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    </scan>
    <scan num="445"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="215"
          polarity="+"
          retentionTime="PT652.878S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">766.647094726563</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="599"
          polarity="+"
          retentionTime="PT696.984S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          polarity="+"
          retentionTime="PT723.305S"
          msInstrumentID="1">
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="625"
          polarity="+"
          retentionTime="PT740.979S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          polarity="+"
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          polarity="+"
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          polarity="+"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="526"
          polarity="+"
          retentionTime="PT760.946S"
          msInstrumentID="1">
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          polarity="+"
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          polarity="+"
          retentionTime="PT769.12S"
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          peaksCount="611"
          polarity="+"
          retentionTime="PT770.49S"
          msInstrumentID="1">
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             compressedLen="0"
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          polarity="+"
          retentionTime="PT771.803S"
          msInstrumentID="1">
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          polarity="+"
          retentionTime="PT780.085S"
          msInstrumentID="1">
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          centroided="1"
          msLevel="2"
          peaksCount="560"
          polarity="+"
          retentionTime="PT783.247S"
          msInstrumentID="1">
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="483"
          polarity="+"
          retentionTime="PT792.017S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          polarity="+"
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          msInstrumentID="1">
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          centroided="1"
          msLevel="2"
          peaksCount="800"
          polarity="+"
          retentionTime="PT800.584S"
          msInstrumentID="1">
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             compressedLen="0"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="557"
          polarity="+"
          retentionTime="PT801.79S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="552"
          polarity="+"
          retentionTime="PT808.076S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">643.903930664063</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          polarity="+"
          retentionTime="PT811.914S"
          msInstrumentID="1">
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             compressedLen="0"
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          polarity="+"
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          centroided="1"
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          polarity="+"
          retentionTime="PT817.954S"
          msInstrumentID="1">
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             compressedLen="0"
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          polarity="+"
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          polarity="+"
          retentionTime="PT826.963S"
          msInstrumentID="1">
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          centroided="1"
          msLevel="2"
          peaksCount="568"
          polarity="+"
          retentionTime="PT833.397S"
          msInstrumentID="1">
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             compressedLen="0"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="451"
          polarity="+"
          retentionTime="PT839.068S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">750.607421875</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
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    </scan>
    <scan num="584"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="506"
          polarity="+"
          retentionTime="PT847.251S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">632.217346191406</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          polarity="+"
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          polarity="+"
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          polarity="+"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="527"
          polarity="+"
          retentionTime="PT940.305S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">775.678039550781</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          polarity="+"
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          centroided="1"
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          polarity="+"
          retentionTime="PT944.403S"
          msInstrumentID="1">
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="513"
          polarity="+"
          retentionTime="PT945.567S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">628.220581054688</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          msLevel="2"
          peaksCount="642"
          polarity="+"
          retentionTime="PT949.385S"
          msInstrumentID="1">
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          polarity="+"
          retentionTime="PT952.439S"
          msInstrumentID="1">
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          polarity="+"
          retentionTime="PT962.215S"
          msInstrumentID="1">
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          centroided="1"
          msLevel="2"
          peaksCount="544"
          polarity="+"
          retentionTime="PT973.789S"
          msInstrumentID="1">
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="552"
          polarity="+"
          retentionTime="PT982.321S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">740.721557617188</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          polarity="+"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="577"
          polarity="+"
          retentionTime="PT990.076S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">740.835388183594</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="473"
          polarity="+"
          retentionTime="PT999.012S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">630.999267578125</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          polarity="+"
          retentionTime="PT1015.45S"
          msInstrumentID="1">
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    </scan>
    <scan num="727"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="402"
          polarity="+"
          retentionTime="PT1023.38S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">701.115417480469</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
             byteOrder="network"
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          centroided="1"
          msLevel="2"
          peaksCount="759"
          polarity="+"
          retentionTime="PT1025.02S"
          msInstrumentID="1">
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             byteOrder="network"
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          centroided="1"
          msLevel="2"
          peaksCount="343"
          polarity="+"
          retentionTime="PT1026.25S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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    </scan>
    <scan num="739"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="332"
          polarity="+"
          retentionTime="PT1039.73S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">635.1923828125</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
          retentionTime="PT1056.78S"
          msInstrumentID="1">
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          polarity="+"
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          msInstrumentID="1">
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    </scan>
    <scan num="763"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="553"
          polarity="+"
          retentionTime="PT1071.15S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          peaksCount="448"
          polarity="+"
          retentionTime="PT1083.04S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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          centroided="1"
          msLevel="2"
          peaksCount="324"
          polarity="+"
          retentionTime="PT1268.48S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="277"
          polarity="+"
          retentionTime="PT1352.24S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="284"
          polarity="+"
          retentionTime="PT1369.29S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="1045"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="224"
          polarity="+"
          retentionTime="PT1446.08S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">679.527404785156</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="1231"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="147"
          polarity="+"
          retentionTime="PT1712.91S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.327087402344</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="1243"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="177"
          polarity="+"
          retentionTime="PT1730.19S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">547.881713867188</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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</peaks>
    </scan>
    <scan num="1321"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="133"
          polarity="+"
          retentionTime="PT1842.99S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.389495849609</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1333"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="141"
          polarity="+"
          retentionTime="PT1860.49S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">452.998321533203</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1345"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="159"
          polarity="+"
          retentionTime="PT1877.68S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.233093261719</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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</peaks>
    </scan>
    <scan num="1351"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="141"
          polarity="+"
          retentionTime="PT1886.33S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">452.91162109375</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1357"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="145"
          polarity="+"
          retentionTime="PT1894.97S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">823.282043457031</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1363"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="132"
          polarity="+"
          retentionTime="PT1903.62S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">1033.759521484375</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1375"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="132"
          polarity="+"
          retentionTime="PT1920.94S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">592.888854980469</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1393"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="173"
          polarity="+"
          retentionTime="PT1947.61S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">679.627014160156</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1399"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="105"
          polarity="+"
          retentionTime="PT1956.28S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">958.359680175781</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1405"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="134"
          polarity="+"
          retentionTime="PT1964.93S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">702.060302734375</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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</peaks>
    </scan>
    <scan num="1411"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="115"
          polarity="+"
          retentionTime="PT1973.6S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">875.074035644531</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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</peaks>
    </scan>
    <scan num="1417"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="129"
          polarity="+"
          retentionTime="PT1982.23S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.320922851563</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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