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</imageData>
  <lastModified>1779282449764</lastModified>
  <mapParam>
    <minScale>0.0</minScale>
    <scale>1.6901635716026555E-9</scale>
    <maxScale>0.0</maxScale>
    <name>normal</name>
    <center>
      <x>3.5E-8</x>
      <y>-3.5E-8</y>
    </center>
    <viewBounds>
      <leftBottom>
        <x>-2.0037508342789203E7</x>
        <y>-2.003750834278927E7</y>
      </leftBottom>
      <rightTop>
        <x>2.003750834278927E7</x>
        <y>2.0037508342789203E7</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>normal</name>
        <caption>normal</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>
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