:function(e){return _W(t,i,r,e)?(n.dataIndex.push(r.getRawIndex(e)),\"inBrush\"):\"outOfBrush\"};(g(e)?p:m(i))&&JW(NW,f,r,o)}))})),HW(e,i,r,o,n)}function HW(t,e,n,i,r){if(r){var o=t.getZr();if(!o[PW]){o[ZW]||(o[ZW]=XW);var a=tm(o,ZW,n,e);a(t,i)}}}function XW(t,e){if(!t.isDisposed()){var n=t.getZr();n[PW]=!0,t.dispatchAction({type:\"brushSelect\",batch:e}),n[PW]=!1}}function _W(t,e,n,i){for(var r=0,o=e.length;r<o;r++){var a=e[r];if(t.brushSelector(i,n,a.selectors,a))return!0}}function $W(t,e){var n=t.option.seriesIndex;return null!=n&&\"all\"!==n&&(c[\"t\"](n)?c[\"r\"](n,e)<0:e!==n)}var tV={rect:function(t){return eV(t.range)},polygon:function(t){for(var e,n=t.range,i=0,r=n.length;i<r;i++){e=e||[[1/0,-1/0],[1/0,-1/0]];var o=n[i];o[0]<e[0][0]&&(e[0][0]=o[0]),o[0]>e[0][1]&&(e[0][1]=o[0]),o[1]<e[1][0]&&(e[1][0]=o[1]),o[1]>e[1][1]&&(e[1][1]=o[1])}return e&&eV(e)}};function eV(t){return new Dt(t[0][0],t[1][0],t[0][1]-t[0][0],t[1][1]-t[1][0])}var nV=function(t){function e(){var n=null!==t&&t.apply(this,arguments)||this;return n.type=e.type,n}return l(e,t),e.prototype.init=function(t,e){this.ecModel=t,this.api=e,this.model,(this._brushController=new pT(e.getZr())).on(\"brush\",c[\"c\"](this._onBrush,this)).mount()},e.prototype.render=function(t,e,n,i){this.model=t,this._updateController(t,e,n,i)},e.prototype.updateTransform=function(t,e,n,i){WW(e),this._updateController(t,e,n,i)},e.prototype.updateVisual=function(t,e,n,i){this.updateTransform(t,e,n,i)},e.prototype.updateView=function(t,e,n,i){this._updateController(t,e,n,i)},e.prototype._updateController=function(t,e,n,i){(!i||i.$from!==t.id)&&this._brushController.setPanels(t.brushTargetManager.makePanelOpts(n)).enableBrush(t.brushOption).updateCovers(t.areas.slice())},e.prototype.dispose=function(){this._brushController.dispose()},e.prototype._onBrush=function(t){var e=this.model.id,n=this.model.brushTargetManager.setOutputRanges(t.areas,this.ecModel);(!t.isEnd||t.removeOnClick)&&this.api.dispatchAction({type:\"brush\",brushId:e,areas:c[\"d\"](n),$from:e}),t.isEnd&&this.api.dispatchAction({type:\"brushEnd\",brushId:e,areas:c[\"d\"](n),$from:e})},e.type=\"brush\",e}(xA),iV=nV,rV=\"#ddd\",oV=function(t){function e(){var n=null!==t&&t.apply(this,arguments)||this;return n.type=e.type,n.areas=[],n.brushOption={},n}return l(e,t),e.prototype.optionUpdated=function(t,e){var n=this.option;!e&&TW(n,t,[\"inBrush\",\"outOfBrush\"]);var i=n.inBrush=n.inBrush||{};n.outOfBrush=n.outOfBrush||{color:rV},i.hasOwnProperty(\"liftZ\")||(i.liftZ=5)},e.prototype.setAreas=function(t){t&&(this.areas=c[\"H\"](t,(function(t){return 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t.get(\"inverse\")&&S.reverse(),{viewRect:o,mainLength:p,orient:r,rotation:d[r],labelRotation:v,labelPosOpt:n,labelAlign:t.get([\"label\",\"align\"])||u[r],labelBaseline:t.get([\"label\",\"verticalAlign\"])||t.get([\"label\",\"baseline\"])||h[r],playPosition:a,prevBtnPosition:s,nextBtnPosition:l,axisExtent:S,controlSize:g,controlGap:m}},e.prototype._position=function(t,e){var n=this._mainGroup,i=this._labelGroup,r=t.viewRect;if(\"vertical\"===t.orient){var o=ht(),a=r.x,s=r.y+r.height;ft(o,o,[-a,-s]),gt(o,o,-EV/2),ft(o,o,[a,s]),r=r.clone(),r.applyTransform(o)}var l=m(r),u=m(n.getBoundingRect()),h=m(i.getBoundingRect()),d=[n.x,n.y],p=[i.x,i.y];p[0]=d[0]=l[0][0];var A=t.labelPosOpt;if(null==A||Object(c[\"C\"])(A)){var f=\"+\"===A?0:1;y(d,u,l,1,f),y(p,h,l,1,1-f)}else{f=A>=0?0:1;y(d,u,l,1,f),p[1]=d[1]+A}function g(t){t.originX=l[0][0]-t.x,t.originY=l[1][0]-t.y}function m(t){return[[t.x,t.x+t.width],[t.y,t.y+t.height]]}function y(t,e,n,i,r){t[i]+=n[i][r]-e[i][r]}n.setPosition(d),i.setPosition(p),n.rotation=i.rotation=t.rotation,g(n),g(i)},e.prototype._createAxis=function(t,e){var n=e.getData(),i=e.get(\"axisType\"),r=SV(e,i);r.getTicks=function(){return n.mapArray([\"value\"],(function(t){return{value:t}}))};var o=n.getDataExtent(\"value\");r.setExtent(o[0],o[1]),r.calcNiceTicks();var a=new IV(\"value\",r,t.axisExtent,i);return a.model=e,a},e.prototype._createGroup=function(t){var e=this[t]=new Si;return this.group.add(e),e},e.prototype._renderAxisLine=function(t,e,n,i){var r=n.getExtent();if(i.get([\"lineStyle\",\"show\"])){var o=new jf({shape:{x1:r[0],y1:0,x2:r[1],y2:0},style:Object(c[\"m\"])({lineCap:\"round\"},i.getModel(\"lineStyle\").getLineStyle()),silent:!0,z2:1});e.add(o);var a=this._progressLine=new jf({shape:{x1:r[0],x2:this._currentPointer?this._currentPointer.x:r[0],y1:0,y2:0},style:Object(c[\"i\"])({lineCap:\"round\",lineWidth:o.style.lineWidth},i.getModel([\"progress\",\"lineStyle\"]).getLineStyle()),silent:!0,z2:1});e.add(a)}},e.prototype._renderAxisTick=function(t,e,n,i){var r=this,o=i.getData(),a=n.scale.getTicks();this._tickSymbols=[],Object(c[\"k\"])(a,(function(t){var a=n.dataToCoord(t.value),s=o.getItemModel(t.value),l=s.getModel(\"itemStyle\"),u=s.getModel([\"emphasis\",\"itemStyle\"]),h=s.getModel([\"progress\",\"itemStyle\"]),d={x:a,y:0,onclick:Object(c[\"c\"])(r._changeTimeline,r,t.value)},p=kV(s,l,e,d);p.ensureState(\"emphasis\").style=u.getItemStyle(),p.ensureState(\"progress\").style=h.getItemStyle(),kl(p);var A=xs(p);s.get(\"tooltip\")?(A.dataIndex=t.value,A.dataModel=i):A.dataIndex=A.dataModel=null,r._tickSymbols.push(p)}))},e.prototype._renderAxisLabel=function(t,e,n,i){var r=this,o=n.getLabelModel();if(o.get(\"show\")){var a=i.getData(),s=n.getViewLabels();this._tickLabels=[],Object(c[\"k\"])(s,(function(i){var o=i.tickValue,s=a.getItemModel(o),l=s.getModel(\"label\"),u=s.getModel([\"emphasis\",\"label\"]),h=s.getModel([\"progress\",\"label\"]),d=n.dataToCoord(i.tickValue),p=new Ss({x:d,y:0,rotation:t.labelRotation-t.rotation,onclick:Object(c[\"c\"])(r._changeTimeline,r,o),silent:!1,style:ou(l,{text:i.formattedLabel,align:t.labelAlign,verticalAlign:t.labelBaseline})});p.ensureState(\"emphasis\").style=ou(u),p.ensureState(\"progress\").style=ou(h),e.add(p),kl(p),bV(p).dataIndex=o,r._tickLabels.push(p)}))}},e.prototype._renderControl=function(t,e,n,i){var r=t.controlSize,o=t.rotation,a=i.getModel(\"controlStyle\").getItemStyle(),s=i.getModel([\"emphasis\",\"controlStyle\"]).getItemStyle(),l=i.getPlayState(),u=i.get(\"inverse\",!0);function h(t,n,l,u){if(t){var h=ui(Object(c[\"P\"])(i.get([\"controlStyle\",n+\"BtnSize\"]),r),r),d=[0,-h/2,h,h],p=BV(i,n+\"Icon\",d,{x:t[0],y:t[1],originX:r/2,originY:0,rotation:u?-o:0,rectHover:!0,style:a,onclick:l});p.ensureState(\"emphasis\").style=s,e.add(p),kl(p)}}h(t.nextBtnPosition,\"next\",Object(c[\"c\"])(this._changeTimeline,this,u?\"-\":\"+\")),h(t.prevBtnPosition,\"prev\",Object(c[\"c\"])(this._changeTimeline,this,u?\"+\":\"-\")),h(t.playPosition,l?\"stop\":\"play\",Object(c[\"c\"])(this._handlePlayClick,this,!l),!0)},e.prototype._renderCurrentPointer=function(t,e,n,i){var r=i.getData(),o=i.getCurrentIndex(),a=r.getItemModel(o).getModel(\"checkpointStyle\"),s=this,l={onCreate:function(t){t.draggable=!0,t.drift=Object(c[\"c\"])(s._handlePointerDrag,s),t.ondragend=Object(c[\"c\"])(s._handlePointerDragend,s),QV(t,s._progressLine,o,n,i,!0)},onUpdate:function(t){QV(t,s._progressLine,o,n,i)}};this._currentPointer=kV(a,a,this._mainGroup,{},this._currentPointer,l)},e.prototype._handlePlayClick=function(t){this._clearTimer(),this.api.dispatchAction({type:\"timelinePlayChange\",playState:t,from:this.uid})},e.prototype._handlePointerDrag=function(t,e,n){this._clearTimer(),this._pointerChangeTimeline([n.offsetX,n.offsetY])},e.prototype._handlePointerDragend=function(t){this._pointerChangeTimeline([t.offsetX,t.offsetY],!0)},e.prototype._pointerChangeTimeline=function(t,e){var n=this._toAxisCoord(t)[0],i=this._axis,r=Gi(i.getExtent().slice());n>r[1]&&(n=r[1]),n<r[0]&&(n=r[0]),this._currentPointer.x=n,this._currentPointer.markRedraw();var o=this._progressLine;o&&(o.shape.x2=n,o.dirty());var a=this._findNearestTick(n),s=this.model;(e||a!==s.getCurrentIndex()&&s.get(\"realtime\"))&&this._changeTimeline(a)},e.prototype._doPlayStop=function(){var t=this;this._clearTimer(),this.model.getPlayState()&&(this._timer=setTimeout((function(){var e=t.model;t._changeTimeline(e.getCurrentIndex()+(e.get(\"rewind\",!0)?-1:1))}),this.model.get(\"playInterval\")))},e.prototype._toAxisCoord=function(t){var e=this._mainGroup.getLocalTransform();return Sg(t,e,!0)},e.prototype._findNearestTick=function(t){var e,n=this.model.getData(),i=1/0,r=this._axis;return n.each([\"value\"],(function(n,o){var a=r.dataToCoord(n),s=Math.abs(a-t);s<i&&(i=s,e=o)})),e},e.prototype._clearTimer=function(){this._timer&&(clearTimeout(this._timer),this._timer=null)},e.prototype._changeTimeline=function(t){var e=this.model.getCurrentIndex();\"+\"===t?t=e+1:\"-\"===t&&(t=e-1),this.api.dispatchAction({type:\"timelineChange\",currentIndex:t,from:this.uid})},e.prototype._updateTicksStatus=function(){var t=this.model.getCurrentIndex(),e=this._tickSymbols,n=this._tickLabels;if(e)for(var i=0;i<e.length;i++)e&&e[i]&&e[i].toggleState(\"progress\",i<t);if(n)for(i=0;i<n.length;i++)n&&n[i]&&n[i].toggleState(\"progress\",bV(n[i]).dataIndex<=t)},e.type=\"timeline.slider\",e}(CV);function SV(t,e){if(e=e||t.get(\"type\"),e)switch(e){case\"category\":return new gx({ordinalMeta:t.getCategories(),extent:[1/0,-1/0]});case\"time\":return new Dx({locale:t.ecModel.getLocaleModel(),useUTC:t.ecModel.get(\"useUTC\")});default:return new vx}}function xV(t,e){return Fc(t.getBoxLayoutParams(),{width:e.getWidth(),height:e.getHeight()},t.get(\"padding\"))}function BV(t,e,n,i){var r=i.style,o=qg(t.get([\"controlStyle\",e]),i||{},new Dt(n[0],n[1],n[2],n[3]));return r&&o.setStyle(r),o}function kV(t,e,n,i,r,o){var a=e.get(\"color\");if(r)r.setColor(a),n.add(r),o&&o.onUpdate(r);else{var s=t.get(\"symbol\");r=ly(s,-1,-1,2,2,a),r.setStyle(\"strokeNoScale\",!0),n.add(r),o&&o.onCreate(r)}var l=e.getItemStyle([\"color\"]);r.setStyle(l),i=Object(c[\"I\"])({rectHover:!0,z2:100},i,!0);var u=uy(t.get(\"symbolSize\"));i.scaleX=u[0]/2,i.scaleY=u[1]/2;var h=cy(t.get(\"symbolOffset\"),u);h&&(i.x=(i.x||0)+h[0],i.y=(i.y||0)+h[1]);var d=t.get(\"symbolRotate\");return i.rotation=(d||0)*Math.PI/180||0,r.attr(i),r.updateTransform(),r}function QV(t,e,n,i,r,o){if(!t.dragging){var a=r.getModel(\"checkpointStyle\"),s=i.dataToCoord(r.getData().get(\"value\",n));if(o||!a.get(\"animation\",!0))t.attr({x:s,y:0}),e&&e.attr({shape:{x2:s}});else{var l={duration:a.get(\"animationDuration\",!0),easing:a.get(\"animationEasing\",!0)};t.stopAnimation(null,!0),t.animateTo({x:s,y:0},l),e&&e.animateTo({shape:{x2:s}},l)}}}var DV=MV;function KV(t){t.registerAction({type:\"timelineChange\",event:\"timelineChanged\",update:\"prepareAndUpdate\"},(function(t,e,n){var i=e.getComponent(\"timeline\");return i&&null!=t.currentIndex&&(i.setCurrentIndex(t.currentIndex),!i.get(\"loop\",!0)&&i.isIndexMax()&&i.getPlayState()&&(i.setPlayState(!1),n.dispatchAction({type:\"timelinePlayChange\",playState:!1,from:t.from}))),e.resetOption(\"timeline\",{replaceMerge:i.get(\"replaceMerge\",!0)}),Object(c[\"i\"])({currentIndex:i.option.currentIndex},t)})),t.registerAction({type:\"timelinePlayChange\",event:\"timelinePlayChanged\",update:\"update\"},(function(t,e){var n=e.getComponent(\"timeline\");n&&null!=t.playState&&n.setPlayState(t.playState)}))}function qV(t){var e=t&&t.timeline;c[\"t\"](e)||(e=e?[e]:[]),c[\"k\"](e,(function(t){t&&OV(t)}))}function OV(t){var e=t.type,n={number:\"value\",time:\"time\"};if(n[e]&&(t.axisType=n[e],delete t.type),LV(t),RV(t,\"controlPosition\")){var i=t.controlStyle||(t.controlStyle={});RV(i,\"position\")||(i.position=t.controlPosition),\"none\"!==i.position||RV(i,\"show\")||(i.show=!1,delete i.position),delete t.controlPosition}c[\"k\"](t.data||[],(function(t){c[\"A\"](t)&&!c[\"t\"](t)&&(!RV(t,\"value\")&&RV(t,\"name\")&&(t.value=t.name),LV(t))}))}function LV(t){var e=t.itemStyle||(t.itemStyle={}),n=e.emphasis||(e.emphasis={}),i=t.label||t.label||{},r=i.normal||(i.normal={}),o={normal:1,emphasis:1};c[\"k\"](i,(function(t,e){o[e]||RV(r,e)||(r[e]=t)})),n.label&&!RV(i,\"emphasis\")&&(i.emphasis=n.label,delete n.label)}function RV(t,e){return t.hasOwnProperty(e)}function jV(t){t.registerComponentModel(yV),t.registerComponentView(DV),t.registerSubTypeDefaulter(\"timeline\",(function(){return\"slider\"})),KV(t),t.registerPreprocessor(qV)}function TV(t,e){if(!t)return!1;for(var n=Object(c[\"t\"])(t)?t:[t],i=0;i<n.length;i++)if(n[i]&&n[i][e])return!0;return!1}function JV(t){hr(t,\"label\",[\"show\"])}var GV=Kr(),YV=function(t){function e(){var n=null!==t&&t.apply(this,arguments)||this;return n.type=e.type,n.createdBySelf=!1,n}return l(e,t),e.prototype.init=function(t,e,n){this.mergeDefaultAndTheme(t,n),this._mergeOption(t,n,!1,!0)},e.prototype.isAnimationEnabled=function(){if(u[\"a\"].node)return!1;var t=this.__hostSeries;return this.getShallow(\"animation\")&&t&&t.isAnimationEnabled()},e.prototype.mergeOption=function(t,e){this._mergeOption(t,e,!1,!1)},e.prototype._mergeOption=function(t,e,n,i){var r=this.mainType;n||e.eachSeries((function(t){var n=t.get(this.mainType,!0),o=GV(t)[r];n&&n.data?(o?o._mergeOption(n,e,!0):(i&&JV(n),c[\"k\"](n.data,(function(t){t instanceof Array?(JV(t[0]),JV(t[1])):JV(t)})),o=this.createMarkerModelFromSeries(n,this,e),c[\"m\"](o,{mainType:this.mainType,seriesIndex:t.seriesIndex,name:t.name,createdBySelf:!0}),o.__hostSeries=t),GV(t)[r]=o):GV(t)[r]=null}),this)},e.prototype.formatTooltip=function(t,e,n){var i=this.getData(),r=this.getRawValue(t),o=i.getName(t);return Vp(\"section\",{header:this.name,blocks:[Vp(\"nameValue\",{name:o,value:r,noName:!o,noValue:null==r})]})},e.prototype.getData=function(){return this._data},e.prototype.setData=function(t){this._data=t},e.getMarkerModelFromSeries=function(t,e){return GV(t)[e]},e.type=\"marker\",e.dependencies=[\"series\",\"grid\",\"polar\",\"geo\"],e}(_c);c[\"K\"](YV,rp.prototype);var FV=YV,UV=function(t){function e(){var n=null!==t&&t.apply(this,arguments)||this;return n.type=e.type,n}return l(e,t),e.prototype.createMarkerModelFromSeries=function(t,n,i){return new e(t,n,i)},e.type=\"markPoint\",e.defaultOption={z:5,symbol:\"pin\",symbolSize:50,tooltip:{trigger:\"item\"},label:{show:!0,position:\"inside\"},itemStyle:{borderWidth:2},emphasis:{label:{show:!0}}},e}(FV),zV=UV;function NV(t){return!(isNaN(parseFloat(t.x))&&isNaN(parseFloat(t.y)))}function ZV(t){return!isNaN(parseFloat(t.x))&&!isNaN(parseFloat(t.y))}function PV(t,e,n,i,r,o){var a=[],s=eb(e,i),l=s?e.getCalculationInfo(\"stackResultDimension\"):i,u=eH(e,l,t),c=e.indicesOfNearest(l,u)[0];a[r]=e.get(n,c),a[o]=e.get(l,c);var h=e.get(i,c),d=Yi(e.get(i,c));return d=Math.min(d,20),d>=0&&(a[o]=+a[o].toFixed(d)),[a,h]}var WV={min:Object(c[\"h\"])(PV,\"min\"),max:Object(c[\"h\"])(PV,\"max\"),average:Object(c[\"h\"])(PV,\"average\"),median:Object(c[\"h\"])(PV,\"median\")};function VV(t,e){if(e){var n=t.getData(),i=t.coordinateSystem,r=i.dimensions;if(!ZV(e)&&!Object(c[\"t\"])(e.coord)&&i){var o=HV(e,n,i,t);if(e=Object(c[\"d\"])(e),e.type&&WV[e.type]&&o.baseAxis&&o.valueAxis){var a=Object(c[\"r\"])(r,o.baseAxis.dim),s=Object(c[\"r\"])(r,o.valueAxis.dim),l=WV[e.type](n,o.baseDataDim,o.valueDataDim,a,s);e.coord=l[0],e.value=l[1]}else e.coord=[null!=e.xAxis?e.xAxis:e.radiusAxis,null!=e.yAxis?e.yAxis:e.angleAxis]}if(null==e.coord)e.coord=[];else for(var u=e.coord,h=0;h<2;h++)WV[u[h]]&&(u[h]=eH(n,n.mapDimension(r[h]),u[h]));return e}}function HV(t,e,n,i){var r={};return null!=t.valueIndex||null!=t.valueDim?(r.valueDataDim=null!=t.valueIndex?e.getDimension(t.valueIndex):t.valueDim,r.valueAxis=n.getAxis(XV(i,r.valueDataDim)),r.baseAxis=n.getOtherAxis(r.valueAxis),r.baseDataDim=e.mapDimension(r.baseAxis.dim)):(r.baseAxis=i.getBaseAxis(),r.valueAxis=n.getOtherAxis(r.baseAxis),r.baseDataDim=e.mapDimension(r.baseAxis.dim),r.valueDataDim=e.mapDimension(r.valueAxis.dim)),r}function XV(t,e){var n=t.getData().getDimensionInfo(e);return n&&n.coordDim}function _V(t,e){return!(t&&t.containData&&e.coord&&!NV(e))||t.containData(e.coord)}function $V(t,e,n){return!(t&&t.containZone&&e.coord&&n.coord&&!NV(e)&&!NV(n))||t.containZone(e.coord,n.coord)}function tH(t,e){return t?function(t,n,i,r){var o=r<2?t.coord&&t.coord[r]:t.value;return up(o,e[r])}:function(t,n,i,r){return up(t.value,e[r])}}function eH(t,e,n){if(\"average\"===n){var i=0,r=0;return t.each(e,(function(t,e){isNaN(t)||(i+=t,r++)})),i/r}return\"median\"===n?t.getMedian(e):t.getDataExtent(e)[\"max\"===n?1:0]}var nH=Kr(),iH=function(t){function e(){var n=null!==t&&t.apply(this,arguments)||this;return n.type=e.type,n}return l(e,t),e.prototype.init=function(){this.markerGroupMap=Object(c[\"f\"])()},e.prototype.render=function(t,e,n){var i=this,r=this.markerGroupMap;r.each((function(t){nH(t).keep=!1})),e.eachSeries((function(t){var r=FV.getMarkerModelFromSeries(t,i.type);r&&i.renderSeries(t,r,e,n)})),r.each((function(t){!nH(t).keep&&i.group.remove(t.group)}))},e.prototype.markKeep=function(t){nH(t).keep=!0},e.prototype.toggleBlurSeries=function(t,e){var n=this;Object(c[\"k\"])(t,(function(t){var i=FV.getMarkerModelFromSeries(t,n.type);if(i){var r=i.getData();r.eachItemGraphicEl((function(t){t&&(e?Al(t):fl(t))}))}}))},e.type=\"marker\",e}(xA),rH=iH;function oH(t,e,n){var i=e.coordinateSystem;t.each((function(r){var o,a=t.getItemModel(r),s=Ti(a.get(\"x\"),n.getWidth()),l=Ti(a.get(\"y\"),n.getHeight());if(isNaN(s)||isNaN(l)){if(e.getMarkerPosition)o=e.getMarkerPosition(t.getValues(t.dimensions,r));else if(i){var u=t.get(i.dimensions[0],r),c=t.get(i.dimensions[1],r);o=i.dataToPoint([u,c])}}else o=[s,l];isNaN(s)||(o[0]=s),isNaN(l)||(o[1]=l),t.setItemLayout(r,o)}))}var aH=function(t){function e(){var n=null!==t&&t.apply(this,arguments)||this;return n.type=e.type,n}return l(e,t),e.prototype.updateTransform=function(t,e,n){e.eachSeries((function(t){var e=FV.getMarkerModelFromSeries(t,\"markPoint\");e&&(oH(e.getData(),t,n),this.markerGroupMap.get(t.id).updateLayout())}),this)},e.prototype.renderSeries=function(t,e,n,i){var r=t.coordinateSystem,o=t.id,a=t.getData(),s=this.markerGroupMap,l=s.get(o)||s.set(o,new Cb),u=sH(r,t,e);e.setData(u),oH(e.getData(),t,i),u.each((function(t){var n=u.getItemModel(t),i=n.getShallow(\"symbol\"),r=n.getShallow(\"symbolSize\"),o=n.getShallow(\"symbolRotate\"),s=n.getShallow(\"symbolOffset\"),l=n.getShallow(\"symbolKeepAspect\");if(Object(c[\"w\"])(i)||Object(c[\"w\"])(r)||Object(c[\"w\"])(o)||Object(c[\"w\"])(s)){var h=e.getRawValue(t),d=e.getDataParams(t);Object(c[\"w\"])(i)&&(i=i(h,d)),Object(c[\"w\"])(r)&&(r=r(h,d)),Object(c[\"w\"])(o)&&(o=o(h,d)),Object(c[\"w\"])(s)&&(s=s(h,d))}var p=n.getModel(\"itemStyle\").getItemStyle(),A=Um(a,\"color\");p.fill||(p.fill=A),u.setItemVisual(t,{symbol:i,symbolSize:r,symbolRotate:o,symbolOffset:s,symbolKeepAspect:l,style:p})})),l.updateData(u),this.group.add(l.group),u.eachItemGraphicEl((function(t){t.traverse((function(t){xs(t).dataModel=e}))})),this.markKeep(l),l.group.silent=e.get(\"silent\")||t.get(\"silent\")},e.type=\"markPoint\",e}(rH);function sH(t,e,n){var i;i=t?Object(c[\"H\"])(t&&t.dimensions,(function(t){var n=e.getData().getDimensionInfo(e.getData().mapDimension(t))||{};return Object(c[\"m\"])(Object(c[\"m\"])({},n),{name:t,ordinalMeta:null})})):[{name:\"value\",type:\"float\"}];var r=new zE(i,n),o=Object(c[\"H\"])(n.get(\"data\"),Object(c[\"h\"])(VV,e));t&&(o=Object(c[\"n\"])(o,Object(c[\"h\"])(_V,t)));var a=tH(!!t,i);return r.initData(o,null,a),r}var lH=aH;function uH(t){t.registerComponentModel(zV),t.registerComponentView(lH),t.registerPreprocessor((function(t){TV(t.series,\"markPoint\")&&(t.markPoint=t.markPoint||{})}))}var cH=function(t){function e(){var n=null!==t&&t.apply(this,arguments)||this;return n.type=e.type,n}return l(e,t),e.prototype.createMarkerModelFromSeries=function(t,n,i){return new e(t,n,i)},e.type=\"markLine\",e.defaultOption={z:5,symbol:[\"circle\",\"arrow\"],symbolSize:[8,16],symbolOffset:0,precision:2,tooltip:{trigger:\"item\"},label:{show:!0,position:\"end\",distance:5},lineStyle:{type:\"dashed\"},emphasis:{label:{show:!0},lineStyle:{width:3}},animationEasing:\"linear\"},e}(FV),hH=cH,dH=Kr(),pH=function(t,e,n,i){var r,o=t.getData();if(Object(c[\"t\"])(i))r=i;else{var a=i.type;if(\"min\"===a||\"max\"===a||\"average\"===a||\"median\"===a||null!=i.xAxis||null!=i.yAxis){var s=void 0,l=void 0;if(null!=i.yAxis||null!=i.xAxis)s=e.getAxis(null!=i.yAxis?\"y\":\"x\"),l=Object(c[\"O\"])(i.yAxis,i.xAxis);else{var u=HV(i,o,e,t);s=u.valueAxis;var h=nb(o,u.valueDataDim);l=eH(o,h,a)}var d=\"x\"===s.dim?0:1,p=1-d,A=Object(c[\"d\"])(i),f={coord:[]};A.type=null,A.coord=[],A.coord[p]=-1/0,f.coord[p]=1/0;var g=n.get(\"precision\");g>=0&&Object(c[\"z\"])(l)&&(l=+l.toFixed(Math.min(g,20))),A.coord[d]=f.coord[d]=l,r=[A,f,{type:a,valueIndex:i.valueIndex,value:l}]}else r=[]}var m=[VV(t,r[0]),VV(t,r[1]),Object(c[\"m\"])({},r[2])];return m[2].type=m[2].type||null,Object(c[\"I\"])(m[2],m[0]),Object(c[\"I\"])(m[2],m[1]),m};function AH(t){return!isNaN(t)&&!isFinite(t)}function fH(t,e,n,i){var r=1-t,o=i.dimensions[t];return AH(e[r])&&AH(n[r])&&e[t]===n[t]&&i.getAxis(o).containData(e[t])}function gH(t,e){if(\"cartesian2d\"===t.type){var n=e[0].coord,i=e[1].coord;if(n&&i&&(fH(1,n,i,t)||fH(0,n,i,t)))return!0}return _V(t,e[0])&&_V(t,e[1])}function mH(t,e,n,i,r){var o,a=i.coordinateSystem,s=t.getItemModel(e),l=Ti(s.get(\"x\"),r.getWidth()),u=Ti(s.get(\"y\"),r.getHeight());if(isNaN(l)||isNaN(u)){if(i.getMarkerPosition)o=i.getMarkerPosition(t.getValues(t.dimensions,e));else{var c=a.dimensions,h=t.get(c[0],e),d=t.get(c[1],e);o=a.dataToPoint([h,d])}if(Gb(a,\"cartesian2d\")){var p=a.getAxis(\"x\"),A=a.getAxis(\"y\");c=a.dimensions;AH(t.get(c[0],e))?o[0]=p.toGlobalCoord(p.getExtent()[n?0:1]):AH(t.get(c[1],e))&&(o[1]=A.toGlobalCoord(A.getExtent()[n?0:1]))}isNaN(l)||(o[0]=l),isNaN(u)||(o[1]=u)}else o=[l,u];t.setItemLayout(e,o)}var yH=function(t){function e(){var n=null!==t&&t.apply(this,arguments)||this;return n.type=e.type,n}return l(e,t),e.prototype.updateTransform=function(t,e,n){e.eachSeries((function(t){var e=FV.getMarkerModelFromSeries(t,\"markLine\");if(e){var i=e.getData(),r=dH(e).from,o=dH(e).to;r.each((function(e){mH(r,e,!0,t,n),mH(o,e,!1,t,n)})),i.each((function(t){i.setItemLayout(t,[r.getItemLayout(t),o.getItemLayout(t)])})),this.markerGroupMap.get(t.id).updateLayout()}}),this)},e.prototype.renderSeries=function(t,e,n,i){var r=t.coordinateSystem,o=t.id,a=t.getData(),s=this.markerGroupMap,l=s.get(o)||s.set(o,new OL);this.group.add(l.group);var u=vH(r,t,e),h=u.from,d=u.to,p=u.line;dH(e).from=h,dH(e).to=d,e.setData(p);var A=e.get(\"symbol\"),f=e.get(\"symbolSize\"),g=e.get(\"symbolRotate\"),m=e.get(\"symbolOffset\");function y(e,n,r){var o=e.getItemModel(n);mH(e,n,r,t,i);var s=o.getModel(\"itemStyle\").getItemStyle();null==s.fill&&(s.fill=Um(a,\"color\")),e.setItemVisual(n,{symbolKeepAspect:o.get(\"symbolKeepAspect\"),symbolOffset:Object(c[\"P\"])(o.get(\"symbolOffset\",!0),m[r?0:1]),symbolRotate:Object(c[\"P\"])(o.get(\"symbolRotate\",!0),g[r?0:1]),symbolSize:Object(c[\"P\"])(o.get(\"symbolSize\"),f[r?0:1]),symbol:Object(c[\"P\"])(o.get(\"symbol\",!0),A[r?0:1]),style:s})}Object(c[\"t\"])(A)||(A=[A,A]),Object(c[\"t\"])(f)||(f=[f,f]),Object(c[\"t\"])(g)||(g=[g,g]),Object(c[\"t\"])(m)||(m=[m,m]),u.from.each((function(t){y(h,t,!0),y(d,t,!1)})),p.each((function(t){var e=p.getItemModel(t).getModel(\"lineStyle\").getLineStyle();p.setItemLayout(t,[h.getItemLayout(t),d.getItemLayout(t)]),null==e.stroke&&(e.stroke=h.getItemVisual(t,\"style\").fill),p.setItemVisual(t,{fromSymbolKeepAspect:h.getItemVisual(t,\"symbolKeepAspect\"),fromSymbolOffset:h.getItemVisual(t,\"symbolOffset\"),fromSymbolRotate:h.getItemVisual(t,\"symbolRotate\"),fromSymbolSize:h.getItemVisual(t,\"symbolSize\"),fromSymbol:h.getItemVisual(t,\"symbol\"),toSymbolKeepAspect:d.getItemVisual(t,\"symbolKeepAspect\"),toSymbolOffset:d.getItemVisual(t,\"symbolOffset\"),toSymbolRotate:d.getItemVisual(t,\"symbolRotate\"),toSymbolSize:d.getItemVisual(t,\"symbolSize\"),toSymbol:d.getItemVisual(t,\"symbol\"),style:e})})),l.updateData(p),u.line.eachItemGraphicEl((function(t){xs(t).dataModel=e,t.traverse((function(t){xs(t).dataModel=e}))})),this.markKeep(l),l.group.silent=e.get(\"silent\")||t.get(\"silent\")},e.type=\"markLine\",e}(rH);function vH(t,e,n){var i;i=t?Object(c[\"H\"])(t&&t.dimensions,(function(t){var n=e.getData().getDimensionInfo(e.getData().mapDimension(t))||{};return Object(c[\"m\"])(Object(c[\"m\"])({},n),{name:t,ordinalMeta:null})})):[{name:\"value\",type:\"float\"}];var r=new zE(i,n),o=new zE(i,n),a=new zE([],n),s=Object(c[\"H\"])(n.get(\"data\"),Object(c[\"h\"])(pH,e,t,n));t&&(s=Object(c[\"n\"])(s,Object(c[\"h\"])(gH,t)));var l=tH(!!t,i);return r.initData(Object(c[\"H\"])(s,(function(t){return t[0]})),null,l),o.initData(Object(c[\"H\"])(s,(function(t){return t[1]})),null,l),a.initData(Object(c[\"H\"])(s,(function(t){return t[2]}))),a.hasItemOption=!0,{from:r,to:o,line:a}}var CH=yH;function wH(t){t.registerComponentModel(hH),t.registerComponentView(CH),t.registerPreprocessor((function(t){TV(t.series,\"markLine\")&&(t.markLine=t.markLine||{})}))}var IH=function(t){function e(){var n=null!==t&&t.apply(this,arguments)||this;return n.type=e.type,n}return l(e,t),e.prototype.createMarkerModelFromSeries=function(t,n,i){return new e(t,n,i)},e.type=\"markArea\",e.defaultOption={z:1,tooltip:{trigger:\"item\"},animation:!1,label:{show:!0,position:\"top\"},itemStyle:{borderWidth:0},emphasis:{label:{show:!0,position:\"top\"}}},e}(FV),EH=IH,bH=Kr(),MH=function(t,e,n,i){var r=i[0],o=i[1];if(r&&o){var a=VV(t,r),s=VV(t,o),l=a.coord,u=s.coord;l[0]=Object(c[\"O\"])(l[0],-1/0),l[1]=Object(c[\"O\"])(l[1],-1/0),u[0]=Object(c[\"O\"])(u[0],1/0),u[1]=Object(c[\"O\"])(u[1],1/0);var h=Object(c[\"J\"])([{},a,s]);return h.coord=[a.coord,s.coord],h.x0=a.x,h.y0=a.y,h.x1=s.x,h.y1=s.y,h}};function SH(t){return!isNaN(t)&&!isFinite(t)}function xH(t,e,n,i){var r=1-t;return SH(e[r])&&SH(n[r])}function BH(t,e){var n=e.coord[0],i=e.coord[1],r={coord:n,x:e.x0,y:e.y0},o={coord:i,x:e.x1,y:e.y1};return Gb(t,\"cartesian2d\")?!(!n||!i||!xH(1,n,i,t)&&!xH(0,n,i,t))||$V(t,r,o):_V(t,r)||_V(t,o)}function kH(t,e,n,i,r){var o,a=i.coordinateSystem,s=t.getItemModel(e),l=Ti(s.get(n[0]),r.getWidth()),u=Ti(s.get(n[1]),r.getHeight());if(isNaN(l)||isNaN(u)){if(i.getMarkerPosition){var c=t.getValues([\"x0\",\"y0\"],e),h=t.getValues([\"x1\",\"y1\"],e),d=a.clampData(c),p=a.clampData(h),A=[];\"x0\"===n[0]?A[0]=d[0]>p[0]?h[0]:c[0]:A[0]=d[0]>p[0]?c[0]:h[0],\"y0\"===n[1]?A[1]=d[1]>p[1]?h[1]:c[1]:A[1]=d[1]>p[1]?c[1]:h[1],o=i.getMarkerPosition(A,n,!0)}else{var f=t.get(n[0],e),g=t.get(n[1],e),m=[f,g];a.clampData&&a.clampData(m,m),o=a.dataToPoint(m,!0)}if(Gb(a,\"cartesian2d\")){var y=a.getAxis(\"x\"),v=a.getAxis(\"y\");f=t.get(n[0],e),g=t.get(n[1],e);SH(f)?o[0]=y.toGlobalCoord(y.getExtent()[\"x0\"===n[0]?0:1]):SH(g)&&(o[1]=v.toGlobalCoord(v.getExtent()[\"y0\"===n[1]?0:1]))}isNaN(l)||(o[0]=l),isNaN(u)||(o[1]=u)}else o=[l,u];return o}var QH=[[\"x0\",\"y0\"],[\"x1\",\"y0\"],[\"x1\",\"y1\"],[\"x0\",\"y1\"]],DH=function(t){function e(){var n=null!==t&&t.apply(this,arguments)||this;return n.type=e.type,n}return l(e,t),e.prototype.updateTransform=function(t,e,n){e.eachSeries((function(t){var e=FV.getMarkerModelFromSeries(t,\"markArea\");if(e){var i=e.getData();i.each((function(e){var r=Object(c[\"H\"])(QH,(function(r){return kH(i,e,r,t,n)}));i.setItemLayout(e,r);var o=i.getItemGraphicEl(e);o.setShape(\"points\",r)}))}}),this)},e.prototype.renderSeries=function(t,e,n,i){var r=t.coordinateSystem,o=t.id,a=t.getData(),s=this.markerGroupMap,l=s.get(o)||s.set(o,{group:new Si});this.group.add(l.group),this.markKeep(l);var u=KH(r,t,e);e.setData(u),u.each((function(e){var n=Object(c[\"H\"])(QH,(function(n){return kH(u,e,n,t,i)})),o=r.getAxis(\"x\").scale,s=r.getAxis(\"y\").scale,l=o.getExtent(),h=s.getExtent(),d=[o.parse(u.get(\"x0\",e)),o.parse(u.get(\"x1\",e))],p=[s.parse(u.get(\"y0\",e)),s.parse(u.get(\"y1\",e))];Gi(d),Gi(p);var A=!(l[0]>d[1]||l[1]<d[0]||h[0]>p[1]||h[1]<p[0]),f=!A;u.setItemLayout(e,{points:n,allClipped:f});var g=u.getItemModel(e).getModel(\"itemStyle\").getItemStyle(),m=Um(a,\"color\");g.fill||(g.fill=m,Object(c[\"C\"])(g.fill)&&(g.fill=Ye[\"e\"](g.fill,.4))),g.stroke||(g.stroke=m),u.setItemVisual(e,\"style\",g)})),u.diff(bH(l).data).add((function(t){var e=u.getItemLayout(t);if(!e.allClipped){var n=new Qf({shape:{points:e.points}});u.setItemGraphicEl(t,n),l.group.add(n)}})).update((function(t,n){var i=bH(l).data.getItemGraphicEl(n),r=u.getItemLayout(t);r.allClipped?i&&l.group.remove(i):(i?Zl(i,{shape:{points:r.points}},e,t):i=new Qf({shape:{points:r.points}}),u.setItemGraphicEl(t,i),l.group.add(i))})).remove((function(t){var e=bH(l).data.getItemGraphicEl(t);l.group.remove(e)})).execute(),u.eachItemGraphicEl((function(t,n){var i=u.getItemModel(n),r=u.getItemVisual(n,\"style\");t.useStyle(u.getItemVisual(n,\"style\")),iu(t,ru(i),{labelFetcher:e,labelDataIndex:n,defaultText:u.getName(n)||\"\",inheritColor:Object(c[\"C\"])(r.fill)?Ye[\"e\"](r.fill,1):\"#000\"}),Ll(t,i),Dl(t,null,null,i.get([\"emphasis\",\"disabled\"])),xs(t).dataModel=e})),bH(l).data=u,l.group.silent=e.get(\"silent\")||t.get(\"silent\")},e.type=\"markArea\",e}(rH);function KH(t,e,n){var i,r,o=[\"x0\",\"y0\",\"x1\",\"y1\"];if(t){var a=Object(c[\"H\"])(t&&t.dimensions,(function(t){var n=e.getData(),i=n.getDimensionInfo(n.mapDimension(t))||{};return Object(c[\"m\"])(Object(c[\"m\"])({},i),{name:t,ordinalMeta:null})}));r=Object(c[\"H\"])(o,(function(t,e){return{name:t,type:a[e%2].type}})),i=new zE(r,n)}else r=[{name:\"value\",type:\"float\"}],i=new zE(r,n);var s=Object(c[\"H\"])(n.get(\"data\"),Object(c[\"h\"])(MH,e,t,n));t&&(s=Object(c[\"n\"])(s,Object(c[\"h\"])(BH,t)));var l=t?function(t,e,n,i){var o=t.coord[Math.floor(i/2)][i%2];return up(o,r[i])}:function(t,e,n,i){return up(t.value,r[i])};return i.initData(s,null,l),i.hasItemOption=!0,i}var qH=DH;function OH(t){t.registerComponentModel(EH),t.registerComponentView(qH),t.registerPreprocessor((function(t){TV(t.series,\"markArea\")&&(t.markArea=t.markArea||{})}))}var LH=function(t,e){return\"all\"===e?{type:\"all\",title:t.getLocaleModel().get([\"legend\",\"selector\",\"all\"])}:\"inverse\"===e?{type:\"inverse\",title:t.getLocaleModel().get([\"legend\",\"selector\",\"inverse\"])}:void 0},RH=function(t){function e(){var n=null!