<template>
  <div class="about">
    <button @click="drawLineComplete({roadArr: [0]})" style="position: fixed;left: 0px;top: 0;">test111</button>
    <sl-map
      class="sl-view"
      :center="center"
      :zoom="zoom"
      :extent="extent"
      @ready="ready"
      :projection="projection"
      ref="mapRef"
      @zoomMoveEnd="zoomMoveEnd"
      @click="click"
    >
    <car-TestCL  @gifNeed="gifNeed" :serverUrl="serverurl"  :tableName="tablename"  :stopRendingFlag = "stopRendingFlag"  @drawLineComplete="drawLineComplete"  ref="carTest" >
      </car-TestCL>
      <constant-Speed ref="constantSpeedRef"> </constant-Speed>
      <!-- <sl-infowindow id="content" :position="position" @close="close" style="display:block">
        <template #title>
          标题111
        </template>
        <div>测试11111</div>
      </sl-infowindow> -->
    </sl-map>
  </div>
</template>
<script setup>
import { ref, onMounted, onUnmounted, reactive, getCurrentInstance } from 'vue'
import { clusterArr } from './dataTest.js'
const map = ref(null)
const mapRef = ref(null)
const center = ref([121,31])
const zoom = ref(10)
const extent = ref([])
const projection = ref("EPSG:3857")
const { proxy } = getCurrentInstance();
const stopRendingFlag = ref(false);
const serverurl = ref('http://172.20.51.161:7001/geometry');
const tablename = ref('qingpufinalroad');
const constantSpeedRef = ref(null)
const carTest = ref(null)
const position = ref({'lon':121.098381,'lat':31.168805})

const ready = (obj) => {
  console.log(proxy)
  let options = {
        'type':4,
        'config': {'url': 'http://172.20.51.161:8072/styles/klokantech-basic/{z}/{x}/{y}.png'},
        'isBaseMap': 'true'
        }
        proxy.createLayer(obj.map, options);
        map.value = obj.map
        carTestFun()

        // proxy.loadClusterFeatures(map.value,{id:'cluster-new',features:clusterArr,zIndex:15})
        // mapRef.value.centerAndZoom(121.103475,31.154957, 12)

        // let count = 2000
        // let vectors = new Array(count)
        // for(let i = 0; i < count; ++i) {
        //   let lon = 121 + Math.random()
        //   let lat = 31 + Math.random()
        //   vectors[i] = { 'X': lon, 'Y': lat, 'attributes': { 'SBBH': 110 + i, 'info': { 'longitude': lon, 'latitude': lat } } }
        // }
        // proxy.createPointCluster(map.value, { features: vectors, id: 'cluster', color: '#FF5733', zIndex: 10, scale: 1 }) //聚合海量数据点
        // let objVector3 = {
        // 'id':'freeHandEndNode',
        // 'img':'data:image/png;base64,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',
        // 'scale':0.6,
        // 'zIndex':10
        // }
        // //海量点聚合：this.createPointCluster(this.map, {features: vectors, id: 'cluster', color: '#FF5733',zIndex:10,scale:0.5})//聚合海量数据点
        // // proxy.addHugePoints('hugePointsLayerId',vectors,objVector3,map.value)//添加海量数据点
        // mapRef.value.centerAndZoom(121.103475,31.154957, 12)
}
const zoomMoveEnd = (obj) => {
  console.log('zoomMoveEnd')
}
const click = (obj) => {
  console.log('click')
}
const gifNeed = (obj)=>{
}
const carTestFun = ()=>{
  proxy.clearSpatial('trafficLayerId',map.value);
        map.value.getOverlays().clear()//清除覆盖物图层（包含dom）
        proxy.removeLayersExceptMap(map.value)//清除矢量图层
        proxy.clearInterModifyAndSelect(map.value)//清除交互事件
        constantSpeedRef.value.stopAnimation(true);//postRender停止
        carTest.value.pause()//定时器方式停止
        let arr=[
  {'X':31.140224,'Y':121.301975,'attributes':{'index':1,'info':{'longitude':'121.301975','latitude':'31.140224'}}},
  {'X':31.16450856,'Y':121.15928157,'attributes':{'index':2,'info':{'longitude':'121.15928157','latitude':'31.16450856'}}}
  ]
        let routeObj = {
          'map':map.value,
        'tableName':'qingpufinalroad',
        'routArr':arr,
        'nodeIndex':12,
        'gifUrl':'http://localhost:8080/img/alert.gif',
        'speed':200,
        'arrowScale':0.5,
        'carScale':0.5,
        'nodeText':'normal 20px 黑体',
        'mediumSize':[30,30],
        'nodeCircle':8,
        'startScale':0.9,
        'nodeIcon':'data:image/png;base64,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',
        'nodeScale':1.0,
        'arrowIcon':'data:image/png;base64,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',
