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</imageData>
  <lastModified>1779288420697</lastModified>
  <mapParam>
    <minScale>0.0</minScale>
    <scale>8.074442545572916E-9</scale>
    <maxScale>0.0</maxScale>
    <name>satelliteStreet</name>
    <center>
      <x>0.0</x>
      <y>0.0</y>
    </center>
    <viewBounds>
      <leftBottom>
        <x>-4194304.0</x>
        <y>-4194304.0</y>
      </leftBottom>
      <rightTop>
        <x>4194304.0</x>
        <y>4194304.0</y>
      </rightTop>
    </viewBounds>
    <returnType>BINARY</returnType>
    <bounds>
      <leftBottom>
        <x>-2.00375083427892E7</x>
        <y>-2.00375083427892E7</y>
      </leftBottom>
      <rightTop>
        <x>2.00375083427892E7</x>
        <y>2.00375083427892E7</y>
      </rightTop>
    </bounds>
    <viewer>
      <leftTop>
        <x>0</x>
        <y>0</y>
      </leftTop>
      <rightBottom>
        <x>256</x>
        <y>256</y>
      </rightBottom>
    </viewer>
    <returnImage>true</returnImage>
    <layers>
      <com.supermap.services.components.commontypes.BaiduMapLayer>
        <name>satelliteStreet</name>
        <caption>satelliteStreet</caption>
        <description>BaiduMap Layer</description>
        <visible>true</visible>
        <queryable>false</queryable>
        <subLayers>
          <layers/>
        </subLayers>
        <bounds>
          <leftBottom>
            <x>-2.00375083427892E7</x>
            <y>-2.00375083427892E7</y>
          </leftBottom>
          <rightTop>
            <x>2.00375083427892E7</x>
            <y>2.00375083427892E7</y>
          </rightTop>
        </bounds>
        <type>CUSTOM</type>
      </com.supermap.services.components.commontypes.BaiduMapLayer>
    </layers>
    <trackingLayer>
      <highlightTargets/>
    </trackingLayer>
    <prjCoordSys>
      <epsgCode>3857</epsgCode>
      <distanceUnit>METER</distanceUnit>
      <type>PCS_WGS_1984_WEB_MERCATOR</type>
      <projection>
        <name>SPHERE_MERCATOR</name>
        <type>PRJ_SPHERE_MERCATOR</type>
      </projection>
      <coordUnit>METER</coordUnit>
      <name>User Define</name>
      <coordSystem>
        <unit>DEGREE</unit>
        <datum>
          <name>D_WGS_1984</name>
          <type>DATUM_WGS_1984</type>
          <spheroid>
            <axis>6378137.0</axis>
            <flatten>0.0033528106647474805</flatten>
            <name>WGS_1984</name>
            <type>SPHEROID_WGS_1984</type>
          </spheroid>
        </datum>
        <name>GCS_WGS_1984</name>
        <spatialRefType>SPATIALREF_EARTH_LONGITUDE_LATITUDE</spatialRefType>
        <type>GCS_WGS_1984</type>
        <primeMeridian>
          <longitudeValue>0.0</longitudeValue>
          <name>Greenwich</name>
          <type>PRIMEMERIDIAN_GREENWICH</type>
        </primeMeridian>
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