==t&&t.apply(this,arguments)||this;return n.type=e.type,n.layoutMode={type:\"box\",ignoreSize:!0},n}return l(e,t),e.prototype.init=function(t,e,n){this.mergeDefaultAndTheme(t,n),t.selected=t.selected||{},this._updateSelector(t)},e.prototype.mergeOption=function(e,n){t.prototype.mergeOption.call(this,e,n),this._updateSelector(e)},e.prototype._updateSelector=function(t){var e=t.selector,n=this.ecModel;!0===e&&(e=t.selector=[\"all\",\"inverse\"]),c[\"t\"](e)&&c[\"k\"](e,(function(t,i){c[\"C\"](t)&&(t={type:t}),e[i]=c[\"I\"](t,LH(n,t.type))}))},e.prototype.optionUpdated=function(){this._updateData(this.ecModel);var t=this._data;if(t[0]&&\"single\"===this.get(\"selectedMode\")){for(var e=!1,n=0;n<t.length;n++){var i=t[n].get(\"name\");if(this.isSelected(i)){this.select(i),e=!0;break}}!e&&this.select(t[0].get(\"name\"))}},e.prototype._updateData=function(t){var e=[],n=[];t.eachRawSeries((function(i){var r,o=i.name;if(n.push(o),i.legendVisualProvider){var a=i.legendVisualProvider,s=a.getAllNames();t.isSeriesFiltered(i)||(n=n.concat(s)),s.length?e=e.concat(s):r=!0}else r=!0;r&&Mr(i)&&e.push(i.name)})),this._availableNames=n;var i=this.get(\"data\")||e,r=c[\"f\"](),o=c[\"H\"](i,(function(t){return(c[\"C\"](t)||c[\"z\"](t))&&(t={name:t}),r.get(t.name)?null:(r.set(t.name,!0),new ku(t,this,this.ecModel))}),this);this._data=c[\"n\"](o,(function(t){return!!t}))},e.prototype.getData=function(){return this._data},e.prototype.select=function(t){var e=this.option.selected,n=this.get(\"selectedMode\");if(\"single\"===n){var i=this._data;c[\"k\"](i,(function(t){e[t.get(\"name\")]=!1}))}e[t]=!0},e.prototype.unSelect=function(t){\"single\"!==this.get(\"selectedMode\")&&(this.option.selected[t]=!1)},e.prototype.toggleSelected=function(t){var e=this.option.selected;e.hasOwnProperty(t)||(e[t]=!0),this[e[t]?\"unSelect\":\"select\"](t)},e.prototype.allSelect=function(){var t=this._data,e=this.option.selected;c[\"k\"](t,(function(t){e[t.get(\"name\",!0)]=!0}))},e.prototype.inverseSelect=function(){var t=this._data,e=this.option.selected;c[\"k\"](t,(function(t){var n=t.get(\"name\",!0);e.hasOwnProperty(n)||(e[n]=!0),e[n]=!e[n]}))},e.prototype.isSelected=function(t){var e=this.option.selected;return!(e.hasOwnProperty(t)&&!e[t])&&c[\"r\"](this._availableNames,t)>=0},e.prototype.getOrient=function(){return\"vertical\"===this.get(\"orient\")?{index:1,name:\"vertical\"}:{index:0,name:\"horizontal\"}},e.type=\"legend.plain\",e.dependencies=[\"series\"],e.defaultOption={z:4,show:!0,orient:\"horizontal\",left:\"center\",top:0,align:\"auto\",backgroundColor:\"rgba(0,0,0,0)\",borderColor:\"#ccc\",borderRadius:0,borderWidth:0,padding:5,itemGap:10,itemWidth:25,itemHeight:14,symbolRotate:\"inherit\",symbolKeepAspect:!0,inactiveColor:\"#ccc\",inactiveBorderColor:\"#ccc\",inactiveBorderWidth:\"auto\",itemStyle:{color:\"inherit\",opacity:\"inherit\",borderColor:\"inherit\",borderWidth:\"auto\",borderCap:\"inherit\",borderJoin:\"inherit\",borderDashOffset:\"inherit\",borderMiterLimit:\"inherit\"},lineStyle:{width:\"auto\",color:\"inherit\",inactiveColor:\"#ccc\",inactiveWidth:2,opacity:\"inherit\",type:\"inherit\",cap:\"inherit\",join:\"inherit\",dashOffset:\"inherit\",miterLimit:\"inherit\"},textStyle:{color:\"#333\"},selectedMode:!0,selector:!1,selectorLabel:{show:!0,borderRadius:10,padding:[3,5,3,5],fontSize:12,fontFamily:\"sans-serif\",color:\"#666\",borderWidth:1,borderColor:\"#666\"},emphasis:{selectorLabel:{show:!0,color:\"#eee\",backgroundColor:\"#666\"}},selectorPosition:\"auto\",selectorItemGap:7,selectorButtonGap:10,tooltip:{show:!1}},e}(_c),jH=RH,TH=c[\"h\"],JH=c[\"k\"],GH=Si,YH=function(t){function e(){var n=null!==t&&t.apply(this,arguments)||this;return n.type=e.type,n.newlineDisabled=!1,n}return l(e,t),e.prototype.init=function(){this.group.add(this._contentGroup=new GH),this.group.add(this._selectorGroup=new GH),this._isFirstRender=!0},e.prototype.getContentGroup=function(){return this._contentGroup},e.prototype.getSelectorGroup=function(){return this._selectorGroup},e.prototype.render=function(t,e,n){var i=this._isFirstRender;if(this._isFirstRender=!1,this.resetInner(),t.get(\"show\",!0)){var r=t.get(\"align\"),o=t.get(\"orient\");r&&\"auto\"!==r||(r=\"right\"===t.get(\"left\")&&\"vertical\"===o?\"right\":\"left\");var a=t.get(\"selector\",!0),s=t.get(\"selectorPosition\",!0);!a||s&&\"auto\"!==s||(s=\"horizontal\"===o?\"end\":\"start\"),this.renderInner(r,t,e,n,a,o,s);var l=t.getBoxLayoutParams(),u={width:n.getWidth(),height:n.getHeight()},h=t.get(\"padding\"),d=Fc(l,u,h),p=this.layoutInner(t,r,d,i,a,s),A=Fc(c[\"i\"]({width:p.width,height:p.height},l),u,h);this.group.x=A.x-p.x,this.group.y=A.y-p.y,this.group.markRedraw(),this.group.add(this._backgroundEl=ZZ(p,t))}},e.prototype.resetInner=function(){this.getContentGroup().removeAll(),this._backgroundEl&&this.group.remove(this._backgroundEl),this.getSelectorGroup().removeAll()},e.prototype.renderInner=function(t,e,n,i,r,o,a){var s=this.getContentGroup(),l=c[\"f\"](),u=e.get(\"selectedMode\"),h=[];n.eachRawSeries((function(t){!t.get(\"legendHoverLink\")&&h.push(t.id)})),JH(e.getData(),(function(r,o){var a=r.get(\"name\");if(!this.newlineDisabled&&(\"\"===a||\"\\n\"===a)){var d=new GH;return d.newline=!0,void s.add(d)}var p=n.getSeriesByName(a)[0];if(!l.get(a)){if(p){var A=p.getData(),f=A.getVisual(\"legendLineStyle\")||{},g=A.getVisual(\"legendIcon\"),m=A.getVisual(\"style\"),y=this._createItem(p,a,o,r,e,t,f,m,g,u,i);y.on(\"click\",TH(zH,a,null,i,h)).on(\"mouseover\",TH(ZH,p.name,null,i,h)).on(\"mouseout\",TH(PH,p.name,null,i,h)),l.set(a,!0)}else n.eachRawSeries((function(n){if(!l.get(a)&&n.legendVisualProvider){var s=n.legendVisualProvider;if(!s.containName(a))return;var d=s.indexOfName(a),p=s.getItemVisual(d,\"style\"),A=s.getItemVisual(d,\"legendIcon\"),f=Object(Ye[\"g\"])(p.fill);f&&0===f[3]&&(f[3]=.2,p=c[\"m\"](c[\"m\"]({},p),{fill:Object(Ye[\"h\"])(f,\"rgba\")}));var g=this._createItem(n,a,o,r,e,t,{},p,A,u,i);g.on(\"click\",TH(zH,null,a,i,h)).on(\"mouseover\",TH(ZH,null,a,i,h)).on(\"mouseout\",TH(PH,null,a,i,h)),l.set(a,!0)}}),this);0}}),this),r&&this._createSelector(r,e,i,o,a)},e.prototype._createSelector=function(t,e,n,i,r){var o=this.getSelectorGroup();JH(t,(function(t){var i=t.type,r=new Ss({style:{x:0,y:0,align:\"center\",verticalAlign:\"middle\"},onclick:function(){n.dispatchAction({type:\"all\"===i?\"legendAllSelect\":\"legendInverseSelect\"})}});o.add(r);var a=e.getModel(\"selectorLabel\"),s=e.getModel([\"emphasis\",\"selectorLabel\"]);iu(r,{normal:a,emphasis:s},{defaultText:t.title}),kl(r)}))},e.prototype._createItem=function(t,e,n,i,r,o,a,s,l,u,h){var d=t.visualDrawType,p=r.get(\"itemWidth\"),A=r.get(\"itemHeight\"),f=r.isSelected(e),g=i.get(\"symbolRotate\"),m=i.get(\"symbolKeepAspect\"),y=i.get(\"icon\");l=y||l||\"roundRect\";var v=FH(l,i,a,s,d,f,h),C=new GH,w=i.getModel(\"textStyle\");if(!c[\"w\"](t.getLegendIcon)||y&&\"inherit\"!==y){var I=\"inherit\"===y&&t.getData().getVisual(\"symbol\")?\"inherit\"===g?t.getData().getVisual(\"symbolRotate\"):g:0;C.add(UH({itemWidth:p,itemHeight:A,icon:l,iconRotate:I,itemStyle:v.itemStyle,lineStyle:v.lineStyle,symbolKeepAspect:m}))}else C.add(t.getLegendIcon({itemWidth:p,itemHeight:A,icon:l,iconRotate:g,itemStyle:v.itemStyle,lineStyle:v.lineStyle,symbolKeepAspect:m}));var E=\"left\"===o?p+5:-5,b=o,M=r.get(\"formatter\"),S=e;c[\"C\"](M)&&M?S=M.replace(\"{name}\",null!=e?e:\"\"):c[\"w\"](M)&&(S=M(e));var x=i.get(\"inactiveColor\");C.add(new Ss({style:ou(w,{text:S,x:E,y:A/2,fill:f?w.getTextColor():x,align:b,verticalAlign:\"middle\"})}));var B=new ls({shape:C.getBoundingRect(),invisible:!0}),k=i.getModel(\"tooltip\");return k.get(\"show\")&&Tg({el:B,componentModel:r,itemName:e,itemTooltipOption:k.option}),C.add(B),C.eachChild((function(t){t.silent=!0})),B.silent=!u,this.getContentGroup().add(C),kl(C),C.__legendDataIndex=n,C},e.prototype.layoutInner=function(t,e,n,i,r,o){var a=this.getContentGroup(),s=this.getSelectorGroup();Gc(t.get(\"orient\"),a,t.get(\"itemGap\"),n.width,n.height);var l=a.getBoundingRect(),u=[-l.x,-l.y];if(s.markRedraw(),a.markRedraw(),r){Gc(\"horizontal\",s,t.get(\"selectorItemGap\",!0));var c=s.getBoundingRect(),h=[-c.x,-c.y],d=t.get(\"selectorButtonGap\",!0),p=t.getOrient().index,A=0===p?\"width\":\"height\",f=0===p?\"height\":\"width\",g=0===p?\"y\":\"x\";\"end\"===o?h[p]+=l[A]+d:u[p]+=c[A]+d,h[1-p]+=l[f]/2-c[f]/2,s.x=h[0],s.y=h[1],a.x=u[0],a.y=u[1];var m={x:0,y:0};return m[A]=l[A]+d+c[A],m[f]=Math.max(l[f],c[f]),m[g]=Math.min(0,c[g]+h[1-p]),m}return a.x=u[0],a.y=u[1],this.group.getBoundingRect()},e.prototype.remove=function(){this.getContentGroup().removeAll(),this._isFirstRender=!0},e.type=\"legend.plain\",e}(xA);function FH(t,e,n,i,r,o,a){function s(t,e){\"auto\"===t.lineWidth&&(t.lineWidth=e.lineWidth>0?2:0),JH(t,(function(n,i){\"inherit\"===t[i]&&(t[i]=e[i])}))}var l=e.getModel(\"itemStyle\"),u=l.getItemStyle(),c=0===t.lastIndexOf(\"empty\",0)?\"fill\":\"stroke\",h=l.getShallow(\"decal\");u.decal=h&&\"inherit\"!==h?Xy(h,a):i.decal,\"inherit\"===u.fill&&(u.fill=i[r]),\"inherit\"===u.stroke&&(u.stroke=i[c]),\"inherit\"===u.opacity&&(u.opacity=(\"fill\"===r?i:n).opacity),s(u,i);var d=e.getModel(\"lineStyle\"),p=d.getLineStyle();if(s(p,n),\"auto\"===u.fill&&(u.fill=i.fill),\"auto\"===u.stroke&&(u.stroke=i.fill),\"auto\"===p.stroke&&(p.stroke=i.fill),!o){var A=e.get(\"inactiveBorderWidth\"),f=u[c];u.lineWidth=\"auto\"===A?i.lineWidth>0&&f?2:0:u.lineWidth,u.fill=e.get(\"inactiveColor\"),u.stroke=e.get(\"inactiveBorderColor\"),p.stroke=d.get(\"inactiveColor\"),p.lineWidth=d.get(\"inactiveWidth\")}return{itemStyle:u,lineStyle:p}}function UH(t){var e=t.icon||\"roundRect\",n=ly(e,0,0,t.itemWidth,t.itemHeight,t.itemStyle.fill,t.symbolKeepAspect);return n.setStyle(t.itemStyle),n.rotation=(t.iconRotate||0)*Math.PI/180,n.setOrigin([t.itemWidth/2,t.itemHeight/2]),e.indexOf(\"empty\")>-1&&(n.style.stroke=n.style.fill,n.style.fill=\"#fff\",n.style.lineWidth=2),n}function zH(t,e,n,i){PH(t,e,n,i),n.dispatchAction({type:\"legendToggleSelect\",name:null!=t?t:e}),ZH(t,e,n,i)}function NH(t){var e,n=t.getZr().storage.getDisplayList(),i=0,r=n.length;while(i<r&&!(e=n[i].states.emphasis))i++;return e&&e.hoverLayer}function ZH(t,e,n,i){NH(n)||n.dispatchAction({type:\"highlight\",seriesName:t,name:e,excludeSeriesId:i})}function PH(t,e,n,i){NH(n)||n.dispatchAction({type:\"downplay\",seriesName:t,name:e,excludeSeriesId:i})}var WH=YH;function VH(t){var e=t.findComponents({mainType:\"legend\"});e&&e.length&&t.filterSeries((function(t){for(var n=0;n<e.length;n++)if(!e[n].isSelected(t.name))return!1;return!0}))}function HH(t,e,n){var i,r={},o=\"toggleSelected\"===t;return n.eachComponent(\"legend\",(function(n){o&&null!=i?n[i?\"select\":\"unSelect\"](e.name):\"allSelect\"===t||\"inverseSelect\"===t?n[t]():(n[t](e.name),i=n.isSelected(e.name));var a=n.getData();Object(c[\"k\"])(a,(function(t){var e=t.get(\"name\");if(\"\\n\"!==e&&\"\"!==e){var i=n.isSelected(e);r.hasOwnProperty(e)?r[e]=r[e]&&i:r[e]=i}}))})),\"allSelect\"===t||\"inverseSelect\"===t?{selected:r}:{name:e.name,selected:r}}function XH(t){t.registerAction(\"legendToggleSelect\",\"legendselectchanged\",Object(c[\"h\"])(HH,\"toggleSelected\")),t.registerAction(\"legendAllSelect\",\"legendselectall\",Object(c[\"h\"])(HH,\"allSelect\")),t.registerAction(\"legendInverseSelect\",\"legendinverseselect\",Object(c[\"h\"])(HH,\"inverseSelect\")),t.registerAction(\"legendSelect\",\"legendselected\",Object(c[\"h\"])(HH,\"select\")),t.registerAction(\"legendUnSelect\",\"legendunselected\",Object(c[\"h\"])(HH,\"unSelect\"))}function _H(t){t.registerComponentModel(jH),t.registerComponentView(WH),t.registerProcessor(t.PRIORITY.PROCESSOR.SERIES_FILTER,VH),t.registerSubTypeDefaulter(\"legend\",(function(){return\"plain\"})),XH(t)}var $H=function(t){function e(){var n=null!==t&&t.apply(this,arguments)||this;return n.type=e.type,n}return l(e,t),e.prototype.setScrollDataIndex=function(t){this.option.scrollDataIndex=t},e.prototype.init=function(e,n,i){var r=Pc(e);t.prototype.init.call(this,e,n,i),tX(this,e,r)},e.prototype.mergeOption=function(e,n){t.prototype.mergeOption.call(this,e,n),tX(this,this.option,e)},e.type=\"legend.scroll\",e.defaultOption=Ou(jH.defaultOption,{scrollDataIndex:0,pageButtonItemGap:5,pageButtonGap:null,pageButtonPosition:\"end\",pageFormatter:\"{current}/{total}\",pageIcons:{horizontal:[\"M0,0L12,-10L12,10z\",\"M0,0L-12,-10L-12,10z\"],vertical:[\"M0,0L20,0L10,-20z\",\"M0,0L20,0L10,20z\"]},pageIconColor:\"#2f4554\",pageIconInactiveColor:\"#aaa\",pageIconSize:15,pageTextStyle:{color:\"#333\"},animationDurationUpdate:800}),e}(jH);function tX(t,e,n){var i=t.getOrient(),r=[1,1];r[i.index]=0,Zc(e,n,{type:\"box\",ignoreSize:!!r})}var eX=$H,nX=Si,iX=[\"width\",\"height\"],rX=[\"x\",\"y\"],oX=function(t){function e(){var n=null!==t&&t.apply(this,arguments)||this;return n.type=e.type,n.newlineDisabled=!0,n._currentIndex=0,n}return l(e,t),e.prototype.init=function(){t.prototype.init.call(this),this.group.add(this._containerGroup=new nX),this._containerGroup.add(this.getContentGroup()),this.group.add(this._controllerGroup=new nX)},e.prototype.resetInner=function(){t.prototype.resetInner.call(this),this._controllerGroup.removeAll(),this._containerGroup.removeClipPath(),this._containerGroup.__rectSize=null},e.prototype.renderInner=function(e,n,i,r,o,a,s){var l=this;t.prototype.renderInner.call(this,e,n,i,r,o,a,s);var u=this._controllerGroup,h=n.get(\"pageIconSize\",!0),d=c[\"t\"](h)?h:[h,h];A(\"pagePrev\",0);var p=n.getModel(\"pageTextStyle\");function A(t,e){var i=t+\"DataIndex\",o=qg(n.get(\"pageIcons\",!0)[n.getOrient().name][e],{onclick:c[\"c\"](l._pageGo,l,i,n,r)},{x:-d[0]/2,y:-d[1]/2,width:d[0],height:d[1]});o.name=t,u.add(o)}u.add(new Ss({name:\"pageText\",style:{text:\"xx/xx\",fill:p.getTextColor(),font:p.getFont(),verticalAlign:\"middle\",align:\"center\"},silent:!0})),A(\"pageNext\",1)},e.prototype.layoutInner=function(t,e,n,i,r,o){var a=this.getSelectorGroup(),s=t.getOrient().index,l=iX[s],u=rX[s],h=iX[1-s],d=rX[1-s];r&&Gc(\"horizontal\",a,t.get(\"selectorItemGap\",!0));var p=t.get(\"selectorButtonGap\",!0),A=a.getBoundingRect(),f=[-A.x,-A.y],g=c[\"d\"](n);r&&(g[l]=n[l]-A[l]-p);var m=this._layoutContentAndController(t,i,g,s,l,h,d,u);if(r){if(\"end\"===o)f[s]+=m[l]+p;else{var y=A[l]+p;f[s]-=y,m[u]-=y}m[l]+=A[l]+p,f[1-s]+=m[d]+m[h]/2-A[h]/2,m[h]=Math.max(m[h],A[h]),m[d]=Math.min(m[d],A[d]+f[1-s]),a.x=f[0],a.y=f[1],a.markRedraw()}return m},e.prototype._layoutContentAndController=function(t,e,n,i,r,o,a,s){var l=this.getContentGroup(),u=this._containerGroup,h=this._controllerGroup;Gc(t.get(\"orient\"),l,t.get(\"itemGap\"),i?n.width:null,i?null:n.height),Gc(\"horizontal\",h,t.get(\"pageButtonItemGap\",!0));var d=l.getBoundingRect(),p=h.getBoundingRect(),A=this._showController=d[r]>n[r],f=[-d.x,-d.y];e||(f[i]=l[s]);var g=[0,0],m=[-p.x,-p.y],y=c[\"P\"](t.get(\"pageButtonGap\",!0),t.get(\"itemGap\",!0));if(A){var v=t.get(\"pageButtonPosition\",!0);\"end\"===v?m[i]+=n[r]-p[r]:g[i]+=p[r]+y}m[1-i]+=d[o]/2-p[o]/2,l.setPosition(f),u.setPosition(g),h.setPosition(m);var C={x:0,y:0};if(C[r]=A?n[r]:d[r],C[o]=Math.max(d[o],p[o]),C[a]=Math.min(0,p[a]+m[1-i]),u.__rectSize=n[r],A){var w={x:0,y:0};w[r]=Math.max(n[r]-p[r]-y,0),w[o]=C[o],u.setClipPath(new ls({shape:w})),u.__rectSize=w[r]}else h.eachChild((function(t){t.attr({invisible:!0,silent:!0})}));var I=this._getPageInfo(t);return null!=I.pageIndex&&Zl(l,{x:I.contentPosition[0],y:I.contentPosition[1]},A?t:null),this._updatePageInfoView(t,I),C},e.prototype._pageGo=function(t,e,n){var i=this._getPageInfo(e)[t];null!=i&&n.dispatchAction({type:\"legendScroll\",scrollDataIndex:i,legendId:e.id})},e.prototype._updatePageInfoView=function(t,e){var n=this._controllerGroup;c[\"k\"]([\"pagePrev\",\"pageNext\"],(function(i){var r=i+\"DataIndex\",o=null!=e[r],a=n.childOfName(i);a&&(a.setStyle(\"fill\",o?t.get(\"pageIconColor\",!0):t.get(\"pageIconInactiveColor\",!0)),a.cursor=o?\"pointer\":\"default\")}));var i=n.childOfName(\"pageText\"),r=t.get(\"pageFormatter\"),o=e.pageIndex,a=null!=o?o+1:0,s=e.pageCount;i&&r&&i.setStyle(\"text\",c[\"C\"](r)?r.replace(\"{current}\",null==a?\"\":a+\"\").replace(\"{total}\",null==s?\"\":s+\"\"):r({current:a,total:s}))},e.prototype._getPageInfo=function(t){var e=t.get(\"scrollDataIndex\",!0),n=this.getContentGroup(),i=this._containerGroup.__rectSize,r=t.getOrient().index,o=iX[r],a=rX[r],s=this._findTargetItemIndex(e),l=n.children(),u=l[s],c=l.length,h=c?1:0,d={contentPosition:[n.x,n.y],pageCount:h,pageIndex:h-1,pagePrevDataIndex:null,pageNextDataIndex:null};if(!u)return d;var p=y(u);d.contentPosition[r]=-p.s;for(var A=s+1,f=p,g=p,m=null;A<=c;++A)m=y(l[A]),(!m&&g.e>f.s+i||m&&!v(m,f.s))&&(f=g.i>f.i?g:m,f&&(null==d.pageNextDataIndex&&(d.pageNextDataIndex=f.i),++d.pageCount)),g=m;for(A=s-1,f=p,g=p,m=null;A>=-1;--A)m=y(l[A]),m&&v(g,m.s)||!(f.i<g.i)||(g=f,null==d.pagePrevDataIndex&&(d.pagePrevDataIndex=f.i),++d.pageCount,++d.pageIndex),f=m;return d;function y(t){if(t){var e=t.getBoundingRect(),n=e[a]+t[a];return{s:n,e:n+e[o],i:t.__legendDataIndex}}}function v(t,e){return t.e>=e&&t.s<=e+i}},e.prototype._findTargetItemIndex=function(t){if(!this._showController)return 0;var e,n,i=this.getContentGroup();return i.eachChild((function(i,r){var o=i.__legendDataIndex;null==n&&null!=o&&(n=r),o===t&&(e=r)})),null!=e?e:n},e.type=\"legend.scroll\",e}(WH),aX=oX;function sX(t){t.registerAction(\"legendScroll\",\"legendscroll\",(function(t,e){var n=t.scrollDataIndex;null!=n&&e.eachComponent({mainType:\"legend\",subType:\"scroll\",query:t},(function(t){t.setScrollDataIndex(n)}))}))}function lX(t){jC(_H),t.registerComponentModel(eX),t.registerComponentView(aX),sX(t)}function uX(t){jC(_H),jC(lX)}var cX=function(t){function e(){var n=null!==t&&t.apply(this,arguments)||this;return n.type=e.type,n}return l(e,t),e.type=\"dataZoom.inside\",e.defaultOption=Ou(wZ.defaultOption,{disabled:!1,zoomLock:!1,zoomOnMouseWheel:!0,moveOnMouseMove:!0,moveOnMouseWheel:!1,preventDefaultMouseMove:!0}),e}(wZ),hX=cX,dX=Kr();function pX(t,e,n){dX(t).coordSysRecordMap.each((function(t){var i=t.dataZoomInfoMap.get(e.uid);i&&(i.getRange=n)}))}function AX(t,e){for(var n=dX(t).coordSysRecordMap,i=n.keys(),r=0;r<i.length;r++){var o=i[r],a=n.get(o),s=a.dataZoomInfoMap;if(s){var l=e.uid,u=s.get(l);u&&(s.removeKey(l),s.keys().length||fX(n,a))}}}function fX(t,e){if(e){t.removeKey(e.model.uid);var n=e.controller;n&&n.dispose()}}function gX(t,e){var n={model:e,containsPoint:Object(c[\"h\"])(yX,e),dispatchAction:Object(c[\"h\"])(mX,t),dataZoomInfoMap:null,controller:null},i=n.controller=new lQ(t.getZr());return Object(c[\"k\"])([\"pan\",\"zoom\",\"scrollMove\"],(function(t){i.on(t,(function(e){var i=[];n.dataZoomInfoMap.each((function(r){if(e.isAvailableBehavior(r.model.option)){var o=(r.getRange||{})[t],a=o&&o(r.dzReferCoordSysInfo,n.model.mainType,n.controller,e);!r.model.get(\"disabled\",!0)&&a&&i.push({dataZoomId:r.model.id,start:a[0],end:a[1]})}})),i.length&&n.dispatchAction(i)}))})),n}function mX(t,e){t.isDisposed()||t.dispatchAction({type:\"dataZoom\",animation:{easing:\"cubicOut\",duration:100},batch:e})}function yX(t,e,n,i){return t.coordinateSystem.containPoint([n,i])}function vX(t){var e,n=\"type_\",i={type_true:2,type_move:1,type_false:0,type_undefined:-1},r=!0;return t.each((function(t){var o=t.model,a=!o.get(\"disabled\",!0)&&(!o.get(\"zoomLock\",!0)||\"move\");i[n+a]>i[n+e]&&(e=a),r=r&&o.get(\"preventDefaultMouseMove\",!0)})),{controlType:e,opt:{zoomOnMouseWheel:!0,moveOnMouseMove:!0,moveOnMouseWheel:!0,preventDefaultMouseMove:!!r}}}function CX(t){t.registerProcessor(t.PRIORITY.PROCESSOR.FILTER,(function(t,e){var n=dX(e),i=n.coordSysRecordMap||(n.coordSysRecordMap=Object(c[\"f\"])());i.each((function(t){t.dataZoomInfoMap=null})),t.eachComponent({mainType:\"dataZoom\",subType:\"inside\"},(function(t){var n=mZ(t);Object(c[\"k\"])(n.infoList,(function(n){var r=n.model.uid,o=i.get(r)||i.set(r,gX(e,n.model)),a=o.dataZoomInfoMap||(o.dataZoomInfoMap=Object(c[\"f\"])());a.set(t.uid,{dzReferCoordSysInfo:n,model:t,getRange:null})}))})),i.each((function(t){var e,n=t.controller,r=t.dataZoomInfoMap;if(r){var o=r.keys()[0];null!=o&&(e=r.get(o))}if(e){var a=vX(r);n.enable(a.controlType,a.opt),n.setPointerChecker(t.containsPoint),tm(t,\"dispatchAction\",e.model.get(\"throttle\",!0),\"fixRate\")}else fX(i,t)}))}))}var wX=function(t){function e(){var e=null!==t&&t.apply(this,arguments)||this;return e.type=\"dataZoom.inside\",e}return l(e,t),e.prototype.render=function(e,n,i){t.prototype.render.apply(this,arguments),e.noTarget()?this._clear():(this.range=e.getPercentRange(),pX(i,e,{pan:Object(c[\"c\"])(IX.pan,this),zoom:Object(c[\"c\"])(IX.zoom,this),scrollMove:Object(c[\"c\"])(IX.scrollMove,this)}))},e.prototype.dispose=function(){this._clear(),t.prototype.dispose.apply(this,arguments)},e.prototype._clear=function(){AX(this.api,this.dataZoomModel),this.range=null},e.type=\"dataZoom.inside\",e}(MZ),IX={zoom:function(t,e,n,i){var r=this.range,o=r.slice(),a=t.axisModels[0];if(a){var s=bX[e](null,[i.originX,i.originY],a,n,t),l=(s.signal>0?s.pixelStart+s.pixelLength-s.pixel:s.pixel-s.pixelStart)/s.pixelLength*(o[1]-o[0])+o[0],u=Math.max(1/i.scale,0);o[0]=(o[0]-l)*u+l,o[1]=(o[1]-l)*u+l;var c=this.dataZoomModel.findRepresentativeAxisProxy().getMinMaxSpan();return _R(0,o,[0,100],0,c.minSpan,c.maxSpan),this.range=o,r[0]!==o[0]||r[1]!==o[1]?o:void 0}},pan:EX((function(t,e,n,i,r,o){var a=bX[i]([o.oldX,o.oldY],[o.newX,o.newY],e,r,n);return a.signal*(t[1]-t[0])*a.pixel/a.pixelLength})),scrollMove:EX((function(t,e,n,i,r,o){var a=bX[i]([0,0],[o.scrollDelta,o.scrollDelta],e,r,n);return a.signal*(t[1]-t[0])*o.scrollDelta}))};function EX(t){return function(e,n,i,r){var o=this.range,a=o.slice(),s=e.axisModels[0];if(s){var l=t(a,s,e,n,i,r);return _R(l,a,[0,100],\"all\"),this.range=a,o[0]!==a[0]||o[1]!==a[1]?a:void 0}}}var bX={grid:function(t,e,n,i,r){var o=n.axis,a={},s=r.model.coordinateSystem.getRect();return t=t||[0,0],\"x\"===o.dim?(a.pixel=e[0]-t[0],a.pixelLength=s.width,a.pixelStart=s.x,a.signal=o.inverse?1:-1):(a.pixel=e[1]-t[1],a.pixelLength=s.height,a.pixelStart=s.y,a.signal=o.inverse?-1:1),a},polar:function(t,e,n,i,r){var o=n.axis,a={},s=r.model.coordinateSystem,l=s.getRadiusAxis().getExtent(),u=s.getAngleAxis().getExtent();return t=t?s.pointToCoord(t):[0,0],e=s.pointToCoord(e),\"radiusAxis\"===n.mainType?(a.pixel=e[0]-t[0],a.pixelLength=l[1]-l[0],a.pixelStart=l[0],a.signal=o.inverse?1:-1):(a.pixel=e[1]-t[1],a.pixelLength=u[1]-u[0],a.pixelStart=u[0],a.signal=o.inverse?-1:1),a},singleAxis:function(t,e,n,i,r){var o=n.axis,a=r.model.coordinateSystem.getRect(),s={};return t=t||[0,0],\"horizontal\"===o.orient?(s.pixel=e[0]-t[0],s.pixelLength=a.width,s.pixelStart=a.x,s.signal=o.inverse?1:-1):(s.pixel=e[1]-t[1],s.pixelLength=a.height,s.pixelStart=a.y,s.signal=o.inverse?-1:1),s}},MX=wX;function SX(t){jZ(t),t.registerComponentModel(hX),t.registerComponentView(MX),CX(t)}var xX=function(t){function e(){var n=null!==t&&t.apply(this,arguments)||this;return n.type=e.type,n}return l(e,t),e.type=\"dataZoom.slider\",e.layoutMode=\"box\",e.defaultOption=Ou(wZ.defaultOption,{show:!0,right:\"ph\",top:\"ph\",width:\"ph\",height:\"ph\",left:null,bottom:null,borderColor:\"#d2dbee\",borderRadius:3,backgroundColor:\"rgba(47,69,84,0)\",dataBackground:{lineStyle:{color:\"#d2dbee\",width:.5},areaStyle:{color:\"#d2dbee\",opacity:.2}},selectedDataBackground:{lineStyle:{color:\"#8fb0f7\",width:.5},areaStyle:{color:\"#8fb0f7\",opacity:.2}},fillerColor:\"rgba(135,175,274,0.2)\",handleIcon:\"path://M-9.35,34.56V42m0-40V9.5m-2,0h4a2,2,0,0,1,2,2v21a2,2,0,0,1-2,2h-4a2,2,0,0,1-2-2v-21A2,2,0,0,1-11.35,9.5Z\",handleSize:\"100%\",handleStyle:{color:\"#fff\",borderColor:\"#ACB8D1\"},moveHandleSize:7,moveHandleIcon:\"path://M-320.9-50L-320.9-50c18.1,0,27.1,9,27.1,27.1V85.7c0,18.1-9,27.1-27.1,27.1l0,0c-18.1,0-27.1-9-27.1-27.1V-22.9C-348-41-339-50-320.9-50z M-212.3-50L-212.3-50c18.1,0,27.1,9,27.1,27.1V85.7c0,18.1-9,27.1-27.1,27.1l0,0c-18.1,0-27.1-9-27.1-27.1V-22.9C-239.4-41-230.4-50-212.3-50z M-103.7-50L-103.7-50c18.1,0,27.1,9,27.1,27.1V85.7c0,18.1-9,27.1-27.1,27.1l0,0c-18.1,0-27.1-9-27.1-27.1V-22.9C-130.9-41-121.8-50-103.7-50z\",moveHandleStyle:{color:\"#D2DBEE\",opacity:.7},showDetail:!0,showDataShadow:\"auto\",realtime:!0,zoomLock:!1,textStyle:{color:\"#6E7079\"},brushSelect:!0,brushStyle:{color:\"rgba(135,175,274,0.15)\"},emphasis:{handleStyle:{borderColor:\"#8FB0F7\"},moveHandleStyle:{color:\"#8FB0F7\"}}}),e}(wZ),BX=xX,kX=ls,QX=7,DX=1,KX=30,qX=7,OX=\"horizontal\",LX=\"vertical\",RX=5,jX=[\"line\",\"bar\",\"candlestick\",\"scatter\"],TX={easing:\"cubicOut\",duration:100,delay:0},JX=function(t){function e(){var n=null!==t&&t.apply(this,arguments)||this;return n.type=e.type,n._displayables={},n}return l(e,t),e.prototype.init=function(t,e){this.api=e,this._onBrush=Object(c[\"c\"])(this._onBrush,this),this._onBrushEnd=Object(c[\"c\"])(this._onBrushEnd,this)},e.prototype.render=function(e,n,i,r){if(t.prototype.render.apply(this,arguments),tm(this,\"_dispatchZoomAction\",e.get(\"throttle\"),\"fixRate\"),this._orient=e.getOrient(),!1!==e.get(\"show\")){if(e.noTarget())return this._clear(),void this.group.removeAll();r&&\"dataZoom\"===r.type&&r.from===this.uid||this._buildView(),this._updateView()}else this.group.removeAll()},e.prototype.dispose=function(){this._clear(),t.prototype.dispose.apply(this,arguments)},e.prototype._clear=function(){em(this,\"_dispatchZoomAction\");var t=this.api.getZr();t.off(\"mousemove\",this._onBrush),t.off(\"mouseup\",this._onBrushEnd)},e.prototype._buildView=function(){var t=this.group;t.removeAll(),this._brushing=!1,this._displayables.brushRect=null,this._resetLocation(),this._resetInterval();var e=this._displayables.sliderGroup=new Si;this._renderBackground(),this._renderHandle(),this._renderDataShadow(),t.add(e),this._positionGroup()},e.prototype._resetLocation=function(){var t=this.dataZoomModel,e=this.api,n=t.get(\"brushSelect\"),i=n?qX:0,r=this._findCoordRect(),o={width:e.getWidth(),height:e.getHeight()},a=this._orient===OX?{right:o.width-r.x-r.width,top:o.height-KX-QX-i,width:r.width,height:KX}:{right:QX,top:r.y,width:KX,height:r.height},s=Pc(t.option);Object(c[\"k\"])([\"right\",\"top\",\"width\",\"height\"],(function(t){\"ph\"===s[t]&&(s[t]=a[t])}));var l=Fc(s,o);this._location={x:l.x,y:l.y},this._size=[l.width,l.height],this._orient===LX&&this._size.reverse()},e.prototype._positionGroup=function(){var t=this.group,e=this._location,n=this._orient,i=this.dataZoomModel.getFirstTargetAxisModel(),r=i&&i.get(\"inverse\"),o=this._displayables.sliderGroup,a=(this._dataShadowInfo||{}).otherAxisInverse;o.attr(n!==OX||r?n===OX&&r?{scaleY:a?1:-1,scaleX:-1}:n!==LX||r?{scaleY:a?-1:1,scaleX:-1,rotation:Math.PI/2}:{scaleY:a?-1:1,scaleX:1,rotation:Math.PI/2}:{scaleY:a?1:-1,scaleX:1});var s=t.getBoundingRect([o]);t.x=e.x-s.x,t.y=e.y-s.y,t.markRedraw()},e.prototype._getViewExtent=function(){return[0,this._size[0]]},e.prototype._renderBackground=function(){var t=this.dataZoomModel,e=this._size,n=this._displayables.sliderGroup,i=t.get(\"brushSelect\");n.add(new kX({silent:!0,shape:{x:0,y:0,width:e[0],height:e[1]},style:{fill:t.get(\"backgroundColor\")},z2:-40}));var r=new kX({shape:{x:0,y:0,width:e[0],height:e[1]},style:{fill:\"transparent\"},z2:0,onclick:Object(c[\"c\"])(this._onClickPanel,this)}),o=this.api.getZr();i?(r.on(\"mousedown\",this._onBrushStart,this),r.cursor=\"crosshair\",o.on(\"mousemove\",this._onBrush),o.on(\"mouseup\",this._onBrushEnd)):(o.off(\"mousemove\",this._onBrush),o.off(\"mouseup\",this._onBrushEnd)),n.add(r)},e.prototype._renderDataShadow=function(){var t=this._dataShadowInfo=this._prepareDataShadowInfo();if(this._displayables.dataShadowSegs=[],t){var e=this._size,n=this._shadowSize||[],i=t.series,r=i.getRawData(),o=i.getShadowDim&&i.getShadowDim(),a=o&&r.getDimensionInfo(o)?i.getShadowDim():t.otherDim;if(null!=a){var s=this._shadowPolygonPts,l=this._shadowPolylinePts;if(r!==this._shadowData||a!==this._shadowDim||e[0]!==n[0]||e[1]!==n[1]){var u=r.getDataExtent(a),c=.3*(u[1]-u[0]);u=[u[0]-c,u[1]+c];var h,d=[0,e[1]],p=[0,e[0]],A=[[e[0],0],[0,0]],f=[],g=p[1]/(r.count()-1),m=0,y=Math.round(r.count()/e[0]);r.each([a],(function(t,e){if(y>0&&e%y)m+=g;else{var n=null==t||isNaN(t)||\"\"===t,i=n?0:ji(t,u,d,!0);n&&!h&&e?(A.push([A[A.length-1][0],0]),f.push([f[f.length-1][0],0])):!n&&h&&(A.push([m,0]),f.push([m,0])),A.push([m,i]),f.push([m,i]),m+=g,h=n}})),s=this._shadowPolygonPts=A,l=this._shadowPolylinePts=f}this._shadowData=r,this._shadowDim=a,this._shadowSize=[e[0],e[1]];for(var v=this.dataZoomModel,C=0;C<3;C++){var w=I(1===C);this._displayables.sliderGroup.add(w),this._displayables.dataShadowSegs.push(w)}}}function I(t){var e=v.getModel(t?\"selectedDataBackground\":\"dataBackground\"),n=new Si,i=new Qf({shape:{points:s},segmentIgnoreThreshold:1,style:e.getModel(\"areaStyle\").getAreaStyle(),silent:!0,z2:-20}),r=new qf({shape:{points:l},segmentIgnoreThreshold:1,style:e.getModel(\"lineStyle\").getLineStyle(),silent:!0,z2:-19});return n.add(i),n.add(r),n}},e.prototype._prepareDataShadowInfo=function(){var t=this.dataZoomModel,e=t.get(\"showDataShadow\");if(!1!==e){var n,i=this.ecModel;return t.eachTargetAxis((function(r,o){var a=t.getAxisProxy(r,o).getTargetSeriesModels();Object(c[\"k\"])(a,(function(t){if(!n&&!(!0!==e&&Object(c[\"r\"])(jX,t.get(\"type\"))<0)){var a,s=i.getComponent(fZ(r),o).axis,l=GX(r),u=t.coordinateSystem;null!=l&&u.getOtherAxis&&(a=u.getOtherAxis(s).inverse),l=t.getData().mapDimension(l),n={thisAxis:s,series:t,thisDim:r,otherDim:l,otherAxisInverse:a}}}),this)}),this),n}},e.prototype._renderHandle=function(){var t=this.group,e=this._displayables,n=e.handles=[null,null],i=e.handleLabels=[null,null],r=this._displayables.sliderGroup,o=this._size,a=this.dataZoomModel,s=this.api,l=a.get(\"borderRadius\")||0,u=a.get(\"brushSelect\"),h=e.filler=new kX({silent:u,style:{fill:a.get(\"fillerColor\")},textConfig:{position:\"inside\"}});r.add(h),r.add(new kX({silent:!0,subPixelOptimize:!0,shape:{x:0,y:0,width:o[0],height:o[1],r:l},style:{stroke:a.get(\"dataBackgroundColor\")||a.get(\"borderColor\"),lineWidth:DX,fill:\"rgba(0,0,0,0)\"}})),Object(c[\"k\"])([0,1],(function(e){var o=a.get(\"handleIcon\");!oy[o]&&o.indexOf(\"path://\")<0&&o.indexOf(\"image://\")<0&&(o=\"path://\"+o);var s=ly(o,-1,0,2,2,null,!0);s.attr({cursor:YX(this._orient),draggable:!0,drift:Object(c[\"c\"])(this._onDragMove,this,e),ondragend:Object(c[\"c\"])(this._onDragEnd,this),onmouseover:Object(c[\"c\"])(this._showDataInfo,this,!0),onmouseout:Object(c[\"c\"])(this._showDataInfo,this,!1),z2:5});var l=s.getBoundingRect(),u=a.get(\"handleSize\");this._handleHeight=Ti(u,this._size[1]),this._handleWidth=l.width/l.height*this._handleHeight,s.setStyle(a.getModel(\"handleStyle\").getItemStyle()),s.style.strokeNoScale=!0,s.rectHover=!0,s.ensureState(\"emphasis\").style=a.getModel([\"emphasis\",\"handleStyle\"]).getItemStyle(),kl(s);var h=a.get(\"handleColor\");null!