        'startIcon':'data:image/png;base64,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',
        'endIcon':'data:image/png;base64,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',
        'mediumIcon':'data:image/png;base64,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',
        'carIcon':'data:img/jpg;base64,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',
        'roadStyle':{'lineWidth':8,'lineColor':'#1E90FF'}
        }
        let typeObject = {
        'carType':'carA1111',
        'nodeCount':'nodeCount',
        'startNode':'startNode',
        'endNode':'endNode',
        'isDirectConnect':false,//是否线路直连
        'isNumber':true,//是否加载含有数字的中间节点
        'isOnlyNode':false//是否只是撒点
        }
          stopRendingFlag.value = false;
          proxy.clearSpatial('carA1111',map.value);
          proxy.clearSpatial('nodeCount',map.value);
          proxy.clearSpatial('passNode',map.value);
          proxy.clearSpatial('startNode',map.value);
          proxy.clearSpatial('endNode',map.value)
          carTest.value.showNet(routeObj,typeObject.carType,typeObject,'constantLine')
        // map.value.getView().setCenter(proxy.wgs84Toweb3857([(arr[0].Y+arr[1].Y)/2, (arr[0].X+arr[1].X)/2]));
        // map.value.getView().setZoom(12)
        mapRef.value.centerAndZoom((arr[0].Y+arr[1].Y)/2, (arr[0].X+arr[1].X)/2, 12)
}
const drawLineComplete = (val)=>{
  //constantSpeed匀速行驶画线完成后获取到路网坐标点位之后直接跑小车
  proxy.clearSpatial("initCarPos",map.value)
  proxy.clearSpatial("redLine",map.value)
  if(val!=false){//只有匀速渲染路径才会走到drawLineComplete
      let roadDistance = val.length*1000;
      let roadSpeed = 3000/2.7//记住算距离除以2.7即可
      let movingCarTime = roadDistance/roadSpeed
      alert("小车行驶的路网距离为:"+val.length+"km;小车的速度为:"+roadSpeed+"m/s;小车的行驶时间为:"+movingCarTime+"s")
      let insertFinalArr
      if(val.roadArr.length!=0){
          insertFinalArr = proxy.insertfun('carA1111',map.value)//设置1米为一个单位
          let initRouteObj = {
              'initPosArr':insertFinalArr,//_this.arrAll
              'constantRouteId':'constantSpeedRoute',
              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              'carScale':0.5,
              'constantSpeedIconId':'constantSpeedIcon',
              'routeWidth':6,
              'routeColor':"#20ffff",
              'arrowImage':'data:image/png;base64,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',
              'arrowScale':0.5,
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              "endIcon":"data:image/png;base64,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",
              "startScale":0.9,
              "endScale":0.9,
              'initCarPosId':'initCarPos',
              'carAndNodeIndex':1//小车、起终点的zIndex值
          }
          constantSpeedRef.value.initRoute(initRouteObj,map.value)//小车初始化位置

          setTimeout(()=>{
              let moveCarObject = {
              'map':map.value,
              'routeCoords':insertFinalArr,//_this.arrAll
              'speed':3000,
              'redLineId':'redLine',
              'redLineWidth':6,
              'redLineColor':'rgb(255,0,0)',
              'redLinezIndex':1,
              'carImage':"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADQAAAAaCAYAAAD43n+tAAAABHNCSVQICAgIfAhkiAAAAAFzUkdCAK7OHOkAAAAEZ0FNQQAAsY8L/GEFAAAACXBIWXMAAAsSAAALEgHS3X78AAAAHHRFWHRTb2Z0d2FyZQBBZG9iZSBGaXJld29ya3MgQ1M1cbXjNgAACoRwclZXeJztWc1y28gRhle2CRpQwBVAc8aQIkDGkLADmEBoChBl67zPkQPPe0lV3iThy+QBUnyXVCqXnKJ83TMgAdmk5N1s+YIeEgJIEF//d0/rH//9+z+tn62f74m2WPdbHDf32/X9ZnO/wXFxv7Hu1+v79eJ+bd0vLHzNtNlu13TYbLYbnCy2G2u7Xm/Xi+3a2i4W24VFX9LXa7qFCCcLOqzXmzVOrM1isVlY9AE+4vd6vVivLTosFmt8ZS3WlkVXuOb3YmFhLSzL4jOL3z311FNPPfXUU0899dRTTz311FNPv4A8pih5V1XV3e3Np+p6eeYdIH8UBOaUfhh5EZMX/Qr8Z/y4LIqragX425vl/OIQfuAHgxb+ZWTwvV8lv8XyR1V1W91Vn2/ny0Pwnv/jq6CBt7zf+Qb//Jfhe95oJEQoZejKcBqmaZkW5XQ2FcJ1bNdxXFogx7UdrIE9GDvBePRy5NHyIv+2+vSZVj4f+Vg7zp6Kf+IBXxIDWOk0TYtpOfvwRjpgwBk6Br5hYAz48fjVj/5oRA4yuoyqz/Xn+u5zPc8Bf+5/C77nOdKVePSQRAOaxgrdMi2LuiirsqrraoUXTsuixMcpFFSWdZrKMGSOJWssVYkIXEdKPM8ORv7TOPBOJBgg2Vi3jE4cwQr1guFLQNc3ZV0vwAA4SAk/XeGvQQ8JH5dKBcIm/NAN7OhJ+CfeoKEXkyDPikoKadBXqxprtbpb3bUIl/WCeUilxg+Je8kvx+FHQQgpRBQ/bgXv2Q5/EEyyvFjKUEH7kIixcWD4VYeBckFGaOBZe67RIT8J8KdCxP7j+K4gU7tuopYF0k61LMRUaHeHr5FT4Nghss9sWhR0P145fqTynYOCiIGXQ5hQqccTApseDCg1XxJ+sUQcwAdd9kNAP0DXlKoiL5jbqsrwUi144NsvB87wVKokfhRfuqfgQCUsByjPpFK2cMZCjB38wRK4dAU0IfGHVFPkdPeyyotsWWQ5eC6ukh2j0ihJumKaJKNHOMBtp9D+1bxibVb5XMEAhCocSXw4eDH6jgEJ4YFZ5dfMQE5KS65aFpAu3QcfFqyAo/jkvEJmRnqoMp99mFEAUE5gnzYHKU/1R2TXjxAZ6MsMOsB5VeSZO3TcLkkRxokXHfdBcl7ga19i/ZezaUgooXk365RYEhAMBiLQYpnPl3lOZ9Uyy4xn7tFxv4D+zy4O4+MbkkpNqr38hVLKSGyMKXfRbT4VCfldDv2T9FADXQjR8dRTcmvUEv/3Z4c9gPDJ+8ZGeJZfzabSfQi+Y4Bi9WpCjk/mR75aggX87Bql6kGo4OZpGPkRKtQRfI69qmrhk/wNKlQqWuhafngrHHBvf1Ie1Daw2xzguZSYVRAd9oBGfsYv+A3/1/qnGmDygLbsngE10fo39mf4JaLW5nsb7ZNlU6kmF4ezoJE/acmfLUVC8juvEW9YNpVF15Ykm6NjW4o4i+ExgC9ghOWcnUcprl4dG6Auhiq6uBwdxqdH5kkjPetfKIhLeVfigXgPBTFA10YDscgShs7ZB5ZzrX/cYe9iIOR7AZ8e138ou/af50IlQ3QZQ7tNDr1JIaSBSZBlFcSG7ek158pR5Fws2u5HSSOdRuSCR/Wv8kb6Rn5CGpM4LRaIJzEklwySq6xiA+RLYoDTcT6z977CPiDJBdI0iv2Ls6Py513/F6gmZHcWWotOB3wA61I0KJIfgUfZn1SQ0Q9nD+TXvsryH6wBxv6cwht8+H8AUV/bXxIzgTw/TnISmOyPfA0O8Ls6y56foPEYtjigjJmmSZzE2BZ8jQOj/7zYy5/lkJ90/RV8my3gDCcU/xVVH4anUlzDcU6eD56bvLFTQDhNAZ8c8EAT/0Xe0b9SbPevcUDSv3bjSf6R4x8MUAbU9if5X7Twjf1Rg+PYPz+IH3bx5yQ/ud/X5bchvzuJC63/OZcgtj/0f/L8xcsH4kt3yvo/UIWb+Ffd+E9civ1uCBrbD+n+IM5QMLn+UArSGTDv9GCUAsn+0D/8H9vCHw7gc/y3HIDt73Kw6aBvhX/j/8k4o/hj6Rv4SmUuZ789D5IqIOyvE8AR/bfzbz6/ovxPGQ+HMT+T/jpD2aRfyn8xlz/Eno4C8J8ox7HbEUgZMAynM9qVjg7an7wE3V83/m3qoLQSHH0kv+cOh8yKtgoNE3s+wV+z/HnCG6ih27F/+gbxf3ZxdtT/Yf+iqYDoP7j+mBYA3t71KF1/2f80PKLvI8MnrfrHFRD2D6ciiaKLQzuhr+k/T3T9J0NTthemmd3X39NYQGQjPfpfkj+vrhJ78EX+m4axoKHEI/V/krfyP3ZxrY5n93fffiH/8p0F539KQfQzcfWg/6StvIT381TiID7sH47Fvv9D/M86/V+3F+PrQHHCqTJdhFn+Iv6i/yLvDxn+kfoXukWr/zP9d2s1zTh1w29wlSjKeHlWafsTM1nm2p3w5875DTKP/3j9d8N9AsjnH9RMmg3A6U7p+oKWkLRbQv7h3i8vdAOeZ+Nu+035542MEz86pn/L0yCh3PV/lP+x0cH2h3dBtAHC9stx3LHZfbmCcj7VX9ifegAyRdzdf+l+Ec4P748OdV9a/9qyYSv/KYUdn80M0AkO2H+9xv6L9l7EQJbTloM1QMan6h0nnd5H77+EUkkUH7Q+kyO4pYcGiko3skIJ/Sy72YI/cCsn9rOYSp9e0Fuc7X1PugOaAdjIljOVxW8j7/LZEXyz/0eqaPb/3H9xLzM08A83dlGcZLzzIHjy/iR3WsVHT0DsEH1lkh2xvjHBbvzxPEBflV9LJShz0fyFByAPxi93d/ioLItpPoOhsLhfa+xu5i9gWgqZJO8iSr2H0Qk/MOiDgR9kScX1j6dfq2YA1Jm+4LxeAb4AfMNAkyBIa2b+Q7vP9wnl/sfwd/K/pLpO+//2/Ifg64fznxryA35G4Cz/zvNRqM38B4H6uPYJ/5wmj64ZLZoBHDcONOIraK2qsr6paQJXlEQ8fysXdTN/o30uPgmnEwFoh3NHIOLkSOZr4Xtn2LoSA7YZAFKTQTunslwVmoF6VfH8748QvJzxALJM61JP4PTIFKTS8SSA43HyGgfJsczf4WAENv1AyN08LS1vVp9uPgE1VK7j7sa/7GECTeAAmWksgsD3fUqwWXZb3d2usJL3/IlvhvFPmcLCAr4XjXxp5s8sTf25xuPqWqSOTjqmCaA50Nixx69oLBUFfjwiqCy7q26JgQoJj9ENA0+bAsMEHgIF+xR/ROwjvXBPc42yEu3Ij0aXI336NorEGNsQfRpFybus+og2JKt2dz9N9p0PeAgU3wcDvn/hR/Efiup6WeGZ7+LdE+n7Sy3Xe+A7YxHtuMuy6/yaWNihawaehm/+83KOPi26iDrkX0b+uX9xqV/0Lf+jBZ+dc2VlHNjv3OelpW7oqegGn9TrvX3AwIgY4FdE2ve0cJcAM9f4lXfu+Q0DtNP5dvwWF1oVAPSirjRPom+FPIDvGwYunwr7f8Hvqaeefjv6z4l1Zo2sF3959u8ffir+dfa9+empp5566qmnnnrqqaeeeuqpp5566qmn35L+/Lc//TWyyu/NRk/fif4HjJunOlZe4pYAAABIbWtCRvreyv4AAAAEAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAACmkM6EAADmubWtUU3ic7X1NbORGdj937LFGGs2XvZgEyEVB8scfOazNz/7IYQF1t1qS3ZJ6mq0ZjWNkwmY3Z7Sj0Yw1kuxJh3ZiZA8BEviS3XiDTY6JT9mcAuwp9yABgiABAuScS4457d5S71WRTRaLbJL9OTanbVU3ix/F33v1q/devSL3PqhdDu93zOOh5d7v7B0PFbfZqQeKzr3942FZM3S9pOvuUavuDGX3IS0e7DacoaG6O7tdZ6iW3M6W6QzLqtsxD49JdW2bnMHBf2671boc1trkT32z+3IorUo9yZYeSW1pIJ2Sb8fSibu7v0dqfoXUnJIaRfoeqT2WPiV7nEgb0ibZek5+f498OyGlJb0kNX230zjowcU29/Gam+RWtEHFrTV2ofm1PXJPDinwDmvmFu5kNrHO3MGi1sKNtQ+wqO+zE2w18Xenizs1a7To4MZ9utFsHw+rJbfWreHWLj1716QX2aPno8XuZo8csQ+tkt3GgXI8rJBChdM0DjQsmmSjSgqVFhoUbirM1kSYzRMZeUJk5Fkhc50hsy2dEY15IT0hdefSIBEbnWIzSMBGFmJj2yFs5AStsSsUG03NrDeKTuGxKDwWhadC4alQeCqu2f6QXKXnmiYr2wcENcMiG9iXdADeYQDWpeek2z0nMJJOR7pjcM8gmOTEiKZqJKFppUCT07QkNDlNs6araQhhqSSA0GzXaI1JyyCk1xikNWSqY8lmgN5igJoETIfo4obUId8uyLb+WD4TYqk4+nQZTbNzMpqVtd/GYbTOMNoh289Q3Vqk9nRW/TYDp2XARp4NNrci2EyoP1Nm/cUjtB7pYbm1h+9bWfRnwX3Lo/QGovMEdYPic5vhE6jBX6BFPULyyTipS8pB6pxw6pJed0wsidcVJ23qON0S4jTqla8jSsrUUbopRImxeHaMFj6uJSFkUIQMipAxkR7tkNKSLqVXr6VlpIRtdoPCZFCYLAqTRWESW+RRmFZ9mJ6Twe18jkZjoglu6zlHNplCI1NoZAqNTKGRKTRyCJp1Bs0mYZczMrrXyN8LAInz+boEmk8JQBfUaUkESRN2MqyORUmpMpzUXpLjhy5eXtdPaCKpFCqVQqVTqHQKlU49P0Wthl0/uBX0W8iGLGBeY2Cmo3PoIAEYS3oaHD1tq+gZUOxPaGamwZD0kVQY3mQY1glGJxiceuyHG15xON4j6B7DXiEcdYMCqfS8+IweDtDIFEg7CUfHStNtEeYAkCXWb+HobB1XraSGUqswN1pT+iMss2LoMV+H1PbI57l0GkKx3KcoVmwGYnVKI2cS8eW26NPBlxcj6K/PEKPnyYFApmiKltopVGQ9O0yGTGHCgQeAcpKiNNNRtLx9VMx1vHYNpqtcYrNMXSrleosB9ICMp+dCcMqcWnFWR5I3DYeG8FEX3vkwvodB1FqE9K/7eD1BG94mXc3yw6ZeN2yjKp2Pj8eH8aLm2bh+6Hj9EMbGlP3Qp3sGGVoj6UbOLN0QaN707BDge2qQeF8AVzqael86jBvSQ5zHzBOrJcaq42G21ex05xt5hkpxVlQ7NdDKILVy+iCqTg7trCNkMFAke1e8dsK9CPozh1vZzo6bziL5FlNPra/PRD/D9kjNi+tnVsKVcKwxC4poy411xRDrzJ18wAZbVLotNkEyVRQ7BDx1MKAdlzfmVn3MYAR5hYZaeIjt4kycLT3Nghj6WeNYMZ0VLCZF7LWgdb2p44Vah50VgOs5FEGfHilhUtfC7OxE+vN4RNM5aHZ2QHPYxB6eaoU5FegqpwRUU0WAliigJQpoiQJKO60HaGiYyYzjiu9cWNLTMbHdCkWxSlFEjyqAojwpijpFkfZeIYwwywo4qgk4GiywQrwgGpurMiSZbpaYcpb0ODD9uU4PTMcSUmMTUzRgoqULoXFBwPOMQLoh7bFvA+ksDbxZlFQxBmmiCOLBZkrWYykyBV/zggjx5mMydjtohj9h5vgTNCTPhPPtaKUgZ8oh5aS2TUQ5hZ4JjkRp/Tlrptilh8qLGrd8iOIVjfdSbGHQT01wUkbDcQ6jZmZ6FuyrI4sGujFaNJVBBjxXQiP06XTnk1OGTOXpZFhl6KY+WHxmzFsMrANBTgzESsEYhEl4E6cELRaRT+Y3S2gHphiDweBKiOzZFsVNZeOHrXJmYJ/5INTkHDMOE9gpehUGX4XiZ7NUI5shaFf48QO+dLwv0aSZjv/Fc2DaHTZydzqeO2hGrUqRKN4RO4EskH2Mvve4mdpyzqyIVDrMxnLH4sJfTIv1Xmgg10VqXNLFgjDYJInBZklIGY79U+uyg0aQaXbYOM5+w3iuOBRpxRkL9Jrv6Jyj6QTpJi/TjOJeYNGbC1CswaRzAQxagzOTwvwArGFiQmu8invI4vScRktAVrMpslhqWKJCQ6oX4Kc4vnGJ+Knj8bvu4zcHntD6qXiCi1X4NJEYmo0xMlMiSLu7kBLQUgJt9VB2rPQ8sBag5HS93srZ69E3HKeaGqeanmPpRdvQxojY70qKKBBsbTIyaFIyQGCxa29S0ABfBHEHbQ9RF7/BMHyAqjhgcQ1M8MzlqasVYWANTfdxgEKILKNjqXlRNTD7J3LUNZGjjimdcUmf+WBMl8bATUP7xnu66foMQHo2ld/nkTImik8KM5D9QPDIQ0eHyPvSOQiwqkxVlkukHY9xFpPVYaOSEx6VHGtKPX9S90iMrSrSUmqzBu0sP4rEz355YY8OG7mfS88i4/rHxHiy0HxKHteNvPNeGdSTmkkB4swQwCQmlTDuAdubbHuTbkfG9Gb3lTLTyzIdhjxjCYehHWpNpcPUG+shZ/5UcmCyDJauiFBVDJ2iWgrrpZVBLUtCXGUhrhhAypM24bFneNWByugTSw1L2pVLrC+nV8QVKZjWlKyCmkgFudwIsQ7K6U12JN8oVj19fOjNtys5FQS2pTqoMrsIvlCjnTjp1GiHL20PQ9NTwI5HmHRMT4epN1/bBL9IhGhPDxlDnvZlMTUTF70ghqKQpthWZ5hqIkztitgLqjJ/vspCw9XSqFt3vNhlbdSdvVgmF48br5gPkR2TR5ewFZRqFjcVjmHN7AlT7ThXUji6xDk8cTHh8DwZgw3tyZg0skMC1SkO1BfoJvIhkyYZuCEBKmvIRBypS5VW5gXqFKEv1NdDMRNLOG4rg/S+JK+fakVssGM/7/iBj2i3TgsppBgc4+LImUMamVvThJhWK+E4lCPUV7EPxM0F2WJ9FXV6fsHbKALFen0wAkLRJzdYNqg+l7KBf5eBfx+9TRvXTrzEVaoQqoelcRsjwWQXA51hT6vZQimEPVE7PJah/xSVgZ7JxWdGqcYS4UmJMmBznEE1bzMeDpn9aHcFglOVcGwqI8Gs+zbXE0xogND2IJIhyINfyhsEUNLPlPiullbKPhnquQPjFnvueE7qTtRJHQfdDd99eo621xNCIixrKXl2fnqLN5JUtyLMgYOAQ0Bz1SzhPSEl73iDnBm1WscheDOA4KcYLdlAdzUzhpjkkSHz3MdRH2/7516ODcZ9Ch1ET9QuC+bhcR4UN3hfvI7eZhYF3CKN+wdMDD7uN04KniurER9iQ9rGEMEnyegLHYkpmBVhe80WOhKeURE2epVU3BunwRASyAPZAdl+jkPXuGWS04DMSD9fwkFWHW/ieukjnKM6JcCujnQsR6JhOQtKKaixJDSslHL+QT0RJ7fZalwOm8EVuA6iZWJA7jiwRMlBlPbxgQHPEL/D2BqGY5PeSZPee5PeQXMLCazZaeAunQ6t26HFERRuM+jF0QaxBb/gsXFNCtYcxtbka5JKm0SKbb9Fd0h7bP8BFH1mHJ4Hnqfw0h+GbTaFARa8LT0lQ4j3uIrm9n0C/H6dnnyXfN9uwxNYmvQRKzL+cwNVilfFnr8CdQ+hTp78PErOU3hV5DdC54ZEd52Jro4LkWzS704E4uswEKMaFazJJz6Nik8rxJdDfDeZ+DoEIJvcNERRHnNCvOmLSrTPYYp98gnWooK1CsHmEOya3y8hmA22bdB8cAKBbq/uMKEunwB1KkC9EOAEPZMK4hxDFWcebFzPFO9zmGKfiShXUQrJ5pDsyPyy8NFoo5Rwh83pedsPY7bnk5pBpWYUQptAaG00N+3AQmuHhXO97Ycx2/MJrUyFVi6ENoHQmghM34fFE85o+2HM9nxCq1ChVQqh5RDaDSa0Lbae9QWSXtB+ucHEJNrjcOwe+URapSKtFiLNIdIVJtIazsW+9GdoHX8J1JnfB/mt+cRlU3HZhbhyiGvVdwqh59BnZvH+/KiG9+dHNflE16ei6xeim2DEe4BZi4PIiDfafhizPZ/QBlRog0JoE/jq7VEKgO8UrPl2ZLDuMKEunwAdKkAn1LB1X5sGUk9qoESeYIaCN3vraQ9ffzimPl8jFRY9hrKhBIBtNtTQLy30Sw/96lIBbGNQPI+23g5o6wXZq4NLVx7i3DWdvBrprCZUlKos99SgosjvGiNtS1JEm2lRSKFndZHpaXvBCjPE6SbDCWp6+BiYc1xIhdoZQKokbp5WgdsIqolaGdWqVascrtWNUW2vxB9bSjq0nHCowreIF9Dr1/wF68UtpheUn7YxRxz2jWqGkECiHBEgEFmG/2NbL5LfrC6yJChDStlzzF46lw7YWrvH45lKrcqWUY1hmLKQ7ic4z5Iwus/jI24fh5NHt8mNG49TuvMsGKfrDCfIC6XzafB0x2fjuFzUmdRgJc92eoDtrAQq5Luh/G4liGfsCCmWy2vW9gXrwqqvC/D8yUu0nsfoQVWrEusvblDUVfjEDYo9o6f1lBg0S/gvblDsD+AjxKIiwyelKix18xesDWuhMT06ksdwXnyzmJeQkjvTnGdJEAo8wo/UjWXOqGaMVA6EH6EfX29KJX5ECagcHFh24lSOXjhu0Cb/pSbPJW7+kvAn1LzA8TTIn7qQgMp6SbHCd635d9brV2yDG1H82pKtDhQxJAOn37P7UYkupgkLlsodLoYSiJ6M80/eHbWlR4Z+DqSRcvYdUh2urPJH8rKY5YUWjLgXtdrCVRaYHIvLuXy/cBxHqrJmRyw0n2SUXrWs9OJIRhnojm7EkEzJGtiyEkcy0RMrfItSceRSN3+KceWtZuNyuNUMTKcOUEN2MTUaJF8jfy/x0bZUM95GnQEL85m/lITuj9Yme1fBVtu8HDbqW/DnA/R7tyQHV0mDf7JLxlq6qOqYvYymUb9P9nqT+S7Ergocez107B4+jWlXarBj/p80lMpYW5IU8pElVfoe+W6TLfANtvXxpXkVsq1MamT8GLhnmfxVSA38ckNXXR3dudSVXsFYwK74HUkO7bkW2PMBLnskmLB9r0CLQnvfCOztZVmdUevDP6YsGdwxW+Ssj8kx8PQDXL1PSsw6iGnTDXyV4mOMMHivSDrF4176R2ihI9bxgWovpaex+/NXGD2MrcEex2Jh8oqH0xsoDR6r0VF+CwP7a9ydr5LWnOBYPIhIQQ3teSuw5x7mkp6zV/gc4yjuHaVwR9FVESFNH/EhO2pF+g2Cv8M0J3xHN3Ex+ycsUgZ9ox85fpUcLwc+muRwWO5ghCP5DE7gw5/hOp7hhMVJRO0PHM0daeJquj7ehejIQMs57LbY0+eJlkhNjMxEr83fe1QjTNTlT4gketIPaC9nx14lrYWR52WEEWootXPsPyZq3nls/7zjLRNie57Faix/5Kp/JN+v+T3/P0HiKWl/E6UwwKjVGZPGAbnGCdFd+gCzZ0Qnn2OPPyPbgsx2SPbfp+savR5x74eDn/7Jv1GizsDRq4yjP8S+9iE55+OCkQtGnjkjawUjF4xcMLKAkdeijEzsl4KTC06eNSfrBScXnFxwcoKVHIhkFIxcMPLMGZnn1oKRC0YuGDnIyB2CEpwf+ljByAUjz5qRSwUjF4xcMLKAkVcYI8MjPQkyBRsXbDxzNua5oWDjgo0LNg6yMSybPS3m9Ao2ngMbGwUbF2z8LWZjgeYWmXAx/bzg6CITruDogqNnwNEP7+bi6G9fJlzByMvAyEUmXMHIBSMXmXAFJy8PJxeZcAUnF5xcZMIVjLwsjFxkwhWMXDBykQlXMPKyMHKRCVcwcsHIRSZcwcbLwMZFJlzBxgUbF5lwBRsvAxsXmXAFG3+b2bhBzgD6HpCf/1Rzysajdy88Cu01X3a2CJ9VJZ18+uR8lamwc7LW8jpncRlZa6Gjx+U5B/elT7ccsYnOcUFw3zgdKyfcSZQTNYKAMQddu9L70aOPM2uaN+6zMeNbp1klLkIzPc2qZNYssDXU10a3bjLdCo4hvFV5zbcqLbzjb3rMlWepeLuS3/f1tSr5+1i0VVn4+IVV+c22Kt+894s/++TZ6Y//YwJGhlUVBL9vfNxVKxi5YOSCkXMwssL17YKRkxj5l/cGAka+FZLZBt4Ffer/ScAHWwusUB7VzZeXVXx3YYUwGvFBiNYCB6vkI/u8DNtgH7gbT0cqyOQO+m+gMW5mBi1xPDKe3fis07S8ENc7ZqN1+ly07ocHf3tv1znMpXW3EOETbPlG6Ih34RPRv/E61CO+vExqqzhGD3Bs15GPPR0CDx80yEHNopEd2Bt0zSG61yf7u3NAbuWzn31x9mP90cfsXoNX/DVybzVyTgevSDXrETn3GWoXjFGfkN/nfnugB/6+f+areK8b8Dd01quSxY2iV8i9hnX/mtRPGRe4SmqTxx3U8hxasR7iosXFHA1m/Tlo94F1WCYfneyfn4+yxhwNwfhXxBwjDAT9iNO1ddKmPrERLvBeNgJYUy17K7iqOwfT9IlGGETKMFZV0WMALekT6fNeRMWXJmgR6E+f/A+WXXUuTHPF/JcvT2bFL5kwXyVbiBbS98zn5niNYAjY9bC3DbA1VWYxjPol1PdJrYzjgMykBBIyUCLzQP6q87+f/aOA39fIsY/J1R7huY7RKnnpbsNr17fb3cvhUasOb/95SAt3tE01DLoVvriRc8IbAad5znXSSu+dwdM873Xk5wvEeXpnXZxWt3yrL79Ww2ihk3oHOYOONgrByRDwibpQPrlK7JaSQKtvkrt/jv3bxmtRu/QR1fVYTzx8zBPm8YePegO5lrfS+8gi5ymvdCOwf/qrrJJ6uPdn5C9/fiXl3Q9iIy9Jdz86Kv3dx18p7u6Tr8LfffD84bu/HXP3Pn/E+ttxCPBHitp3U4DCuCveEiKR5mrXQ2hEr8NHi8SIMOaLaR2P46iF4eNE7bshQCP5ajeFWIy/0loICf4aylKw8lrgDYgbjAFP5uxB9NHa0NFKtjGOYWEUucp5EGC9WKFIM0btcEZ6wHH61diInSiysEJ4/gVG24D1X/kyjUZbVwMRRVgx2I/VmhnZ8V/99Iuzo6f3tjLK+S5p95kfJ2aRGuk9PtozJWvT9q1NZemszdX9v/vdv5He+51fPv13UkbH5zvkilGkHuE5gHNO/ZhYlDNtDs00Ry2q59+RdtC2fI94qBDrvcBWw3XgHqajB31fD9Tl04Mvzi5/Ib33k4+7fyrUgzUif2p7j5chjM9RDNMceRvjetl1bZ0ccYL7+vElTi/Ecf5Fadt1Un+BswsbQT9gYg9A8T0Afek8gDf/6H86X4MXUNj/hf1f2P+F/b8A+/8q4S94OucgYPE3MZIEMwpeDkQeHnYw80MmXAo2OHCugzNEo7i/jDwMtvmCefjxf/c++/Lnn//qghC/zaxs79moG2wc3CRnfgGzAznQVxF3FS0mC60rm5Q6ztsFR0ED51nSZefMyM768sTu7f926H7nIYc3/dkcKoXR7zy6rpA6B9lG920OL6q+TDbHlR/8+h/800LwvYm5wzAvCnbnhlc7QaQXMNdwhkxHDVfx/KDhOnqWBkYKAFmQjEHqquh/gBQcRN2eC+bXBt//6M2zfwDk5zZL/Ta2zUPbG13OhL7DFYJKeER7J/boj0lpSSehOMgV0Okx0l/15b2B0jwTZJBn7WfqEvezq1/+1770dLDA3gb4eZ7m5L3NIMhVcGQoEaxKOJo7bJ5WRxk42NsU7FUG5o9AdijYdhXcw5L4GNyMMkK+/NfO13Pta3ewR428+mBf4zNFqlxP+27ssfEZJOP62rr0oQTPKns2BblX2YoekHTJj82o2ONgtU8P5Q6aUcIIbQ9l7mDMVsVoDlgUc5H75781+P5c5X6b7ENxzsqvd4RH5uXW29I2Oe4CY0PHqC/TGF2DURTZj6JoS8e0K3/5n4Ofxcj9u+hhBZEJ4u2NcRd+TuLbpP3vos8S/ynNhc9XWF7QGWZXn/pr/MJbs8vVRmmBHwZ5otQroxn6Ua+svFhL9Ue3zbsLxHo9vHUiu0XBPEkHYwA0y6mKrFqO9CYvB27BdsuCsb9FWnaKKy5ozYafS5yXz8KWo77EluPKn/+VefePf3K2M7dx7B0crUZoP8KI1Etcqz4Njkw6v2i0NLjR8m7C8edJq3O4uMs+5kjBjIfXwzfRTtkY1eTWrwFqiowZqz2McdmoQxraSTYbOeGvgWtuvJx8sI4GaGOBlzoX/Rr8/dFfP669+LlAv26jtCH77dRHJJ2M3hEeecFKPsd53rNPKxJdTxfOkPaeJLmP2IFOzTuzYd5r6ML5ytN/Wg6/BiTNKjqFO2LcKjqwiLOtNIlm3Rcr6byZi2Il3bdxbfNcnjQhWM8k5mHvySU7iNfzgoMn5GD+mGXgYF7nCgYuGPibx8CV1Aw8j1WlIgZ+iyB8gtZ8n/RNbw1XcFse39rBGD+NXNgsMlwNZFzR1aIyYczFrhYN3+nsPetVZMRXAg8IekYVfT7Iiqhy+mn7rYw/soqzmVoK+d5BfaW4nCFDQE/bmFDqfZwFKOOoWEWpl3B2tRqSeg/ngaohqcP/Du47nxmhNPf/TdSFtzGD5xW7V7pK+BX5rjNpQKbllu8L7yGWaFFNMGtQwVF7gD2bRpcrOGMYjC6XMOtEw1lB+Et/Q9nHbXPJOhHc7zwiEVlkErT2YEaHjpSLkk11bv016b6XTUa3uHn2Lt4jXHFxfciY02g67t7nIat3MGvsWKIzNCa5y2P2DWx3sOuC0ro2ymicsXzKRCplzEwqY4YS/C3hWGmgdTSXvKPI3c5DItcRe2gTzR7y1ox5eSlttNfPsVc/QY9ro/P1731nsPP4pzk9/3g7f5wsYf5ngN6Lg148zMsN8AhPlhZarmXsWTJ7BoHK7NwqqYGsiLAs30Rrww545LwXPxtpJyML//ZMIiT3Q/zb3uxeDmv11vHQIf9k8s9t0l9V/Oc2275Er+G82aPRU2Z8m8GJxM8PY2s6jYPekFylWzuGYquJhbl3PFTJr+7xUHGbnQbu0unQuh1aHEHhdo9ql0N64TcIxPvSJrmhDy6HD9qkviS7O6zsmh+Sc5H76e6SO+juNo6HZcfq9VFPu0fNyU/ibh21L4fNvS40vd7qQNFu4R20NxHc1j40uQ1VcJJ2l/0mCCjuZrtFCxNudnOzjr82G1iY5DQDsmcDDtiGk8ru++17x0MDSpP+PKBFG47fbu5C8b4J+1ik3KI/u3C6980aAtpqI5L70LhtswXbWuYhFA1atExEvm7uwWFbdRNuZv+hCb9aJv7a6e7BSXa6tJM3kChAAT/BEpOX3aMm7nu0h+3vdvB05EgojhqbePLmETmB5O7v6ZdD8ofg7WLh0EKhhcwVpGzC/kRtDBcLIot9U6bnMhVWqqzUsNzar8N+3c0WNqf9AIojuBHFrdcOcZ96DbWtXtvErY1N/NXYuxy2ml1nKL9ruN2DNv3S2WVbagfsi1s/QojdvX3SvL39Bp7TbW/vAxV8dfEXPUKSiru7h8Jq77ZoAbv9JqbE0Qcr6Sw1u4f0Q5PqyjiZ+D1Mt6pK9CFMKps8LOOxkPBKjiQSIq11d1tUsA+JlFubD0n3/mAbNhx2UN9aVOs/v/fVxUc1t9VCSPZMrNur46GNXRR4vQVdfwtOU/8Atm+14Pyue3+X3ON9upPrRq4hs2tc+cN/dp6HriCnusLu3ra/4eigiU+uoEX4ORbYWTWddlbFop21Eu6rVUuFB+10N7HhqZv+xkc1lJeg8UpGeNztTuNyuH1wBE3ePniIhUl+aSVSPqQlpVxZBhImRzTI8LfdwGtuNz4IVG03dqDrNu7DhQ5MpNADE1XVbTfq5LId0vEs935njxJpPVB07hH6KWuGrpd0ncdyt+EMDdXdAc1WS25ny3SGZdXtmIdw8tp2nY4QpA1tuO/aaFhYxYnuR2TYoS71sT/I/wqpAfoH46hNtn/KTPlNDFgfk63UaLNwerjvDQ21TaTJ2ia5FW1QcWuNXWh+bW8PyKG2h3dYM7dwJxMZoAZjBClqKK5a7QMs6vvsBHSQqXWQm2vNGi2wv9f26UaTUGO15NbosFTr0rN3TXqRPXo+Wuwif+1Dq4gmHyhE6UihwmkaBxoWTQUGg0ZTpYUGhZsKszURZvNERp4QGXlWyFxnyGyjIfQCl1hBuDYJG51iM0jARhZiY9shbOQErbErFBtNzaw3ik7hsSg8FoWnQuGpUHgqrtkmvGb3XNNkJQz8KhnkTZN9SQfgHQbg6EkOA8x6Ce4ZBJOcGNFUjSQ0rRRocpqWhCanadZ0NQ0hLJUEEJrtGq0xaRmE9BqDtIZMRYx63+mngHpTXRtShyXI9MfymRBLxdGny2ianZPRrKz9Ng6jdYbRDjovfXTDwTWfUb/NwGkZsJFng82tCDYT6s+UWX/xCK1Helhu7eH7Vhb9WXDf8ii9geg8Qd3wUv4pPoEa/AVaREMjSTipS8pB6pxw6mK45cVri5M2dZxuCXEa9crXESVl6ijdFKLEWDw7Rgsf15IQMihCBkXImEiPdliE6NVraRkpYZvdoDAZFCaLwmRRmMQWeRSmVR+m55iHMj+jMdEEt/WcI5tMoZEpNDKFRqbQyBQaOQTNOoNmk7DLGU7ynWGy+BPO54Mg+KcSfXDSOJA0YSfD6liUlCrDSe0lOX7o4uV1/YQmkkqhUilUOoVKp1Dp1PNT1GrY9YNbQb+FbMgC5jUGZjo6hw4SgLGkp8HR07aKngHF/oRmZhoMSR9JheFNhmEdZ5LoM7e8cMMrDsd7BF06pxXEUTcokErPi8/o4QCNTIG0k3B0rDTdFmEOAFli/RaOztZx1UpqKLUKc6M1pT/CMiuGHvN1cA4Psv9OQyiW+xTFis1ArE5p5EwivtwWfTr48mJUw+kVwOh5ciCQKZqipXYKFVnPDpMhU5hw4AGgnKQozXQULW8fFXMdr12D6SqX2CxTl0q53mIAPZDglWEicMqcWnFWR5I3DYeG8FEX3vkwvodB1FqE9K/7eNGlhTamCJxw3bBNE+zHx+PDeFHzbFw/dLx+CGNjyn7o0z2DDK2RdCNnlm4ING96dgjwPTVIvC+AKx1NvS8dxg3pIc5j5onVEmPV8TDbana68408Q6U4K6qdGmhlkFo5fRBVJ4d21v15+GTvitdOuBdBf+ZwK9vZcdNZJN9i6qn19ZnoZ9geqXlx/cxKuBKONWZBEW25sa4YYp25kw/YYItKt8UmSKaKYoeApw4GtOPyxtyqjxmMIK/QUAsPsV2cibOlp1kQQz9rHCums4LFpIi9FrSuN3W8UOuwswJwPYci6NMjJUzqWpidnUh/Ho9oOgfNzg5oDpvYw1OtMKcCXeWUgGqqCNASBbREAS1RQGmn9QANDTOZcVzxnQtLejomtluhKFYpiuhRBVCUJ0VRpyjS3iuEEWZZafZbPI4GC6wQL4jG5qoMSaabJaacJT0OTH+u0wPTsYTU2MQUjXPM4j2WXggCnmcE0g2WNf8Uk71SwJtFSRVjkCaKIB5spmQ9liJT8DUviBBvPiZjt8NWLI6e481j5823o5WCnCmHlJPaNhHlFHomOBKl9eesmWKXHiovajxa3BmvaLyXYguDfmqCkzIajnMYNTPTs2BfHVk00I3RoqkMMuC5EhqhT6c7n5wyZCpPJ8MqQzf1weIzY95iYB0IcmIgVvocM8CDawaifZSHzRLagSnGYDC4EiJ7tkVxU9n4YaucGdhnPgg1OceMwwR2il6FwVeh+Nks1chmCNoVfvyALx3vSzRppuN/8RyYdoeN3JC8Td1BM2pVikTxjtgJZIFsutB23ExtOWdWRCodZmO5Y3HhL6bFei80kOsiNS7pYkEYbJLEYLMkpAzH/ql12UEjyDQ7bBxnv2E8VxyKtOKMBXrNd3ToUwNOceVjilHcCyx6cwGKNZh0LoBBa3BmUpgfgDVMTGiNV3EPWZye02gJyGo2RRZLDUtUaEj1AvwUxzcuET91PH7XffzmwBNaPxVPcLEKnyYSQ7MxRmZKBGl3F1ICWkqgrR7KjpWeB9YClJyu11s5ez36huNUU+NU03MsvWgb2hgR+11JEQWCrU1GBk1KBggsdu1NChrgiyDuoO0h6uI3GIYP6OMLWFwj+FKVbJ66WhEG1tB0HwcohMgyOpaaF1UDs38iR10TOeqY0hmX9JkPxnRpDNw0tG+8p5uuzwCkZ1P5fR4pY6L4pDAD2Q8Ejzx0dIi8L52DAKvKVGW5RNrxGGcxWR02KjnhUcmxptTzJ3WPxNiqIi2lNmvQzvKjSPzslxf26LCR+7n0LDKu0ycI4zN+EhE08s57ZVBPaiYFiDNDAJOYVMK4B2xvsu1Nuh0Z05vdV8pML8t0GPKMJRyGdqg1lQ5Tb6ynT1mCVZcw2h+LUFUMnaJaCuullUEtS0JcZSGuGEDKkzbhsWd41YHK6BNLDUvalUusL6dXxBUpmNaUrIKaSAW53AixDsrpTXYk3yhWPX186M23KzkVBLalOqgyuwi+UKOdOOnUaIcvbQ9D01PAjkeYdExPh6k3X9vEB34LEO3pIWPI074spmbiohfEUBTSFNvqDFNNhKldEXtBVebPV1louFoadeuOF7usjbqzF8vk4nHjFfMhsmPy6BK2glLN4qbCMayZPWGqHedKCkeXOIcnLiYcnidjsKE9GZNGBo9ePpVGryvkQyZN6QQToLKGTMSRulRpZV6gThH6Qn09FDOxhOO2MkjvS/L6qVbEBjv2844f+Ih267SQtvG5GacYyJsxpJG5NU2IabUSjkM5Qn0V+0DcXJAt1ldRp+cXvI0iUKzXByMgFH1yg2WD6nMpG/h3Gfj0kRI2rp14yV5D5T1QxBdMdjHQGfa0mi2UQtgTtcNjGfpPURnomVx8ZpRqLBGelCgDNscZVPM24+GQ2Y92VyA4VQnHpjISzLpvcz2hT7bAp2PwGYI8+KW8QQAl/UyJ72pppeyToZ47MG6x547npO5EndRx0N3w3afnaHs9wddVvxy7TlaZ3uKNJNWtCHPgIOAQ0Fw1S3hPSMk73iBnRq3WcQjeDCD4KUZLNtBdzYwhJnlkyDz3cdTH2/65l2ODcZ9CB9ETtcuCeXicB8UN3hevo7eZRQG3SOP+ARODj/uNk4LnymrEh9jwHxOciL7QkZiCWRG212yhI+EZFWGjV0nFvXEaDCGBPJDRJ9GepFgmOQ3IjPTzJRxk1fEmrpc+wjmqUwLs6kjHciQalrOglIIaS0LDSinnH9QTcXKbrcblcOke7tQMenG0QWzBL3hsXJOCNYexNfmapNImkWLbb9Ed0h7bfwBFnxmH54HnKbz0h2GbTWGABW9LT8kQ4j2uorl9nwAPDySCk++S79vwVCHyvU4f9IIP4QpUKV4Ve/4K1D2EOnny8yg5T+FVkd8InRsS3XUmujouRLLxMdpR8QVeA8qJL1iTT3waFZ9WiC+H+G4y8XXYM+bo2wvDQrzpi0q0z2GKffIJ1qKCtQrB5hDsmt8vIZgNtm3QfHACgW6v7jChLp8AdSpAvRDgBD3Te+cDfbc9g43rmeJ9DlPsMxHlKkoh2RySHZlfFj4abZQS7rA5PW/7Ycz2fFIzqNSMQmgTCK2N5qYdWGjtsHCut/0wZns+oZWp0MqF0CYQWhOBGb0dwRPOaPthzPZ8QqtQoVUKoeUQ2g0mtC22nvUFkl7QfrnBxCTa43DsHvlEWqUirRYizSHSFSbSGs7FvvRnaB1/CdSZ3wf5rfnEZVNx2YW4cohr1XcKoefQZ2bx/vyohvfnRzX5RNenousXoptgxHsg0cdz8yPeaPthzPZ8QhtQoQ0KoU3gq7dHKQC+U7Dm25HBusOEunwCdKgAnVDD1n1tGkg9fMfBOT7T6syfvfW0h68/HFOfr5EKix5D2VACwDYbauiXFvqlh351qQC2MSieR1tvB7T1guzVwaUrD3Humk5ejXRWEypKVZZ7alBR4LHyvrYlKaLNtCik0LO6yPS0vWCFGeJ0k+EENT18DMw5LqRC7QwgVRI3T6vAbQTVRK2MatWqVQ7X6saotlfijy0lHVpOOFThW8QL6PVr/oL14hbTC8pP25gjDvtGNUNIIFGOCBAIvKMgofUi+c3qIkuCMqSUPcfspXPpgK21ezyeqdSqbBnVGIYpC+l+gvMsCaP7PD7i9nE4eXSb3LjxOKU7z4Jxus5w8t6qRd9y/Wwcl4s6kxqs5NlOD7CdlUCFfDeU360E8YwdIcVyec3avmBdWPV1AZ4/SV+5NEYPqlqVWH9xg6KuwiduUOwZPa2nxKBZwn9xg2J/AB8hFhUZPilVYambv2BtWAuN6dGRPIbz4pvFvISU3JnmPEuCUOARfqRuLHNGNWOkciD8CP34elMq8SNKQOXgwLITp3L0wnGDNvkvNXkucfOXhD/r+HbEFxx/6kICKuslxQrftebfWa9fsQ1uRPFrS7Y6UMSQDJx+z+5HJbqYJixYKne4GEogejLOP3l31JYeGfo5kEbK2XdIdbiyyh/Jy2KWF1ow4l7UagtXWWByLC7n8v3CcRypypodsdB8klF61bLSiyMZZaA7uhFDMiVrYMtKHMlET6zwLUrFkUvd/CnGlbeajcth4N28N9CDeCTtYmo0SN5/0zbTjLdRZ8DCfOYvJaH7o7XJ3lWQ7z29bzLfJetbestYW8I38sLbd+FFmDa+/tJ7Sy+8NK9CtpXxLb3wMXDPMvmrkBr45Yauuhp4x3hXegVjAbvid7i39a4F9nyAyx4JJrHv9g2+u9zLsjqj1od/TFkyuGO89zTD0w9w9T6+v5f0yZg23cBXKT7GCIP3iqRTPO6lf4QWOmIdH6j2Unoauz9/hdHD2BrscSwWJq94OL2B0uCxGh3ltzCwv8bd+SppzQmOxYOIFNTQnrcCe+5hLuk5e4XPMY7i3lEKdxRdFRHS9BEfsqNWpN/AN0BTzQnf0U1czP4Ji5RB3+hHjl8lx8uBjyY5HJY7GOFIPoMT+PBnuI5nOGFxElH7A0dzR5q4mq6PdyE6MtByDrst9vR5oiVSEyMz0Wvz9x7VCBN1+RMiiZ70A9rLx763u4ZSO8f+Y6Lmncf2zzveMiG251msxvJHrvpH8v2a33M2b+x+494PBz/9k3+jRJ2Bo1cZR3+Ife1Dcs7HBSMXjDxzRtYKRi4YuWBkASOvRRmZ2C8FJxecPGtO1gtOLji54OQEKzkQySgYuWDkmTMyz60FIxeMXDBykJE7BCU4P/SxgpELRp41I5cKRi4YuWBkASOvMEaGR3oSZAo2Lth45mzMc0PBxgUbF2wcZGNYNntazOkVbDwHNjYKNi7Y+FvMxgLNLTLhYvp5wdFFJlzB0QVHz4CjH97NxdHfvky4gpGXgZGLTLiCkQtGLjLhCk5eHk4uMuEKTi44uciEKxh5WRi5yIQrGLlg5CITrmDkZWHkIhOuYOSCkYtMuIKNl4GNi0y4go0LNi4y4Qo2XgY2LjLhCjb+NrNxg5wB9D0gP/+p5pSNR+9eeBTaa77sbBE+q0o6+fTJ+SpTYedkreV1zuIystZCR4/Lcw7uS59uOWITneOC4L5xOlZOuJMoJ2oEAWMOunal96NHH2fWNG/cZ2PGt06zSlyEZnqaVcmsWWBrqK+Nbt1kuhUcQ3ir8ppvVVp4x9/0mCvPUvF2Jb/v62tV8vexaKuy8PELq/KbbVW+ee8Xf/bJs9Mf/8cEjAyrKgh+3/i4q1YwcsHIBSPnYGSF69sFIycx8i/vDQSMfCsksw28C/rU/5OAD7YWWKE8qpsvL6v47sIKYTTigxCtBQ5WyUf2eRm2wT5wN56OVJDJHfTfQGPczAxa4nhkPLvxWadpeSGud8xG6/S5aN0PD/723q5zmEvrbiHCJ9jyjdAR78Inon/jdahHfHmZ1FZxjB7g2K4jH3s6BB4+aJCDmkUjO7A36JpDdK9P9nfngNzKZz/74uzH+qOP2b0Gr/hr5N5q5JwOXpFq1iNy7jPULhijPiG/z/32QA/8ff/MV/FeN+Bv6KxXJYsbRa+Qew3r/jWpnzIucJXUJo87qOU5tGI9xEWLizkazPpz0O4D67BMPjrZPz8fZY05GoLxr4g5RhgI+hGna+ukTX1iI1zgvWwEsKZa9lZwVXcOpukTjTCIlGGsqqLHAFrSJ9LnvYiKL03QItCfPvkfLLvqXJjmivkvX57Mil8yYb5KthAtpO+Zz83xGsEQsOthbxtga6rMYhj1S6jvk1oZxwGZSQkkZKBE5oH8Ved/P/tHAb+vkWMfk6s9wnMdo1Xy0t2G165vt7uXw6NWHd7+85AW7mibahh0K3xxI+eENwJO85zrpJXeO4Oned7ryM8XiPP0zro4rW75Vl9+rYbRQif1DnIGHW0UgpMh4BN1oXxyldgtJYFW3yR3/xz7t43XonbpI6rrsZ54+JgnzOMPH/UGci1vpfeRRc5TXulGYP/0V1kl9XDvz8hf/vxKyrsfxEZeku5+dFT6u4+/UtzdJ1+Fv/vg+cN3fzvm7n3+iPW34xDgjxS176YAhXFXvCVEIs3VrofQiF6HjxaJEWHMF9M6HsdRC8PHidp3Q4BG8tVuCrEYf6W1EBL8NZSlYOW1wBsQNxgDnszZg+ijtaGjlWxjHMPCKHKV8yDAerFCkWaM2uGM9IDj9KuxETtRZGGF8PwLjLYB67/yZRqNtq4GIoqwYrAfqzUzsuO/+ukXZ0dP721llPNd0u4zP07MIjXSe3y0Z0rWpu1bm8rSWZur+3/3u38jvfc7v3z676SMjs93yBWjSD3CcwDnnPoxsShn2hyaaY5aVM+/I+2gbfke8VAh1nuBrYbrwD1MRw/6vh6oy6cHX5xd/kJ67ycfd/9UqAdrRP7U9h4vQxifoximOfI2xvWy69o6OeIE9/XjS5xeiOP8i9K266T+AmcXNoJ+wMQegOJ7APrSeQBv/tH/dL4GL6Cw/wv7v7D/C/t/Afb/VcJf8HTOQcDib2IkCWYUvByIPDzsYOaHTLgUbHDgXAdniEZxfxl5GGzzBfPw4//uffblzz//1QUhfptZ2d6zUTfYOLhJzvwCZgdyoK8i7ipaTBZaVzYpdZy3C46CBs6zpMvOmZGd9eWJ3dv/7dD9zkMOb/qzOVQKo995dF0hdQ6yje7bHF5UfZlsjis/+PU/+KeF4HsTc4dhXhTszg2vdoJIL2Cu4QyZjhqu4vlBw3X0LA2MFACyIBmD1FXR/wApOIi6PRfMrw2+/9GbZ/8AyM9tlvptbJuHtje6nAl9hysElfCI9k7s0R+T0pJOQnGQK6DTY6S/6st7A6V5Jsggz9rP1CXuZ1e//K996elggb0N8PM8zcl7m0GQq+DIUCJYlXA0d9g8rY4ycLC3KdirDMwfgexQsO0quIcl8TG4GWWEfPmvna/n2tfuYI8aefXBvsZnilS5nvbd2GPjM0jG9bV16UMJnlX2bApyr7IVPSDpkh+bUbHHwWqfHsodNKOEEdoeytzBmK2K0RywKOYi989/a/D9ucr9NtmH4pyVX+8Ij8zLrbelbXLcBcaGjlFfpjG6BqMosh9F0ZaOaVf+8j8HP4uR+3fRwwoiE8TbG+Mu/JzEt0n730WfJf5Tmgufr7C8oDPMrj711/iFt2aXq43SAj8M8kSpV0Yz9KNeWXmxluqPbpt3F4j1enjrRHaLgnmSDsYAaJZTFVm1HOlNXg7cgu2WBWN/i7TsFFdc0JoNP5c4L5+FLUd9iS3HlT//K/PuH//kbGdu49g7OFqN0H6EEamXuFZ9GhyZdH7RaGlwo+XdhOPPk1bncHGXfcyRghkPr4dvop2yMarJrV8D1BQZM1Z7GOOyUYc0tJNsNnLCXwPX3Hg5+WAdDdDGAi91Lvo1+Pujv35ce/FzgX7dRmlD9tupj0g6Gb0jPPKClXyO87xnn1Ykup4unCHtPUlyH7EDnZp3ZsO819CF85Wn/7Qcfg1ImlV0CnfEuFV0YBFnW2kSzbovVtJ5MxfFSrpv49rmuTxpQrCeSczD3pNLdhCv5wUHT8jB/DHLwMG8zhUMXDDwN4+BK6kZeB6rSkUM/BZB+ASt+T7pm94aruC2PL61gzF+GrmwWWS4Gsi4oqtFZcKYi10tGr7T2XvWq8iIrwQeEPSMKvp8kBVR5fTT9lsZf2QVZzO1FPK9g/pKcTlDhoCetjGh1Ps4C1DGUbGKUi/h7Go1JPUezgNVQ1KH/x3cdz4zQmnu/5uoC29jBs8rdq90lfAr8l1n0oBMyy3fF95DLNGimmDWoIKj9gB7No0uV3DGMBhdLmHWiYazgvCX/oayj9vmknUiuN95RCKyyCRo7cGMDh0pFyWb6tz6a9J9L5uMbnHz7F28R7ji4vqQMafRdNy9z0NW72DW2LFEZ2hMcpfH7BvY7mDXBaV1bZTROGP5lIlUypiZVMYMJfhbwrHSQOtoLnlHkbudh0SuI/bQJpo95K0Z8/JS2mivn2OvfoIe10bn69/7zmDn8U9zev7xdv44WcL8zwC9Fwe9eJiXG+ARniwttFzL2LNk9gwCldm5VVIDWRFhWb6J1oYd8Mh5L3420k5GFv61N7uXw1q9dTx0yD+Z/HOb9FcV/7nNti/FazhX9mj0ZBnfTnAiMfPD2JpO46A3JFfp1o6h2GpiYe4dD1Xyq3s8VNxmp4G7dDq0bocWR1C43aPa5ZBe+A0C67606e6ZH1wOH7RJfUl2d1jZNT8k5yL3090ld9DdbRwPy47V66Nudo+ak5/E3TpqXw6be11oer3VgaLdwjtob5LdyY99aHIbquAk7S77TRBQ3M12ixYm3OzmZh1/bTawMMlpBmTPBhywDSeV3ffb946HBpQm/XlAizYcv93cheJ9E/axSLlFf3bhdO+bNQS01UYk96Fx22YLtrXMQygatGiZiHzd3IPDtuom3Mz+QxN+tUz8tdPdg5PsdGnHbiA5gNJ9giUmLLtHTdz3aA/b3+3g6ciRUBw1NvHkzSNyAsnd39Mvh+QPwdvFwqGFQguZK0jZhP2J2hguFkQW+6ZMz2UqrFRZqWG5tV+H/bqbLWxO+wEUR3AjiluvHeI+9RpqW722iVsbm/irsXc5bDW7zlB+13C7B236pbPLttQO2Be3foQQu3v7pHl7+w08p9ve3ofu/9XFX/QIMSru7h4Kq73bogXs9ps4nVwiRKKhQ1xCF4m6wTSRro8DiYXUU8ZtlGxsHEJkTLBSpRKREGmt23pIxNvafEj69QfbcJnDDpU0qvuVP/xn57nbaiESe1QH9upYNHZRzvUW9PgtOEn9A9i+1SKn3d3b9jccHTTxERK0CD9QAnuQptMepFi0B1XCHahqqfDEm+4maS38u79LMLtPr+66sU1/46MagihovJLc+PHXULxrfH7vq4uPaqFrKKkAilzD3W6QkWu7sQOdrXEf9jgwkfQOTFQu9/8AGz982dIVrqIAAAC4bWtCU3icXU7LCoMwEBT6I/0EY4nao8ZXMGmLplRLL1oI5FzIZdl/b6LWQ+cyw+zMMrLNLVQdM0BwEExDiONKD15oiGiMDVcaSBJhV/YaPPd34wJ57Vp6A4pRWBDZaCFv69md753wJC7yA8HhlQfHgKDsF5MJF2alb7DWG6WQFrisd2O4VsuWlf6W3QY3Nwyx8WJ6o+qfBtIQFXcfFS8MJPocpQQ3TZN5+ukpOsW7pilFLFRmATd8AZmrXfbxJUi6AAAKtW1rQlT6zsr+AH9XugAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAeJztnY2R2zgMRlNIGkkhKSSNpJAUkkZSSG6Qm3fz7gtIyVmvHdt4M57V6oekCBKiAJD6+XMYhmEYhmEYhmEYhmF4Sb5///7b78ePH/8duydVjnuX4dn58OHDb7+vX7/+qvfavmf9VzmqDMP7gbzP4vbwlv65u7aO1W8nf65HVw17Pn782NbVSv7u/2x/+vTp199v3779/PLly3/6ovYXta/yKSovzuUY55FO/Vyu2s+x2m/5k3adW2laX9WxYc9Kzp3+Lzr5f/78+dc29U//LbmUDJA5MmI/51T+yBSZ1/5sF/RrziU/txPaAuUb9uzkXzLy+K/o5M8x5EJ/tQyRc7UV91nkxzXgPr46hj4AymM9MezZyf+s/k/5d+8M6HnkXn+rLSDX2rYs/cxYyd96AOj7lZ51w9BzTfkj15JVXes+SF/3mMB5+FmSx3a6IduJ9YzlX23EaQz/UnXi/nO0H13NWJxtH6dfZ/spWVneKQ/6beZd13ksl7KsbdogeoYxyeqaYRiGYRiGYXhFGMffk0ew16f/828v71ny3foeXOprujb1rniEy+jtagfP5mdInfCW9r67lvfznfzP2PGPfIZ5nvd1vsQuvZX8/4b+8xZc/vSzYc/Dpo5NJv136dvDF+Rr6SOdz5D6JD/OXfkDTedvpIxcj/3IvizbL+3f2qWX8rcf4lHbQMrffjYfcz8pfYnOLLkgG2y+7Oec9AvYZ1ggI+x2BedR57QPk/Zntx3aDPdCnpkW8u7s2Zleyt919Kjjga7/A3VoveC+bT+OfXtdjNAufsh90HZf9/9KO+t452/MZ0r26/RZXZLes+t/QLbpAy7sqymZ4W9xf0OW/L+TP33fPkDH+1ifwM7fmPInLfwA5NPJ/yi9V5E/z/b6m7KxvIv0xdsX5/re6Qb0idsJusW6GHb+xpS/z+vkT5zKmfRS/pzX+cP+duxbSz9bQX2lPy39d/bt5bXUbdHVkf19PE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dcWv+26yOacmcBiRckrse+k3RIYxkkTDGEpw5hdarCdqfQ9lTEM+fDovG8qTOldDVEiae02Lut7Grj0EPoUUkckU2ABB9WRYSYagQdOEy7pAWHy1Yrp9rrnc2kTBSeYau7VfaOcxP0eSdCqNmMkOuV4/xAuXrRVz1bLbLVn2W79j1RjCKPhQ9EDnCVDdpxlHggZshIPtluvggGMgy9venYZAMVn9cDswstiQdtZMDzaAiXcWmwF/CWSId47M9abH4dburwuyavIpN0rEPAQoTjOiqkxN5xYeV9kJlR57siMGcAvX9k9M1yeXJy67NP7xifOjVa5bXeIkPLPCOinn54jFDdIyqxGAkCHndKZbEu57BO0u0DtrOZoFhB2QKUqK/RSkC2z6E7bYgeC1ZPN6yBfpi9S6AXhyAvXAV58FJIizdCHliDqLQCLaq3cD0y/cuwbKHZPqxFioko8VaMUlceV/epWBMeg03ww4XZ6J3zgrdh+eA1d23s/95Xgh3Wf7o+hIzYD5x1+Nu+SV4f8mQmH77XahdrN2xsUsv4+qIZqDxbPu314V+nFTw8MYTJqSoZNUZ/dx63LFWx2d6BwPPbyeOr8oneJ6PBcwEayaWNhXdddt7m20oTty2TKr3zL3geb6p+o4xw7oJX5AUv8gLsJU+EXMqkPTPkjhOugolmhHdqwOvTEk44jBrf/zQXvD1JET+tjmBoYBHuvGABNg6J44OLzV3wQkWOv/bYS2uf3HF470cAdYTA1v/sjpW3XL+u/15j79YiL6EY6hvGu5k1eOXIBNv/g5jknWfQSvDZBSGUiOvwnf/nCi4zeppdxcVFB19aTCItpNktsBPndxLvZdDnzsF5V3An3RU8fkj5/ANby/9s2/1xgIRYprHyW/duGdm47qLP+KcPr8ipofXo0y+NbN8/OsDfSTxPIx5u9q03Xv+7S9Ysr1paYpFK8oOZYK059tqw4dYMPdddS7vTssqWWwkbvDk0UnKrrop/kvhqLoh1LVJJpyyNpBnI2D6ZKK+XQ9mmsTnJl3vUQB6xImnAis/8k8QsFI7VN337hZ1TqT/dd/8Df54zty2fCOhcoqTS15IUljPdRdILFignvrcvDoP9jKro3JXVI+dZv77B/NHxmv/qg/uzfxkdHXVShiFrmi4pMn/JPWsNO3TdVkICkdhtSHfefmufHyXLnt267bZ6o7GCK8uaqiSlvOVcONy3TQ29X743dqp27HTFJeEcbBvzEQH+DZxkGECFhr7IAAAAAElFTkSuQmCC",
              'carScale':0.5,
              'carAndNodeIndex':1//小车、起终点的zIndex值
          }
          proxy.clearSpatial("redLine",map.value)
          constantSpeedRef.value.startAnimation(moveCarObject);}, 1000);                      
      }
  }
}
const close=()=>{
  console.log("关闭弹出框")//点击后直接关闭
}
const test111=()=>{
  console.log("test111")
  mapRef.value.centerAndZoom(
  121.30499476845368, 31.184356944025108, 15
  )
}
</script>
<style>
@media (min-width: 1024px) {
  .about {
    min-height: 100vh;
    display: flex;
    align-items: center;
    .sl-view {
      width: 86%;
      position: absolute;
      top: 0;
      bottom: 0;
    }
  }
}
</style>