=h&&(s.style.fill=h),r.add(n[e]=s);var d=a.getModel(\"textStyle\");t.add(i[e]=new Ss({silent:!0,invisible:!0,style:ou(d,{x:0,y:0,text:\"\",verticalAlign:\"middle\",align:\"center\",fill:d.getTextColor(),font:d.getFont()}),z2:10}))}),this);var d=h;if(u){var p=Ti(a.get(\"moveHandleSize\"),o[1]),A=e.moveHandle=new ls({style:a.getModel(\"moveHandleStyle\").getItemStyle(),silent:!0,shape:{r:[0,0,2,2],y:o[1]-.5,height:p}}),f=.8*p,g=e.moveHandleIcon=ly(a.get(\"moveHandleIcon\"),-f/2,-f/2,f,f,\"#fff\",!0);g.silent=!0,g.y=o[1]+p/2-.5,A.ensureState(\"emphasis\").style=a.getModel([\"emphasis\",\"moveHandleStyle\"]).getItemStyle();var m=Math.min(o[1]/2,Math.max(p,10));d=e.moveZone=new ls({invisible:!0,shape:{y:o[1]-m,height:p+m}}),d.on(\"mouseover\",(function(){s.enterEmphasis(A)})).on(\"mouseout\",(function(){s.leaveEmphasis(A)})),r.add(A),r.add(g),r.add(d)}d.attr({draggable:!0,cursor:YX(this._orient),drift:Object(c[\"c\"])(this._onDragMove,this,\"all\"),ondragstart:Object(c[\"c\"])(this._showDataInfo,this,!0),ondragend:Object(c[\"c\"])(this._onDragEnd,this),onmouseover:Object(c[\"c\"])(this._showDataInfo,this,!0),onmouseout:Object(c[\"c\"])(this._showDataInfo,this,!1)})},e.prototype._resetInterval=function(){var t=this._range=this.dataZoomModel.getPercentRange(),e=this._getViewExtent();this._handleEnds=[ji(t[0],[0,100],e,!0),ji(t[1],[0,100],e,!0)]},e.prototype._updateInterval=function(t,e){var n=this.dataZoomModel,i=this._handleEnds,r=this._getViewExtent(),o=n.findRepresentativeAxisProxy().getMinMaxSpan(),a=[0,100];_R(e,i,r,n.get(\"zoomLock\")?\"all\":t,null!=o.minSpan?ji(o.minSpan,a,r,!0):null,null!=o.maxSpan?ji(o.maxSpan,a,r,!0):null);var s=this._range,l=this._range=Gi([ji(i[0],r,a,!0),ji(i[1],r,a,!0)]);return!s||s[0]!==l[0]||s[1]!==l[1]},e.prototype._updateView=function(t){var e=this._displayables,n=this._handleEnds,i=Gi(n.slice()),r=this._size;Object(c[\"k\"])([0,1],(function(t){var i=e.handles[t],o=this._handleHeight;i.attr({scaleX:o/2,scaleY:o/2,x:n[t]+(t?-1:1),y:r[1]/2-o/2})}),this),e.filler.setShape({x:i[0],y:0,width:i[1]-i[0],height:r[1]});var o={x:i[0],width:i[1]-i[0]};e.moveHandle&&(e.moveHandle.setShape(o),e.moveZone.setShape(o),e.moveZone.getBoundingRect(),e.moveHandleIcon&&e.moveHandleIcon.attr(\"x\",o.x+o.width/2));for(var a=e.dataShadowSegs,s=[0,i[0],i[1],r[0]],l=0;l<a.length;l++){var u=a[l],h=u.getClipPath();h||(h=new ls,u.setClipPath(h)),h.setShape({x:s[l],y:0,width:s[l+1]-s[l],height:r[1]})}this._updateDataInfo(t)},e.prototype._updateDataInfo=function(t){var e=this.dataZoomModel,n=this._displayables,i=n.handleLabels,r=this._orient,o=[\"\",\"\"];if(e.get(\"showDetail\")){var a=e.findRepresentativeAxisProxy();if(a){var s=a.getAxisModel().axis,l=this._range,u=t?a.calculateDataWindow({start:l[0],end:l[1]}).valueWindow:a.getDataValueWindow();o=[this._formatLabel(u[0],s),this._formatLabel(u[1],s)]}}var c=Gi(this._handleEnds.slice());function h(t){var e=Mg(n.handles[t].parent,this.group),a=xg(0===t?\"right\":\"left\",e),s=this._handleWidth/2+RX,l=Sg([c[t]+(0===t?-s:s),this._size[1]/2],e);i[t].setStyle({x:l[0],y:l[1],verticalAlign:r===OX?\"middle\":a,align:r===OX?a:\"center\",text:o[t]})}h.call(this,0),h.call(this,1)},e.prototype._formatLabel=function(t,e){var n=this.dataZoomModel,i=n.get(\"labelFormatter\"),r=n.get(\"labelPrecision\");null!=r&&\"auto\"!==r||(r=e.getPixelPrecision());var o=null==t||isNaN(t)?\"\":\"category\"===e.type||\"time\"===e.type?e.scale.getLabel({value:Math.round(t)}):t.toFixed(Math.min(r,20));return Object(c[\"w\"])(i)?i(t,o):Object(c[\"C\"])(i)?i.replace(\"{value}\",o):o},e.prototype._showDataInfo=function(t){t=this._dragging||t;var e=this._displayables,n=e.handleLabels;n[0].attr(\"invisible\",!t),n[1].attr(\"invisible\",!t),e.moveHandle&&this.api[t?\"enterEmphasis\":\"leaveEmphasis\"](e.moveHandle,1)},e.prototype._onDragMove=function(t,e,n,i){this._dragging=!0,ot(i.event);var r=this._displayables.sliderGroup.getLocalTransform(),o=Sg([e,n],r,!0),a=this._updateInterval(t,o[0]),s=this.dataZoomModel.get(\"realtime\");this._updateView(!s),a&&s&&this._dispatchZoomAction(!0)},e.prototype._onDragEnd=function(){this._dragging=!1,this._showDataInfo(!1);var t=this.dataZoomModel.get(\"realtime\");!t&&this._dispatchZoomAction(!1)},e.prototype._onClickPanel=function(t){var e=this._size,n=this._displayables.sliderGroup.transformCoordToLocal(t.offsetX,t.offsetY);if(!(n[0]<0||n[0]>e[0]||n[1]<0||n[1]>e[1])){var i=this._handleEnds,r=(i[0]+i[1])/2,o=this._updateInterval(\"all\",n[0]-r);this._updateView(),o&&this._dispatchZoomAction(!1)}},e.prototype._onBrushStart=function(t){var e=t.offsetX,n=t.offsetY;this._brushStart=new wt(e,n),this._brushing=!0,this._brushStartTime=+new Date},e.prototype._onBrushEnd=function(t){if(this._brushing){var e=this._displayables.brushRect;if(this._brushing=!1,e){e.attr(\"ignore\",!0);var n=e.shape,i=+new Date;if(!(i-this._brushStartTime<200&&Math.abs(n.width)<5)){var r=this._getViewExtent(),o=[0,100];this._range=Gi([ji(n.x,r,o,!0),ji(n.x+n.width,r,o,!0)]),this._handleEnds=[n.x,n.x+n.width],this._updateView(),this._dispatchZoomAction(!1)}}}},e.prototype._onBrush=function(t){this._brushing&&(ot(t.event),this._updateBrushRect(t.offsetX,t.offsetY))},e.prototype._updateBrushRect=function(t,e){var n=this._displayables,i=this.dataZoomModel,r=n.brushRect;r||(r=n.brushRect=new kX({silent:!0,style:i.getModel(\"brushStyle\").getItemStyle()}),n.sliderGroup.add(r)),r.attr(\"ignore\",!1);var o=this._brushStart,a=this._displayables.sliderGroup,s=a.transformCoordToLocal(t,e),l=a.transformCoordToLocal(o.x,o.y),u=this._size;s[0]=Math.max(Math.min(u[0],s[0]),0),r.setShape({x:l[0],y:0,width:s[0]-l[0],height:u[1]})},e.prototype._dispatchZoomAction=function(t){var e=this._range;this.api.dispatchAction({type:\"dataZoom\",from:this.uid,dataZoomId:this.dataZoomModel.id,animation:t?TX:null,start:e[0],end:e[1]})},e.prototype._findCoordRect=function(){var t,e=mZ(this.dataZoomModel).infoList;if(!t&&e.length){var n=e[0].model.coordinateSystem;t=n.getRect&&n.getRect()}if(!t){var i=this.api.getWidth(),r=this.api.getHeight();t={x:.2*i,y:.2*r,width:.6*i,height:.6*r}}return t},e.type=\"dataZoom.slider\",e}(MZ);function GX(t){var e={x:\"y\",y:\"x\",radius:\"angle\",angle:\"radius\"};return e[t]}function YX(t){return\"vertical\"===t?\"ns-resize\":\"ew-resize\"}var FX=JX;function UX(t){t.registerComponentModel(BX),t.registerComponentView(FX),jZ(t)}function zX(t){jC(SX),jC(UX)}var NX={get:function(t,e,n){var i=c[\"d\"]((ZX[t]||{})[e]);return n&&c[\"t\"](i)?i[i.length-1]:i}},ZX={color:{active:[\"#006edd\",\"#e0ffff\"],inactive:[\"rgba(0,0,0,0)\"]},colorHue:{active:[0,360],inactive:[0,0]},colorSaturation:{active:[.3,1],inactive:[0,0]},colorLightness:{active:[.9,.5],inactive:[0,0]},colorAlpha:{active:[.3,1],inactive:[0,0]},opacity:{active:[.3,1],inactive:[0,0]},symbol:{active:[\"circle\",\"roundRect\",\"diamond\"],inactive:[\"none\"]},symbolSize:{active:[10,50],inactive:[0,0]}},PX=NX,WX=aO.mapVisual,VX=aO.eachVisual,HX=c[\"t\"],XX=c[\"k\"],_X=Gi,$X=ji,t_=function(t){function e(){var n=null!==t&&t.apply(this,arguments)||this;return n.type=e.type,n.stateList=[\"inRange\",\"outOfRange\"],n.replacableOptionKeys=[\"inRange\",\"outOfRange\",\"target\",\"controller\",\"color\"],n.layoutMode={type:\"box\",ignoreSize:!0},n.dataBound=[-1/0,1/0],n.targetVisuals={},n.controllerVisuals={},n}return l(e,t),e.prototype.init=function(t,e,n){this.mergeDefaultAndTheme(t,n)},e.prototype.optionUpdated=function(t,e){var n=this.option;!e&&TW(n,t,this.replacableOptionKeys),this.textStyleModel=this.getModel(\"textStyle\"),this.resetItemSize(),this.completeVisualOption()},e.prototype.resetVisual=function(t){var e=this.stateList;t=c[\"c\"](t,this),this.controllerVisuals=jW(this.option.controller,e,t),this.targetVisuals=jW(this.option.target,e,t)},e.prototype.getItemSymbol=function(){return null},e.prototype.getTargetSeriesIndices=function(){var t=this.option.seriesIndex,e=[];return null==t||\"all\"===t?this.ecModel.eachSeries((function(t,n){e.push(n)})):e=cr(t),e},e.prototype.eachTargetSeries=function(t,e){c[\"k\"](this.getTargetSeriesIndices(),(function(n){var i=this.ecModel.getSeriesByIndex(n);i&&t.call(e,i)}),this)},e.prototype.isTargetSeries=function(t){var e=!1;return this.eachTargetSeries((function(n){n===t&&(e=!0)})),e},e.prototype.formatValueText=function(t,e,n){var i,r=this.option,o=r.precision,a=this.dataBound,s=r.formatter;n=n||[\"<\",\">\"],c[\"t\"](t)&&(t=t.slice(),i=!0);var l=e?t:i?[u(t[0]),u(t[1])]:u(t);return c[\"C\"](s)?s.replace(\"{value}\",i?l[0]:l).replace(\"{value2}\",i?l[1]:l):c[\"w\"](s)?i?s(t[0],t[1]):s(t):i?t[0]===a[0]?n[0]+\" \"+l[1]:t[1]===a[1]?n[1]+\" \"+l[0]:l[0]+\" - \"+l[1]:l;function u(t){return t===a[0]?\"min\":t===a[1]?\"max\":(+t).toFixed(Math.min(o,20))}},e.prototype.resetExtent=function(){var t=this.option,e=_X([t.min,t.max]);this._dataExtent=e},e.prototype.getDataDimensionIndex=function(t){var e=this.option.dimension;if(null!=e)return t.getDimensionIndex(e);for(var n=t.dimensions,i=n.length-1;i>=0;i--){var r=n[i],o=t.getDimensionInfo(r);if(!o.isCalculationCoord)return o.storeDimIndex}},e.prototype.getExtent=function(){return this._dataExtent.slice()},e.prototype.completeVisualOption=function(){var t=this.ecModel,e=this.option,n={inRange:e.inRange,outOfRange:e.outOfRange},i=e.target||(e.target={}),r=e.controller||(e.controller={});c[\"I\"](i,n),c[\"I\"](r,n);var o=this.isCategory();function a(n){HX(e.color)&&!n.inRange&&(n.inRange={color:e.color.slice().reverse()}),n.inRange=n.inRange||{color:t.get(\"gradientColor\")}}function s(t,e,n){var i=t[e],r=t[n];i&&!r&&(r=t[n]={},XX(i,(function(t,e){if(aO.isValidType(e)){var n=PX.get(e,\"inactive\",o);null!=n&&(r[e]=n,\"color\"!==e||r.hasOwnProperty(\"opacity\")||r.hasOwnProperty(\"colorAlpha\")||(r.opacity=[0,0]))}})))}function l(t){var e=(t.inRange||{}).symbol||(t.outOfRange||{}).symbol,n=(t.inRange||{}).symbolSize||(t.outOfRange||{}).symbolSize,i=this.get(\"inactiveColor\"),r=this.getItemSymbol(),a=r||\"roundRect\";XX(this.stateList,(function(r){var s=this.itemSize,l=t[r];l||(l=t[r]={color:o?i:[i]}),null==l.symbol&&(l.symbol=e&&c[\"d\"](e)||(o?a:[a])),null==l.symbolSize&&(l.symbolSize=n&&c[\"d\"](n)||(o?s[0]:[s[0],s[0]])),l.symbol=WX(l.symbol,(function(t){return\"none\"===t?a:t}));var u=l.symbolSize;if(null!=u){var h=-1/0;VX(u,(function(t){t>h&&(h=t)})),l.symbolSize=WX(u,(function(t){return $X(t,[0,h],[0,s[0]],!0)}))}}),this)}a.call(this,i),a.call(this,r),s.call(this,i,\"inRange\",\"outOfRange\"),l.call(this,r)},e.prototype.resetItemSize=function(){this.itemSize=[parseFloat(this.get(\"itemWidth\")),parseFloat(this.get(\"itemHeight\"))]},e.prototype.isCategory=function(){return!!this.option.categories},e.prototype.setSelected=function(t){},e.prototype.getSelected=function(){return null},e.prototype.getValueState=function(t){return null},e.prototype.getVisualMeta=function(t){return null},e.type=\"visualMap\",e.dependencies=[\"series\"],e.defaultOption={show:!0,z:4,seriesIndex:\"all\",min:0,max:200,left:0,right:null,top:null,bottom:0,itemWidth:null,itemHeight:null,inverse:!1,orient:\"vertical\",backgroundColor:\"rgba(0,0,0,0)\",borderColor:\"#ccc\",contentColor:\"#5793f3\",inactiveColor:\"#aaa\",borderWidth:0,padding:5,textGap:10,precision:0,textStyle:{color:\"#333\"}},e}(_c),e_=t_,n_=[20,140],i_=function(t){function e(){var n=null!==t&&t.apply(this,arguments)||this;return n.type=e.type,n}return l(e,t),e.prototype.optionUpdated=function(e,n){t.prototype.optionUpdated.apply(this,arguments),this.resetExtent(),this.resetVisual((function(t){t.mappingMethod=\"linear\",t.dataExtent=this.getExtent()})),this._resetRange()},e.prototype.resetItemSize=function(){t.prototype.resetItemSize.apply(this,arguments);var e=this.itemSize;(null==e[0]||isNaN(e[0]))&&(e[0]=n_[0]),(null==e[1]||isNaN(e[1]))&&(e[1]=n_[1])},e.prototype._resetRange=function(){var t=this.getExtent(),e=this.option.range;!e||e.auto?(t.auto=1,this.option.range=t):c[\"t\"](e)&&(e[0]>e[1]&&e.reverse(),e[0]=Math.max(e[0],t[0]),e[1]=Math.min(e[1],t[1]))},e.prototype.completeVisualOption=function(){t.prototype.completeVisualOption.apply(this,arguments),c[\"k\"](this.stateList,(function(t){var e=this.option.controller[t].symbolSize;e&&e[0]!==e[1]&&(e[0]=e[1]/3)}),this)},e.prototype.setSelected=function(t){this.option.range=t.slice(),this._resetRange()},e.prototype.getSelected=function(){var t=this.getExtent(),e=Gi((this.get(\"range\")||[]).slice());return e[0]>t[1]&&(e[0]=t[1]),e[1]>t[1]&&(e[1]=t[1]),e[0]<t[0]&&(e[0]=t[0]),e[1]<t[0]&&(e[1]=t[0]),e},e.prototype.getValueState=function(t){var e=this.option.range,n=this.getExtent();return(e[0]<=n[0]||e[0]<=t)&&(e[1]>=n[1]||t<=e[1])?\"inRange\":\"outOfRange\"},e.prototype.findTargetDataIndices=function(t){var e=[];return this.eachTargetSeries((function(n){var i=[],r=n.getData();r.each(this.getDataDimensionIndex(r),(function(e,n){t[0]<=e&&e<=t[1]&&i.push(n)}),this),e.push({seriesId:n.id,dataIndex:i})}),this),e},e.prototype.getVisualMeta=function(t){var e=r_(this,\"outOfRange\",this.getExtent()),n=r_(this,\"inRange\",this.option.range.slice()),i=[];function r(e,n){i.push({value:e,color:t(e,n)})}for(var o=0,a=0,s=n.length,l=e.length;a<l&&(!n.length||e[a]<=n[0]);a++)e[a]<n[o]&&r(e[a],\"outOfRange\");for(var u=1;o<s;o++,u=0)u&&i.length&&r(n[o],\"outOfRange\"),r(n[o],\"inRange\");for(u=1;a<l;a++)(!n.length||n[n.length-1]<e[a])&&(u&&(i.length&&r(i[i.length-1].value,\"outOfRange\"),u=0),r(e[a],\"outOfRange\"));var c=i.length;return{stops:i,outerColors:[c?i[0].color:\"transparent\",c?i[c-1].color:\"transparent\"]}},e.type=\"visualMap.continuous\",e.defaultOption=Ou(e_.defaultOption,{align:\"auto\",calculable:!1,hoverLink:!0,realtime:!0,handleIcon:\"path://M-11.39,9.77h0a3.5,3.5,0,0,1-3.5,3.5h-22a3.5,3.5,0,0,1-3.5-3.5h0a3.5,3.5,0,0,1,3.5-3.5h22A3.5,3.5,0,0,1-11.39,9.77Z\",handleSize:\"120%\",handleStyle:{borderColor:\"#fff\",borderWidth:1},indicatorIcon:\"circle\",indicatorSize:\"50%\",indicatorStyle:{borderColor:\"#fff\",borderWidth:2,shadowBlur:2,shadowOffsetX:1,shadowOffsetY:1,shadowColor:\"rgba(0,0,0,0.2)\"}}),e}(e_);function r_(t,e,n){if(n[0]===n[1])return n.slice();for(var i=200,r=(n[1]-n[0])/i,o=n[0],a=[],s=0;s<=i&&o<n[1];s++)a.push(o),o+=r;return a.push(n[1]),a}var o_=i_,a_=function(t){function e(){var n=null!==t&&t.apply(this,arguments)||this;return n.type=e.type,n.autoPositionValues={left:1,right:1,top:1,bottom:1},n}return l(e,t),e.prototype.init=function(t,e){this.ecModel=t,this.api=e},e.prototype.render=function(t,e,n,i){this.visualMapModel=t,!1!==t.get(\"show\")?this.doRender(t,e,n,i):this.group.removeAll()},e.prototype.renderBackground=function(t){var e=this.visualMapModel,n=xc(e.get(\"padding\")||0),i=t.getBoundingRect();t.add(new ls({z2:-1,silent:!0,shape:{x:i.x-n[3],y:i.y-n[0],width:i.width+n[3]+n[1],height:i.height+n[0]+n[2]},style:{fill:e.get(\"backgroundColor\"),stroke:e.get(\"borderColor\"),lineWidth:e.get(\"borderWidth\")}}))},e.prototype.getControllerVisual=function(t,e,n){n=n||{};var i=n.forceState,r=this.visualMapModel,o={};if(\"color\"===e){var a=r.get(\"contentColor\");o.color=a}function s(t){return o[t]}function l(t,e){o[t]=e}var u=r.controllerVisuals[i||r.getValueState(t)],h=aO.prepareVisualTypes(u);return c[\"k\"](h,(function(i){var r=u[i];n.convertOpacityToAlpha&&\"opacity\"===i&&(i=\"colorAlpha\",r=u.__alphaForOpacity),aO.dependsOn(i,e)&&r&&r.applyVisual(t,s,l)})),o[e]},e.prototype.positionGroup=function(t){var e=this.visualMapModel,n=this.api;Uc(t,e.getBoxLayoutParams(),{width:n.getWidth(),height:n.getHeight()})},e.prototype.doRender=function(t,e,n,i){},e.type=\"visualMap\",e}(xA),s_=a_,l_=[[\"left\",\"right\",\"width\"],[\"top\",\"bottom\",\"height\"]];function u_(t,e,n){var i=t.option,r=i.align;if(null!=r&&\"auto\"!==r)return r;for(var o={width:e.getWidth(),height:e.getHeight()},a=\"horizontal\"===i.orient?1:0,s=l_[a],l=[0,null,10],u={},c=0;c<3;c++)u[l_[1-a][c]]=l[c],u[s[c]]=2===c?n[0]:i[s[c]];var h=[[\"x\",\"width\",3],[\"y\",\"height\",0]][a],d=Fc(u,o,i.padding);return s[(d.margin[h[2]]||0)+d[h[0]]+.5*d[h[1]]<.5*o[h[1]]?0:1]}function c_(t,e){return c[\"k\"](t||[],(function(t){null!=t.dataIndex&&(t.dataIndexInside=t.dataIndex,t.dataIndex=null),t.highlightKey=\"visualMap\"+(e?e.componentIndex:\"\")})),t}var h_=ji,d_=c[\"k\"],p_=Math.min,A_=Math.max,f_=12,g_=6,m_=function(t){function e(){var n=null!==t&&t.apply(this,arguments)||this;return n.type=e.type,n._shapes={},n._dataInterval=[],n._handleEnds=[],n._hoverLinkDataIndices=[],n}return l(e,t),e.prototype.doRender=function(t,e,n,i){this._api=n,i&&\"selectDataRange\"===i.type&&i.from===this.uid||this._buildView()},e.prototype._buildView=function(){this.group.removeAll();var t=this.visualMapModel,e=this.group;this._orient=t.get(\"orient\"),this._useHandle=t.get(\"calculable\"),this._resetInterval(),this._renderBar(e);var n=t.get(\"text\");this._renderEndsText(e,n,0),this._renderEndsText(e,n,1),this._updateView(!0),this.renderBackground(e),this._updateView(),this._enableHoverLinkToSeries(),this._enableHoverLinkFromSeries(),this.positionGroup(e)},e.prototype._renderEndsText=function(t,e,n){if(e){var i=e[1-n];i=null!=i?i+\"\":\"\";var r=this.visualMapModel,o=r.get(\"textGap\"),a=r.itemSize,s=this._shapes.mainGroup,l=this._applyTransform([a[0]/2,0===n?-o:a[1]+o],s),u=this._applyTransform(0===n?\"bottom\":\"top\",s),c=this._orient,h=this.visualMapModel.textStyleModel;this.group.add(new Ss({style:ou(h,{x:l[0],y:l[1],verticalAlign:\"horizontal\"===c?\"middle\":u,align:\"horizontal\"===c?u:\"center\",text:i})}))}},e.prototype._renderBar=function(t){var e=this.visualMapModel,n=this._shapes,i=e.itemSize,r=this._orient,o=this._useHandle,a=u_(e,this.api,i),s=n.mainGroup=this._createBarGroup(a),l=new Si;s.add(l),l.add(n.outOfRange=y_()),l.add(n.inRange=y_(null,o?w_(this._orient):null,c[\"c\"](this._dragHandle,this,\"all\",!1),c[\"c\"](this._dragHandle,this,\"all\",!0))),l.setClipPath(new ls({shape:{x:0,y:0,width:i[0],height:i[1],r:3}}));var u=e.textStyleModel.getTextRect(\"国\"),h=A_(u.width,u.height);o&&(n.handleThumbs=[],n.handleLabels=[],n.handleLabelPoints=[],this._createHandle(e,s,0,i,h,r),this._createHandle(e,s,1,i,h,r)),this._createIndicator(e,s,i,h,r),t.add(s)},e.prototype._createHandle=function(t,e,n,i,r,o){var a=c[\"c\"](this._dragHandle,this,n,!1),s=c[\"c\"](this._dragHandle,this,n,!0),l=ui(t.get(\"handleSize\"),i[0]),u=ly(t.get(\"handleIcon\"),-l/2,-l/2,l,l,null,!0),h=w_(this._orient);u.attr({cursor:h,draggable:!0,drift:a,ondragend:s,onmousemove:function(t){ot(t.event)}}),u.x=i[0]/2,u.useStyle(t.getModel(\"handleStyle\").getItemStyle()),u.setStyle({strokeNoScale:!0,strokeFirst:!0}),u.style.lineWidth*=2,u.ensureState(\"emphasis\").style=t.getModel([\"emphasis\",\"handleStyle\"]).getItemStyle(),Rl(u,!0),e.add(u);var d=this.visualMapModel.textStyleModel,p=new Ss({cursor:h,draggable:!0,drift:a,onmousemove:function(t){ot(t.event)},ondragend:s,style:ou(d,{x:0,y:0,text:\"\"})});p.ensureState(\"blur\").style={opacity:.1},p.stateTransition={duration:200},this.group.add(p);var A=[l,0],f=this._shapes;f.handleThumbs[n]=u,f.handleLabelPoints[n]=A,f.handleLabels[n]=p},e.prototype._createIndicator=function(t,e,n,i,r){var o=ui(t.get(\"indicatorSize\"),n[0]),a=ly(t.get(\"indicatorIcon\"),-o/2,-o/2,o,o,null,!0);a.attr({cursor:\"move\",invisible:!0,silent:!0,x:n[0]/2});var s=t.getModel(\"indicatorStyle\").getItemStyle();if(a instanceof $a){var l=a.style;a.useStyle(c[\"m\"]({image:l.image,x:l.x,y:l.y,width:l.width,height:l.height},s))}else a.useStyle(s);e.add(a);var u=this.visualMapModel.textStyleModel,h=new Ss({silent:!0,invisible:!0,style:ou(u,{x:0,y:0,text:\"\"})});this.group.add(h);var d=[(\"horizontal\"===r?i/2:g_)+n[0]/2,0],p=this._shapes;p.indicator=a,p.indicatorLabel=h,p.indicatorLabelPoint=d,this._firstShowIndicator=!0},e.prototype._dragHandle=function(t,e,n,i){if(this._useHandle){if(this._dragging=!e,!e){var r=this._applyTransform([n,i],this._shapes.mainGroup,!0);this._updateInterval(t,r[1]),this._hideIndicator(),this._updateView()}e===!this.visualMapModel.get(\"realtime\")&&this.api.dispatchAction({type:\"selectDataRange\",from:this.uid,visualMapId:this.visualMapModel.id,selected:this._dataInterval.slice()}),e?!this._hovering&&this._clearHoverLinkToSeries():C_(this.visualMapModel)&&this._doHoverLinkToSeries(this._handleEnds[t],!1)}},e.prototype._resetInterval=function(){var t=this.visualMapModel,e=this._dataInterval=t.getSelected(),n=t.getExtent(),i=[0,t.itemSize[1]];this._handleEnds=[h_(e[0],n,i,!0),h_(e[1],n,i,!0)]},e.prototype._updateInterval=function(t,e){e=e||0;var n=this.visualMapModel,i=this._handleEnds,r=[0,n.itemSize[1]];_R(e,i,r,t,0);var o=n.getExtent();this._dataInterval=[h_(i[0],r,o,!0),h_(i[1],r,o,!0)]},e.prototype._updateView=function(t){var e=this.visualMapModel,n=e.getExtent(),i=this._shapes,r=[0,e.itemSize[1]],o=t?r:this._handleEnds,a=this._createBarVisual(this._dataInterval,n,o,\"inRange\"),s=this._createBarVisual(n,n,r,\"outOfRange\");i.inRange.setStyle({fill:a.barColor}).setShape(\"points\",a.barPoints),i.outOfRange.setStyle({fill:s.barColor}).setShape(\"points\",s.barPoints),this._updateHandle(o,a)},e.prototype._createBarVisual=function(t,e,n,i){var r={forceState:i,convertOpacityToAlpha:!0},o=this._makeColorGradient(t,r),a=[this.getControllerVisual(t[0],\"symbolSize\",r),this.getControllerVisual(t[1],\"symbolSize\",r)],s=this._createBarPoints(n,a);return{barColor:new Xf(0,0,0,1,o),barPoints:s,handlesColor:[o[0].color,o[o.length-1].color]}},e.prototype._makeColorGradient=function(t,e){var n=100,i=[],r=(t[1]-t[0])/n;i.push({color:this.getControllerVisual(t[0],\"color\",e),offset:0});for(var o=1;o<n;o++){var a=t[0]+r*o;if(a>t[1])break;i.push({color:this.getControllerVisual(a,\"color\",e),offset:o/n})}return i.push({color:this.getControllerVisual(t[1],\"color\",e),offset:1}),i},e.prototype._createBarPoints=function(t,e){var n=this.visualMapModel.itemSize;return[[n[0]-e[0],t[0]],[n[0],t[0]],[n[0],t[1]],[n[0]-e[1],t[1]]]},e.prototype._createBarGroup=function(t){var e=this._orient,n=this.visualMapModel.get(\"inverse\");return new Si(\"horizontal\"!==e||n?\"horizontal\"===e&&n?{scaleX:\"bottom\"===t?-1:1,rotation:-Math.PI/2}:\"vertical\"!==e||n?{scaleX:\"left\"===t?1:-1}:{scaleX:\"left\"===t?1:-1,scaleY:-1}:{scaleX:\"bottom\"===t?1:-1,rotation:Math.PI/2})},e.prototype._updateHandle=function(t,e){if(this._useHandle){var n=this._shapes,i=this.visualMapModel,r=n.handleThumbs,o=n.handleLabels,a=i.itemSize,s=i.getExtent();d_([0,1],(function(l){var u=r[l];u.setStyle(\"fill\",e.handlesColor[l]),u.y=t[l];var c=h_(t[l],[0,a[1]],s,!0),h=this.getControllerVisual(c,\"symbolSize\");u.scaleX=u.scaleY=h/a[0],u.x=a[0]-h/2;var d=Sg(n.handleLabelPoints[l],Mg(u,this.group));o[l].setStyle({x:d[0],y:d[1],text:i.formatValueText(this._dataInterval[l]),verticalAlign:\"middle\",align:\"vertical\"===this._orient?this._applyTransform(\"left\",n.mainGroup):\"center\"})}),this)}},e.prototype._showIndicator=function(t,e,n,i){var r=this.visualMapModel,o=r.getExtent(),a=r.itemSize,s=[0,a[1]],l=this._shapes,u=l.indicator;if(u){u.attr(\"invisible\",!1);var c={convertOpacityToAlpha:!0},h=this.getControllerVisual(t,\"color\",c),d=this.getControllerVisual(t,\"symbolSize\"),p=h_(t,o,s,!0),A=a[0]-d/2,f={x:u.x,y:u.y};u.y=p,u.x=A;var g=Sg(l.indicatorLabelPoint,Mg(u,this.group)),m=l.indicatorLabel;m.attr(\"invisible\",!1);var y=this._applyTransform(\"left\",l.mainGroup),v=this._orient,C=\"horizontal\"===v;m.setStyle({text:(n||\"\")+r.formatValueText(e),verticalAlign:C?y:\"middle\",align:C?\"center\":y});var w={x:A,y:p,style:{fill:h}},I={style:{x:g[0],y:g[1]}};if(r.ecModel.isAnimationEnabled()&&!this._firstShowIndicator){var E={duration:100,easing:\"cubicInOut\",additive:!0};u.x=f.x,u.y=f.y,u.animateTo(w,E),m.animateTo(I,E)}else u.attr(w),m.attr(I);this._firstShowIndicator=!1;var b=this._shapes.handleLabels;if(b)for(var M=0;M<b.length;M++)this._api.enterBlur(b[M])}},e.prototype._enableHoverLinkToSeries=function(){var t=this;this._shapes.mainGroup.on(\"mousemove\",(function(e){if(t._hovering=!0,!t._dragging){var n=t.visualMapModel.itemSize,i=t._applyTransform([e.offsetX,e.offsetY],t._shapes.mainGroup,!0,!0);i[1]=p_(A_(0,i[1]),n[1]),t._doHoverLinkToSeries(i[1],0<=i[0]&&i[0]<=n[0])}})).on(\"mouseout\",(function(){t._hovering=!1,!t._dragging&&t._clearHoverLinkToSeries()}))},e.prototype._enableHoverLinkFromSeries=function(){var t=this.api.getZr();this.visualMapModel.option.hoverLink?(t.on(\"mouseover\",this._hoverLinkFromSeriesMouseOver,this),t.on(\"mouseout\",this._hideIndicator,this)):this._clearHoverLinkFromSeries()},e.prototype._doHoverLinkToSeries=function(t,e){var n=this.visualMapModel,i=n.itemSize;if(n.option.hoverLink){var r=[0,i[1]],o=n.getExtent();t=p_(A_(r[0],t),r[1]);var a=v_(n,o,r),s=[t-a,t+a],l=h_(t,r,o,!0),u=[h_(s[0],r,o,!0),h_(s[1],r,o,!0)];s[0]<r[0]&&(u[0]=-1/0),s[1]>r[1]&&(u[1]=1/0),e&&(u[0]===-1/0?this._showIndicator(l,u[1],\"< \",a):u[1]===1/0?this._showIndicator(l,u[0],\"> \",a):this._showIndicator(l,l,\"≈ \",a));var c=this._hoverLinkDataIndices,h=[];(e||C_(n))&&(h=this._hoverLinkDataIndices=n.findTargetDataIndices(u));var d=Qr(c,h);this._dispatchHighDown(\"downplay\",c_(d[0],n)),this._dispatchHighDown(\"highlight\",c_(d[1],n))}},e.prototype._hoverLinkFromSeriesMouseOver=function(t){var e;if(Wm(t.target,(function(t){var n=xs(t);if(null!=n.dataIndex)return e=n,!0}),!0),e){var n=this.ecModel.getSeriesByIndex(e.seriesIndex),i=this.visualMapModel;if(i.isTargetSeries(n)){var r=n.getData(e.dataType),o=r.getStore().get(i.getDataDimensionIndex(r),e.dataIndex);isNaN(o)||this._showIndicator(o,o)}}},e.prototype._hideIndicator=function(){var t=this._shapes;t.indicator&&t.indicator.attr(\"invisible\",!0),t.indicatorLabel&&t.indicatorLabel.attr(\"invisible\",!0);var e=this._shapes.handleLabels;if(e)for(var n=0;n<e.length;n++)this._api.leaveBlur(e[n])},e.prototype._clearHoverLinkToSeries=function(){this._hideIndicator();var t=this._hoverLinkDataIndices;this._dispatchHighDown(\"downplay\",c_(t,this.visualMapModel)),t.length=0},e.prototype._clearHoverLinkFromSeries=function(){this._hideIndicator();var t=this.api.getZr();t.off(\"mouseover\",this._hoverLinkFromSeriesMouseOver),t.off(\"mouseout\",this._hideIndicator)},e.prototype._applyTransform=function(t,e,n,i){var r=Mg(e,i?null:this.group);return c[\"t\"](t)?Sg(t,r,n):xg(t,r,n)},e.prototype._dispatchHighDown=function(t,e){e&&e.length&&this.api.dispatchAction({type:t,batch:e})},e.prototype.dispose=function(){this._clearHoverLinkFromSeries(),this._clearHoverLinkToSeries()},e.prototype.remove=function(){this._clearHoverLinkFromSeries(),this._clearHoverLinkToSeries()},e.type=\"visualMap.continuous\",e}(s_);function y_(t,e,n,i){return new Qf({shape:{points:t},draggable:!!n,cursor:e,drift:n,onmousemove:function(t){ot(t.event)},ondragend:i})}function v_(t,e,n){var i=f_/2,r=t.get(\"hoverLinkDataSize\");return r&&(i=h_(r,e,n,!0)/2),i}function C_(t){var e=t.get(\"hoverLinkOnHandle\");return!!(null==e?t.get(\"realtime\"):e)}function w_(t){return\"vertical\"===t?\"ns-resize\":\"ew-resize\"}var I_=m_,E_={type:\"selectDataRange\",event:\"dataRangeSelected\",update:\"update\"},b_=function(t,e){e.eachComponent({mainType:\"visualMap\",query:t},(function(e){e.setSelected(t.selected)}))},M_=[{createOnAllSeries:!0,reset:function(t,e){var n=[];return e.eachComponent(\"visualMap\",(function(e){var i=t.pipelineContext;!e.isTargetSeries(t)||i&&i.large||n.push(GW(e.stateList,e.targetVisuals,c[\"c\"](e.getValueState,e),e.getDataDimensionIndex(t.getData())))})),n}},{createOnAllSeries:!0,reset:function(t,e){var n=t.getData(),i=[];e.eachComponent(\"visualMap\",(function(e){if(e.isTargetSeries(t)){var r=e.getVisualMeta(c[\"c\"](S_,null,t,e))||{stops:[],outerColors:[]},o=e.getDataDimensionIndex(n);o>=0&&(r.dimension=o,i.push(r))}})),t.getData().setVisual(\"visualMeta\",i)}}];function S_(t,e,n,i){for(var r=e.targetVisuals[i],o=aO.prepareVisualTypes(r),a={color:Um(t.getData(),\"color\")},s=0,l=o.length;s<l;s++){var u=o[s],c=r[\"opacity\"===u?\"__alphaForOpacity\":u];c&&c.applyVisual(n,h,d)}return a.color;function h(t){return a[t]}function d(t,e){a[t]=e}}var x_=c[\"k\"];function B_(t){var e=t&&t.visualMap;c[\"t\"](e)||(e=e?[e]:[]),x_(e,(function(t){if(t){k_(t,\"splitList\")&&!k_(t,\"pieces\")&&(t.pieces=t.splitList,delete t.splitList);var e=t.pieces;e&&c[\"t\"](e)&&x_(e,(function(t){c[\"A\"](t)&&(k_(t,\"start\")&&!k_(t,\"min\")&&(t.min=t.start),k_(t,\"end\")&&!k_(t,\"max\")&&(t.max=t.end))}))}}))}function k_(t,e){return t&&t.hasOwnProperty&&t.hasOwnProperty(e)}var Q_=!1;function D_(t){Q_||(Q_=!0,t.registerSubTypeDefaulter(\"visualMap\",(function(t){return t.categories||(t.pieces?t.pieces.length>0:t.splitNumber>0)&&!t.calculable?\"piecewise\":\"continuous\"})),t.registerAction(E_,b_),Object(c[\"k\"])(M_,(function(e){t.registerVisual(t.PRIORITY.VISUAL.COMPONENT,e)})),t.registerPreprocessor(B_))}function K_(t){t.registerComponentModel(o_),t.registerComponentView(I_),D_(t)}var q_=function(t){function e(){var n=null!==t&&t.apply(this,arguments)||this;return n.type=e.type,n._pieceList=[],n}return l(e,t),e.prototype.optionUpdated=function(e,n){t.prototype.optionUpdated.apply(this,arguments),this.resetExtent();var i=this._mode=this._determineMode();this._pieceList=[],O_[this._mode].call(this,this._pieceList),this._resetSelected(e,n);var r=this.option.categories;this.resetVisual((function(t,e){\"categories\"===i?(t.mappingMethod=\"category\",t.categories=c[\"d\"](r)):(t.dataExtent=this.getExtent(),t.mappingMethod=\"piecewise\",t.pieceList=c[\"H\"](this._pieceList,(function(t){return t=c[\"d\"](t),\"inRange\"!==e&&(t.visual=null),t})))}))},e.prototype.completeVisualOption=function(){var e=this.option,n={},i=aO.listVisualTypes(),r=this.isCategory();function o(t,e,n){return t&&t[e]&&t[e].hasOwnProperty(n)}c[\"k\"](e.pieces,(function(t){c[\"k\"](i,(function(e){t.hasOwnProperty(e)&&(n[e]=1)}))})),c[\"k\"](n,(function(t,n){var i=!1;c[\"k\"](this.stateList,(function(t){i=i||o(e,t,n)||o(e.target,t,n)}),this),!i&&c[\"k\"](this.stateList,(function(t){(e[t]||(e[t]={}))[n]=PX.get(n,\"inRange\"===t?\"active\":\"inactive\",r)}))}),this),t.prototype.completeVisualOption.apply(this,arguments)},e.prototype._resetSelected=function(t,e){var n=this.option,i=this._pieceList,r=(e?n:t).selected||{};if(n.selected=r,c[\"k\"](i,(function(t,e){var n=this.getSelectedMapKey(t);r.hasOwnProperty(n)||(r[n]=!0)}),this),\"single\"===n.selectedMode){var o=!1;c[\"k\"](i,(function(t,e){var n=this.getSelectedMapKey(t);r[n]&&(o?r[n]=!1:o=!0)}),this)}},e.prototype.getItemSymbol=function(){return this.get(\"itemSymbol\")},e.prototype.getSelectedMapKey=function(t){return\"categories\"===this._mode?t.value+\"\":t.index+\"\"},e.prototype.getPieceList=function(){return this._pieceList},e.prototype._determineMode=function(){var t=this.option;return t.pieces&&t.pieces.length>0?\"pieces\":this.option.categories?\"categories\":\"splitNumber\"},e.prototype.setSelected=function(t){this.option.selected=c[\"d\"](t)},e.prototype.getValueState=function(t){var e=aO.findPieceIndex(t,this._pieceList);return null!=e&&this.option.selected[this.getSelectedMapKey(this._pieceList[e])]?\"inRange\":\"outOfRange\"},e.prototype.findTargetDataIndices=function(t){var e=[],n=this._pieceList;return this.eachTargetSeries((function(i){var r=[],o=i.getData();o.each(this.getDataDimensionIndex(o),(function(e,i){var o=aO.findPieceIndex(e,n);o===t&&r.push(i)}),this),e.push({seriesId:i.id,dataIndex:r})}),this),e},e.prototype.getRepresentValue=function(t){var e;if(this.isCategory())e=t.value;else if(null!=t.value)e=t.value;else{var n=t.interval||[];e=n[0]===-1/0&&n[1]===1/0?0:(n[0]+n[1])/2}return e},e.prototype.getVisualMeta=function(t){if(!this.isCategory()){var e=[],n=[\"\",\"\"],i=this,r=this._pieceList.slice();if(r.length){var o=r[0].interval[0];o!==-1/0&&r.unshift({interval:[-1/0,o]}),o=r[r.length-1].interval[1],o!==1/0&&r.push({interval:[o,1/0]})}else r.push({interval:[-1/0,1/0]});var a=-1/0;return c[\"k\"](r,(function(t){var e=t.interval;e&&(e[0]>a&&s([a,e[0]],\"outOfRange\"),s(e.slice()),a=e[1])}),this),{stops:e,outerColors:n}}function s(r,o){var a=i.getRepresentValue({interval:r});o||(o=i.getValueState(a));var s=t(a,o);r[0]===-1/0?n[0]=s:r[1]===1/0?n[1]=s:e.push({value:r[0],color:s},{value:r[1],color:s})}},e.type=\"visualMap.piecewise\",e.defaultOption=Ou(e_.defaultOption,{selected:null,minOpen:!1,maxOpen:!1,align:\"auto\",itemWidth:20,itemHeight:14,itemSymbol:\"roundRect\",pieces:null,categories:null,splitNumber:5,selectedMode:\"multiple\",itemGap:10,hoverLink:!0}),e}(e_),O_={splitNumber:function(t){var e=this.option,n=Math.min(e.precision,20),i=this.getExtent(),r=e.splitNumber;r=Math.max(parseInt(r,10),1),e.splitNumber=r;var o=(i[1]-i[0])/r;while(+o.toFixed(n)!==o&&n<5)n++;e.precision=n,o=+o.toFixed(n),e.minOpen&&t.push({interval:[-1/0,i[0]],close:[0,0]});for(var a=0,s=i[0];a<r;s+=o,a++){var l=a===r-1?i[1]:s+o;t.push({interval:[s,l],close:[1,1]})}e.maxOpen&&t.push({interval:[i[1],1/0],close:[0,0]}),er(t),c[\"k\"](t,(function(t,e){t.index=e,t.text=this.formatValueText(t.interval)}),this)},categories:function(t){var e=this.option;c[\"k\"](e.categories,(function(e){t.push({text:this.formatValueText(e,!0),value:e})}),this),L_(e,t)},pieces:function(t){var e=this.option;c[\"k\"](e.pieces,(function(e,n){c[\"A\"](e)||(e={value:e});var i={text:\"\",index:n};if(null!=e.label&&(i.text=e.label),e.hasOwnProperty(\"value\")){var r=i.value=e.value;i.interval=[r,r],i.close=[1,1]}else{for(var o=i.interval=[],a=i.close=[0,0],s=[1,0,1],l=[-1/0,1/0],u=[],h=0;h<2;h++){for(var d=[[\"gte\",\"gt\",\"min\"],[\"lte\",\"lt\",\"max\"]][h],p=0;p<3&&null==o[h];p++)o[h]=e[d[p]],a[h]=s[p],u[h]=2===p;null==o[h]&&(o[h]=l[h])}u[0]&&o[1]===1/0&&(a[0]=0),u[1]&&o[0]===-1/0&&(a[1]=0),o[0]===o[1]&&a[0]&&a[1]&&(i.value=o[0])}i.visual=aO.retrieveVisuals(e),t.push(i)}),this),L_(e,t),er(t),c[\"k\"](t,(function(t){var e=t.close,n=[[\"<\",\"≤\"][e[1]],[\">\",\"≥\"][e[0]]];t.text=t.text||this.formatValueText(null!=t.value?t.value:t.interval,!1,n)}),this)}};function L_(t,e){var n=t.inverse;(\"vertical\"===t.orient?!n:n)&&e.reverse()}var R_=q_,j_=function(t){function e(){var n=null!==t&&t.apply(this,arguments)||this;return n.type=e.type,n}return l(e,t),e.prototype.doRender=function(){var t=this.group;t.removeAll();var e=this.visualMapModel,n=e.get(\"textGap\"),i=e.textStyleModel,r=i.getFont(),o=i.getTextColor(),a=this._getItemAlign(),s=e.itemSize,l=this._getViewData(),u=l.endsText,h=c[\"O\"](e.get(\"showLabel\",!0),!u);u&&this._renderEndsText(t,u[0],s,h,a),c[\"k\"](l.viewPieceList,(function(i){var l=i.piece,u=new Si;u.onclick=c[\"c\"](this._onItemClick,this,l),this._enableHoverLink(u,i.indexInModelPieceList);var d=e.getRepresentValue(l);if(this._createItemSymbol(u,d,[0,0,s[0],s[1]]),h){var p=this.visualMapModel.getValueState(d);u.add(new Ss({style:{x:\"right\"===a?-n:s[0]+n,y:s[1]/2,text:l.text,verticalAlign:\"middle\",align:a,font:r,fill:o,opacity:\"outOfRange\"===p?.5:1}}))}t.add(u)}),this),u&&this._renderEndsText(t,u[1],s,h,a),Gc(e.get(\"orient\"),t,e.get(\"itemGap\")),this.renderBackground(t),this.positionGroup(t)},e.prototype._enableHoverLink=function(t,e){var n=this;t.on(\"mouseover\",(function(){return i(\"highlight\")})).on(\"mouseout\",(function(){return i(\"downplay\")}));var i=function(t){var i=n.visualMapModel;i.option.hoverLink&&n.api.dispatchAction({type:t,batch:c_(i.findTargetDataIndices(e),i)})}},e.prototype._getItemAlign=function(){var t=this.visualMapModel,e=t.option;if(\"vertical\"===e.orient)return u_(t,this.api,t.itemSize);var n=e.align;return n&&\"auto\"!==n||(n=\"left\"),n},e.prototype._renderEndsText=function(t,e,n,i,r){if(e){var o=new Si,a=this.visualMapModel.textStyleModel;o.add(new Ss({style:ou(a,{x:i?\"right\"===r?n[0]:0:n[0]/2,y:n[1]/2,verticalAlign:\"middle\",align:i?r:\"center\",text:e})})),t.add(o)}},e.prototype._getViewData=function(){var t=this.visualMapModel,e=c[\"H\"](t.getPieceList(),(function(t,e){return{piece:t,indexInModelPieceList:e}})),n=t.get(\"text\"),i=t.get(\"orient\"),r=t.get(\"inverse\");return(\"horizontal\"===i?r:!r)?e.reverse():n&&(n=n.slice().reverse()),{viewPieceList:e,endsText:n}},e.prototype._createItemSymbol=function(t,e,n){t.add(ly(this.getControllerVisual(e,\"symbol\"),n[0],n[1],n[2],n[3],this.getControllerVisual(e,\"color\")))},e.prototype._onItemClick=function(t){var e=this.visualMapModel,n=e.option,i=n.selectedMode;if(i){var r=c[\"d\"](n.selected),o=e.getSelectedMapKey(t);\"single\"===i||!0===i?(r[o]=!0,c[\"k\"](r,(function(t,e){r[e]=e===o}))):r[o]=!r[o],this.api.dispatchAction({type:\"selectDataRange\",from:this.uid,visualMapId:this.visualMapModel.id,selected:r})}},e.type=\"visualMap.piecewise\",e}(s_),T_=j_;function J_(t){t.registerComponentModel(R_),t.registerComponentView(T_),D_(t)}function G_(t){jC(K_),jC(J_)}var Y_={label:{enabled:!0},decal:{show:!1}},F_=Kr(),U_={};function z_(t,e){var n=t.getModel(\"aria\");if(n.get(\"enabled\")){var i=c[\"d\"](Y_);c[\"I\"](i.label,t.getLocaleModel().get(\"aria\"),!1),c[\"I\"](n.option,i,!1),r(),o()}function r(){var e=n.getModel(\"decal\"),i=e.get(\"show\");if(i){var r=c[\"f\"]();t.eachSeries((function(t){if(!t.isColorBySeries()){var e=r.get(t.type);e||(e={},r.set(t.type,e)),F_(t).scope=e}})),t.eachRawSeries((function(e){if(!t.isSeriesFiltered(e))if(c[\"w\"](e.enableAriaDecal))e.enableAriaDecal();else{var n=e.getData();if(e.isColorBySeries()){var i=Sh(e.ecModel,e.name,U_,t.getSeriesCount()),r=n.getVisual(\"decal\");n.setVisual(\"decal\",u(r,i))}else{var o=e.getRawData(),a={},s=F_(e).scope;n.each((function(t){var e=n.getRawIndex(t);a[e]=t}));var l=o.count();o.each((function(t){var i=a[t],r=o.getName(t)||t+\"\",c=Sh(e.ecModel,r,s,l),h=n.getItemVisual(i,\"decal\");n.setItemVisual(i,\"decal\",u(h,c))}))}}function u(t,e){var n=t?c[\"m\"](c[\"m\"]({},e),t):e;return n.dirty=!0,n}}))}}function o(){var i=t.getLocaleModel().get(\"aria\"),r=n.getModel(\"label\");if(r.option=c[\"i\"](r.option,i),r.get(\"enabled\")){var o=e.getZr().dom;if(r.get(\"description\"))o.setAttribute(\"aria-label\",r.get(\"description\"));else{var u,h=t.getSeriesCount(),d=r.get([\"data\",\"maxCount\"])||10,p=r.get([\"series\",\"maxCount\"])||10,A=Math.min(h,p);if(!(h<1)){var f=s();if(f){var g=r.get([\"general\",\"withTitle\"]);u=a(g,{title:f})}else u=r.get([\"general\",\"withoutTitle\"]);var m=[],y=h>1?r.get([\"series\",\"multiple\",\"prefix\"]):r.get([\"series\",\"single\",\"prefix\"]);u+=a(y,{seriesCount:h}),t.eachSeries((function(t,e){if(e<A){var n=void 0,i=t.get(\"name\"),o=i?\"withName\":\"withoutName\";n=h>1?r.get([\"series\",\"multiple\",o]):r.get([\"series\",\"single\",o]),n=a(n,{seriesId:t.seriesIndex,seriesName:t.get(\"name\"),seriesType:l(t.subType)});var s=t.getData();if(s.count()>d){var u=r.get([\"data\",\"partialData\"]);n+=a(u,{displayCnt:d})}else n+=r.get([\"data\",\"allData\"]);for(var 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e=this;this.$nextTick((function(){e.$refs.easyPlayer.play()}))}}},K0=D0,q0=(n(\"e8f6\"),n(\"2877\")),O0=Object(q0[\"a\"])(K0,S0,x0,!1,null,\"463c3e74\",null),L0=O0.exports,R0={name:\"bigScreen\",components:{player:L0},data:function(){return{companyName:\"\",workPlatMenu:[],showWorkPlat:!1,map:null,zoom:9,timenow:\"\",timer:null,areaTree:[],formData:{areaCode:\"1\",date:b0()().format(\"YYYY-MM\")},pieChart1:null,pieChart1Options:null,pieChart1Data:[{name:\"噪音扰民\",value:16},{name:\"扰乱公共秩序\",value:12},{name:\"商民纠纷\",value:5},{name:\"其他事件\",value:20}],pieChart2:null,pieChart2Options:null,pieChart2Data:[{name:\"已更新\",value:43},{name:\"未更新\",value:10}],barChart1:null,barChart1Options:null,barChart1Data:[{name:\"巡查发现\",value:8},{name:\"群众投诉\",value:30},{name:\"报警\",value:5},{name:\"智能检测\",value:10}],barChart2:null,barChart2Options:null,barChart2Data:[{name:\"太白街道\",value:8},{name:\"牌楼街道\",value:7},{name:\"双河口街道\",value:5},{name:\"龙都街道\",value:9},{name:\"周家坝街道\",value:7},{name:\"五桥街道\",value:10},{name:\"天城街道\",value:7}],gaugeChart:null,gaugeData:[{value:81.13,name:\"处置率\",title:{offsetCenter:[\"0%\",\"-12%\"],color:\"#1AECFF\",fontSize:12}}],gaugeOption:null,showMonitor:!1,showVolumn:!1,iconUrlMonitor:n(\"a95c\"),iconUrlVolumnB:n(\"27dd\"),iconUrlVolumnO:n(\"0ceb\"),MonitorClusterer:null,VolumnClusterer:null,MonitorPoints:[{name:\"MonitorPoints1\",address:\"重庆市万州区石峰路兴茂·御景江城北\",lt:30.719280904588018,lg:108.20846557617188},{name:\"MonitorPoints2\",address:\"重庆市万州区石峰路兴茂·御景江城北\",lt:30.658845439335867,lg:108.2318115234375},{name:\"MonitorPoints3\",address:\"重庆市万州区石峰路兴茂·御景江城北\",lt:30.586107333823133,lg:108.32244873046875},{name:\"MonitorPoints4\",address:\"重庆市万州区石峰路兴茂·御景江城北\",lt:30.62043041907182,lg:108.76327514648438}],VolumnPoints:[{name:\"VolumnPoints1\",code:\"VolumnPoints001\",address:\"重庆市万州区石峰路兴茂·御景江城北\",volumn:45,lt:30.65063473409065,lg:108.55728149414062},{name:\"VolumnPoints2\",code:\"VolumnPoints002\",address:\"重庆市万州区石峰路兴茂·御景江城北\",volumn:52,lt:30.532563320835198,lg:108.53668212890625},{name:\"VolumnPoints3\",code:\"VolumnPoints003\",address:\"重庆市万州区石峰路兴茂·御景江城北\",volumn:75,lt:30.752231066426745,lg:108.20571899414062},{name:\"VolumnPoints4\",code:\"VolumnPoints004\",address:\"重庆市万州区石峰路兴茂·御景江城北\",volumn:85,lt:30.838725241253428,lg:108.54080200195312}],showInfoVolumn:!1,showInfoMonitor:!1,currentPoint:{}}},mounted:function(){var t=this;this.getSysInfo(),M0[\"a\"].getbaseAreaTree().then((function(e){t.areaTree=e.value}));this.$nextTick((function(){t.newMap()})),this.$store.dispatch(\"menu/actionFrontMenus\").then((function(e){t.workPlatMenu=e.filter((function(t){return\"normal\"===t.alias})),t.showWorkPlat=!!t.workPlatMenu.length})),this.timer=setInterval((function(){t.getTimeNow()}),1e3),this.initPieChart1(),this.initPieChart2(),this.initBarChart1(),this.initBarChart2(),this.initGaugeChart()},methods:{handlePoint:function(t){this[\"show\"+t]=!this[\"show\"+t],this.drawPointsLayer(t,this[\"show\"+t])},drawPointsLayer:function(t,e){e?this.markerClusterer(t):this[t+\"Clusterer\"]&&this[t+\"Clusterer\"].clearLayers&&this[t+\"Clusterer\"].clearLayers()},markerClusterer:function(t){var e=this;this[t+\"Clusterer\"]=new w0.a.markerClusterGroup({spiderfyOnMaxZoom:!1,showCoverageOnHover:!1,zoomToBoundsOnClick:!0}),this[t+\"Clusterer\"].on(\"clusterclick\",(function(t){t.layer.zoomToBounds()})),this[t+\"Points\"].forEach((function(n){var i=new w0.a.LatLng(n.lt,n.lg);e.drwaMarkers(i,n,e[t+\"Clusterer\"],t)})),this.map.addLayer(this[t+\"Clusterer\"])},drwaMarkers:function(t,e,n,i){var r,o=this;r=\"Volumn\"==i&&e.volumn>=60?this.iconUrlVolumnO:\"Volumn\"==i&&e.volumn<60?this.iconUrlVolumnB:this.iconUrlMonitor;var a=new w0.a.icon({iconUrl:r,iconSize:new w0.a.point(92,111),iconAnchor:new w0.a.point(46,106)}),s=new w0.a.marker(t,{icon:a}),l=this.infoWindow(e,i);s.bindPopup(l).openPopup(),s.addEventListener(\"click\",(function(){o.currentPoint=e,l.update(),o[\"showInfo\"+i]=!0,\"Monitor\"==i&&o.$refs.player.getUrlAndPlay(),o.map.setView(s.getLatLng())})),n.addLayer(s)},infoWindow:function(t,e){var n=this.$refs[\"popup\"+e],i=\"monitor\";\"Volumn\"==e&&t.volumn>=60?i=\"orange\":\"Volumn\"==e&&t.volumn<60&&(i=\"green\");var r=new w0.a.popup({autoPan:!0,minWidth:\"Volumn\"==e?280:600,offset:new T.Point(0,\"Volumn\"==e?-70:200),className:i}).setContent(n);return r},initGaugeChart:function(){var t=this;this.gaugeOption={series:[{type:\"gauge\",startAngle:90,endAngle:-270,pointer:{show:!1},radius:\"90%\",progress:{show:!0,overlap:!1,roundCap:!0,clip:!1,itemStyle:{color:new r.LinearGradient(0,0,0,1,[{offset:0,color:\"#1bafb5\"},{offset:1,color:\"#00EAFF\"}])}},axisLine:{lineStyle:{width:24,color:[[1,\"#3E5678\"]],shadowColor:\"rgba(0, 234, 255, 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1)\",textStyle:{color:\"#fff\"},confine:!0,position:\"bottom\",formatter:function(t){return\"事件来源<br/>\"+t[0].data.name+\"：\"+t[0].data.value+\"（件）\"}},grid:[{top:\"18%\",left:\"8%\",right:\"5%\",bottom:\"16%\"}],xAxis:{type:\"category\",axisTick:{alignWithLabel:!0},axisLine:{show:!0,lineStyle:{color:\"#293A57\"}},axisLabel:{show:!0,color:\"rgba(255,255,255,0.6)\"}},yAxis:{name:\"单位（件）\",nameTextStyle:{color:\"rgba(255,255,255,0.6)\"},type:\"value\",axisLine:{show:!0,lineStyle:{color:\"#293A57\"}},axisLabel:{show:!0,color:\"rgba(255,255,255,0.6)\"},splitLine:{show:!1}},series:[{type:\"bar\",showBackground:!0,backgroundStyle:{color:\"rgba(180, 180, 180, 0.2)\"},barWidth:30,itemStyle:{borderRadius:[5,5,0,0],color:new r.LinearGradient(0,0,0,1,[{offset:0,color:\"#CCE6FF\"},{offset:1,color:\"#3399FF\"}])}}]},this.barChart1=yC(document.getElementById(\"event-source\")),this.barChart1Options&&this.barChart1.setOption(this.barChart1Options),window.addEventListener(\"resize\",(function(){return t.barChart1.resize()}))},initBarChart2:function(){var t=this;this.barChart2Options={dataset:{source:this.barChart2Data},tooltip:{trigger:\"axis\",backgroundColor:\"rgba(6, 47, 107, 1)\",borderColor:\"rgba(2, 115, 233, 1)\",textStyle:{color:\"#fff\"},confine:!0,position:\"bottom\",formatter:function(t){return\"高频地点<br/>\"+t[0].data.name+\"：\"+t[0].data.value+\"（个）\"}},grid:[{top:\"18%\",left:\"8%\",right:\"5%\",bottom:\"16%\"}],xAxis:{type:\"category\",axisTick:{alignWithLabel:!0},axisLine:{show:!0,lineStyle:{color:\"#293A57\"}},axisLabel:{show:!0,color:\"rgba(255,255,255,0.6)\"}},yAxis:{name:\"单位（个）\",nameTextStyle:{color:\"rgba(255,255,255,0.6)\"},type:\"value\",axisLine:{show:!0,lineStyle:{color:\"#293A57\"}},axisLabel:{show:!0,color:\"rgba(255,255,255,0.6)\"},splitLine:{show:!1}},series:[{type:\"bar\",showBackground:!0,backgroundStyle:{color:\"rgba(180, 180, 180, 0.2)\"},barWidth:20,itemStyle:{borderRadius:[5,5,0,0],color:new r.LinearGradient(0,0,0,1,[{offset:0,color:\"#CCE6FF\"},{offset:1,color:\"#3399FF\"}])}}]},this.barChart2=yC(document.getElementById(\"event-palce\")),this.barChart2Options&&this.barChart2.setOption(this.barChart2Options),window.addEventListener(\"resize\",(function(){return t.barChart2.resize()}))},initPieChart1:function(){var t=this;this.pieChart1Options={color:[\"#ffca80\",\"#ff8080\",\"#00eaff\",\"#3399ff\"],legend:{top:\"-2%\",left:\"center\",align:\"left\",itemWidth:12,itemHeight:12,icon:\"roundRect\",itemGap:10,textStyle:{fontSize:12,fontFamily:\"SimHei\",color:\"#fff\"}},tooltip:{trigger:\"item\",backgroundColor:\"rgba(6, 47, 107, 1)\",borderColor:\"rgba(2, 115, 233, 1)\",textStyle:{color:\"#fff\"},confine:!0,valueFormatter:function(t){return t+\"件\"}},graphic:[{type:\"text\",left:\"center\",top:\"46%\",style:{text:\"53\",textAlign:\"center\",fill:\"#fff\",font:'bolder 2em \"Microsoft 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t=this;this.pieChart2Options={color:[\"#3399ff\",\"#ffca80\"],legend:{orient:\"vertical\",top:\"middle\",x:\"right\",align:\"left\",itemWidth:12,itemHeight:12,icon:\"roundRect\",itemGap:10,textStyle:{fontSize:12,fontFamily:\"SimHei\",color:\"#fff\"}},tooltip:{trigger:\"item\",backgroundColor:\"rgba(6, 47, 107, 1)\",borderColor:\"rgba(2, 115, 233, 1)\",textStyle:{color:\"#fff\"},confine:!0,valueFormatter:function(t){return t+\"件\"}},graphic:[{type:\"text\",left:\"center\",top:\"40%\",style:{text:\"53\",textAlign:\"center\",fill:\"#fff\",font:'bolder 2em \"Microsoft YaHei\"'}},{type:\"text\",left:\"center\",top:\"55%\",style:{text:\"共计(件)\",textAlign:\"center\",fill:\"#fff\",fontSize:\"12\"}}],series:[{name:\"存续事件统计\",type:\"pie\",radius:[\"45%\",\"80%\"],center:[\"50%\",\"50%\"],left:0,top:0,labelLine:{length:15,length2:10,lineStyle:{color:\"#fff\"}},label:{textStyle:{color:\"#fff\",fontSize:13},formatter:\"{d}%\",padding:[0,0],alignTo:\"labelLine\"},itemStyle:{borderColor:\"#0E2039\",borderWidth:2},data:this.pieChart2Data}]},this.pieChart2=yC(document.getElementById(\"event-update\")),this.pieChart2Options&&this.pieChart2.setOption(this.pieChart2Options),window.addEventListener(\"resize\",(function(){return t.pieChart2.resize()}))},changeArea:function(){var t=this;this.$nextTick((function(){var e=t.$refs[\"cascader\"].getCheckedNodes();e.length?(t.formData.areaCode=e[0].data.code,t.formData.areaFullCode=e[0].data.fullCode):(t.formData.areaCode=\"\",t.formData.areaFullCode=\"\")}))},getTimeNow:function(){this.timenow=b0()().format(\"YYYY-MM-DD 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w0.a.geoJSON(t,{style:e}),this.map.addLayer(this.baseMapOverlay),this.baseMapOverlay.bringToBack()},handleMenus:function(){0!==this.workPlatMenu.length&&(0!==this.workPlatMenu[0].children[0].children.length?this.$router.push({path:\"/platLayout/\".concat(this.workPlatMenu[0].children[0].children[0].alias)}):this.$router.push({path:\"/platLayout/\".concat(this.workPlatMenu[0].children[0].alias)}))}},beforeDestroy:function(){clearInterval(this.timer)}},j0=R0,T0=(n(\"7225\"),n(\"58e6\"),Object(q0[\"a\"])(j0,o,a,!1,null,\"3f3d5a26\",null));e[\"default\"]=T0.exports},a95c:function(t,e,n){t.exports=n.p+\"img/point-monitor.748b3e7a.png\"},ae9a:function(t,e,n){e=t.exports=n(\"2350\")(!0),e.push([t.i,\".player-container[data-v-463c3e74]{width:100%;height:100%;display:flex;flex-wrap:wrap;align-content:flex-start;box-sizing:border-box;background-color:#333}.player-item[data-v-463c3e74]{width:100%!important;height:100%!important;border:.10417vw solid 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crosshair;\\r\\n\\t}\\r\\n.leaflet-popup-pane,\\r\\n.leaflet-control {\\r\\n\\tcursor: auto;\\r\\n\\t}\\r\\n.leaflet-dragging .leaflet-grab,\\r\\n.leaflet-dragging .leaflet-grab .leaflet-interactive,\\r\\n.leaflet-dragging .leaflet-marker-draggable {\\r\\n\\tcursor: move;\\r\\n\\tcursor: -webkit-grabbing;\\r\\n\\tcursor:    -moz-grabbing;\\r\\n\\tcursor:         grabbing;\\r\\n\\t}\\r\\n\\r\\n/* marker & overlays interactivity */\\r\\n.leaflet-marker-icon,\\r\\n.leaflet-marker-shadow,\\r\\n.leaflet-image-layer,\\r\\n.leaflet-pane > svg path,\\r\\n.leaflet-tile-container {\\r\\n\\tpointer-events: none;\\r\\n\\t}\\r\\n\\r\\n.leaflet-marker-icon.leaflet-interactive,\\r\\n.leaflet-image-layer.leaflet-interactive,\\r\\n.leaflet-pane > svg path.leaflet-interactive,\\r\\nsvg.leaflet-image-layer.leaflet-interactive path {\\r\\n\\tpointer-events: visiblePainted; /* IE 9-10 doesn\\'t have auto */\\r\\n\\tpointer-events: auto;\\r\\n\\t}\\r\\n\\r\\n/* visual tweaks */\\r\\n\\r\\n.leaflet-container {\\r\\n\\tbackground: #ddd;\\r\\n\\toutline-offset: 1px;\\r\\n\\t}\\r\\n.leaflet-container a {\\r\\n\\tcolor: #0078A8;\\r\\n\\t}\\r\\n.leaflet-zoom-box {\\r\\n\\tborder: 2px dotted #38f;\\r\\n\\tbackground: rgba(255,255,255,0.5);\\r\\n\\t}\\r\\n\\r\\n\\r\\n/* general typography */\\r\\n.leaflet-container {\\r\\n\\tfont-family: \"Helvetica Neue\", Arial, Helvetica, sans-serif;\\r\\n\\tfont-size: 12px;\\r\\n\\tfont-size: 0.75rem;\\r\\n\\tline-height: 1.5;\\r\\n\\t}\\r\\n\\r\\n\\r\\n/* general toolbar styles */\\r\\n\\r\\n.leaflet-bar {\\r\\n\\tbox-shadow: 0 1px 5px rgba(0,0,0,0.65);\\r\\n\\tborder-radius: 4px;\\r\\n\\t}\\r\\n.leaflet-bar a {\\r\\n\\tbackground-color: #fff;\\r\\n\\tborder-bottom: 1px solid #ccc;\\r\\n\\twidth: 26px;\\r\\n\\theight: 26px;\\r\\n\\tline-height: 26px;\\r\\n\\tdisplay: block;\\r\\n\\ttext-align: center;\\r\\n\\ttext-decoration: none;\\r\\n\\tcolor: black;\\r\\n\\t}\\r\\n.leaflet-bar a,\\r\\n.leaflet-control-layers-toggle {\\r\\n\\tbackground-position: 50% 50%;\\r\\n\\tbackground-repeat: no-repeat;\\r\\n\\tdisplay: block;\\r\\n\\t}\\r\\n.leaflet-bar a:hover,\\r\\n.leaflet-bar a:focus {\\r\\n\\tbackground-color: #f4f4f4;\\r\\n\\t}\\r\\n.leaflet-bar a:first-child {\\r\\n\\tborder-top-left-radius: 4px;\\r\\n\\tborder-top-right-radius: 4px;\\r\\n\\t}\\r\\n.leaflet-bar a:last-child {\\r\\n\\tborder-bottom-left-radius: 4px;\\r\\n\\tborder-bottom-right-radius: 4px;\\r\\n\\tborder-bottom: none;\\r\\n\\t}\\r\\n.leaflet-bar a.leaflet-disabled {\\r\\n\\tcursor: default;\\r\\n\\tbackground-color: #f4f4f4;\\r\\n\\tcolor: #bbb;\\r\\n\\t}\\r\\n\\r\\n.leaflet-touch .leaflet-bar a {\\r\\n\\twidth: 30px;\\r\\n\\theight: 30px;\\r\\n\\tline-height: 30px;\\r\\n\\t}\\r\\n.leaflet-touch .leaflet-bar a:first-child {\\r\\n\\tborder-top-left-radius: 2px;\\r\\n\\tborder-top-right-radius: 2px;\\r\\n\\t}\\r\\n.leaflet-touch .leaflet-bar a:last-child {\\r\\n\\tborder-bottom-left-radius: 2px;\\r\\n\\tborder-bottom-right-radius: 2px;\\r\\n\\t}\\r\\n\\r\\n/* zoom control */\\r\\n\\r\\n.leaflet-control-zoom-in,\\r\\n.leaflet-control-zoom-out {\\r\\n\\tfont: bold 18px \\'Lucida Console\\', Monaco, monospace;\\r\\n\\ttext-indent: 1px;\\r\\n\\t}\\r\\n\\r\\n.leaflet-touch .leaflet-control-zoom-in, .leaflet-touch .leaflet-control-zoom-out  {\\r\\n\\tfont-size: 22px;\\r\\n\\t}\\r\\n\\r\\n\\r\\n/* layers control */\\r\\n\\r\\n.leaflet-control-layers {\\r\\n\\tbox-shadow: 0 1px 5px rgba(0,0,0,0.4);\\r\\n\\tbackground: #fff;\\r\\n\\tborder-radius: 5px;\\r\\n\\t}\\r\\n.leaflet-control-layers-toggle {\\r\\n\\tbackground-image: url(images/layers.png);\\r\\n\\twidth: 36px;\\r\\n\\theight: 36px;\\r\\n\\t}\\r\\n.leaflet-retina .leaflet-control-layers-toggle {\\r\\n\\tbackground-image: url(images/layers-2x.png);\\r\\n\\tbackground-size: 26px 26px;\\r\\n\\t}\\r\\n.leaflet-touch .leaflet-control-layers-toggle {\\r\\n\\twidth: 44px;\\r\\n\\theight: 44px;\\r\\n\\t}\\r\\n.leaflet-control-layers .leaflet-control-layers-list,\\r\\n.leaflet-control-layers-expanded .leaflet-control-layers-toggle {\\r\\n\\tdisplay: none;\\r\\n\\t}\\r\\n.leaflet-control-layers-expanded .leaflet-control-layers-list {\\r\\n\\tdisplay: block;\\r\\n\\tposition: relative;\\r\\n\\t}\\r\\n.leaflet-control-layers-expanded {\\r\\n\\tpadding: 6px 10px 6px 6px;\\r\\n\\tcolor: #333;\\r\\n\\tbackground: #fff;\\r\\n\\t}\\r\\n.leaflet-control-layers-scrollbar {\\r\\n\\toverflow-y: scroll;\\r\\n\\toverflow-x: hidden;\\r\\n\\tpadding-right: 5px;\\r\\n\\t}\\r\\n.leaflet-control-layers-selector {\\r\\n\\tmargin-top: 2px;\\r\\n\\tposition: relative;\\r\\n\\ttop: 1px;\\r\\n\\t}\\r\\n.leaflet-control-layers label {\\r\\n\\tdisplay: block;\\r\\n\\tfont-size: 13px;\\r\\n\\tfont-size: 1.08333em;\\r\\n\\t}\\r\\n.leaflet-control-layers-separator {\\r\\n\\theight: 0;\\r\\n\\tborder-top: 1px solid #ddd;\\r\\n\\tmargin: 5px -10px 5px -6px;\\r\\n\\t}\\r\\n\\r\\n/* Default icon URLs */\\r\\n.leaflet-default-icon-path { /* used only in path-guessing heuristic, see L.Icon.Default */\\r\\n\\tbackground-image: url(images/marker-icon.png);\\r\\n\\t}\\r\\n\\r\\n\\r\\n/* attribution and scale controls */\\r\\n\\r\\n.leaflet-container .leaflet-control-attribution {\\r\\n\\tbackground: #fff;\\r\\n\\tbackground: rgba(255, 255, 255, 0.8);\\r\\n\\tmargin: 0;\\r\\n\\t}\\r\\n.leaflet-control-attribution,\\r\\n.leaflet-control-scale-line {\\r\\n\\tpadding: 0 5px;\\r\\n\\tcolor: #333;\\r\\n\\tline-height: 1.4;\\r\\n\\t}\\r\\n.leaflet-control-attribution a {\\r\\n\\ttext-decoration: none;\\r\\n\\t}\\r\\n.leaflet-control-attribution a:hover,\\r\\n.leaflet-control-attribution a:focus {\\r\\n\\ttext-decoration: underline;\\r\\n\\t}\\r\\n.leaflet-control-attribution svg {\\r\\n\\tdisplay: inline !important;\\r\\n\\t}\\r\\n.leaflet-left .leaflet-control-scale {\\r\\n\\tmargin-left: 5px;\\r\\n\\t}\\r\\n.leaflet-bottom .leaflet-control-scale {\\r\\n\\tmargin-bottom: 5px;\\r\\n\\t}\\r\\n.leaflet-control-scale-line {\\r\\n\\tborder: 2px solid #777;\\r\\n\\tborder-top: none;\\r\\n\\tline-height: 1.1;\\r\\n\\tpadding: 2px 5px 1px;\\r\\n\\twhite-space: nowrap;\\r\\n\\toverflow: hidden;\\r\\n\\t-moz-box-sizing: border-box;\\r\\n\\t     box-sizing: border-box;\\r\\n\\r\\n\\tbackground: #fff;\\r\\n\\tbackground: rgba(255, 255, 255, 0.5);\\r\\n\\t}\\r\\n.leaflet-control-scale-line:not(:first-child) {\\r\\n\\tborder-top: 2px solid #777;\\r\\n\\tborder-bottom: none;\\r\\n\\tmargin-top: -2px;\\r\\n\\t}\\r\\n.leaflet-control-scale-line:not(:first-child):not(:last-child) {\\r\\n\\tborder-bottom: 2px solid #777;\\r\\n\\t}\\r\\n\\r\\n.leaflet-touch .leaflet-control-attribution,\\r\\n.leaflet-touch .leaflet-control-layers,\\r\\n.leaflet-touch .leaflet-bar {\\r\\n\\tbox-shadow: none;\\r\\n\\t}\\r\\n.leaflet-touch .leaflet-control-layers,\\r\\n.leaflet-touch .leaflet-bar {\\r\\n\\tborder: 2px solid rgba(0,0,0,0.2);\\r\\n\\tbackground-clip: padding-box;\\r\\n\\t}\\r\\n\\r\\n\\r\\n/* popup */\\r\\n\\r\\n.leaflet-popup {\\r\\n\\tposition: absolute;\\r\\n\\ttext-align: center;\\r\\n\\tmargin-bottom: 20px;\\r\\n\\t}\\r\\n.leaflet-popup-content-wrapper {\\r\\n\\tpadding: 1px;\\r\\n\\ttext-align: left;\\r\\n\\tborder-radius: 12px;\\r\\n\\t}\\r\\n.leaflet-popup-content {\\r\\n\\tmargin: 13px 24px 13px 20px;\\r\\n\\tline-height: 1.3;\\r\\n\\tfont-size: 13px;\\r\\n\\tfont-size: 1.08333em;\\r\\n\\tmin-height: 1px;\\r\\n\\t}\\r\\n.leaflet-popup-content p {\\r\\n\\tmargin: 17px 0;\\r\\n\\tmargin: 1.3em 0;\\r\\n\\t}\\r\\n.leaflet-popup-tip-container {\\r\\n\\twidth: 40px;\\r\\n\\theight: 20px;\\r\\n\\tposition: absolute;\\r\\n\\tleft: 50%;\\r\\n\\tmargin-top: -1px;\\r\\n\\tmargin-left: -20px;\\r\\n\\toverflow: hidden;\\r\\n\\tpointer-events: none;\\r\\n\\t}\\r\\n.leaflet-popup-tip {\\r\\n\\twidth: 17px;\\r\\n\\theight: 17px;\\r\\n\\tpadding: 1px;\\r\\n\\r\\n\\tmargin: -10px auto 0;\\r\\n\\tpointer-events: auto;\\r\\n\\r\\n\\t-webkit-transform: rotate(45deg);\\r\\n\\t   -moz-transform: rotate(45deg);\\r\\n\\t    -ms-transform: rotate(45deg);\\r\\n\\t        transform: rotate(45deg);\\r\\n\\t}\\r\\n.leaflet-popup-content-wrapper,\\r\\n.leaflet-popup-tip {\\r\\n\\tbackground: white;\\r\\n\\tcolor: #333;\\r\\n\\tbox-shadow: 0 3px 14px rgba(0,0,0,0.4);\\r\\n\\t}\\r\\n.leaflet-container a.leaflet-popup-close-button {\\r\\n\\tposition: absolute;\\r\\n\\ttop: 0;\\r\\n\\tright: 0;\\r\\n\\tborder: none;\\r\\n\\ttext-align: center;\\r\\n\\twidth: 24px;\\r\\n\\theight: 24px;\\r\\n\\tfont: 16px/24px Tahoma, Verdana, sans-serif;\\r\\n\\tcolor: #757575;\\r\\n\\ttext-decoration: none;\\r\\n\\tbackground: transparent;\\r\\n\\t}\\r\\n.leaflet-container a.leaflet-popup-close-button:hover,\\r\\n.leaflet-container a.leaflet-popup-close-button:focus {\\r\\n\\tcolor: #585858;\\r\\n\\t}\\r\\n.leaflet-popup-scrolled {\\r\\n\\toverflow: auto;\\r\\n\\tborder-bottom: 1px solid #ddd;\\r\\n\\tborder-top: 1px solid #ddd;\\r\\n\\t}\\r\\n\\r\\n.leaflet-oldie .leaflet-popup-content-wrapper {\\r\\n\\t-ms-zoom: 1;\\r\\n\\t}\\r\\n.leaflet-oldie .leaflet-popup-tip {\\r\\n\\twidth: 24px;\\r\\n\\tmargin: 0 auto;\\r\\n\\r\\n\\t-ms-filter: \"progid:DXImageTransform.Microsoft.Matrix(M11=0.70710678, M12=0.70710678, M21=-0.70710678, M22=0.70710678)\";\\r\\n\\tfilter: progid:DXImageTransform.Microsoft.Matrix(M11=0.70710678, M12=0.70710678, M21=-0.70710678, M22=0.70710678);\\r\\n\\t}\\r\\n\\r\\n.leaflet-oldie .leaflet-control-zoom,\\r\\n.leaflet-oldie .leaflet-control-layers,\\r\\n.leaflet-oldie .leaflet-popup-content-wrapper,\\r\\n.leaflet-oldie .leaflet-popup-tip {\\r\\n\\tborder: 1px solid #999;\\r\\n\\t}\\r\\n\\r\\n\\r\\n/* div icon */\\r\\n\\r\\n.leaflet-div-icon {\\r\\n\\tbackground: #fff;\\r\\n\\tborder: 1px solid #666;\\r\\n\\t}\\r\\n\\r\\n\\r\\n/* Tooltip */\\r\\n/* Base styles for the element that has a tooltip */\\r\\n.leaflet-tooltip {\\r\\n\\tposition: absolute;\\r\\n\\tpadding: 6px;\\r\\n\\tbackground-color: #fff;\\r\\n\\tborder: 1px solid #fff;\\r\\n\\tborder-radius: 3px;\\r\\n\\tcolor: #222;\\r\\n\\twhite-space: nowrap;\\r\\n\\t-webkit-user-select: none;\\r\\n\\t-moz-user-select: none;\\r\\n\\t-ms-user-select: none;\\r\\n\\tuser-select: none;\\r\\n\\tpointer-events: none;\\r\\n\\tbox-shadow: 0 1px 3px rgba(0,0,0,0.4);\\r\\n\\t}\\r\\n.leaflet-tooltip.leaflet-interactive {\\r\\n\\tcursor: pointer;\\r\\n\\tpointer-events: auto;\\r\\n\\t}\\r\\n.leaflet-tooltip-top:before,\\r\\n.leaflet-tooltip-bottom:before,\\r\\n.leaflet-tooltip-left:before,\\r\\n.leaflet-tooltip-right:before {\\r\\n\\tposition: absolute;\\r\\n\\tpointer-events: none;\\r\\n\\tborder: 6px solid transparent;\\r\\n\\tbackground: transparent;\\r\\n\\tcontent: \"\";\\r\\n\\t}\\r\\n\\r\\n/* Directions */\\r\\n\\r\\n.leaflet-tooltip-bottom {\\r\\n\\tmargin-top: 6px;\\r\\n}\\r\\n.leaflet-tooltip-top {\\r\\n\\tmargin-top: -6px;\\r\\n}\\r\\n.leaflet-tooltip-bottom:before,\\r\\n.leaflet-tooltip-top:before {\\r\\n\\tleft: 50%;\\r\\n\\tmargin-left: -6px;\\r\\n\\t}\\r\\n.leaflet-tooltip-top:before {\\r\\n\\tbottom: 0;\\r\\n\\tmargin-bottom: -12px;\\r\\n\\tborder-top-color: #fff;\\r\\n\\t}\\r\\n.leaflet-tooltip-bottom:before {\\r\\n\\ttop: 0;\\r\\n\\tmargin-top: -12px;\\r\\n\\tmargin-left: -6px;\\r\\n\\tborder-bottom-color: #fff;\\r\\n\\t}\\r\\n.leaflet-tooltip-left {\\r\\n\\tmargin-left: -6px;\\r\\n}\\r\\n.leaflet-tooltip-right {\\r\\n\\tmargin-left: 6px;\\r\\n}\\r\\n.leaflet-tooltip-left:before,\\r\\n.leaflet-tooltip-right:before {\\r\\n\\ttop: 50%;\\r\\n\\tmargin-top: -6px;\\r\\n\\t}\\r\\n.leaflet-tooltip-left:before {\\r\\n\\tright: 0;\\r\\n\\tmargin-right: -12px;\\r\\n\\tborder-left-color: #fff;\\r\\n\\t}\\r\\n.leaflet-tooltip-right:before {\\r\\n\\tleft: 0;\\r\\n\\tmargin-left: -12px;\\r\\n\\tborder-right-color: #fff;\\r\\n\\t}\\r\\n\\r\\n/* Printing */\\r\\n\\t\\r\\n@media print {\\r\\n\\t/* Prevent printers from removing background-images of controls. */\\r\\n\\t.leaflet-control {\\r\\n\\t\\t-webkit-print-color-adjust: exact;\\r\\n\\t\\tcolor-adjust: exact;\\r\\n\\t\\t}\\r\\n\\t}\\r\\n'],sourceRoot:\"\"}])},d215:function(t,e,n){t.exports=n.p+\"img/circle.4b3e4261.png\"},d392:function(t,e){t.exports=\"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABoAAAAYCAYAAADkgu3FAAAAAXNSR0IArs4c6QAAANBJREFUSEvtluEJg0AMhb/QHVrOBYRu4xYOUKewA7hFtxF0AG3dQVIOauGsllCFQuv9TvLB495LBONzpSbsKAT2vkWhoydtj3KxjBBLEariaq4DZOjxsDaWg2WGDQRElerUwCYW0wxTkQdsoLHMPyidyzUBCpGHP5QOSNss9Mfiz+ByvQ2Qpz+Urs1CfywGRecZf5xCf/wvyGmZwC7MRPpUVpXOZyL1ZCauC/JRpdVkJm6gl00xXhObdDQfJsP3pTOFqvU4eWdY65qwnltzEXQHUs3r00IoqE8AAAAASUVORK5CYII=\"},d51b:function(t,e,n){\"use strict\";var i=function(){function t(t){this.value=t}return t}(),r=function(){function t(){this._len=0}return t.prototype.insert=function(t){var e=new i(t);return this.insertEntry(e),e},t.prototype.insertEntry=function(t){this.head?(this.tail.next=t,t.prev=this.tail,t.next=null,this.tail=t):this.head=this.tail=t,this._len++},t.prototype.remove=function(t){var 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t=t||(Ot.any3d?this.options.zoomDelta:1),this.setZoom(this._zoom-t,e)},setZoomAround:function(t,e,n){var i=this.getZoomScale(e),r=this.getSize().divideBy(2),o=t instanceof K?t:this.latLngToContainerPoint(t),a=o.subtract(r).multiplyBy(1-1/i),s=this.containerPointToLatLng(r.add(a));return this.setView(s,e,{zoom:n})},_getBoundsCenterZoom:function(t,e){e=e||{},t=t.getBounds?t.getBounds():J(t);var n=O(e.paddingTopLeft||e.padding||[0,0]),i=O(e.paddingBottomRight||e.padding||[0,0]),r=this.getBoundsZoom(t,!1,n.add(i));if(r=\"number\"===typeof e.maxZoom?Math.min(e.maxZoom,r):r,r===1/0)return{center:t.getCenter(),zoom:r};var o=i.subtract(n).divideBy(2),a=this.project(t.getSouthWest(),r),s=this.project(t.getNorthEast(),r),l=this.unproject(a.add(s).divideBy(2).add(o),r);return{center:l,zoom:r}},fitBounds:function(t,e){if(t=J(t),!t.isValid())throw new Error(\"Bounds are not valid.\");var n=this._getBoundsCenterZoom(t,e);return this.setView(n.center,n.zoom,e)},fitWorld:function(t){return this.fitBounds([[-90,-180],[90,180]],t)},panTo:function(t,e){return this.setView(t,this._zoom,{pan:e})},panBy:function(t,e){if(t=O(t).round(),e=e||{},!t.x&&!t.y)return this.fire(\"moveend\");if(!0!==e.animate&&!this.getSize().contains(t))return this._resetView(this.unproject(this.project(this.getCenter()).add(t)),this.getZoom()),this;if(this._panAnim||(this._panAnim=new _e,this._panAnim.on({step:this._onPanTransitionStep,end:this._onPanTransitionEnd},this)),e.noMoveStart||this.fire(\"movestart\"),!1!==e.animate){me(this._mapPane,\"leaflet-pan-anim\");var n=this._getMapPanePos().subtract(t).round();this._panAnim.run(this._mapPane,n,e.duration||.25,e.easeLinearity)}else this._rawPanBy(t),this.fire(\"move\").fire(\"moveend\");return this},flyTo:function(t,e,n){if(n=n||{},!1===n.animate||!Ot.any3d)return this.setView(t,e,n);this._stop();var i=this.project(this.getCenter()),r=this.project(t),o=this.getSize(),a=this._zoom;t=Y(t),e=void 0===e?a:e;var s=Math.max(o.x,o.y),l=s*this.getZoomScale(a,e),u=r.distanceTo(i)||1,c=1.42,h=c*c;function d(t){var e=t?-1:1,n=t?l:s,i=l*l-s*s+e*h*h*u*u,r=2*n*h*u,o=i/r,a=Math.sqrt(o*o+1)-o,c=a<1e-9?-18:Math.log(a);return c}function p(t){return(Math.exp(t)-Math.exp(-t))/2}function A(t){return(Math.exp(t)+Math.exp(-t))/2}function f(t){return p(t)/A(t)}var g=d(0);function m(t){return s*(A(g)/A(g+c*t))}function y(t){return s*(A(g)*f(g+c*t)-p(g))/h}function v(t){return 1-Math.pow(1-t,1.5)}var C=Date.now(),w=(d(1)-g)/c,I=n.duration?1e3*n.duration:1e3*w*.8;function E(){var n=(Date.now()-C)/I,o=v(n)*w;n<=1?(this._flyToFrame=M(E,this),this._move(this.unproject(i.add(r.subtract(i).multiplyBy(y(o)/u)),a),this.getScaleZoom(s/m(o),a),{flyTo:!0})):this._move(t,e)._moveEnd(!0)}return this._moveStart(!0,n.noMoveStart),E.call(this),this},flyToBounds:function(t,e){var n=this._getBoundsCenterZoom(t,e);return this.flyTo(n.center,n.zoom,e)},setMaxBounds:function(t){return t=J(t),t.isValid()?(this.options.maxBounds&&this.off(\"moveend\",this._panInsideMaxBounds),this.options.maxBounds=t,this._loaded&&this._panInsideMaxBounds(),this.on(\"moveend\",this._panInsideMaxBounds)):(this.options.maxBounds=null,this.off(\"moveend\",this._panInsideMaxBounds))},setMinZoom:function(t){var e=this.options.minZoom;return this.options.minZoom=t,this._loaded&&e!==t&&(this.fire(\"zoomlevelschange\"),this.getZoom()<this.options.minZoom)?this.setZoom(t):this},setMaxZoom:function(t){var e=this.options.maxZoom;return this.options.maxZoom=t,this._loaded&&e!==t&&(this.fire(\"zoomlevelschange\"),this.getZoom()>this.options.maxZoom)?this.setZoom(t):this},panInsideBounds:function(t,e){this._enforcingBounds=!0;var n=this.getCenter(),i=this._limitCenter(n,this._zoom,J(t));return n.equals(i)||this.panTo(i,e),this._enforcingBounds=!1,this},panInside:function(t,e){e=e||{};var n=O(e.paddingTopLeft||e.padding||[0,0]),i=O(e.paddingBottomRight||e.padding||[0,0]),r=this.project(this.getCenter()),o=this.project(t),a=this.getPixelBounds(),s=j([a.min.add(n),a.max.subtract(i)]),l=s.getSize();if(!s.contains(o)){this._enforcingBounds=!0;var u=o.subtract(s.getCenter()),c=s.extend(o).getSize().subtract(l);r.x+=u.x<0?-c.x:c.x,r.y+=u.y<0?-c.y:c.y,this.panTo(this.unproject(r),e),this._enforcingBounds=!1}return this},invalidateSize:function(t){if(!this._loaded)return this;t=n({animate:!1,pan:!0},!0===t?{animate:!0}:t);var e=this.getSize();this._sizeChanged=!0,this._lastCenter=null;var i=this.getSize(),o=e.divideBy(2).round(),a=i.divideBy(2).round(),s=o.subtract(a);return s.x||s.y?(t.animate&&t.pan?this.panBy(s):(t.pan&&this._rawPanBy(s),this.fire(\"move\"),t.debounceMoveend?(clearTimeout(this._sizeTimer),this._sizeTimer=setTimeout(r(this.fire,this,\"moveend\"),200)):this.fire(\"moveend\")),this.fire(\"resize\",{oldSize:e,newSize:i})):this},stop:function(){return this.setZoom(this._limitZoom(this._zoom)),this.options.zoomSnap||this.fire(\"viewreset\"),this._stop()},locate:function(t){if(t=this._locateOptions=n({timeout:1e4,watch:!1},t),!(\"geolocation\"in navigator))return this._handleGeolocationError({code:0,message:\"Geolocation not supported.\"}),this;var e=r(this._handleGeolocationResponse,this),i=r(this._handleGeolocationError,this);return t.watch?this._locationWatchId=navigator.geolocation.watchPosition(e,i,t):navigator.geolocation.getCurrentPosition(e,i,t),this},stopLocate:function(){return navigator.geolocation&&navigator.geolocation.clearWatch&&navigator.geolocation.clearWatch(this._locationWatchId),this._locateOptions&&(this._locateOptions.setView=!1),this},_handleGeolocationError:function(t){if(this._container._leaflet_id){var e=t.code,n=t.message||(1===e?\"permission denied\":2===e?\"position unavailable\":\"timeout\");this._locateOptions.setView&&!this._loaded&&this.fitWorld(),this.fire(\"locationerror\",{code:e,message:\"Geolocation error: \"+n+\".\"})}},_handleGeolocationResponse:function(t){if(this._container._leaflet_id){var e=t.coords.latitude,n=t.coords.longitude,i=new G(e,n),r=i.toBounds(2*t.coords.accuracy),o=this._locateOptions;if(o.setView){var a=this.getBoundsZoom(r);this.setView(i,o.maxZoom?Math.min(a,o.maxZoom):a)}var s={latlng:i,bounds:r,timestamp:t.timestamp};for(var l in t.coords)\"number\"===typeof t.coords[l]&&(s[l]=t.coords[l]);this.fire(\"locationfound\",s)}},addHandler:function(t,e){if(!e)return this;var n=this[t]=new e(this);return this._handlers.push(n),this.options[t]&&n.enable(),this},remove:function(){if(this._initEvents(!0),this.options.maxBounds&&this.off(\"moveend\",this._panInsideMaxBounds),this._containerId!==this._container._leaflet_id)throw new Error(\"Map container is being reused by another instance\");try{delete this._container._leaflet_id,delete this._containerId}catch(e){this._container._leaflet_id=void 0,this._containerId=void 0}var t;for(t in void 0!==this._locationWatchId&&this.stopLocate(),this._stop(),de(this._mapPane),this._clearControlPos&&this._clearControlPos(),this._resizeRequest&&(S(this._resizeRequest),this._resizeRequest=null),this._clearHandlers(),this._loaded&&this.fire(\"unload\"),this._layers)this._layers[t].remove();for(t in this._panes)de(this._panes[t]);return this._layers=[],this._panes=[],delete this._mapPane,delete this._renderer,this},createPane:function(t,e){var n=\"leaflet-pane\"+(t?\" leaflet-\"+t.replace(\"Pane\",\"\")+\"-pane\":\"\"),i=he(\"div\",n,e||this._mapPane);return t&&(this._panes[t]=i),i},getCenter:function(){return this._checkIfLoaded(),this._lastCenter&&!this._moved()?this._lastCenter:this.layerPointToLatLng(this._getCenterLayerPoint())},getZoom:function(){return this._zoom},getBounds:function(){var t=this.getPixelBounds(),e=this.unproject(t.getBottomLeft()),n=this.unproject(t.getTopRight());return new T(e,n)},getMinZoom:function(){return void 0===this.options.minZoom?this._layersMinZoom||0:this.options.minZoom},getMaxZoom:function(){return void 0===this.options.maxZoom?void 0===this._layersMaxZoom?1/0:this._layersMaxZoom:this.options.maxZoom},getBoundsZoom:function(t,e,n){t=J(t),n=O(n||[0,0]);var i=this.getZoom()||0,r=this.getMinZoom(),o=this.getMaxZoom(),a=t.getNorthWest(),s=t.getSouthEast(),l=this.getSize().subtract(n),u=j(this.project(s,i),this.project(a,i)).getSize(),c=Ot.any3d?this.options.zoomSnap:1,h=l.x/u.x,d=l.y/u.y,p=e?Math.max(h,d):Math.min(h,d);return i=this.getScaleZoom(p,i),c&&(i=Math.round(i/(c/100))*(c/100),i=e?Math.ceil(i/c)*c:Math.floor(i/c)*c),Math.max(r,Math.min(o,i))},getSize:function(){return this._size&&!this._sizeChanged||(this._size=new K(this._container.clientWidth||0,this._container.clientHeight||0),this._sizeChanged=!1),this._size.clone()},getPixelBounds:function(t,e){var n=this._getTopLeftPoint(t,e);return new R(n,n.add(this.getSize()))},getPixelOrigin:function(){return this._checkIfLoaded(),this._pixelOrigin},getPixelWorldBounds:function(t){return this.options.crs.getProjectedBounds(void 0===t?this.getZoom():t)},getPane:function(t){return\"string\"===typeof t?this._panes[t]:t},getPanes:function(){return this._panes},getContainer:function(){return this._container},getZoomScale:function(t,e){var n=this.options.crs;return e=void 0===e?this._zoom:e,n.scale(t)/n.scale(e)},getScaleZoom:function(t,e){var n=this.options.crs;e=void 0===e?this._zoom:e;var i=n.zoom(t*n.scale(e));return isNaN(i)?1/0:i},project:function(t,e){return e=void 0===e?this._zoom:e,this.options.crs.latLngToPoint(Y(t),e)},unproject:function(t,e){return e=void 0===e?this._zoom:e,this.options.crs.pointToLatLng(O(t),e)},layerPointToLatLng:function(t){var e=O(t).add(this.getPixelOrigin());return this.unproject(e)},latLngToLayerPoint:function(t){var e=this.project(Y(t))._round();return e._subtract(this.getPixelOrigin())},wrapLatLng:function(t){return this.options.crs.wrapLatLng(Y(t))},wrapLatLngBounds:function(t){return this.options.crs.wrapLatLngBounds(J(t))},distance:function(t,e){return this.options.crs.distance(Y(t),Y(e))},containerPointToLayerPoint:function(t){return O(t).subtract(this._getMapPanePos())},layerPointToContainerPoint:function(t){return O(t).add(this._getMapPanePos())},containerPointToLatLng:function(t){var e=this.containerPointToLayerPoint(O(t));return this.layerPointToLatLng(e)},latLngToContainerPoint:function(t){return this.layerPointToContainerPoint(this.latLngToLayerPoint(Y(t)))},mouseEventToContainerPoint:function(t){return Pe(t,this._container)},mouseEventToLayerPoint:function(t){return this.containerPointToLayerPoint(this.mouseEventToContainerPoint(t))},mouseEventToLatLng:function(t){return this.layerPointToLatLng(this.mouseEventToLayerPoint(t))},_initContainer:function(t){var e=this._container=ue(t);if(!e)throw new Error(\"Map container not found.\");if(e._leaflet_id)throw new Error(\"Map container is already initialized.\");Le(e,\"scroll\",this._onScroll,this),this._containerId=a(e)},_initLayout:function(){var t=this._container;this._fadeAnimated=this.options.fadeAnimation&&Ot.any3d,me(t,\"leaflet-container\"+(Ot.touch?\" leaflet-touch\":\"\")+(Ot.retina?\" leaflet-retina\":\"\")+(Ot.ielt9?\" leaflet-oldie\":\"\")+(Ot.safari?\" leaflet-safari\":\"\")+(this._fadeAnimated?\" leaflet-fade-anim\":\"\"));var e=ce(t,\"position\");\"absolute\"!==e&&\"relative\"!==e&&\"fixed\"!==e&&(t.style.position=\"relative\"),this._initPanes(),this._initControlPos&&this._initControlPos()},_initPanes:function(){var t=this._panes={};this._paneRenderers={},this._mapPane=this.createPane(\"mapPane\",this._container),Me(this._mapPane,new K(0,0)),this.createPane(\"tilePane\"),this.createPane(\"overlayPane\"),this.createPane(\"shadowPane\"),this.createPane(\"markerPane\"),this.createPane(\"tooltipPane\"),this.createPane(\"popupPane\"),this.options.markerZoomAnimation||(me(t.markerPane,\"leaflet-zoom-hide\"),me(t.shadowPane,\"leaflet-zoom-hide\"))},_resetView:function(t,e){Me(this._mapPane,new K(0,0));var n=!this._loaded;this._loaded=!0,e=this._limitZoom(e),this.fire(\"viewprereset\");var i=this._zoom!==e;this._moveStart(i,!1)._move(t,e)._moveEnd(i),this.fire(\"viewreset\"),n&&this.fire(\"load\")},_moveStart:function(t,e){return t&&this.fire(\"zoomstart\"),e||this.fire(\"movestart\"),this},_move:function(t,e,n,i){void 0===e&&(e=this._zoom);var r=this._zoom!==e;return this._zoom=e,this._lastCenter=t,this._pixelOrigin=this._getNewPixelOrigin(t),i?n&&n.pinch&&this.fire(\"zoom\",n):((r||n&&n.pinch)&&this.fire(\"zoom\",n),this.fire(\"move\",n)),this},_moveEnd:function(t){return t&&this.fire(\"zoomend\"),this.fire(\"moveend\")},_stop:function(){return S(this._flyToFrame),this._panAnim&&this._panAnim.stop(),this},_rawPanBy:function(t){Me(this._mapPane,this._getMapPanePos().subtract(t))},_getZoomSpan:function(){return this.getMaxZoom()-this.getMinZoom()},_panInsideMaxBounds:function(){this._enforcingBounds||this.panInsideBounds(this.options.maxBounds)},_checkIfLoaded:function(){if(!this._loaded)throw new Error(\"Set map center and zoom first.\")},_initEvents:function(t){this._targets={},this._targets[a(this._container)]=this;var e=t?je:Le;e(this._container,\"click dblclick mousedown mouseup mouseover mouseout mousemove contextmenu keypress keydown keyup\",this._handleDOMEvent,this),this.options.trackResize&&e(window,\"resize\",this._onResize,this),Ot.any3d&&this.options.transform3DLimit&&(t?this.off:this.on).call(this,\"moveend\",this._onMoveEnd)},_onResize:function(){S(this._resizeRequest),this._resizeRequest=M((function(){this.invalidateSize({debounceMoveend:!0})}),this)},_onScroll:function(){this._container.scrollTop=0,this._container.scrollLeft=0},_onMoveEnd:function(){var t=this._getMapPanePos();Math.max(Math.abs(t.x),Math.abs(t.y))>=this.options.transform3DLimit&&this._resetView(this.getCenter(),this.getZoom())},_findEventTargets:function(t,e){var n,i=[],r=\"mouseout\"===e||\"mouseover\"===e,o=t.target||t.srcElement,s=!1;while(o){if(n=this._targets[a(o)],n&&(\"click\"===e||\"preclick\"===e)&&this._draggableMoved(n)){s=!0;break}if(n&&n.listens(e,!0)){if(r&&!He(o,t))break;if(i.push(n),r)break}if(o===this._container)break;o=o.parentNode}return i.length||s||r||!this.listens(e,!0)||(i=[this]),i},_isClickDisabled:function(t){while(t!==this._container){if(t[\"_leaflet_disable_click\"])return!0;t=t.parentNode}},_handleDOMEvent:function(t){var e=t.target||t.srcElement;if(!(!this._loaded||e[\"_leaflet_disable_events\"]||\"click\"===t.type&&this._isClickDisabled(e))){var n=t.type;\"mousedown\"===n&&Qe(e),this._fireDOMEvent(t,n)}},_mouseEvents:[\"click\",\"dblclick\",\"mouseover\",\"mouseout\",\"contextmenu\"],_fireDOMEvent:function(t,e,i){if(\"click\"===t.type){var r=n({},t);r.type=\"preclick\",this._fireDOMEvent(r,r.type,i)}var o=this._findEventTargets(t,e);if(i){for(var a=[],s=0;s<i.length;s++)i[s].listens(e,!0)&&a.push(i[s]);o=a.concat(o)}if(o.length){\"contextmenu\"===e&&Ne(t);var l=o[0],u={originalEvent:t};if(\"keypress\"!==t.type&&\"keydown\"!==t.type&&\"keyup\"!==t.type){var c=l.getLatLng&&(!l._radius||l._radius<=10);u.containerPoint=c?this.latLngToContainerPoint(l.getLatLng()):this.mouseEventToContainerPoint(t),u.layerPoint=this.containerPointToLayerPoint(u.containerPoint),u.latlng=c?l.getLatLng():this.layerPointToLatLng(u.layerPoint)}for(s=0;s<o.length;s++)if(o[s].fire(e,u,!0),u.originalEvent._stopped||!1===o[s].options.bubblingMouseEvents&&-1!==y(this._mouseEvents,e))return}},_draggableMoved:function(t){return t=t.dragging&&t.dragging.enabled()?t:this,t.dragging&&t.dragging.moved()||this.boxZoom&&this.boxZoom.moved()},_clearHandlers:function(){for(var t=0,e=this._handlers.length;t<e;t++)this._handlers[t].disable()},whenReady:function(t,e){return this._loaded?t.call(e||this,{target:this}):this.on(\"load\",t,e),this},_getMapPanePos:function(){return Se(this._mapPane)||new K(0,0)},_moved:function(){var t=this._getMapPanePos();return t&&!t.equals([0,0])},_getTopLeftPoint:function(t,e){var n=t&&void 0!==e?this._getNewPixelOrigin(t,e):this.getPixelOrigin();return n.subtract(this._getMapPanePos())},_getNewPixelOrigin:function(t,e){var n=this.getSize()._divideBy(2);return this.project(t,e)._subtract(n)._add(this._getMapPanePos())._round()},_latLngToNewLayerPoint:function(t,e,n){var i=this._getNewPixelOrigin(n,e);return this.project(t,e)._subtract(i)},_latLngBoundsToNewLayerBounds:function(t,e,n){var i=this._getNewPixelOrigin(n,e);return j([this.project(t.getSouthWest(),e)._subtract(i),this.project(t.getNorthWest(),e)._subtract(i),this.project(t.getSouthEast(),e)._subtract(i),this.project(t.getNorthEast(),e)._subtract(i)])},_getCenterLayerPoint:function(){return this.containerPointToLayerPoint(this.getSize()._divideBy(2))},_getCenterOffset:function(t){return this.latLngToLayerPoint(t).subtract(this._getCenterLayerPoint())},_limitCenter:function(t,e,n){if(!n)return t;var i=this.project(t,e),r=this.getSize().divideBy(2),o=new R(i.subtract(r),i.add(r)),a=this._getBoundsOffset(o,n,e);return a.round().equals([0,0])?t:this.unproject(i.add(a),e)},_limitOffset:function(t,e){if(!e)return t;var n=this.getPixelBounds(),i=new R(n.min.add(t),n.max.add(t));return t.add(this._getBoundsOffset(i,e))},_getBoundsOffset:function(t,e,n){var i=j(this.project(e.getNorthEast(),n),this.project(e.getSouthWest(),n)),r=i.min.subtract(t.min),o=i.max.subtract(t.max),a=this._rebound(r.x,-o.x),s=this._rebound(r.y,-o.y);return new K(a,s)},_rebound:function(t,e){return t+e>0?Math.round(t-e)/2:Math.max(0,Math.ceil(t))-Math.max(0,Math.floor(e))},_limitZoom:function(t){var e=this.getMinZoom(),n=this.getMaxZoom(),i=Ot.any3d?this.options.zoomSnap:1;return i&&(t=Math.round(t/i)*i),Math.max(e,Math.min(n,t))},_onPanTransitionStep:function(){this.fire(\"move\")},_onPanTransitionEnd:function(){ye(this._mapPane,\"leaflet-pan-anim\"),this.fire(\"moveend\")},_tryAnimatedPan:function(t,e){var n=this._getCenterOffset(t)._trunc();return!(!0!==(e&&e.animate)&&!this.getSize().contains(n))&&(this.panBy(n,e),!0)},_createAnimProxy:function(){var t=this._proxy=he(\"div\",\"leaflet-proxy leaflet-zoom-animated\");this._panes.mapPane.appendChild(t),this.on(\"zoomanim\",(function(t){var e=ae,n=this._proxy.style[e];be(this._proxy,this.project(t.center,t.zoom),this.getZoomScale(t.zoom,1)),n===this._proxy.style[e]&&this._animatingZoom&&this._onZoomTransitionEnd()}),this),this.on(\"load moveend\",this._animMoveEnd,this),this._on(\"unload\",this._destroyAnimProxy,this)},_destroyAnimProxy:function(){de(this._proxy),this.off(\"load moveend\",this._animMoveEnd,this),delete this._proxy},_animMoveEnd:function(){var t=this.getCenter(),e=this.getZoom();be(this._proxy,this.project(t,e),this.getZoomScale(e,1))},_catchTransitionEnd:function(t){this._animatingZoom&&t.propertyName.indexOf(\"transform\")>=0&&this._onZoomTransitionEnd()},_nothingToAnimate:function(){return!this._container.getElementsByClassName(\"leaflet-zoom-animated\").length},_tryAnimatedZoom:function(t,e,n){if(this._animatingZoom)return!0;if(n=n||{},!this._zoomAnimated||!1===n.animate||this._nothingToAnimate()||Math.abs(e-this._zoom)>this.options.zoomAnimationThreshold)return!1;var i=this.getZoomScale(e),r=this._getCenterOffset(t)._divideBy(1-1/i);return!(!0!==n.animate&&!this.getSize().contains(r))&&(M((function(){this._moveStart(!0,!1)._animateZoom(t,e,!0)}),this),!0)},_animateZoom:function(t,e,n,i){this._mapPane&&(n&&(this._animatingZoom=!0,this._animateToCenter=t,this._animateToZoom=e,me(this._mapPane,\"leaflet-zoom-anim\")),this.fire(\"zoomanim\",{center:t,zoom:e,noUpdate:i}),this._tempFireZoomEvent||(this._tempFireZoomEvent=this._zoom!==this._animateToZoom),this._move(this._animateToCenter,this._animateToZoom,void 0,!0),setTimeout(r(this._onZoomTransitionEnd,this),250))},_onZoomTransitionEnd:function(){this._animatingZoom&&(this._mapPane&&ye(this._mapPane,\"leaflet-zoom-anim\"),this._animatingZoom=!1,this._move(this._animateToCenter,this._animateToZoom,void 0,!0),this._tempFireZoomEvent&&this.fire(\"zoom\"),delete this._tempFireZoomEvent,this.fire(\"move\"),this._moveEnd(!0))}});function tn(t,e){return new $e(t,e)}var en=B.extend({options:{position:\"topright\"},initialize:function(t){p(this,t)},getPosition:function(){return this.options.position},setPosition:function(t){var e=this._map;return e&&e.removeControl(this),this.options.position=t,e&&e.addControl(this),this},getContainer:function(){return this._container},addTo:function(t){this.remove(),this._map=t;var e=this._container=this.onAdd(t),n=this.getPosition(),i=t._controlCorners[n];return me(e,\"leaflet-control\"),-1!==n.indexOf(\"bottom\")?i.insertBefore(e,i.firstChild):i.appendChild(e),this._map.on(\"unload\",this.remove,this),this},remove:function(){return this._map?(de(this._container),this.onRemove&&this.onRemove(this._map),this._map.off(\"unload\",this.remove,this),this._map=null,this):this},_refocusOnMap:function(t){this._map&&t&&t.screenX>0&&t.screenY>0&&this._map.getContainer().focus()}}),nn=function(t){return new en(t)};$e.include({addControl:function(t){return t.addTo(this),this},removeControl:function(t){return t.remove(),this},_initControlPos:function(){var t=this._controlCorners={},e=\"leaflet-\",n=this._controlContainer=he(\"div\",e+\"control-container\",this._container);function i(i,r){var o=e+i+\" \"+e+r;t[i+r]=he(\"div\",o,n)}i(\"top\",\"left\"),i(\"top\",\"right\"),i(\"bottom\",\"left\"),i(\"bottom\",\"right\")},_clearControlPos:function(){for(var t in this._controlCorners)de(this._controlCorners[t]);de(this._controlContainer),delete this._controlCorners,delete this._controlContainer}});var rn=en.extend({options:{collapsed:!0,position:\"topright\",autoZIndex:!0,hideSingleBase:!1,sortLayers:!1,sortFunction:function(t,e,n,i){return n<i?-1:i<n?1:0}},initialize:function(t,e,n){for(var i in p(this,n),this._layerControlInputs=[],this._layers=[],this._lastZIndex=0,this._handlingClick=!1,t)this._addLayer(t[i],i);for(i in e)this._addLayer(e[i],i,!0)},onAdd:function(t){this._initLayout(),this._update(),this._map=t,t.on(\"zoomend\",this._checkDisabledLayers,this);for(var e=0;e<this._layers.length;e++)this._layers[e].layer.on(\"add remove\",this._onLayerChange,this);return this._container},addTo:function(t){return en.prototype.addTo.call(this,t),this._expandIfNotCollapsed()},onRemove:function(){this._map.off(\"zoomend\",this._checkDisabledLayers,this);for(var t=0;t<this._layers.length;t++)this._layers[t].layer.off(\"add remove\",this._onLayerChange,this)},addBaseLayer:function(t,e){return this._addLayer(t,e),this._map?this._update():this},addOverlay:function(t,e){return this._addLayer(t,e,!0),this._map?this._update():this},removeLayer:function(t){t.off(\"add remove\",this._onLayerChange,this);var e=this._getLayer(a(t));return e&&this._layers.splice(this._layers.indexOf(e),1),this._map?this._update():this},expand:function(){me(this._container,\"leaflet-control-layers-expanded\"),this._section.style.height=null;var t=this._map.getSize().y-(this._container.offsetTop+50);return t<this._section.clientHeight?(me(this._section,\"leaflet-control-layers-scrollbar\"),this._section.style.height=t+\"px\"):ye(this._section,\"leaflet-control-layers-scrollbar\"),this._checkDisabledLayers(),this},collapse:function(){return ye(this._container,\"leaflet-control-layers-expanded\"),this},_initLayout:function(){var t=\"leaflet-control-layers\",e=this._container=he(\"div\",t),n=this.options.collapsed;e.setAttribute(\"aria-haspopup\",!0),ze(e),Ue(e);var i=this._section=he(\"section\",t+\"-list\");n&&(this._map.on(\"click\",this.collapse,this),Le(e,{mouseenter:function(){Le(i,\"click\",Ne),this.expand(),setTimeout((function(){je(i,\"click\",Ne)}))},mouseleave:this.collapse},this));var r=this._layersLink=he(\"a\",t+\"-toggle\",e);r.href=\"#\",r.title=\"Layers\",r.setAttribute(\"role\",\"button\"),Le(r,\"click\",Ne),Le(r,\"focus\",this.expand,this),n||this.expand(),this._baseLayersList=he(\"div\",t+\"-base\",i),this._separator=he(\"div\",t+\"-separator\",i),this._overlaysList=he(\"div\",t+\"-overlays\",i),e.appendChild(i)},_getLayer:function(t){for(var e=0;e<this._layers.length;e++)if(this._layers[e]&&a(this._layers[e].layer)===t)return this._layers[e]},_addLayer:function(t,e,n){this._map&&t.on(\"add remove\",this._onLayerChange,this),this._layers.push({layer:t,name:e,overlay:n}),this.options.sortLayers&&this._layers.sort(r((function(t,e){return this.options.sortFunction(t.layer,e.layer,t.name,e.name)}),this)),this.options.autoZIndex&&t.setZIndex&&(this._lastZIndex++,t.setZIndex(this._lastZIndex)),this._expandIfNotCollapsed()},_update:function(){if(!this._container)return this;pe(this._baseLayersList),pe(this._overlaysList),this._layerControlInputs=[];var t,e,n,i,r=0;for(n=0;n<this._layers.length;n++)i=this._layers[n],this._addItem(i),e=e||i.overlay,t=t||!i.overlay,r+=i.overlay?0:1;return this.options.hideSingleBase&&(t=t&&r>1,this._baseLayersList.style.display=t?\"\":\"none\"),this._separator.style.display=e&&t?\"\":\"none\",this},_onLayerChange:function(t){this._handlingClick||this._update();var e=this._getLayer(a(t.target)),n=e.overlay?\"add\"===t.type?\"overlayadd\":\"overlayremove\":\"add\"===t.type?\"baselayerchange\":null;n&&this._map.fire(n,e)},_createRadioElement:function(t,e){var n='<input type=\"radio\" class=\"leaflet-control-layers-selector\" name=\"'+t+'\"'+(e?' checked=\"checked\"':\"\")+\"/>\",i=document.createElement(\"div\");return i.innerHTML=n,i.firstChild},_addItem:function(t){var e,n=document.createElement(\"label\"),i=this._map.hasLayer(t.layer);t.overlay?(e=document.createElement(\"input\"),e.type=\"checkbox\",e.className=\"leaflet-control-layers-selector\",e.defaultChecked=i):e=this._createRadioElement(\"leaflet-base-layers_\"+a(this),i),this._layerControlInputs.push(e),e.layerId=a(t.layer),Le(e,\"click\",this._onInputClick,this);var r=document.createElement(\"span\");r.innerHTML=\" \"+t.name;var o=document.createElement(\"span\");n.appendChild(o),o.appendChild(e),o.appendChild(r);var s=t.overlay?this._overlaysList:this._baseLayersList;return s.appendChild(n),this._checkDisabledLayers(),n},_onInputClick:function(){var t,e,n=this._layerControlInputs,i=[],r=[];this._handlingClick=!0;for(var o=n.length-1;o>=0;o--)t=n[o],e=this._getLayer(t.layerId).layer,t.checked?i.push(e):t.checked||r.push(e);for(o=0;o<r.length;o++)this._map.hasLayer(r[o])&&this._map.removeLayer(r[o]);for(o=0;o<i.length;o++)this._map.hasLayer(i[o])||this._map.addLayer(i[o]);this._handlingClick=!1,this._refocusOnMap()},_checkDisabledLayers:function(){for(var t,e,n=this._layerControlInputs,i=this._map.getZoom(),r=n.length-1;r>=0;r--)t=n[r],e=this._getLayer(t.layerId).layer,t.disabled=void 0!==e.options.minZoom&&i<e.options.minZoom||void 0!==e.options.maxZoom&&i>e.options.maxZoom},_expandIfNotCollapsed:function(){return this._map&&!this.options.collapsed&&this.expand(),this}}),on=function(t,e,n){return new rn(t,e,n)},an=en.extend({options:{position:\"topleft\",zoomInText:'<span aria-hidden=\"true\">+</span>',zoomInTitle:\"Zoom in\",zoomOutText:'<span aria-hidden=\"true\">&#x2212;</span>',zoomOutTitle:\"Zoom out\"},onAdd:function(t){var e=\"leaflet-control-zoom\",n=he(\"div\",e+\" leaflet-bar\"),i=this.options;return this._zoomInButton=this._createButton(i.zoomInText,i.zoomInTitle,e+\"-in\",n,this._zoomIn),this._zoomOutButton=this._createButton(i.zoomOutText,i.zoomOutTitle,e+\"-out\",n,this._zoomOut),this._updateDisabled(),t.on(\"zoomend zoomlevelschange\",this._updateDisabled,this),n},onRemove:function(t){t.off(\"zoomend zoomlevelschange\",this._updateDisabled,this)},disable:function(){return this._disabled=!0,this._updateDisabled(),this},enable:function(){return this._disabled=!1,this._updateDisabled(),this},_zoomIn:function(t){!this._disabled&&this._map._zoom<this._map.getMaxZoom()&&this._map.zoomIn(this._map.options.zoomDelta*(t.shiftKey?3:1))},_zoomOut:function(t){!this._disabled&&this._map._zoom>this._map.getMinZoom()&&this._map.zoomOut(this._map.options.zoomDelta*(t.shiftKey?3:1))},_createButton:function(t,e,n,i,r){var o=he(\"a\",n,i);return o.innerHTML=t,o.href=\"#\",o.title=e,o.setAttribute(\"role\",\"button\"),o.setAttribute(\"aria-label\",e),ze(o),Le(o,\"click\",Ze),Le(o,\"click\",r,this),Le(o,\"click\",this._refocusOnMap,this),o},_updateDisabled:function(){var t=this._map,e=\"leaflet-disabled\";ye(this._zoomInButton,e),ye(this._zoomOutButton,e),this._zoomInButton.setAttribute(\"aria-disabled\",\"false\"),this._zoomOutButton.setAttribute(\"aria-disabled\",\"false\"),(this._disabled||t._zoom===t.getMinZoom())&&(me(this._zoomOutButton,e),this._zoomOutButton.setAttribute(\"aria-disabled\",\"true\")),(this._disabled||t._zoom===t.getMaxZoom())&&(me(this._zoomInButton,e),this._zoomInButton.setAttribute(\"aria-disabled\",\"true\"))}});$e.mergeOptions({zoomControl:!0}),$e.addInitHook((function(){this.options.zoomControl&&(this.zoomControl=new an,this.addControl(this.zoomControl))}));var sn=function(t){return new an(t)},ln=en.extend({options:{position:\"bottomleft\",maxWidth:100,metric:!0,imperial:!0},onAdd:function(t){var e=\"leaflet-control-scale\",n=he(\"div\",e),i=this.options;return this._addScales(i,e+\"-line\",n),t.on(i.updateWhenIdle?\"moveend\":\"move\",this._update,this),t.whenReady(this._update,this),n},onRemove:function(t){t.off(this.options.updateWhenIdle?\"moveend\":\"move\",this._update,this)},_addScales:function(t,e,n){t.metric&&(this._mScale=he(\"div\",e,n)),t.imperial&&(this._iScale=he(\"div\",e,n))},_update:function(){var t=this._map,e=t.getSize().y/2,n=t.distance(t.containerPointToLatLng([0,e]),t.containerPointToLatLng([this.options.maxWidth,e]));this._updateScales(n)},_updateScales:function(t){this.options.metric&&t&&this._updateMetric(t),this.options.imperial&&t&&this._updateImperial(t)},_updateMetric:function(t){var e=this._getRoundNum(t),n=e<1e3?e+\" m\":e/1e3+\" km\";this._updateScale(this._mScale,n,e/t)},_updateImperial:function(t){var e,n,i,r=3.2808399*t;r>5280?(e=r/5280,n=this._getRoundNum(e),this._updateScale(this._iScale,n+\" mi\",n/e)):(i=this._getRoundNum(r),this._updateScale(this._iScale,i+\" ft\",i/r))},_updateScale:function(t,e,n){t.style.width=Math.round(this.options.maxWidth*n)+\"px\",t.innerHTML=e},_getRoundNum:function(t){var e=Math.pow(10,(Math.floor(t)+\"\").length-1),n=t/e;return n=n>=10?10:n>=5?5:n>=3?3:n>=2?2:1,e*n}}),un=function(t){return new ln(t)},cn='<svg aria-hidden=\"true\" xmlns=\"http://www.w3.org/2000/svg\" width=\"12\" height=\"8\"><path fill=\"#4C7BE1\" d=\"M0 0h12v4H0z\"/><path fill=\"#FFD500\" d=\"M0 4h12v3H0z\"/><path fill=\"#E0BC00\" d=\"M0 7h12v1H0z\"/></svg>',hn=en.extend({options:{position:\"bottomright\",prefix:'<a href=\"https://leafletjs.com\" title=\"A JavaScript library for interactive maps\">'+(Ot.inlineSvg?cn+\" \":\"\")+\"Leaflet</a>\"},initialize:function(t){p(this,t),this._attributions={}},onAdd:function(t){for(var e in t.attributionControl=this,this._container=he(\"div\",\"leaflet-control-attribution\"),ze(this._container),t._layers)t._layers[e].getAttribution&&this.addAttribution(t._layers[e].getAttribution());return this._update(),t.on(\"layeradd\",this._addAttribution,this),this._container},onRemove:function(t){t.off(\"layeradd\",this._addAttribution,this)},_addAttribution:function(t){t.layer.getAttribution&&(this.addAttribution(t.layer.getAttribution()),t.layer.once(\"remove\",(function(){this.removeAttribution(t.layer.getAttribution())}),this))},setPrefix:function(t){return this.options.prefix=t,this._update(),this},addAttribution:function(t){return t?(this._attributions[t]||(this._attributions[t]=0),this._attributions[t]++,this._update(),this):this},removeAttribution:function(t){return t?(this._attributions[t]&&(this._attributions[t]--,this._update()),this):this},_update:function(){if(this._map){var t=[];for(var e in this._attributions)this._attributions[e]&&t.push(e);var n=[];this.options.prefix&&n.push(this.options.prefix),t.length&&n.push(t.join(\", \")),this._container.innerHTML=n.join(' <span aria-hidden=\"true\">|</span> ')}}});$e.mergeOptions({attributionControl:!0}),$e.addInitHook((function(){this.options.attributionControl&&(new hn).addTo(this)}));var dn=function(t){return new hn(t)};en.Layers=rn,en.Zoom=an,en.Scale=ln,en.Attribution=hn,nn.layers=on,nn.zoom=sn,nn.scale=un,nn.attribution=dn;var pn=B.extend({initialize:function(t){this._map=t},enable:function(){return this._enabled||(this._enabled=!0,this.addHooks()),this},disable:function(){return this._enabled?(this._enabled=!1,this.removeHooks(),this):this},enabled:function(){return!!this._enabled}});pn.addTo=function(t,e){return t.addHandler(e,this),this};var An,fn={Events:Q},gn=Ot.touch?\"touchstart mousedown\":\"mousedown\",mn=D.extend({options:{clickTolerance:3},initialize:function(t,e,n,i){p(this,i),this._element=t,this._dragStartTarget=e||t,this._preventOutline=n},enable:function(){this._enabled||(Le(this._dragStartTarget,gn,this._onDown,this),this._enabled=!0)},disable:function(){this._enabled&&(mn._dragging===this&&this.finishDrag(!0),je(this._dragStartTarget,gn,this._onDown,this),this._enabled=!1,this._moved=!1)},_onDown:function(t){if(this._enabled&&(this._moved=!1,!ge(this._element,\"leaflet-zoom-anim\")))if(t.touches&&1!==t.touches.length)mn._dragging===this&&this.finishDrag();else if(!(mn._dragging||t.shiftKey||1!==t.which&&1!==t.button&&!t.touches)&&(mn._dragging=this,this._preventOutline&&Qe(this._element),Be(),ee(),!this._moving)){this.fire(\"down\");var e=t.touches?t.touches[0]:t,n=Ke(this._element);this._startPoint=new K(e.clientX,e.clientY),this._startPos=Se(this._element),this._parentScale=qe(n);var i=\"mousedown\"===t.type;Le(document,i?\"mousemove\":\"touchmove\",this._onMove,this),Le(document,i?\"mouseup\":\"touchend touchcancel\",this._onUp,this)}},_onMove:function(t){if(this._enabled)if(t.touches&&t.touches.length>1)this._moved=!0;else{var e=t.touches&&1===t.touches.length?t.touches[0]:t,n=new K(e.clientX,e.clientY)._subtract(this._startPoint);(n.x||n.y)&&(Math.abs(n.x)+Math.abs(n.y)<this.options.clickTolerance||(n.x/=this._parentScale.x,n.y/=this._parentScale.y,Ne(t),this._moved||(this.fire(\"dragstart\"),this._moved=!0,me(document.body,\"leaflet-dragging\"),this._lastTarget=t.target||t.srcElement,window.SVGElementInstance&&this._lastTarget instanceof window.SVGElementInstance&&(this._lastTarget=this._lastTarget.correspondingUseElement),me(this._lastTarget,\"leaflet-drag-target\")),this._newPos=this._startPos.add(n),this._moving=!0,this._lastEvent=t,this._updatePosition()))}},_updatePosition:function(){var t={originalEvent:this._lastEvent};this.fire(\"predrag\",t),Me(this._element,this._newPos),this.fire(\"drag\",t)},_onUp:function(){this._enabled&&this.finishDrag()},finishDrag:function(t){ye(document.body,\"leaflet-dragging\"),this._lastTarget&&(ye(this._lastTarget,\"leaflet-drag-target\"),this._lastTarget=null),je(document,\"mousemove touchmove\",this._onMove,this),je(document,\"mouseup touchend touchcancel\",this._onUp,this),ke(),ne(),this._moved&&this._moving&&this.fire(\"dragend\",{noInertia:t,distance:this._newPos.distanceTo(this._startPos)}),this._moving=!1,mn._dragging=!1}});function yn(t,e){if(!e||!t.length)return t.slice();var n=e*e;return t=En(t,n),t=wn(t,n),t}function vn(t,e,n){return Math.sqrt(Bn(t,e,n,!0))}function Cn(t,e,n){return Bn(t,e,n)}function wn(t,e){var n=t.length,i=typeof Uint8Array!==void 0+\"\"?Uint8Array:Array,r=new i(n);r[0]=r[n-1]=1,In(t,r,e,0,n-1);var o,a=[];for(o=0;o<n;o++)r[o]&&a.push(t[o]);return a}function In(t,e,n,i,r){var o,a,s,l=0;for(a=i+1;a<=r-1;a++)s=Bn(t[a],t[i],t[r],!0),s>l&&(o=a,l=s);l>n&&(e[o]=1,In(t,e,n,i,o),In(t,e,n,o,r))}function En(t,e){for(var n=[t[0]],i=1,r=0,o=t.length;i<o;i++)xn(t[i],t[r])>e&&(n.push(t[i]),r=i);return r<o-1&&n.push(t[o-1]),n}function bn(t,e,n,i,r){var o,a,s,l=i?An:Sn(t,n),u=Sn(e,n);An=u;while(1){if(!(l|u))return[t,e];if(l&u)return!1;o=l||u,a=Mn(t,e,o,n,r),s=Sn(a,n),o===l?(t=a,l=s):(e=a,u=s)}}function Mn(t,e,n,i,r){var o,a,s=e.x-t.x,l=e.y-t.y,u=i.min,c=i.max;return 8&n?(o=t.x+s*(c.y-t.y)/l,a=c.y):4&n?(o=t.x+s*(u.y-t.y)/l,a=u.y):2&n?(o=c.x,a=t.y+l*(c.x-t.x)/s):1&n&&(o=u.x,a=t.y+l*(u.x-t.x)/s),new K(o,a,r)}function Sn(t,e){var n=0;return t.x<e.min.x?n|=1:t.x>e.max.x&&(n|=2),t.y<e.min.y?n|=4:t.y>e.max.y&&(n|=8),n}function xn(t,e){var n=e.x-t.x,i=e.y-t.y;return n*n+i*i}function Bn(t,e,n,i){var r,o=e.x,a=e.y,s=n.x-o,l=n.y-a,u=s*s+l*l;return u>0&&(r=((t.x-o)*s+(t.y-a)*l)/u,r>1?(o=n.x,a=n.y):r>0&&(o+=s*r,a+=l*r)),s=t.x-o,l=t.y-a,i?s*s+l*l:new K(o,a)}function kn(t){return!m(t[0])||\"object\"!==typeof t[0][0]&&\"undefined\"!==typeof t[0][0]}function Qn(t){return kn(t)}var Dn={__proto__:null,simplify:yn,pointToSegmentDistance:vn,closestPointOnSegment:Cn,clipSegment:bn,_getEdgeIntersection:Mn,_getBitCode:Sn,_sqClosestPointOnSegment:Bn,isFlat:kn,_flat:Qn};function Kn(t,e,n){var i,r,o,a,s,l,u,c,h,d=[1,4,2,8];for(r=0,u=t.length;r<u;r++)t[r]._code=Sn(t[r],e);for(a=0;a<4;a++){for(c=d[a],i=[],r=0,u=t.length,o=u-1;r<u;o=r++)s=t[r],l=t[o],s._code&c?l._code&c||(h=Mn(l,s,c,e,n),h._code=Sn(h,e),i.push(h)):(l._code&c&&(h=Mn(l,s,c,e,n),h._code=Sn(h,e),i.push(h)),i.push(s));t=i}return t}var qn={__proto__:null,clipPolygon:Kn},On={project:function(t){return new K(t.lng,t.lat)},unproject:function(t){return new G(t.y,t.x)},bounds:new R([-180,-90],[180,90])},Ln={R:6378137,R_MINOR:6356752.314245179,bounds:new R([-20037508.34279,-15496570.73972],[20037508.34279,18764656.23138]),project:function(t){var e=Math.PI/180,n=this.R,i=t.lat*e,r=this.R_MINOR/n,o=Math.sqrt(1-r*r),a=o*Math.sin(i),s=Math.tan(Math.PI/4-i/2)/Math.pow((1-a)/(1+a),o/2);return i=-n*Math.log(Math.max(s,1e-10)),new K(t.lng*e*n,i)},unproject:function(t){for(var e,n=180/Math.PI,i=this.R,r=this.R_MINOR/i,o=Math.sqrt(1-r*r),a=Math.exp(-t.y/i),s=Math.PI/2-2*Math.atan(a),l=0,u=.1;l<15&&Math.abs(u)>1e-7;l++)e=o*Math.sin(s),e=Math.pow((1-e)/(1+e),o/2),u=Math.PI/2-2*Math.atan(a*e)-s,s+=u;return new G(s*n,t.x*n/i)}},Rn={__proto__:null,LonLat:On,Mercator:Ln,SphericalMercator:N},jn=n({},U,{code:\"EPSG:3395\",projection:Ln,transformation:function(){var t=.5/(Math.PI*Ln.R);return P(t,.5,-t,.5)}()}),Tn=n({},U,{code:\"EPSG:4326\",projection:On,transformation:P(1/180,1,-1/180,.5)}),Jn=n({},F,{projection:On,transformation:P(1,0,-1,0),scale:function(t){return Math.pow(2,t)},zoom:function(t){return Math.log(t)/Math.LN2},distance:function(t,e){var n=e.lng-t.lng,i=e.lat-t.lat;return Math.sqrt(n*n+i*i)},infinite:!0});F.Earth=U,F.EPSG3395=jn,F.EPSG3857=W,F.EPSG900913=V,F.EPSG4326=Tn,F.Simple=Jn;var Gn=D.extend({options:{pane:\"overlayPane\",attribution:null,bubblingMouseEvents:!0},addTo:function(t){return t.addLayer(this),this},remove:function(){return this.removeFrom(this._map||this._mapToAdd)},removeFrom:function(t){return t&&t.removeLayer(this),this},getPane:function(t){return this._map.getPane(t?this.options[t]||t:this.options.pane)},addInteractiveTarget:function(t){return this._map._targets[a(t)]=this,this},removeInteractiveTarget:function(t){return delete this._map._targets[a(t)],this},getAttribution:function(){return this.options.attribution},_layerAdd:function(t){var e=t.target;if(e.hasLayer(this)){if(this._map=e,this._zoomAnimated=e._zoomAnimated,this.getEvents){var n=this.getEvents();e.on(n,this),this.once(\"remove\",(function(){e.off(n,this)}),this)}this.onAdd(e),this.fire(\"add\"),e.fire(\"layeradd\",{layer:this})}}});$e.include({addLayer:function(t){if(!t._layerAdd)throw new Error(\"The provided object is not a Layer.\");var e=a(t);return this._layers[e]||(this._layers[e]=t,t._mapToAdd=this,t.beforeAdd&&t.beforeAdd(this),this.whenReady(t._layerAdd,t)),this},removeLayer:function(t){var e=a(t);return this._layers[e]?(this._loaded&&t.onRemove(this),delete this._layers[e],this._loaded&&(this.fire(\"layerremove\",{layer:t}),t.fire(\"remove\")),t._map=t._mapToAdd=null,this):this},hasLayer:function(t){return a(t)in this._layers},eachLayer:function(t,e){for(var n in this._layers)t.call(e,this._layers[n]);return this},_addLayers:function(t){t=t?m(t)?t:[t]:[];for(var e=0,n=t.length;e<n;e++)this.addLayer(t[e])},_addZoomLimit:function(t){isNaN(t.options.maxZoom)&&isNaN(t.options.minZoom)||(this._zoomBoundLayers[a(t)]=t,this._updateZoomLevels())},_removeZoomLimit:function(t){var e=a(t);this._zoomBoundLayers[e]&&(delete this._zoomBoundLayers[e],this._updateZoomLevels())},_updateZoomLevels:function(){var t=1/0,e=-1/0,n=this._getZoomSpan();for(var i in this._zoomBoundLayers){var r=this._zoomBoundLayers[i].options;t=void 0===r.minZoom?t:Math.min(t,r.minZoom),e=void 0===r.maxZoom?e:Math.max(e,r.maxZoom)}this._layersMaxZoom=e===-1/0?void 0:e,this._layersMinZoom=t===1/0?void 0:t,n!==this._getZoomSpan()&&this.fire(\"zoomlevelschange\"),void 0===this.options.maxZoom&&this._layersMaxZoom&&this.getZoom()>this._layersMaxZoom&&this.setZoom(this._layersMaxZoom),void 0===this.options.minZoom&&this._layersMinZoom&&this.getZoom()<this._layersMinZoom&&this.setZoom(this._layersMinZoom)}});var Yn=Gn.extend({initialize:function(t,e){var n,i;if(p(this,e),this._layers={},t)for(n=0,i=t.length;n<i;n++)this.addLayer(t[n])},addLayer:function(t){var e=this.getLayerId(t);return this._layers[e]=t,this._map&&this._map.addLayer(t),this},removeLayer:function(t){var e=t in this._layers?t:this.getLayerId(t);return this._map&&this._layers[e]&&this._map.removeLayer(this._layers[e]),delete this._layers[e],this},hasLayer:function(t){var e=\"number\"===typeof t?t:this.getLayerId(t);return e in this._layers},clearLayers:function(){return this.eachLayer(this.removeLayer,this)},invoke:function(t){var e,n,i=Array.prototype.slice.call(arguments,1);for(e in this._layers)n=this._layers[e],n[t]&&n[t].apply(n,i);return this},onAdd:function(t){this.eachLayer(t.addLayer,t)},onRemove:function(t){this.eachLayer(t.removeLayer,t)},eachLayer:function(t,e){for(var n in this._layers)t.call(e,this._layers[n]);return this},getLayer:function(t){return this._layers[t]},getLayers:function(){var t=[];return this.eachLayer(t.push,t),t},setZIndex:function(t){return this.invoke(\"setZIndex\",t)},getLayerId:function(t){return a(t)}}),Fn=function(t,e){return new Yn(t,e)},Un=Yn.extend({addLayer:function(t){return this.hasLayer(t)?this:(t.addEventParent(this),Yn.prototype.addLayer.call(this,t),this.fire(\"layeradd\",{layer:t}))},removeLayer:function(t){return this.hasLayer(t)?(t in this._layers&&(t=this._layers[t]),t.removeEventParent(this),Yn.prototype.removeLayer.call(this,t),this.fire(\"layerremove\",{layer:t})):this},setStyle:function(t){return this.invoke(\"setStyle\",t)},bringToFront:function(){return this.invoke(\"bringToFront\")},bringToBack:function(){return this.invoke(\"bringToBack\")},getBounds:function(){var t=new T;for(var e in this._layers){var n=this._layers[e];t.extend(n.getBounds?n.getBounds():n.getLatLng())}return t}}),zn=function(t,e){return new Un(t,e)},Nn=B.extend({options:{popupAnchor:[0,0],tooltipAnchor:[0,0],crossOrigin:!1},initialize:function(t){p(this,t)},createIcon:function(t){return this._createIcon(\"icon\",t)},createShadow:function(t){return this._createIcon(\"shadow\",t)},_createIcon:function(t,e){var n=this._getIconUrl(t);if(!n){if(\"icon\"===t)throw new Error(\"iconUrl not set in Icon options (see the docs).\");return null}var i=this._createImg(n,e&&\"IMG\"===e.tagName?e:null);return this._setIconStyles(i,t),(this.options.crossOrigin||\"\"===this.options.crossOrigin)&&(i.crossOrigin=!0===this.options.crossOrigin?\"\":this.options.crossOrigin),i},_setIconStyles:function(t,e){var n=this.options,i=n[e+\"Size\"];\"number\"===typeof i&&(i=[i,i]);var r=O(i),o=O(\"shadow\"===e&&n.shadowAnchor||n.iconAnchor||r&&r.divideBy(2,!0));t.className=\"leaflet-marker-\"+e+\" \"+(n.className||\"\"),o&&(t.style.marginLeft=-o.x+\"px\",t.style.marginTop=-o.y+\"px\"),r&&(t.style.width=r.x+\"px\",t.style.height=r.y+\"px\")},_createImg:function(t,e){return e=e||document.createElement(\"img\"),e.src=t,e},_getIconUrl:function(t){return Ot.retina&&this.options[t+\"RetinaUrl\"]||this.options[t+\"Url\"]}});function Zn(t){return new Nn(t)}var Pn=Nn.extend({options:{iconUrl:\"marker-icon.png\",iconRetinaUrl:\"marker-icon-2x.png\",shadowUrl:\"marker-shadow.png\",iconSize:[25,41],iconAnchor:[12,41],popupAnchor:[1,-34],tooltipAnchor:[16,-28],shadowSize:[41,41]},_getIconUrl:function(t){return\"string\"!==typeof Pn.imagePath&&(Pn.imagePath=this._detectIconPath()),(this.options.imagePath||Pn.imagePath)+Nn.prototype._getIconUrl.call(this,t)},_stripUrl:function(t){var e=function(t,e,n){var i=e.exec(t);return i&&i[n]};return t=e(t,/^url\\((['\"])?(.+)\\1\\)$/,2),t&&e(t,/^(.*)marker-icon\\.png$/,1)},_detectIconPath:function(){var t=he(\"div\",\"leaflet-default-icon-path\",document.body),e=ce(t,\"background-image\")||ce(t,\"backgroundImage\");if(document.body.removeChild(t),e=this._stripUrl(e),e)return e;var n=document.querySelector('link[href$=\"leaflet.css\"]');return n?n.href.substring(0,n.href.length-\"leaflet.css\".length-1):\"\"}}),Wn=pn.extend({initialize:function(t){this._marker=t},addHooks:function(){var t=this._marker._icon;this._draggable||(this._draggable=new mn(t,t,!0)),this._draggable.on({dragstart:this._onDragStart,predrag:this._onPreDrag,drag:this._onDrag,dragend:this._onDragEnd},this).enable(),me(t,\"leaflet-marker-draggable\")},removeHooks:function(){this._draggable.off({dragstart:this._onDragStart,predrag:this._onPreDrag,drag:this._onDrag,dragend:this._onDragEnd},this).disable(),this._marker._icon&&ye(this._marker._icon,\"leaflet-marker-draggable\")},moved:function(){return this._draggable&&this._draggable._moved},_adjustPan:function(t){var e=this._marker,n=e._map,i=this._marker.options.autoPanSpeed,r=this._marker.options.autoPanPadding,o=Se(e._icon),a=n.getPixelBounds(),s=n.getPixelOrigin(),l=j(a.min._subtract(s).add(r),a.max._subtract(s).subtract(r));if(!l.contains(o)){var u=O((Math.max(l.max.x,o.x)-l.max.x)/(a.max.x-l.max.x)-(Math.min(l.min.x,o.x)-l.min.x)/(a.min.x-l.min.x),(Math.max(l.max.y,o.y)-l.max.y)/(a.max.y-l.max.y)-(Math.min(l.min.y,o.y)-l.min.y)/(a.min.y-l.min.y)).multiplyBy(i);n.panBy(u,{animate:!1}),this._draggable._newPos._add(u),this._draggable._startPos._add(u),Me(e._icon,this._draggable._newPos),this._onDrag(t),this._panRequest=M(this._adjustPan.bind(this,t))}},_onDragStart:function(){this._oldLatLng=this._marker.getLatLng(),this._marker.closePopup&&this._marker.closePopup(),this._marker.fire(\"movestart\").fire(\"dragstart\")},_onPreDrag:function(t){this._marker.options.autoPan&&(S(this._panRequest),this._panRequest=M(this._adjustPan.bind(this,t)))},_onDrag:function(t){var e=this._marker,n=e._shadow,i=Se(e._icon),r=e._map.layerPointToLatLng(i);n&&Me(n,i),e._latlng=r,t.latlng=r,t.oldLatLng=this._oldLatLng,e.fire(\"move\",t).fire(\"drag\",t)},_onDragEnd:function(t){S(this._panRequest),delete this._oldLatLng,this._marker.fire(\"moveend\").fire(\"dragend\",t)}}),Vn=Gn.extend({options:{icon:new Pn,interactive:!0,keyboard:!0,title:\"\",alt:\"Marker\",zIndexOffset:0,opacity:1,riseOnHover:!1,riseOffset:250,pane:\"markerPane\",shadowPane:\"shadowPane\",bubblingMouseEvents:!1,autoPanOnFocus:!0,draggable:!1,autoPan:!1,autoPanPadding:[50,50],autoPanSpeed:10},initialize:function(t,e){p(this,e),this._latlng=Y(t)},onAdd:function(t){this._zoomAnimated=this._zoomAnimated&&t.options.markerZoomAnimation,this._zoomAnimated&&t.on(\"zoomanim\",this._animateZoom,this),this._initIcon(),this.update()},onRemove:function(t){this.dragging&&this.dragging.enabled()&&(this.options.draggable=!0,this.dragging.removeHooks()),delete this.dragging,this._zoomAnimated&&t.off(\"zoomanim\",this._animateZoom,this),this._removeIcon(),this._removeShadow()},getEvents:function(){return{zoom:this.update,viewreset:this.update}},getLatLng:function(){return this._latlng},setLatLng:function(t){var e=this._latlng;return this._latlng=Y(t),this.update(),this.fire(\"move\",{oldLatLng:e,latlng:this._latlng})},setZIndexOffset:function(t){return this.options.zIndexOffset=t,this.update()},getIcon:function(){return this.options.icon},setIcon:function(t){return this.options.icon=t,this._map&&(this._initIcon(),this.update()),this._popup&&this.bindPopup(this._popup,this._popup.options),this},getElement:function(){return this._icon},update:function(){if(this._icon&&this._map){var t=this._map.latLngToLayerPoint(this._latlng).round();this._setPos(t)}return this},_initIcon:function(){var t=this.options,e=\"leaflet-zoom-\"+(this._zoomAnimated?\"animated\":\"hide\"),n=t.icon.createIcon(this._icon),i=!1;n!==this._icon&&(this._icon&&this._removeIcon(),i=!0,t.title&&(n.title=t.title),\"IMG\"===n.tagName&&(n.alt=t.alt||\"\")),me(n,e),t.keyboard&&(n.tabIndex=\"0\",n.setAttribute(\"role\",\"button\")),this._icon=n,t.riseOnHover&&this.on({mouseover:this._bringToFront,mouseout:this._resetZIndex}),this.options.autoPanOnFocus&&Le(n,\"focus\",this._panOnFocus,this);var r=t.icon.createShadow(this._shadow),o=!1;r!==this._shadow&&(this._removeShadow(),o=!0),r&&(me(r,e),r.alt=\"\"),this._shadow=r,t.opacity<1&&this._updateOpacity(),i&&this.getPane().appendChild(this._icon),this._initInteraction(),r&&o&&this.getPane(t.shadowPane).appendChild(this._shadow)},_removeIcon:function(){this.options.riseOnHover&&this.off({mouseover:this._bringToFront,mouseout:this._resetZIndex}),this.options.autoPanOnFocus&&je(this._icon,\"focus\",this._panOnFocus,this),de(this._icon),this.removeInteractiveTarget(this._icon),this._icon=null},_removeShadow:function(){this._shadow&&de(this._shadow),this._shadow=null},_setPos:function(t){this._icon&&Me(this._icon,t),this._shadow&&Me(this._shadow,t),this._zIndex=t.y+this.options.zIndexOffset,this._resetZIndex()},_updateZIndex:function(t){this._icon&&(this._icon.style.zIndex=this._zIndex+t)},_animateZoom:function(t){var e=this._map._latLngToNewLayerPoint(this._latlng,t.zoom,t.center).round();this._setPos(e)},_initInteraction:function(){if(this.options.interactive&&(me(this._icon,\"leaflet-interactive\"),this.addInteractiveTarget(this._icon),Wn)){var t=this.options.draggable;this.dragging&&(t=this.dragging.enabled(),this.dragging.disable()),this.dragging=new Wn(this),t&&this.dragging.enable()}},setOpacity:function(t){return this.options.opacity=t,this._map&&this._updateOpacity(),this},_updateOpacity:function(){var t=this.options.opacity;this._icon&&we(this._icon,t),this._shadow&&we(this._shadow,t)},_bringToFront:function(){this._updateZIndex(this.options.riseOffset)},_resetZIndex:function(){this._updateZIndex(0)},_panOnFocus:function(){var t=this._map;if(t){var e=this.options.icon.options,n=e.iconSize?O(e.iconSize):O(0,0),i=e.iconAnchor?O(e.iconAnchor):O(0,0);t.panInside(this._latlng,{paddingTopLeft:i,paddingBottomRight:n.subtract(i)})}},_getPopupAnchor:function(){return this.options.icon.options.popupAnchor},_getTooltipAnchor:function(){return this.options.icon.options.tooltipAnchor}});function Hn(t,e){return new Vn(t,e)}var Xn=Gn.extend({options:{stroke:!0,color:\"#3388ff\",weight:3,opacity:1,lineCap:\"round\",lineJoin:\"round\",dashArray:null,dashOffset:null,fill:!1,fillColor:null,fillOpacity:.2,fillRule:\"evenodd\",interactive:!0,bubblingMouseEvents:!0},beforeAdd:function(t){this._renderer=t.getRenderer(this)},onAdd:function(){this._renderer._initPath(this),this._reset(),this._renderer._addPath(this)},onRemove:function(){this._renderer._removePath(this)},redraw:function(){return this._map&&this._renderer._updatePath(this),this},setStyle:function(t){return p(this,t),this._renderer&&(this._renderer._updateStyle(this),this.options.stroke&&t&&Object.prototype.hasOwnProperty.call(t,\"weight\")&&this._updateBounds()),this},bringToFront:function(){return this._renderer&&this._renderer._bringToFront(this),this},bringToBack:function(){return this._renderer&&this._renderer._bringToBack(this),this},getElement:function(){return this._path},_reset:function(){this._project(),this._update()},_clickTolerance:function(){return(this.options.stroke?this.options.weight/2:0)+(this._renderer.options.tolerance||0)}}),_n=Xn.extend({options:{fill:!0,radius:10},initialize:function(t,e){p(this,e),this._latlng=Y(t),this._radius=this.options.radius},setLatLng:function(t){var e=this._latlng;return this._latlng=Y(t),this.redraw(),this.fire(\"move\",{oldLatLng:e,latlng:this._latlng})},getLatLng:function(){return this._latlng},setRadius:function(t){return this.options.radius=this._radius=t,this.redraw()},getRadius:function(){return this._radius},setStyle:function(t){var e=t&&t.radius||this._radius;return Xn.prototype.setStyle.call(this,t),this.setRadius(e),this},_project:function(){this._point=this._map.latLngToLayerPoint(this._latlng),this._updateBounds()},_updateBounds:function(){var t=this._radius,e=this._radiusY||t,n=this._clickTolerance(),i=[t+n,e+n];this._pxBounds=new R(this._point.subtract(i),this._point.add(i))},_update:function(){this._map&&this._updatePath()},_updatePath:function(){this._renderer._updateCircle(this)},_empty:function(){return this._radius&&!this._renderer._bounds.intersects(this._pxBounds)},_containsPoint:function(t){return t.distanceTo(this._point)<=this._radius+this._clickTolerance()}});function $n(t,e){return new _n(t,e)}var ti=_n.extend({initialize:function(t,e,i){if(\"number\"===typeof e&&(e=n({},i,{radius:e})),p(this,e),this._latlng=Y(t),isNaN(this.options.radius))throw new Error(\"Circle radius cannot be NaN\");this._mRadius=this.options.radius},setRadius:function(t){return this._mRadius=t,this.redraw()},getRadius:function(){return this._mRadius},getBounds:function(){var t=[this._radius,this._radiusY||this._radius];return new T(this._map.layerPointToLatLng(this._point.subtract(t)),this._map.layerPointToLatLng(this._point.add(t)))},setStyle:Xn.prototype.setStyle,_project:function(){var t=this._latlng.lng,e=this._latlng.lat,n=this._map,i=n.options.crs;if(i.distance===U.distance){var r=Math.PI/180,o=this._mRadius/U.R/r,a=n.project([e+o,t]),s=n.project([e-o,t]),l=a.add(s).divideBy(2),u=n.unproject(l).lat,c=Math.acos((Math.cos(o*r)-Math.sin(e*r)*Math.sin(u*r))/(Math.cos(e*r)*Math.cos(u*r)))/r;(isNaN(c)||0===c)&&(c=o/Math.cos(Math.PI/180*e)),this._point=l.subtract(n.getPixelOrigin()),this._radius=isNaN(c)?0:l.x-n.project([u,t-c]).x,this._radiusY=l.y-a.y}else{var h=i.unproject(i.project(this._latlng).subtract([this._mRadius,0]));this._point=n.latLngToLayerPoint(this._latlng),this._radius=this._point.x-n.latLngToLayerPoint(h).x}this._updateBounds()}});function ei(t,e,n){return new ti(t,e,n)}var ni=Xn.extend({options:{smoothFactor:1,noClip:!1},initialize:function(t,e){p(this,e),this._setLatLngs(t)},getLatLngs:function(){return this._latlngs},setLatLngs:function(t){return this._setLatLngs(t),this.redraw()},isEmpty:function(){return!this._latlngs.length},closestLayerPoint:function(t){for(var e,n,i=1/0,r=null,o=Bn,a=0,s=this._parts.length;a<s;a++)for(var l=this._parts[a],u=1,c=l.length;u<c;u++){e=l[u-1],n=l[u];var h=o(t,e,n,!0);h<i&&(i=h,r=o(t,e,n))}return r&&(r.distance=Math.sqrt(i)),r},getCenter:function(){if(!this._map)throw new Error(\"Must add layer to map before using getCenter()\");var t,e,n,i,r,o,a,s=this._rings[0],l=s.length;if(!l)return null;for(t=0,e=0;t<l-1;t++)e+=s[t].distanceTo(s[t+1])/2;if(0===e)return this._map.layerPointToLatLng(s[0]);for(t=0,i=0;t<l-1;t++)if(r=s[t],o=s[t+1],n=r.distanceTo(o),i+=n,i>e)return a=(i-e)/n,this._map.layerPointToLatLng([o.x-a*(o.x-r.x),o.y-a*(o.y-r.y)])},getBounds:function(){return this._bounds},addLatLng:function(t,e){return e=e||this._defaultShape(),t=Y(t),e.push(t),this._bounds.extend(t),this.redraw()},_setLatLngs:function(t){this._bounds=new T,this._latlngs=this._convertLatLngs(t)},_defaultShape:function(){return kn(this._latlngs)?this._latlngs:this._latlngs[0]},_convertLatLngs:function(t){for(var e=[],n=kn(t),i=0,r=t.length;i<r;i++)n?(e[i]=Y(t[i]),this._bounds.extend(e[i])):e[i]=this._convertLatLngs(t[i]);return e},_project:function(){var t=new R;this._rings=[],this._projectLatlngs(this._latlngs,this._rings,t),this._bounds.isValid()&&t.isValid()&&(this._rawPxBounds=t,this._updateBounds())},_updateBounds:function(){var t=this._clickTolerance(),e=new K(t,t);this._rawPxBounds&&(this._pxBounds=new R([this._rawPxBounds.min.subtract(e),this._rawPxBounds.max.add(e)]))},_projectLatlngs:function(t,e,n){var i,r,o=t[0]instanceof G,a=t.length;if(o){for(r=[],i=0;i<a;i++)r[i]=this._map.latLngToLayerPoint(t[i]),n.extend(r[i]);e.push(r)}else for(i=0;i<a;i++)this._projectLatlngs(t[i],e,n)},_clipPoints:function(){var t=this._renderer._bounds;if(this._parts=[],this._pxBounds&&this._pxBounds.intersects(t))if(this.options.noClip)this._parts=this._rings;else{var e,n,i,r,o,a,s,l=this._parts;for(e=0,i=0,r=this._rings.length;e<r;e++)for(s=this._rings[e],n=0,o=s.length;n<o-1;n++)a=bn(s[n],s[n+1],t,n,!0),a&&(l[i]=l[i]||[],l[i].push(a[0]),a[1]===s[n+1]&&n!==o-2||(l[i].push(a[1]),i++))}},_simplifyPoints:function(){for(var t=this._parts,e=this.options.smoothFactor,n=0,i=t.length;n<i;n++)t[n]=yn(t[n],e)},_update:function(){this._map&&(this._clipPoints(),this._simplifyPoints(),this._updatePath())},_updatePath:function(){this._renderer._updatePoly(this)},_containsPoint:function(t,e){var n,i,r,o,a,s,l=this._clickTolerance();if(!this._pxBounds||!this._pxBounds.contains(t))return!1;for(n=0,o=this._parts.length;n<o;n++)for(s=this._parts[n],i=0,a=s.length,r=a-1;i<a;r=i++)if((e||0!==i)&&vn(t,s[r],s[i])<=l)return!0;return!1}});function ii(t,e){return new ni(t,e)}ni._flat=Qn;var ri=ni.extend({options:{fill:!0},isEmpty:function(){return!this._latlngs.length||!this._latlngs[0].length},getCenter:function(){if(!this._map)throw new Error(\"Must add layer to map before using getCenter()\");var t,e,n,i,r,o,a,s,l,u=this._rings[0],c=u.length;if(!c)return null;for(o=a=s=0,t=0,e=c-1;t<c;e=t++)n=u[t],i=u[e],r=n.y*i.x-i.y*n.x,a+=(n.x+i.x)*r,s+=(n.y+i.y)*r,o+=3*r;return l=0===o?u[0]:[a/o,s/o],this._map.layerPointToLatLng(l)},_convertLatLngs:function(t){var e=ni.prototype._convertLatLngs.call(this,t),n=e.length;return n>=2&&e[0]instanceof G&&e[0].equals(e[n-1])&&e.pop(),e},_setLatLngs:function(t){ni.prototype._setLatLngs.call(this,t),kn(this._latlngs)&&(this._latlngs=[this._latlngs])},_defaultShape:function(){return kn(this._latlngs[0])?this._latlngs[0]:this._latlngs[0][0]},_clipPoints:function(){var t=this._renderer._bounds,e=this.options.weight,n=new K(e,e);if(t=new R(t.min.subtract(n),t.max.add(n)),this._parts=[],this._pxBounds&&this._pxBounds.intersects(t))if(this.options.noClip)this._parts=this._rings;else for(var i,r=0,o=this._rings.length;r<o;r++)i=Kn(this._rings[r],t,!0),i.length&&this._parts.push(i)},_updatePath:function(){this._renderer._updatePoly(this,!0)},_containsPoint:function(t){var e,n,i,r,o,a,s,l,u=!1;if(!this._pxBounds||!this._pxBounds.contains(t))return!1;for(r=0,s=this._parts.length;r<s;r++)for(e=this._parts[r],o=0,l=e.length,a=l-1;o<l;a=o++)n=e[o],i=e[a],n.y>t.y!==i.y>t.y&&t.x<(i.x-n.x)*(t.y-n.y)/(i.y-n.y)+n.x&&(u=!u);return u||ni.prototype._containsPoint.call(this,t,!0)}});function oi(t,e){return new ri(t,e)}var ai=Un.extend({initialize:function(t,e){p(this,e),this._layers={},t&&this.addData(t)},addData:function(t){var e,n,i,r=m(t)?t:t.features;if(r){for(e=0,n=r.length;e<n;e++)i=r[e],(i.geometries||i.geometry||i.features||i.coordinates)&&this.addData(i);return this}var o=this.options;if(o.filter&&!o.filter(t))return this;var a=si(t,o);return a?(a.feature=Ai(t),a.defaultOptions=a.options,this.resetStyle(a),o.onEachFeature&&o.onEachFeature(t,a),this.addLayer(a)):this},resetStyle:function(t){return void 0===t?this.eachLayer(this.resetStyle,this):(t.options=n({},t.defaultOptions),this._setLayerStyle(t,this.options.style),this)},setStyle:function(t){return this.eachLayer((function(e){this._setLayerStyle(e,t)}),this)},_setLayerStyle:function(t,e){t.setStyle&&(\"function\"===typeof e&&(e=e(t.feature)),t.setStyle(e))}});function si(t,e){var n,i,r,o,a=\"Feature\"===t.type?t.geometry:t,s=a?a.coordinates:null,l=[],u=e&&e.pointToLayer,c=e&&e.coordsToLatLng||ui;if(!s&&!a)return null;switch(a.type){case\"Point\":return n=c(s),li(u,t,n,e);case\"MultiPoint\":for(r=0,o=s.length;r<o;r++)n=c(s[r]),l.push(li(u,t,n,e));return new Un(l);case\"LineString\":case\"MultiLineString\":return i=ci(s,\"LineString\"===a.type?0:1,c),new ni(i,e);case\"Polygon\":case\"MultiPolygon\":return i=ci(s,\"Polygon\"===a.type?1:2,c),new ri(i,e);case\"GeometryCollection\":for(r=0,o=a.geometries.length;r<o;r++){var h=si({geometry:a.geometries[r],type:\"Feature\",properties:t.properties},e);h&&l.push(h)}return new Un(l);default:throw new Error(\"Invalid GeoJSON object.\")}}function li(t,e,n,i){return t?t(e,n):new Vn(n,i&&i.markersInheritOptions&&i)}function ui(t){return new G(t[1],t[0],t[2])}function ci(t,e,n){for(var i,r=[],o=0,a=t.length;o<a;o++)i=e?ci(t[o],e-1,n):(n||ui)(t[o]),r.push(i);return r}function hi(t,e){return t=Y(t),void 0!==t.alt?[c(t.lng,e),c(t.lat,e),c(t.alt,e)]:[c(t.lng,e),c(t.lat,e)]}function di(t,e,n,i){for(var r=[],o=0,a=t.length;o<a;o++)r.push(e?di(t[o],e-1,n,i):hi(t[o],i));return!e&&n&&r.push(r[0]),r}function pi(t,e){return t.feature?n({},t.feature,{geometry:e}):Ai(e)}function Ai(t){return\"Feature\"===t.type||\"FeatureCollection\"===t.type?t:{type:\"Feature\",properties:{},geometry:t}}var fi={toGeoJSON:function(t){return pi(this,{type:\"Point\",coordinates:hi(this.getLatLng(),t)})}};function gi(t,e){return new ai(t,e)}Vn.include(fi),ti.include(fi),_n.include(fi),ni.include({toGeoJSON:function(t){var e=!kn(this._latlngs),n=di(this._latlngs,e?1:0,!1,t);return pi(this,{type:(e?\"Multi\":\"\")+\"LineString\",coordinates:n})}}),ri.include({toGeoJSON:function(t){var e=!kn(this._latlngs),n=e&&!kn(this._latlngs[0]),i=di(this._latlngs,n?2:e?1:0,!0,t);return e||(i=[i]),pi(this,{type:(n?\"Multi\":\"\")+\"Polygon\",coordinates:i})}}),Yn.include({toMultiPoint:function(t){var e=[];return this.eachLayer((function(n){e.push(n.toGeoJSON(t).geometry.coordinates)})),pi(this,{type:\"MultiPoint\",coordinates:e})},toGeoJSON:function(t){var e=this.feature&&this.feature.geometry&&this.feature.geometry.type;if(\"MultiPoint\"===e)return this.toMultiPoint(t);var n=\"GeometryCollection\"===e,i=[];return this.eachLayer((function(e){if(e.toGeoJSON){var r=e.toGeoJSON(t);if(n)i.push(r.geometry);else{var o=Ai(r);\"FeatureCollection\"===o.type?i.push.apply(i,o.features):i.push(o)}}})),n?pi(this,{geometries:i,type:\"GeometryCollection\"}):{type:\"FeatureCollection\",features:i}}});var mi=gi,yi=Gn.extend({options:{opacity:1,alt:\"\",interactive:!1,crossOrigin:!1,errorOverlayUrl:\"\",zIndex:1,className:\"\"},initialize:function(t,e,n){this._url=t,this._bounds=J(e),p(this,n)},onAdd:function(){this._image||(this._initImage(),this.options.opacity<1&&this._updateOpacity()),this.options.interactive&&(me(this._image,\"leaflet-interactive\"),this.addInteractiveTarget(this._image)),this.getPane().appendChild(this._image),this._reset()},onRemove:function(){de(this._image),this.options.interactive&&this.removeInteractiveTarget(this._image)},setOpacity:function(t){return this.options.opacity=t,this._image&&this._updateOpacity(),this},setStyle:function(t){return t.opacity&&this.setOpacity(t.opacity),this},bringToFront:function(){return this._map&&Ae(this._image),this},bringToBack:function(){return this._map&&fe(this._image),this},setUrl:function(t){return this._url=t,this._image&&(this._image.src=t),this},setBounds:function(t){return this._bounds=J(t),this._map&&this._reset(),this},getEvents:function(){var t={zoom:this._reset,viewreset:this._reset};return this._zoomAnimated&&(t.zoomanim=this._animateZoom),t},setZIndex:function(t){return this.options.zIndex=t,this._updateZIndex(),this},getBounds:function(){return this._bounds},getElement:function(){return this._image},_initImage:function(){var t=\"IMG\"===this._url.tagName,e=this._image=t?this._url:he(\"img\");me(e,\"leaflet-image-layer\"),this._zoomAnimated&&me(e,\"leaflet-zoom-animated\"),this.options.className&&me(e,this.options.className),e.onselectstart=u,e.onmousemove=u,e.onload=r(this.fire,this,\"load\"),e.onerror=r(this._overlayOnError,this,\"error\"),(this.options.crossOrigin||\"\"===this.options.crossOrigin)&&(e.crossOrigin=!0===this.options.crossOrigin?\"\":this.options.crossOrigin),this.options.zIndex&&this._updateZIndex(),t?this._url=e.src:(e.src=this._url,e.alt=this.options.alt)},_animateZoom:function(t){var e=this._map.getZoomScale(t.zoom),n=this._map._latLngBoundsToNewLayerBounds(this._bounds,t.zoom,t.center).min;be(this._image,n,e)},_reset:function(){var t=this._image,e=new R(this._map.latLngToLayerPoint(this._bounds.getNorthWest()),this._map.latLngToLayerPoint(this._bounds.getSouthEast())),n=e.getSize();Me(t,e.min),t.style.width=n.x+\"px\",t.style.height=n.y+\"px\"},_updateOpacity:function(){we(this._image,this.options.opacity)},_updateZIndex:function(){this._image&&void 0!==this.options.zIndex&&null!==this.options.zIndex&&(this._image.style.zIndex=this.options.zIndex)},_overlayOnError:function(){this.fire(\"error\");var t=this.options.errorOverlayUrl;t&&this._url!==t&&(this._url=t,this._image.src=t)},getCenter:function(){return this._bounds.getCenter()}}),vi=function(t,e,n){return new yi(t,e,n)},Ci=yi.extend({options:{autoplay:!0,loop:!0,keepAspectRatio:!0,muted:!1,playsInline:!0},_initImage:function(){var t=\"VIDEO\"===this._url.tagName,e=this._image=t?this._url:he(\"video\");if(me(e,\"leaflet-image-layer\"),this._zoomAnimated&&me(e,\"leaflet-zoom-animated\"),this.options.className&&me(e,this.options.className),e.onselectstart=u,e.onmousemove=u,e.onloadeddata=r(this.fire,this,\"load\"),t){for(var n=e.getElementsByTagName(\"source\"),i=[],o=0;o<n.length;o++)i.push(n[o].src);this._url=n.length>0?i:[e.src]}else{m(this._url)||(this._url=[this._url]),!this.options.keepAspectRatio&&Object.prototype.hasOwnProperty.call(e.style,\"objectFit\")&&(e.style[\"objectFit\"]=\"fill\"),e.autoplay=!!this.options.autoplay,e.loop=!!this.options.loop,e.muted=!!this.options.muted,e.playsInline=!!this.options.playsInline;for(var a=0;a<this._url.length;a++){var s=he(\"source\");s.src=this._url[a],e.appendChild(s)}}}});function wi(t,e,n){return new Ci(t,e,n)}var Ii=yi.extend({_initImage:function(){var t=this._image=this._url;me(t,\"leaflet-image-layer\"),this._zoomAnimated&&me(t,\"leaflet-zoom-animated\"),this.options.className&&me(t,this.options.className),t.onselectstart=u,t.onmousemove=u}});function Ei(t,e,n){return new Ii(t,e,n)}var bi=Gn.extend({options:{interactive:!1,offset:[0,0],className:\"\",pane:void 0},initialize:function(t,e){p(this,t),this._source=e},openOn:function(t){return t=arguments.length?t:this._source._map,t.hasLayer(this)||t.addLayer(this),this},close:function(){return this._map&&this._map.removeLayer(this),this},toggle:function(t){return this._map?this.close():(arguments.length?this._source=t:t=this._source,this._prepareOpen(),this.openOn(t._map)),this},onAdd:function(t){this._zoomAnimated=t._zoomAnimated,this._container||this._initLayout(),t._fadeAnimated&&we(this._container,0),clearTimeout(this._removeTimeout),this.getPane().appendChild(this._container),this.update(),t._fadeAnimated&&we(this._container,1),this.bringToFront(),this.options.interactive&&(me(this._container,\"leaflet-interactive\"),this.addInteractiveTarget(this._container))},onRemove:function(t){t._fadeAnimated?(we(this._container,0),this._removeTimeout=setTimeout(r(de,void 0,this._container),200)):de(this._container),this.options.interactive&&(ye(this._container,\"leaflet-interactive\"),this.removeInteractiveTarget(this._container))},getLatLng:function(){return this._latlng},setLatLng:function(t){return this._latlng=Y(t),this._map&&(this._updatePosition(),this._adjustPan()),this},getContent:function(){return this._content},setContent:function(t){return this._content=t,this.update(),this},getElement:function(){return this._container},update:function(){this._map&&(this._container.style.visibility=\"hidden\",this._updateContent(),this._updateLayout(),this._updatePosition(),this._container.style.visibility=\"\",this._adjustPan())},getEvents:function(){var t={zoom:this._updatePosition,viewreset:this._updatePosition};return this._zoomAnimated&&(t.zoomanim=this._animateZoom),t},isOpen:function(){return!!this._map&&this._map.hasLayer(this)},bringToFront:function(){return this._map&&Ae(this._container),this},bringToBack:function(){return this._map&&fe(this._container),this},_prepareOpen:function(t){var e=this._source;if(!e._map)return!1;if(e instanceof Un){e=null;var n=this._source._layers;for(var i in n)if(n[i]._map){e=n[i];break}if(!e)return!1;this._source=e}if(!t)if(e.getCenter)t=e.getCenter();else if(e.getLatLng)t=e.getLatLng();else{if(!e.getBounds)throw new Error(\"Unable to get source layer LatLng.\");t=e.getBounds().getCenter()}return this.setLatLng(t),this._map&&this.update(),!0},_updateContent:function(){if(this._content){var t=this._contentNode,e=\"function\"===typeof this._content?this._content(this._source||this):this._content;if(\"string\"===typeof e)t.innerHTML=e;else{while(t.hasChildNodes())t.removeChild(t.firstChild);t.appendChild(e)}this.fire(\"contentupdate\")}},_updatePosition:function(){if(this._map){var t=this._map.latLngToLayerPoint(this._latlng),e=O(this.options.offset),n=this._getAnchor();this._zoomAnimated?Me(this._container,t.add(n)):e=e.add(t).add(n);var i=this._containerBottom=-e.y,r=this._containerLeft=-Math.round(this._containerWidth/2)+e.x;this._container.style.bottom=i+\"px\",this._container.style.left=r+\"px\"}},_getAnchor:function(){return[0,0]}});$e.include({_initOverlay:function(t,e,n,i){var r=e;return r instanceof t||(r=new t(i).setContent(e)),n&&r.setLatLng(n),r}}),Gn.include({_initOverlay:function(t,e,n,i){var r=n;return r instanceof t?(p(r,i),r._source=this):(r=e&&!i?e:new t(i,this),r.setContent(n)),r}});var Mi=bi.extend({options:{pane:\"popupPane\",offset:[0,7],maxWidth:300,minWidth:50,maxHeight:null,autoPan:!0,autoPanPaddingTopLeft:null,autoPanPaddingBottomRight:null,autoPanPadding:[5,5],keepInView:!1,closeButton:!0,autoClose:!0,closeOnEscapeKey:!0,className:\"\"},openOn:function(t){return t=arguments.length?t:this._source._map,!t.hasLayer(this)&&t._popup&&t._popup.options.autoClose&&t.removeLayer(t._popup),t._popup=this,bi.prototype.openOn.call(this,t)},onAdd:function(t){bi.prototype.onAdd.call(this,t),t.fire(\"popupopen\",{popup:this}),this._source&&(this._source.fire(\"popupopen\",{popup:this},!0),this._source instanceof Xn||this._source.on(\"preclick\",Fe))},onRemove:function(t){bi.prototype.onRemove.call(this,t),t.fire(\"popupclose\",{popup:this}),this._source&&(this._source.fire(\"popupclose\",{popup:this},!0),this._source instanceof Xn||this._source.off(\"preclick\",Fe))},getEvents:function(){var t=bi.prototype.getEvents.call(this);return(void 0!==this.options.closeOnClick?this.options.closeOnClick:this._map.options.closePopupOnClick)&&(t.preclick=this.close),this.options.keepInView&&(t.moveend=this._adjustPan),t},_initLayout:function(){var t=\"leaflet-popup\",e=this._container=he(\"div\",t+\" \"+(this.options.className||\"\")+\" leaflet-zoom-animated\"),n=this._wrapper=he(\"div\",t+\"-content-wrapper\",e);if(this._contentNode=he(\"div\",t+\"-content\",n),ze(e),Ue(this._contentNode),Le(e,\"contextmenu\",Fe),this._tipContainer=he(\"div\",t+\"-tip-container\",e),this._tip=he(\"div\",t+\"-tip\",this._tipContainer),this.options.closeButton){var i=this._closeButton=he(\"a\",t+\"-close-button\",e);i.setAttribute(\"role\",\"button\"),i.setAttribute(\"aria-label\",\"Close popup\"),i.href=\"#close\",i.innerHTML='<span aria-hidden=\"true\">&#215;</span>',Le(i,\"click\",this.close,this)}},_updateLayout:function(){var t=this._contentNode,e=t.style;e.width=\"\",e.whiteSpace=\"nowrap\";var n=t.offsetWidth;n=Math.min(n,this.options.maxWidth),n=Math.max(n,this.options.minWidth),e.width=n+1+\"px\",e.whiteSpace=\"\",e.height=\"\";var i=t.offsetHeight,r=this.options.maxHeight,o=\"leaflet-popup-scrolled\";r&&i>r?(e.height=r+\"px\",me(t,o)):ye(t,o),this._containerWidth=this._container.offsetWidth},_animateZoom:function(t){var e=this._map._latLngToNewLayerPoint(this._latlng,t.zoom,t.center),n=this._getAnchor();Me(this._container,e.add(n))},_adjustPan:function(t){if(this.options.autoPan){this._map._panAnim&&this._map._panAnim.stop();var e=this._map,n=parseInt(ce(this._container,\"marginBottom\"),10)||0,i=this._container.offsetHeight+n,r=this._containerWidth,o=new K(this._containerLeft,-i-this._containerBottom);o._add(Se(this._container));var a=e.layerPointToContainerPoint(o),s=O(this.options.autoPanPadding),l=O(this.options.autoPanPaddingTopLeft||s),u=O(this.options.autoPanPaddingBottomRight||s),c=e.getSize(),h=0,d=0;a.x+r+u.x>c.x&&(h=a.x+r-c.x+u.x),a.x-h-l.x<0&&(h=a.x-l.x),a.y+i+u.y>c.y&&(d=a.y+i-c.y+u.y),a.y-d-l.y<0&&(d=a.y-l.y),(h||d)&&e.fire(\"autopanstart\").panBy([h,d],{animate:t&&\"moveend\"===t.type})}},_getAnchor:function(){return O(this._source&&this._source._getPopupAnchor?this._source._getPopupAnchor():[0,0])}}),Si=function(t,e){return new Mi(t,e)};$e.mergeOptions({closePopupOnClick:!0}),$e.include({openPopup:function(t,e,n){return this._initOverlay(Mi,t,e,n).openOn(this),this},closePopup:function(t){return t=arguments.length?t:this._popup,t&&t.close(),this}}),Gn.include({bindPopup:function(t,e){return this._popup=this._initOverlay(Mi,this._popup,t,e),this._popupHandlersAdded||(this.on({click:this._openPopup,keypress:this._onKeyPress,remove:this.closePopup,move:this._movePopup}),this._popupHandlersAdded=!0),this},unbindPopup:function(){return this._popup&&(this.off({click:this._openPopup,keypress:this._onKeyPress,remove:this.closePopup,move:this._movePopup}),this._popupHandlersAdded=!1,this._popup=null),this},openPopup:function(t){return this._popup&&this._popup._prepareOpen(t)&&this._popup.openOn(this._map),this},closePopup:function(){return this._popup&&this._popup.close(),this},togglePopup:function(){return this._popup&&this._popup.toggle(this),this},isPopupOpen:function(){return!!this._popup&&this._popup.isOpen()},setPopupContent:function(t){return this._popup&&this._popup.setContent(t),this},getPopup:function(){return this._popup},_openPopup:function(t){if(this._popup&&this._map){Ze(t);var e=t.layer||t.target;this._popup._source!==e||e instanceof Xn?(this._popup._source=e,this.openPopup(t.latlng)):this._map.hasLayer(this._popup)?this.closePopup():this.openPopup(t.latlng)}},_movePopup:function(t){this._popup.setLatLng(t.latlng)},_onKeyPress:function(t){13===t.originalEvent.keyCode&&this._openPopup(t)}});var xi=bi.extend({options:{pane:\"tooltipPane\",offset:[0,0],direction:\"auto\",permanent:!1,sticky:!1,opacity:.9},onAdd:function(t){bi.prototype.onAdd.call(this,t),this.setOpacity(this.options.opacity),t.fire(\"tooltipopen\",{tooltip:this}),this._source&&(this.addEventParent(this._source),this._source.fire(\"tooltipopen\",{tooltip:this},!0))},onRemove:function(t){bi.prototype.onRemove.call(this,t),t.fire(\"tooltipclose\",{tooltip:this}),this._source&&(this.removeEventParent(this._source),this._source.fire(\"tooltipclose\",{tooltip:this},!0))},getEvents:function(){var t=bi.prototype.getEvents.call(this);return this.options.permanent||(t.preclick=this.close),t},_initLayout:function(){var t=\"leaflet-tooltip\",e=t+\" \"+(this.options.className||\"\")+\" leaflet-zoom-\"+(this._zoomAnimated?\"animated\":\"hide\");this._contentNode=this._container=he(\"div\",e)},_updateLayout:function(){},_adjustPan:function(){},_setPosition:function(t){var e,n,i=this._map,r=this._container,o=i.latLngToContainerPoint(i.getCenter()),a=i.layerPointToContainerPoint(t),s=this.options.direction,l=r.offsetWidth,u=r.offsetHeight,c=O(this.options.offset),h=this._getAnchor();\"top\"===s?(e=l/2,n=u):\"bottom\"===s?(e=l/2,n=0):\"center\"===s?(e=l/2,n=u/2):\"right\"===s?(e=0,n=u/2):\"left\"===s?(e=l,n=u/2):a.x<o.x?(s=\"right\",e=0,n=u/2):(s=\"left\",e=l+2*(c.x+h.x),n=u/2),t=t.subtract(O(e,n,!0)).add(c).add(h),ye(r,\"leaflet-tooltip-right\"),ye(r,\"leaflet-tooltip-left\"),ye(r,\"leaflet-tooltip-top\"),ye(r,\"leaflet-tooltip-bottom\"),me(r,\"leaflet-tooltip-\"+s),Me(r,t)},_updatePosition:function(){var t=this._map.latLngToLayerPoint(this._latlng);this._setPosition(t)},setOpacity:function(t){this.options.opacity=t,this._container&&we(this._container,t)},_animateZoom:function(t){var e=this._map._latLngToNewLayerPoint(this._latlng,t.zoom,t.center);this._setPosition(e)},_getAnchor:function(){return O(this._source&&this._source._getTooltipAnchor&&!this.options.sticky?this._source._getTooltipAnchor():[0,0])}}),Bi=function(t,e){return new xi(t,e)};$e.include({openTooltip:function(t,e,n){return this._initOverlay(xi,t,e,n).openOn(this),this},closeTooltip:function(t){return t.close(),this}}),Gn.include({bindTooltip:function(t,e){return this._tooltip&&this.isTooltipOpen()&&this.unbindTooltip(),this._tooltip=this._initOverlay(xi,this._tooltip,t,e),this._initTooltipInteractions(),this._tooltip.options.permanent&&this._map&&this._map.hasLayer(this)&&this.openTooltip(),this},unbindTooltip:function(){return this._tooltip&&(this._initTooltipInteractions(!0),this.closeTooltip(),this._tooltip=null),this},_initTooltipInteractions:function(t){if(t||!this._tooltipHandlersAdded){var e=t?\"off\":\"on\",n={remove:this.closeTooltip,move:this._moveTooltip};this._tooltip.options.permanent?n.add=this._openTooltip:(n.mouseover=this._openTooltip,n.mouseout=this.closeTooltip,n.click=this._openTooltip),this._tooltip.options.sticky&&(n.mousemove=this._moveTooltip),this[e](n),this._tooltipHandlersAdded=!t}},openTooltip:function(t){return this._tooltip&&this._tooltip._prepareOpen(t)&&this._tooltip.openOn(this._map),this},closeTooltip:function(){if(this._tooltip)return this._tooltip.close()},toggleTooltip:function(){return this._tooltip&&this._tooltip.toggle(this),this},isTooltipOpen:function(){return this._tooltip.isOpen()},setTooltipContent:function(t){return this._tooltip&&this._tooltip.setContent(t),this},getTooltip:function(){return this._tooltip},_openTooltip:function(t){!this._tooltip||!this._map||this._map.dragging&&this._map.dragging.moving()||(this._tooltip._source=t.layer||t.target,this.openTooltip(this._tooltip.options.sticky?t.latlng:void 0))},_moveTooltip:function(t){var e,n,i=t.latlng;this._tooltip.options.sticky&&t.originalEvent&&(e=this._map.mouseEventToContainerPoint(t.originalEvent),n=this._map.containerPointToLayerPoint(e),i=this._map.layerPointToLatLng(n)),this._tooltip.setLatLng(i)}});var ki=Nn.extend({options:{iconSize:[12,12],html:!1,bgPos:null,className:\"leaflet-div-icon\"},createIcon:function(t){var e=t&&\"DIV\"===t.tagName?t:document.createElement(\"div\"),n=this.options;if(n.html instanceof Element?(pe(e),e.appendChild(n.html)):e.innerHTML=!1!==n.html?n.html:\"\",n.bgPos){var i=O(n.bgPos);e.style.backgroundPosition=-i.x+\"px \"+-i.y+\"px\"}return this._setIconStyles(e,\"icon\"),e},createShadow:function(){return null}});function Qi(t){return new ki(t)}Nn.Default=Pn;var Di=Gn.extend({options:{tileSize:256,opacity:1,updateWhenIdle:Ot.mobile,updateWhenZooming:!0,updateInterval:200,zIndex:1,bounds:null,minZoom:0,maxZoom:void 0,maxNativeZoom:void 0,minNativeZoom:void 0,noWrap:!1,pane:\"tilePane\",className:\"\",keepBuffer:2},initialize:function(t){p(this,t)},onAdd:function(){this._initContainer(),this._levels={},this._tiles={},this._resetView()},beforeAdd:function(t){t._addZoomLimit(this)},onRemove:function(t){this._removeAllTiles(),de(this._container),t._removeZoomLimit(this),this._container=null,this._tileZoom=void 0},bringToFront:function(){return this._map&&(Ae(this._container),this._setAutoZIndex(Math.max)),this},bringToBack:function(){return this._map&&(fe(this._container),this._setAutoZIndex(Math.min)),this},getContainer:function(){return this._container},setOpacity:function(t){return this.options.opacity=t,this._updateOpacity(),this},setZIndex:function(t){return this.options.zIndex=t,this._updateZIndex(),this},isLoading:function(){return this._loading},redraw:function(){if(this._map){this._removeAllTiles();var t=this._clampZoom(this._map.getZoom());t!==this._tileZoom&&(this._tileZoom=t,this._updateLevels()),this._update()}return this},getEvents:function(){var t={viewprereset:this._invalidateAll,viewreset:this._resetView,zoom:this._resetView,moveend:this._onMoveEnd};return this.options.updateWhenIdle||(this._onMove||(this._onMove=s(this._onMoveEnd,this.options.updateInterval,this)),t.move=this._onMove),this._zoomAnimated&&(t.zoomanim=this._animateZoom),t},createTile:function(){return document.createElement(\"div\")},getTileSize:function(){var t=this.options.tileSize;return t instanceof K?t:new K(t,t)},_updateZIndex:function(){this._container&&void 0!==this.options.zIndex&&null!==this.options.zIndex&&(this._container.style.zIndex=this.options.zIndex)},_setAutoZIndex:function(t){for(var e,n=this.getPane().children,i=-t(-1/0,1/0),r=0,o=n.length;r<o;r++)e=n[r].style.zIndex,n[r]!==this._container&&e&&(i=t(i,+e));isFinite(i)&&(this.options.zIndex=i+t(-1,1),this._updateZIndex())},_updateOpacity:function(){if(this._map&&!Ot.ielt9){we(this._container,this.options.opacity);var t=+new Date,e=!1,n=!1;for(var i in this._tiles){var r=this._tiles[i];if(r.current&&r.loaded){var o=Math.min(1,(t-r.loaded)/200);we(r.el,o),o<1?e=!0:(r.active?n=!0:this._onOpaqueTile(r),r.active=!0)}}n&&!this._noPrune&&this._pruneTiles(),e&&(S(this._fadeFrame),this._fadeFrame=M(this._updateOpacity,this))}},_onOpaqueTile:u,_initContainer:function(){this._container||(this._container=he(\"div\",\"leaflet-layer \"+(this.options.className||\"\")),this._updateZIndex(),this.options.opacity<1&&this._updateOpacity(),this.getPane().appendChild(this._container))},_updateLevels:function(){var t=this._tileZoom,e=this.options.maxZoom;if(void 0!==t){for(var n in this._levels)n=Number(n),this._levels[n].el.children.length||n===t?(this._levels[n].el.style.zIndex=e-Math.abs(t-n),this._onUpdateLevel(n)):(de(this._levels[n].el),this._removeTilesAtZoom(n),this._onRemoveLevel(n),delete this._levels[n]);var i=this._levels[t],r=this._map;return i||(i=this._levels[t]={},i.el=he(\"div\",\"leaflet-tile-container leaflet-zoom-animated\",this._container),i.el.style.zIndex=e,i.origin=r.project(r.unproject(r.getPixelOrigin()),t).round(),i.zoom=t,this._setZoomTransform(i,r.getCenter(),r.getZoom()),u(i.el.offsetWidth),this._onCreateLevel(i)),this._level=i,i}},_onUpdateLevel:u,_onRemoveLevel:u,_onCreateLevel:u,_pruneTiles:function(){if(this._map){var t,e,n=this._map.getZoom();if(n>this.options.maxZoom||n<this.options.minZoom)this._removeAllTiles();else{for(t in this._tiles)e=this._tiles[t],e.retain=e.current;for(t in this._tiles)if(e=this._tiles[t],e.current&&!e.active){var i=e.coords;this._retainParent(i.x,i.y,i.z,i.z-5)||this._retainChildren(i.x,i.y,i.z,i.z+2)}for(t in this._tiles)this._tiles[t].retain||this._removeTile(t)}}},_removeTilesAtZoom:function(t){for(var e in this._tiles)this._tiles[e].coords.z===t&&this._removeTile(e)},_removeAllTiles:function(){for(var t in this._tiles)this._removeTile(t)},_invalidateAll:function(){for(var t in this._levels)de(this._levels[t].el),this._onRemoveLevel(Number(t)),delete this._levels[t];this._removeAllTiles(),this._tileZoom=void 0},_retainParent:function(t,e,n,i){var r=Math.floor(t/2),o=Math.floor(e/2),a=n-1,s=new K(+r,+o);s.z=+a;var l=this._tileCoordsToKey(s),u=this._tiles[l];return u&&u.active?(u.retain=!0,!0):(u&&u.loaded&&(u.retain=!0),a>i&&this._retainParent(r,o,a,i))},_retainChildren:function(t,e,n,i){for(var r=2*t;r<2*t+2;r++)for(var o=2*e;o<2*e+2;o++){var a=new K(r,o);a.z=n+1;var s=this._tileCoordsToKey(a),l=this._tiles[s];l&&l.active?l.retain=!0:(l&&l.loaded&&(l.retain=!0),n+1<i&&this._retainChildren(r,o,n+1,i))}},_resetView:function(t){var e=t&&(t.pinch||t.flyTo);this._setView(this._map.getCenter(),this._map.getZoom(),e,e)},_animateZoom:function(t){this._setView(t.center,t.zoom,!0,t.noUpdate)},_clampZoom:function(t){var e=this.options;return void 0!==e.minNativeZoom&&t<e.minNativeZoom?e.minNativeZoom:void 0!==e.maxNativeZoom&&e.maxNativeZoom<t?e.maxNativeZoom:t},_setView:function(t,e,n,i){var r=Math.round(e);r=void 0!==this.options.maxZoom&&r>this.options.maxZoom||void 0!==this.options.minZoom&&r<this.options.minZoom?void 0:this._clampZoom(r);var o=this.options.updateWhenZooming&&r!==this._tileZoom;i&&!o||(this._tileZoom=r,this._abortLoading&&this._abortLoading(),this._updateLevels(),this._resetGrid(),void 0!==r&&this._update(t),n||this._pruneTiles(),this._noPrune=!!n),this._setZoomTransforms(t,e)},_setZoomTransforms:function(t,e){for(var n in this._levels)this._setZoomTransform(this._levels[n],t,e)},_setZoomTransform:function(t,e,n){var i=this._map.getZoomScale(n,t.zoom),r=t.origin.multiplyBy(i).subtract(this._map._getNewPixelOrigin(e,n)).round();Ot.any3d?be(t.el,r,i):Me(t.el,r)},_resetGrid:function(){var t=this._map,e=t.options.crs,n=this._tileSize=this.getTileSize(),i=this._tileZoom,r=this._map.getPixelWorldBounds(this._tileZoom);r&&(this._globalTileRange=this._pxBoundsToTileRange(r)),this._wrapX=e.wrapLng&&!this.options.noWrap&&[Math.floor(t.project([0,e.wrapLng[0]],i).x/n.x),Math.ceil(t.project([0,e.wrapLng[1]],i).x/n.y)],this._wrapY=e.wrapLat&&!this.options.noWrap&&[Math.floor(t.project([e.wrapLat[0],0],i).y/n.x),Math.ceil(t.project([e.wrapLat[1],0],i).y/n.y)]},_onMoveEnd:function(){this._map&&!this._map._animatingZoom&&this._update()},_getTiledPixelBounds:function(t){var e=this._map,n=e._animatingZoom?Math.max(e._animateToZoom,e.getZoom()):e.getZoom(),i=e.getZoomScale(n,this._tileZoom),r=e.project(t,this._tileZoom).floor(),o=e.getSize().divideBy(2*i);return new R(r.subtract(o),r.add(o))},_update:function(t){var e=this._map;if(e){var n=this._clampZoom(e.getZoom());if(void 0===t&&(t=e.getCenter()),void 0!==this._tileZoom){var i=this._getTiledPixelBounds(t),r=this._pxBoundsToTileRange(i),o=r.getCenter(),a=[],s=this.options.keepBuffer,l=new R(r.getBottomLeft().subtract([s,-s]),r.getTopRight().add([s,-s]));if(!(isFinite(r.min.x)&&isFinite(r.min.y)&&isFinite(r.max.x)&&isFinite(r.max.y)))throw new Error(\"Attempted to load an infinite number of tiles\");for(var u in this._tiles){var c=this._tiles[u].coords;c.z===this._tileZoom&&l.contains(new K(c.x,c.y))||(this._tiles[u].current=!1)}if(Math.abs(n-this._tileZoom)>1)this._setView(t,n);else{for(var h=r.min.y;h<=r.max.y;h++)for(var d=r.min.x;d<=r.max.x;d++){var p=new K(d,h);if(p.z=this._tileZoom,this._isValidTile(p)){var A=this._tiles[this._tileCoordsToKey(p)];A?A.current=!0:a.push(p)}}if(a.sort((function(t,e){return t.distanceTo(o)-e.distanceTo(o)})),0!==a.length){this._loading||(this._loading=!0,this.fire(\"loading\"));var f=document.createDocumentFragment();for(d=0;d<a.length;d++)this._addTile(a[d],f);this._level.el.appendChild(f)}}}}},_isValidTile:function(t){var e=this._map.options.crs;if(!e.infinite){var n=this._globalTileRange;if(!e.wrapLng&&(t.x<n.min.x||t.x>n.max.x)||!e.wrapLat&&(t.y<n.min.y||t.y>n.max.y))return!1}if(!this.options.bounds)return!0;var i=this._tileCoordsToBounds(t);return J(this.options.bounds).overlaps(i)},_keyToBounds:function(t){return this._tileCoordsToBounds(this._keyToTileCoords(t))},_tileCoordsToNwSe:function(t){var e=this._map,n=this.getTileSize(),i=t.scaleBy(n),r=i.add(n),o=e.unproject(i,t.z),a=e.unproject(r,t.z);return[o,a]},_tileCoordsToBounds:function(t){var e=this._tileCoordsToNwSe(t),n=new T(e[0],e[1]);return this.options.noWrap||(n=this._map.wrapLatLngBounds(n)),n},_tileCoordsToKey:function(t){return t.x+\":\"+t.y+\":\"+t.z},_keyToTileCoords:function(t){var e=t.split(\":\"),n=new K(+e[0],+e[1]);return n.z=+e[2],n},_removeTile:function(t){var e=this._tiles[t];e&&(de(e.el),delete this._tiles[t],this.fire(\"tileunload\",{tile:e.el,coords:this._keyToTileCoords(t)}))},_initTile:function(t){me(t,\"leaflet-tile\");var e=this.getTileSize();t.style.width=e.x+\"px\",t.style.height=e.y+\"px\",t.onselectstart=u,t.onmousemove=u,Ot.ielt9&&this.options.opacity<1&&we(t,this.options.opacity)},_addTile:function(t,e){var n=this._getTilePos(t),i=this._tileCoordsToKey(t),o=this.createTile(this._wrapCoords(t),r(this._tileReady,this,t));this._initTile(o),this.createTile.length<2&&M(r(this._tileReady,this,t,null,o)),Me(o,n),this._tiles[i]={el:o,coords:t,current:!0},e.appendChild(o),this.fire(\"tileloadstart\",{tile:o,coords:t})},_tileReady:function(t,e,n){e&&this.fire(\"tileerror\",{error:e,tile:n,coords:t});var i=this._tileCoordsToKey(t);n=this._tiles[i],n&&(n.loaded=+new Date,this._map._fadeAnimated?(we(n.el,0),S(this._fadeFrame),this._fadeFrame=M(this._updateOpacity,this)):(n.active=!0,this._pruneTiles()),e||(me(n.el,\"leaflet-tile-loaded\"),this.fire(\"tileload\",{tile:n.el,coords:t})),this._noTilesToLoad()&&(this._loading=!1,this.fire(\"load\"),Ot.ielt9||!this._map._fadeAnimated?M(this._pruneTiles,this):setTimeout(r(this._pruneTiles,this),250)))},_getTilePos:function(t){return t.scaleBy(this.getTileSize()).subtract(this._level.origin)},_wrapCoords:function(t){var e=new K(this._wrapX?l(t.x,this._wrapX):t.x,this._wrapY?l(t.y,this._wrapY):t.y);return e.z=t.z,e},_pxBoundsToTileRange:function(t){var e=this.getTileSize();return new R(t.min.unscaleBy(e).floor(),t.max.unscaleBy(e).ceil().subtract([1,1]))},_noTilesToLoad:function(){for(var t in this._tiles)if(!this._tiles[t].loaded)return!1;return!0}});function Ki(t){return new Di(t)}var qi=Di.extend({options:{minZoom:0,maxZoom:18,subdomains:\"abc\",errorTileUrl:\"\",zoomOffset:0,tms:!1,zoomReverse:!1,detectRetina:!1,crossOrigin:!1,referrerPolicy:!1},initialize:function(t,e){this._url=t,e=p(this,e),e.detectRetina&&Ot.retina&&e.maxZoom>0&&(e.tileSize=Math.floor(e.tileSize/2),e.zoomReverse?(e.zoomOffset--,e.minZoom++):(e.zoomOffset++,e.maxZoom--),e.minZoom=Math.max(0,e.minZoom)),\"string\"===typeof e.subdomains&&(e.subdomains=e.subdomains.split(\"\")),this.on(\"tileunload\",this._onTileRemove)},setUrl:function(t,e){return this._url===t&&void 0===e&&(e=!0),this._url=t,e||this.redraw(),this},createTile:function(t,e){var n=document.createElement(\"img\");return Le(n,\"load\",r(this._tileOnLoad,this,e,n)),Le(n,\"error\",r(this._tileOnError,this,e,n)),(this.options.crossOrigin||\"\"===this.options.crossOrigin)&&(n.crossOrigin=!0===this.options.crossOrigin?\"\":this.options.crossOrigin),\"string\"===typeof this.options.referrerPolicy&&(n.referrerPolicy=this.options.referrerPolicy),n.alt=\"\",n.setAttribute(\"role\",\"presentation\"),n.src=this.getTileUrl(t),n},getTileUrl:function(t){var e={r:Ot.retina?\"@2x\":\"\",s:this._getSubdomain(t),x:t.x,y:t.y,z:this._getZoomForUrl()};if(this._map&&!this._map.options.crs.infinite){var i=this._globalTileRange.max.y-t.y;this.options.tms&&(e[\"y\"]=i),e[\"-y\"]=i}return g(this._url,n(e,this.options))},_tileOnLoad:function(t,e){Ot.ielt9?setTimeout(r(t,this,null,e),0):t(null,e)},_tileOnError:function(t,e,n){var i=this.options.errorTileUrl;i&&e.getAttribute(\"src\")!==i&&(e.src=i),t(n,e)},_onTileRemove:function(t){t.tile.onload=null},_getZoomForUrl:function(){var t=this._tileZoom,e=this.options.maxZoom,n=this.options.zoomReverse,i=this.options.zoomOffset;return n&&(t=e-t),t+i},_getSubdomain:function(t){var e=Math.abs(t.x+t.y)%this.options.subdomains.length;return this.options.subdomains[e]},_abortLoading:function(){var t,e;for(t in this._tiles)if(this._tiles[t].coords.z!==this._tileZoom&&(e=this._tiles[t].el,e.onload=u,e.onerror=u,!e.complete)){e.src=v;var n=this._tiles[t].coords;de(e),delete this._tiles[t],this.fire(\"tileabort\",{tile:e,coords:n})}},_removeTile:function(t){var e=this._tiles[t];if(e)return e.el.setAttribute(\"src\",v),Di.prototype._removeTile.call(this,t)},_tileReady:function(t,e,n){if(this._map&&(!n||n.getAttribute(\"src\")!==v))return Di.prototype._tileReady.call(this,t,e,n)}});function Oi(t,e){return new qi(t,e)}var Li=qi.extend({defaultWmsParams:{service:\"WMS\",request:\"GetMap\",layers:\"\",styles:\"\",format:\"image/jpeg\",transparent:!1,version:\"1.1.1\"},options:{crs:null,uppercase:!1},initialize:function(t,e){this._url=t;var i=n({},this.defaultWmsParams);for(var r in e)r in this.options||(i[r]=e[r]);e=p(this,e);var o=e.detectRetina&&Ot.retina?2:1,a=this.getTileSize();i.width=a.x*o,i.height=a.y*o,this.wmsParams=i},onAdd:function(t){this._crs=this.options.crs||t.options.crs,this._wmsVersion=parseFloat(this.wmsParams.version);var e=this._wmsVersion>=1.3?\"crs\":\"srs\";this.wmsParams[e]=this._crs.code,qi.prototype.onAdd.call(this,t)},getTileUrl:function(t){var e=this._tileCoordsToNwSe(t),n=this._crs,i=j(n.project(e[0]),n.project(e[1])),r=i.min,o=i.max,a=(this._wmsVersion>=1.3&&this._crs===Tn?[r.y,r.x,o.y,o.x]:[r.x,r.y,o.x,o.y]).join(\",\"),s=qi.prototype.getTileUrl.call(this,t);return s+A(this.wmsParams,s,this.options.uppercase)+(this.options.uppercase?\"&BBOX=\":\"&bbox=\")+a},setParams:function(t,e){return n(this.wmsParams,t),e||this.redraw(),this}});function Ri(t,e){return new Li(t,e)}qi.WMS=Li,Oi.wms=Ri;var ji=Gn.extend({options:{padding:.1},initialize:function(t){p(this,t),a(this),this._layers=this._layers||{}},onAdd:function(){this._container||(this._initContainer(),this._zoomAnimated&&me(this._container,\"leaflet-zoom-animated\")),this.getPane().appendChild(this._container),this._update(),this.on(\"update\",this._updatePaths,this)},onRemove:function(){this.off(\"update\",this._updatePaths,this),this._destroyContainer()},getEvents:function(){var t={viewreset:this._reset,zoom:this._onZoom,moveend:this._update,zoomend:this._onZoomEnd};return this._zoomAnimated&&(t.zoomanim=this._onAnimZoom),t},_onAnimZoom:function(t){this._updateTransform(t.center,t.zoom)},_onZoom:function(){this._updateTransform(this._map.getCenter(),this._map.getZoom())},_updateTransform:function(t,e){var n=this._map.getZoomScale(e,this._zoom),i=this._map.getSize().multiplyBy(.5+this.options.padding),r=this._map.project(this._center,e),o=i.multiplyBy(-n).add(r).subtract(this._map._getNewPixelOrigin(t,e));Ot.any3d?be(this._container,o,n):Me(this._container,o)},_reset:function(){for(var t in this._update(),this._updateTransform(this._center,this._zoom),this._layers)this._layers[t]._reset()},_onZoomEnd:function(){for(var t in this._layers)this._layers[t]._project()},_updatePaths:function(){for(var t in this._layers)this._layers[t]._update()},_update:function(){var t=this.options.padding,e=this._map.getSize(),n=this._map.containerPointToLayerPoint(e.multiplyBy(-t)).round();this._bounds=new R(n,n.add(e.multiplyBy(1+2*t)).round()),this._center=this._map.getCenter(),this._zoom=this._map.getZoom()}}),Ti=ji.extend({options:{tolerance:0},getEvents:function(){var t=ji.prototype.getEvents.call(this);return t.viewprereset=this._onViewPreReset,t},_onViewPreReset:function(){this._postponeUpdatePaths=!0},onAdd:function(){ji.prototype.onAdd.call(this),this._draw()},_initContainer:function(){var t=this._container=document.createElement(\"canvas\");Le(t,\"mousemove\",this._onMouseMove,this),Le(t,\"click dblclick mousedown mouseup contextmenu\",this._onClick,this),Le(t,\"mouseout\",this._handleMouseOut,this),t[\"_leaflet_disable_events\"]=!0,this._ctx=t.getContext(\"2d\")},_destroyContainer:function(){S(this._redrawRequest),delete this._ctx,de(this._container),je(this._container),delete this._container},_updatePaths:function(){if(!this._postponeUpdatePaths){var t;for(var e in this._redrawBounds=null,this._layers)t=this._layers[e],t._update();this._redraw()}},_update:function(){if(!this._map._animatingZoom||!this._bounds){ji.prototype._update.call(this);var t=this._bounds,e=this._container,n=t.getSize(),i=Ot.retina?2:1;Me(e,t.min),e.width=i*n.x,e.height=i*n.y,e.style.width=n.x+\"px\",e.style.height=n.y+\"px\",Ot.retina&&this._ctx.scale(2,2),this._ctx.translate(-t.min.x,-t.min.y),this.fire(\"update\")}},_reset:function(){ji.prototype._reset.call(this),this._postponeUpdatePaths&&(this._postponeUpdatePaths=!1,this._updatePaths())},_initPath:function(t){this._updateDashArray(t),this._layers[a(t)]=t;var e=t._order={layer:t,prev:this._drawLast,next:null};this._drawLast&&(this._drawLast.next=e),this._drawLast=e,this._drawFirst=this._drawFirst||this._drawLast},_addPath:function(t){this._requestRedraw(t)},_removePath:function(t){var e=t._order,n=e.next,i=e.prev;n?n.prev=i:this._drawLast=i,i?i.next=n:this._drawFirst=n,delete t._order,delete this._layers[a(t)],this._requestRedraw(t)},_updatePath:function(t){this._extendRedrawBounds(t),t._project(),t._update(),this._requestRedraw(t)},_updateStyle:function(t){this._updateDashArray(t),this._requestRedraw(t)},_updateDashArray:function(t){if(\"string\"===typeof t.options.dashArray){var e,n,i=t.options.dashArray.split(/[, ]+/),r=[];for(n=0;n<i.length;n++){if(e=Number(i[n]),isNaN(e))return;r.push(e)}t.options._dashArray=r}else t.options._dashArray=t.options.dashArray},_requestRedraw:function(t){this._map&&(this._extendRedrawBounds(t),this._redrawRequest=this._redrawRequest||M(this._redraw,this))},_extendRedrawBounds:function(t){if(t._pxBounds){var e=(t.options.weight||0)+1;this._redrawBounds=this._redrawBounds||new R,this._redrawBounds.extend(t._pxBounds.min.subtract([e,e])),this._redrawBounds.extend(t._pxBounds.max.add([e,e]))}},_redraw:function(){this._redrawRequest=null,this._redrawBounds&&(this._redrawBounds.min._floor(),this._redrawBounds.max._ceil()),this._clear(),this._draw(),this._redrawBounds=null},_clear:function(){var t=this._redrawBounds;if(t){var e=t.getSize();this._ctx.clearRect(t.min.x,t.min.y,e.x,e.y)}else this._ctx.save(),this._ctx.setTransform(1,0,0,1,0,0),this._ctx.clearRect(0,0,this._container.width,this._container.height),this._ctx.restore()},_draw:function(){var t,e=this._redrawBounds;if(this._ctx.save(),e){var n=e.getSize();this._ctx.beginPath(),this._ctx.rect(e.min.x,e.min.y,n.x,n.y),this._ctx.clip()}this._drawing=!0;for(var i=this._drawFirst;i;i=i.next)t=i.layer,(!e||t._pxBounds&&t._pxBounds.intersects(e))&&t._updatePath();this._drawing=!1,this._ctx.restore()},_updatePoly:function(t,e){if(this._drawing){var n,i,r,o,a=t._parts,s=a.length,l=this._ctx;if(s){for(l.beginPath(),n=0;n<s;n++){for(i=0,r=a[n].length;i<r;i++)o=a[n][i],l[i?\"lineTo\":\"moveTo\"](o.x,o.y);e&&l.closePath()}this._fillStroke(l,t)}}},_updateCircle:function(t){if(this._drawing&&!t._empty()){var e=t._point,n=this._ctx,i=Math.max(Math.round(t._radius),1),r=(Math.max(Math.round(t._radiusY),1)||i)/i;1!==r&&(n.save(),n.scale(1,r)),n.beginPath(),n.arc(e.x,e.y/r,i,0,2*Math.PI,!1),1!==r&&n.restore(),this._fillStroke(n,t)}},_fillStroke:function(t,e){var n=e.options;n.fill&&(t.globalAlpha=n.fillOpacity,t.fillStyle=n.fillColor||n.color,t.fill(n.fillRule||\"evenodd\")),n.stroke&&0!==n.weight&&(t.setLineDash&&t.setLineDash(e.options&&e.options._dashArray||[]),t.globalAlpha=n.opacity,t.lineWidth=n.weight,t.strokeStyle=n.color,t.lineCap=n.lineCap,t.lineJoin=n.lineJoin,t.stroke())},_onClick:function(t){for(var e,n,i=this._map.mouseEventToLayerPoint(t),r=this._drawFirst;r;r=r.next)e=r.layer,e.options.interactive&&e._containsPoint(i)&&(\"click\"!==t.type&&\"preclick\"!==t.type||!this._map._draggableMoved(e))&&(n=e);this._fireEvent(!!n&&[n],t)},_onMouseMove:function(t){if(this._map&&!this._map.dragging.moving()&&!this._map._animatingZoom){var e=this._map.mouseEventToLayerPoint(t);this._handleMouseHover(t,e)}},_handleMouseOut:function(t){var e=this._hoveredLayer;e&&(ye(this._container,\"leaflet-interactive\"),this._fireEvent([e],t,\"mouseout\"),this._hoveredLayer=null,this._mouseHoverThrottled=!1)},_handleMouseHover:function(t,e){if(!this._mouseHoverThrottled){for(var n,i,o=this._drawFirst;o;o=o.next)n=o.layer,n.options.interactive&&n._containsPoint(e)&&(i=n);i!==this._hoveredLayer&&(this._handleMouseOut(t),i&&(me(this._container,\"leaflet-interactive\"),this._fireEvent([i],t,\"mouseover\"),this._hoveredLayer=i)),this._fireEvent(!!this._hoveredLayer&&[this._hoveredLayer],t),this._mouseHoverThrottled=!0,setTimeout(r((function(){this._mouseHoverThrottled=!1}),this),32)}},_fireEvent:function(t,e,n){this._map._fireDOMEvent(e,n||e.type,t)},_bringToFront:function(t){var e=t._order;if(e){var n=e.next,i=e.prev;n&&(n.prev=i,i?i.next=n:n&&(this._drawFirst=n),e.prev=this._drawLast,this._drawLast.next=e,e.next=null,this._drawLast=e,this._requestRedraw(t))}},_bringToBack:function(t){var e=t._order;if(e){var n=e.next,i=e.prev;i&&(i.next=n,n?n.prev=i:i&&(this._drawLast=i),e.prev=null,e.next=this._drawFirst,this._drawFirst.prev=e,this._drawFirst=e,this._requestRedraw(t))}}});function Ji(t){return Ot.canvas?new Ti(t):null}var Gi=function(){try{return document.namespaces.add(\"lvml\",\"urn:schemas-microsoft-com:vml\"),function(t){return document.createElement(\"<lvml:\"+t+' class=\"lvml\">')}}catch(t){}return function(t){return document.createElement(\"<\"+t+' xmlns=\"urn:schemas-microsoft.com:vml\" class=\"lvml\">')}}(),Yi={_initContainer:function(){this._container=he(\"div\",\"leaflet-vml-container\")},_update:function(){this._map._animatingZoom||(ji.prototype._update.call(this),this.fire(\"update\"))},_initPath:function(t){var e=t._container=Gi(\"shape\");me(e,\"leaflet-vml-shape \"+(this.options.className||\"\")),e.coordsize=\"1 1\",t._path=Gi(\"path\"),e.appendChild(t._path),this._updateStyle(t),this._layers[a(t)]=t},_addPath:function(t){var e=t._container;this._container.appendChild(e),t.options.interactive&&t.addInteractiveTarget(e)},_removePath:function(t){var e=t._container;de(e),t.removeInteractiveTarget(e),delete this._layers[a(t)]},_updateStyle:function(t){var e=t._stroke,n=t._fill,i=t.options,r=t._container;r.stroked=!!i.stroke,r.filled=!!i.fill,i.stroke?(e||(e=t._stroke=Gi(\"stroke\")),r.appendChild(e),e.weight=i.weight+\"px\",e.color=i.color,e.opacity=i.opacity,i.dashArray?e.dashStyle=m(i.dashArray)?i.dashArray.join(\" \"):i.dashArray.replace(/( *, *)/g,\" \"):e.dashStyle=\"\",e.endcap=i.lineCap.replace(\"butt\",\"flat\"),e.joinstyle=i.lineJoin):e&&(r.removeChild(e),t._stroke=null),i.fill?(n||(n=t._fill=Gi(\"fill\")),r.appendChild(n),n.color=i.fillColor||i.color,n.opacity=i.fillOpacity):n&&(r.removeChild(n),t._fill=null)},_updateCircle:function(t){var e=t._point.round(),n=Math.round(t._radius),i=Math.round(t._radiusY||n);this._setPath(t,t._empty()?\"M0 0\":\"AL \"+e.x+\",\"+e.y+\" \"+n+\",\"+i+\" 0,23592600\")},_setPath:function(t,e){t._path.v=e},_bringToFront:function(t){Ae(t._container)},_bringToBack:function(t){fe(t._container)}},Fi=Ot.vml?Gi:H,Ui=ji.extend({_initContainer:function(){this._container=Fi(\"svg\"),this._container.setAttribute(\"pointer-events\",\"none\"),this._rootGroup=Fi(\"g\"),this._container.appendChild(this._rootGroup)},_destroyContainer:function(){de(this._container),je(this._container),delete this._container,delete this._rootGroup,delete this._svgSize},_update:function(){if(!this._map._animatingZoom||!this._bounds){ji.prototype._update.call(this);var t=this._bounds,e=t.getSize(),n=this._container;this._svgSize&&this._svgSize.equals(e)||(this._svgSize=e,n.setAttribute(\"width\",e.x),n.setAttribute(\"height\",e.y)),Me(n,t.min),n.setAttribute(\"viewBox\",[t.min.x,t.min.y,e.x,e.y].join(\" \")),this.fire(\"update\")}},_initPath:function(t){var e=t._path=Fi(\"path\");t.options.className&&me(e,t.options.className),t.options.interactive&&me(e,\"leaflet-interactive\"),this._updateStyle(t),this._layers[a(t)]=t},_addPath:function(t){this._rootGroup||this._initContainer(),this._rootGroup.appendChild(t._path),t.addInteractiveTarget(t._path)},_removePath:function(t){de(t._path),t.removeInteractiveTarget(t._path),delete this._layers[a(t)]},_updatePath:function(t){t._project(),t._update()},_updateStyle:function(t){var e=t._path,n=t.options;e&&(n.stroke?(e.setAttribute(\"stroke\",n.color),e.setAttribute(\"stroke-opacity\",n.opacity),e.setAttribute(\"stroke-width\",n.weight),e.setAttribute(\"stroke-linecap\",n.lineCap),e.setAttribute(\"stroke-linejoin\",n.lineJoin),n.dashArray?e.setAttribute(\"stroke-dasharray\",n.dashArray):e.removeAttribute(\"stroke-dasharray\"),n.dashOffset?e.setAttribute(\"stroke-dashoffset\",n.dashOffset):e.removeAttribute(\"stroke-dashoffset\")):e.setAttribute(\"stroke\",\"none\"),n.fill?(e.setAttribute(\"fill\",n.fillColor||n.color),e.setAttribute(\"fill-opacity\",n.fillOpacity),e.setAttribute(\"fill-rule\",n.fillRule||\"evenodd\")):e.setAttribute(\"fill\",\"none\"))},_updatePoly:function(t,e){this._setPath(t,X(t._parts,e))},_updateCircle:function(t){var e=t._point,n=Math.max(Math.round(t._radius),1),i=Math.max(Math.round(t._radiusY),1)||n,r=\"a\"+n+\",\"+i+\" 0 1,0 \",o=t._empty()?\"M0 0\":\"M\"+(e.x-n)+\",\"+e.y+r+2*n+\",0 \"+r+2*-n+\",0 \";this._setPath(t,o)},_setPath:function(t,e){t._path.setAttribute(\"d\",e)},_bringToFront:function(t){Ae(t._path)},_bringToBack:function(t){fe(t._path)}});function zi(t){return Ot.svg||Ot.vml?new Ui(t):null}Ot.vml&&Ui.include(Yi),$e.include({getRenderer:function(t){var e=t.options.renderer||this._getPaneRenderer(t.options.pane)||this.options.renderer||this._renderer;return e||(e=this._renderer=this._createRenderer()),this.hasLayer(e)||this.addLayer(e),e},_getPaneRenderer:function(t){if(\"overlayPane\"===t||void 0===t)return!1;var e=this._paneRenderers[t];return void 0===e&&(e=this._createRenderer({pane:t}),this._paneRenderers[t]=e),e},_createRenderer:function(t){return this.options.preferCanvas&&Ji(t)||zi(t)}});var Ni=ri.extend({initialize:function(t,e){ri.prototype.initialize.call(this,this._boundsToLatLngs(t),e)},setBounds:function(t){return this.setLatLngs(this._boundsToLatLngs(t))},_boundsToLatLngs:function(t){return t=J(t),[t.getSouthWest(),t.getNorthWest(),t.getNorthEast(),t.getSouthEast()]}});function Zi(t,e){return new Ni(t,e)}Ui.create=Fi,Ui.pointsToPath=X,ai.geometryToLayer=si,ai.coordsToLatLng=ui,ai.coordsToLatLngs=ci,ai.latLngToCoords=hi,ai.latLngsToCoords=di,ai.getFeature=pi,ai.asFeature=Ai,$e.mergeOptions({boxZoom:!0});var Pi=pn.extend({initialize:function(t){this._map=t,this._container=t._container,this._pane=t._panes.overlayPane,this._resetStateTimeout=0,t.on(\"unload\",this._destroy,this)},addHooks:function(){Le(this._container,\"mousedown\",this._onMouseDown,this)},removeHooks:function(){je(this._container,\"mousedown\",this._onMouseDown,this)},moved:function(){return this._moved},_destroy:function(){de(this._pane),delete this._pane},_resetState:function(){this._resetStateTimeout=0,this._moved=!1},_clearDeferredResetState:function(){0!==this._resetStateTimeout&&(clearTimeout(this._resetStateTimeout),this._resetStateTimeout=0)},_onMouseDown:function(t){if(!t.shiftKey||1!==t.which&&1!==t.button)return!1;this._clearDeferredResetState(),this._resetState(),ee(),Be(),this._startPoint=this._map.mouseEventToContainerPoint(t),Le(document,{contextmenu:Ze,mousemove:this._onMouseMove,mouseup:this._onMouseUp,keydown:this._onKeyDown},this)},_onMouseMove:function(t){this._moved||(this._moved=!0,this._box=he(\"div\",\"leaflet-zoom-box\",this._container),me(this._container,\"leaflet-crosshair\"),this._map.fire(\"boxzoomstart\")),this._point=this._map.mouseEventToContainerPoint(t);var e=new R(this._point,this._startPoint),n=e.getSize();Me(this._box,e.min),this._box.style.width=n.x+\"px\",this._box.style.height=n.y+\"px\"},_finish:function(){this._moved&&(de(this._box),ye(this._container,\"leaflet-crosshair\")),ne(),ke(),je(document,{contextmenu:Ze,mousemove:this._onMouseMove,mouseup:this._onMouseUp,keydown:this._onKeyDown},this)},_onMouseUp:function(t){if((1===t.which||1===t.button)&&(this._finish(),this._moved)){this._clearDeferredResetState(),this._resetStateTimeout=setTimeout(r(this._resetState,this),0);var e=new T(this._map.containerPointToLatLng(this._startPoint),this._map.containerPointToLatLng(this._point));this._map.fitBounds(e).fire(\"boxzoomend\",{boxZoomBounds:e})}},_onKeyDown:function(t){27===t.keyCode&&(this._finish(),this._clearDeferredResetState(),this._resetState())}});$e.addInitHook(\"addHandler\",\"boxZoom\",Pi),$e.mergeOptions({doubleClickZoom:!0});var Wi=pn.extend({addHooks:function(){this._map.on(\"dblclick\",this._onDoubleClick,this)},removeHooks:function(){this._map.off(\"dblclick\",this._onDoubleClick,this)},_onDoubleClick:function(t){var e=this._map,n=e.getZoom(),i=e.options.zoomDelta,r=t.originalEvent.shiftKey?n-i:n+i;\"center\"===e.options.doubleClickZoom?e.setZoom(r):e.setZoomAround(t.containerPoint,r)}});$e.addInitHook(\"addHandler\",\"doubleClickZoom\",Wi),$e.mergeOptions({dragging:!0,inertia:!0,inertiaDeceleration:3400,inertiaMaxSpeed:1/0,easeLinearity:.2,worldCopyJump:!1,maxBoundsViscosity:0});var Vi=pn.extend({addHooks:function(){if(!this._draggable){var t=this._map;this._draggable=new mn(t._mapPane,t._container),this._draggable.on({dragstart:this._onDragStart,drag:this._onDrag,dragend:this._onDragEnd},this),this._draggable.on(\"predrag\",this._onPreDragLimit,this),t.options.worldCopyJump&&(this._draggable.on(\"predrag\",this._onPreDragWrap,this),t.on(\"zoomend\",this._onZoomEnd,this),t.whenReady(this._onZoomEnd,this))}me(this._map._container,\"leaflet-grab leaflet-touch-drag\"),this._draggable.enable(),this._positions=[],this._times=[]},removeHooks:function(){ye(this._map._container,\"leaflet-grab\"),ye(this._map._container,\"leaflet-touch-drag\"),this._draggable.disable()},moved:function(){return this._draggable&&this._draggable._moved},moving:function(){return this._draggable&&this._draggable._moving},_onDragStart:function(){var t=this._map;if(t._stop(),this._map.options.maxBounds&&this._map.options.maxBoundsViscosity){var e=J(this._map.options.maxBounds);this._offsetLimit=j(this._map.latLngToContainerPoint(e.getNorthWest()).multiplyBy(-1),this._map.latLngToContainerPoint(e.getSouthEast()).multiplyBy(-1).add(this._map.getSize())),this._viscosity=Math.min(1,Math.max(0,this._map.options.maxBoundsViscosity))}else this._offsetLimit=null;t.fire(\"movestart\").fire(\"dragstart\"),t.options.inertia&&(this._positions=[],this._times=[])},_onDrag:function(t){if(this._map.options.inertia){var e=this._lastTime=+new Date,n=this._lastPos=this._draggable._absPos||this._draggable._newPos;this._positions.push(n),this._times.push(e),this._prunePositions(e)}this._map.fire(\"move\",t).fire(\"drag\",t)},_prunePositions:function(t){while(this._positions.length>1&&t-this._times[0]>50)this._positions.shift(),this._times.shift()},_onZoomEnd:function(){var t=this._map.getSize().divideBy(2),e=this._map.latLngToLayerPoint([0,0]);this._initialWorldOffset=e.subtract(t).x,this._worldWidth=this._map.getPixelWorldBounds().getSize().x},_viscousLimit:function(t,e){return t-(t-e)*this._viscosity},_onPreDragLimit:function(){if(this._viscosity&&this._offsetLimit){var t=this._draggable._newPos.subtract(this._draggable._startPos),e=this._offsetLimit;t.x<e.min.x&&(t.x=this._viscousLimit(t.x,e.min.x)),t.y<e.min.y&&(t.y=this._viscousLimit(t.y,e.min.y)),t.x>e.max.x&&(t.x=this._viscousLimit(t.x,e.max.x)),t.y>e.max.y&&(t.y=this._viscousLimit(t.y,e.max.y)),this._draggable._newPos=this._draggable._startPos.add(t)}},_onPreDragWrap:function(){var t=this._worldWidth,e=Math.round(t/2),n=this._initialWorldOffset,i=this._draggable._newPos.x,r=(i-e+n)%t+e-n,o=(i+e+n)%t-e-n,a=Math.abs(r+n)<Math.abs(o+n)?r:o;this._draggable._absPos=this._draggable._newPos.clone(),this._draggable._newPos.x=a},_onDragEnd:function(t){var e=this._map,n=e.options,i=!n.inertia||t.noInertia||this._times.length<2;if(e.fire(\"dragend\",t),i)e.fire(\"moveend\");else{this._prunePositions(+new Date);var r=this._lastPos.subtract(this._positions[0]),o=(this._lastTime-this._times[0])/1e3,a=n.easeLinearity,s=r.multiplyBy(a/o),l=s.distanceTo([0,0]),u=Math.min(n.inertiaMaxSpeed,l),c=s.multiplyBy(u/l),h=u/(n.inertiaDeceleration*a),d=c.multiplyBy(-h/2).round();d.x||d.y?(d=e._limitOffset(d,e.options.maxBounds),M((function(){e.panBy(d,{duration:h,easeLinearity:a,noMoveStart:!0,animate:!0})}))):e.fire(\"moveend\")}}});$e.addInitHook(\"addHandler\",\"dragging\",Vi),$e.mergeOptions({keyboard:!0,keyboardPanDelta:80});var Hi=pn.extend({keyCodes:{left:[37],right:[39],down:[40],up:[38],zoomIn:[187,107,61,171],zoomOut:[189,109,54,173]},initialize:function(t){this._map=t,this._setPanDelta(t.options.keyboardPanDelta),this._setZoomDelta(t.options.zoomDelta)},addHooks:function(){var t=this._map._container;t.tabIndex<=0&&(t.tabIndex=\"0\"),Le(t,{focus:this._onFocus,blur:this._onBlur,mousedown:this._onMouseDown},this),this._map.on({focus:this._addHooks,blur:this._removeHooks},this)},removeHooks:function(){this._removeHooks(),je(this._map._container,{focus:this._onFocus,blur:this._onBlur,mousedown:this._onMouseDown},this),this._map.off({focus:this._addHooks,blur:this._removeHooks},this)},_onMouseDown:function(){if(!this._focused){var t=document.body,e=document.documentElement,n=t.scrollTop||e.scrollTop,i=t.scrollLeft||e.scrollLeft;this._map._container.focus(),window.scrollTo(i,n)}},_onFocus:function(){this._focused=!0,this._map.fire(\"focus\")},_onBlur:function(){this._focused=!1,this._map.fire(\"blur\")},_setPanDelta:function(t){var e,n,i=this._panKeys={},r=this.keyCodes;for(e=0,n=r.left.length;e<n;e++)i[r.left[e]]=[-1*t,0];for(e=0,n=r.right.length;e<n;e++)i[r.right[e]]=[t,0];for(e=0,n=r.down.length;e<n;e++)i[r.down[e]]=[0,t];for(e=0,n=r.up.length;e<n;e++)i[r.up[e]]=[0,-1*t]},_setZoomDelta:function(t){var e,n,i=this._zoomKeys={},r=this.keyCodes;for(e=0,n=r.zoomIn.length;e<n;e++)i[r.zoomIn[e]]=t;for(e=0,n=r.zoomOut.length;e<n;e++)i[r.zoomOut[e]]=-t},_addHooks:function(){Le(document,\"keydown\",this._onKeyDown,this)},_removeHooks:function(){je(document,\"keydown\",this._onKeyDown,this)},_onKeyDown:function(t){if(!(t.altKey||t.ctrlKey||t.metaKey)){var e,n=t.keyCode,i=this._map;if(n in this._panKeys)i._panAnim&&i._panAnim._inProgress||(e=this._panKeys[n],t.shiftKey&&(e=O(e).multiplyBy(3)),i.panBy(e),i.options.maxBounds&&i.panInsideBounds(i.options.maxBounds));else if(n in this._zoomKeys)i.setZoom(i.getZoom()+(t.shiftKey?3:1)*this._zoomKeys[n]);else{if(27!==n||!i._popup||!i._popup.options.closeOnEscapeKey)return;i.closePopup()}Ze(t)}}});$e.addInitHook(\"addHandler\",\"keyboard\",Hi),$e.mergeOptions({scrollWheelZoom:!0,wheelDebounceTime:40,wheelPxPerZoomLevel:60});var Xi=pn.extend({addHooks:function(){Le(this._map._container,\"wheel\",this._onWheelScroll,this),this._delta=0},removeHooks:function(){je(this._map._container,\"wheel\",this._onWheelScroll,this)},_onWheelScroll:function(t){var e=Ve(t),n=this._map.options.wheelDebounceTime;this._delta+=e,this._lastMousePos=this._map.mouseEventToContainerPoint(t),this._startTime||(this._startTime=+new Date);var i=Math.max(n-(+new Date-this._startTime),0);clearTimeout(this._timer),this._timer=setTimeout(r(this._performZoom,this),i),Ze(t)},_performZoom:function(){var t=this._map,e=t.getZoom(),n=this._map.options.zoomSnap||0;t._stop();var i=this._delta/(4*this._map.options.wheelPxPerZoomLevel),r=4*Math.log(2/(1+Math.exp(-Math.abs(i))))/Math.LN2,o=n?Math.ceil(r/n)*n:r,a=t._limitZoom(e+(this._delta>0?o:-o))-e;this._delta=0,this._startTime=null,a&&(\"center\"===t.options.scrollWheelZoom?t.setZoom(e+a):t.setZoomAround(this._lastMousePos,e+a))}});$e.addInitHook(\"addHandler\",\"scrollWheelZoom\",Xi);var _i=600;$e.mergeOptions({tapHold:Ot.touchNative&&Ot.safari&&Ot.mobile,tapTolerance:15});var $i=pn.extend({addHooks:function(){Le(this._map._container,\"touchstart\",this._onDown,this)},removeHooks:function(){je(this._map._container,\"touchstart\",this._onDown,this)},_onDown:function(t){if(clearTimeout(this._holdTimeout),1===t.touches.length){var e=t.touches[0];this._startPos=this._newPos=new K(e.clientX,e.clientY),this._holdTimeout=setTimeout(r((function(){this._cancel(),this._isTapValid()&&(Le(document,\"touchend\",Ne),Le(document,\"touchend touchcancel\",this._cancelClickPrevent),this._simulateEvent(\"contextmenu\",e))}),this),_i),Le(document,\"touchend touchcancel contextmenu\",this._cancel,this),Le(document,\"touchmove\",this._onMove,this)}},_cancelClickPrevent:function t(){je(document,\"touchend\",Ne),je(document,\"touchend touchcancel\",t)},_cancel:function(){clearTimeout(this._holdTimeout),je(document,\"touchend touchcancel contextmenu\",this._cancel,this),je(document,\"touchmove\",this._onMove,this)},_onMove:function(t){var e=t.touches[0];this._newPos=new K(e.clientX,e.clientY)},_isTapValid:function(){return this._newPos.distanceTo(this._startPos)<=this._map.options.tapTolerance},_simulateEvent:function(t,e){var n=new MouseEvent(t,{bubbles:!0,cancelable:!0,view:window,screenX:e.screenX,screenY:e.screenY,clientX:e.clientX,clientY:e.clientY});n._simulated=!0,e.target.dispatchEvent(n)}});$e.addInitHook(\"addHandler\",\"tapHold\",$i),$e.mergeOptions({touchZoom:Ot.touch,bounceAtZoomLimits:!0});var tr=pn.extend({addHooks:function(){me(this._map._container,\"leaflet-touch-zoom\"),Le(this._map._container,\"touchstart\",this._onTouchStart,this)},removeHooks:function(){ye(this._map._container,\"leaflet-touch-zoom\"),je(this._map._container,\"touchstart\",this._onTouchStart,this)},_onTouchStart:function(t){var e=this._map;if(t.touches&&2===t.touches.length&&!e._animatingZoom&&!this._zooming){var n=e.mouseEventToContainerPoint(t.touches[0]),i=e.mouseEventToContainerPoint(t.touches[1]);this._centerPoint=e.getSize()._divideBy(2),this._startLatLng=e.containerPointToLatLng(this._centerPoint),\"center\"!==e.options.touchZoom&&(this._pinchStartLatLng=e.containerPointToLatLng(n.add(i)._divideBy(2))),this._startDist=n.distanceTo(i),this._startZoom=e.getZoom(),this._moved=!1,this._zooming=!0,e._stop(),Le(document,\"touchmove\",this._onTouchMove,this),Le(document,\"touchend touchcancel\",this._onTouchEnd,this),Ne(t)}},_onTouchMove:function(t){if(t.touches&&2===t.touches.length&&this._zooming){var e=this._map,n=e.mouseEventToContainerPoint(t.touches[0]),i=e.mouseEventToContainerPoint(t.touches[1]),o=n.distanceTo(i)/this._startDist;if(this._zoom=e.getScaleZoom(o,this._startZoom),!e.options.bounceAtZoomLimits&&(this._zoom<e.getMinZoom()&&o<1||this._zoom>e.getMaxZoom()&&o>1)&&(this._zoom=e._limitZoom(this._zoom)),\"center\"===e.options.touchZoom){if(this._center=this._startLatLng,1===o)return}else{var a=n._add(i)._divideBy(2)._subtract(this._centerPoint);if(1===o&&0===a.x&&0===a.y)return;this._center=e.unproject(e.project(this._pinchStartLatLng,this._zoom).subtract(a),this._zoom)}this._moved||(e._moveStart(!0,!1),this._moved=!0),S(this._animRequest);var s=r(e._move,e,this._center,this._zoom,{pinch:!0,round:!1});this._animRequest=M(s,this,!0),Ne(t)}},_onTouchEnd:function(){this._moved&&this._zooming?(this._zooming=!1,S(this._animRequest),je(document,\"touchmove\",this._onTouchMove,this),je(document,\"touchend touchcancel\",this._onTouchEnd,this),this._map.options.zoomAnimation?this._map._animateZoom(this._center,this._map._limitZoom(this._zoom),!0,this._map.options.zoomSnap):this._map._resetView(this._center,this._map._limitZoom(this._zoom))):this._zooming=!1}});$e.addInitHook(\"addHandler\",\"touchZoom\",tr),$e.BoxZoom=Pi,$e.DoubleClickZoom=Wi,$e.Drag=Vi,$e.Keyboard=Hi,$e.ScrollWheelZoom=Xi,$e.TapHold=$i,$e.TouchZoom=tr,t.Bounds=R,t.Browser=Ot,t.CRS=F,t.Canvas=Ti,t.Circle=ti,t.CircleMarker=_n,t.Class=B,t.Control=en,t.DivIcon=ki,t.DivOverlay=bi,t.DomEvent=Xe,t.DomUtil=Oe,t.Draggable=mn,t.Evented=D,t.FeatureGroup=Un,t.GeoJSON=ai,t.GridLayer=Di,t.Handler=pn,t.Icon=Nn,t.ImageOverlay=yi,t.LatLng=G,t.LatLngBounds=T,t.Layer=Gn,t.LayerGroup=Yn,t.LineUtil=Dn,t.Map=$e,t.Marker=Vn,t.Mixin=fn,t.Path=Xn,t.Point=K,t.PolyUtil=qn,t.Polygon=ri,t.Polyline=ni,t.Popup=Mi,t.PosAnimation=_e,t.Projection=Rn,t.Rectangle=Ni,t.Renderer=ji,t.SVG=Ui,t.SVGOverlay=Ii,t.TileLayer=qi,t.Tooltip=xi,t.Transformation=Z,t.Util=x,t.VideoOverlay=Ci,t.bind=r,t.bounds=j,t.canvas=Ji,t.circle=ei,t.circleMarker=$n,t.control=nn,t.divIcon=Qi,t.extend=n,t.featureGroup=zn,t.geoJSON=gi,t.geoJson=mi,t.gridLayer=Ki,t.icon=Zn,t.imageOverlay=vi,t.latLng=Y,t.latLngBounds=J,t.layerGroup=Fn,t.map=tn,t.marker=Hn,t.point=O,t.polygon=oi,t.polyline=ii,t.popup=Si,t.rectangle=Zi,t.setOptions=p,t.stamp=a,t.svg=zi,t.svgOverlay=Ei,t.tileLayer=Oi,t.tooltip=Bi,t.transformation=P,t.version=e,t.videoOverlay=wi;var 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