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          msLevel="1"
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          polarity="+"
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    </scan>
    <scan num="242"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="26"
          polarity="+"
          retentionTime="PT357.332S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">418.976623535156</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="487"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="362"
          polarity="+"
          retentionTime="PT713.828S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">958.296936035156</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="499"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="412"
          polarity="+"
          retentionTime="PT731.091S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">839.973693847656</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="612"
          polarity="+"
          retentionTime="PT765.088S"
          msInstrumentID="1">
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             byteOrder="network"
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contentType="m/z-int">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    </scan>
    <scan num="529"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="463"
          polarity="+"
          retentionTime="PT773.62S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
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          polarity="+"
          retentionTime="PT791.69S"
          msInstrumentID="1">
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          peaksCount="590"
          polarity="+"
          retentionTime="PT801.9S"
          msInstrumentID="1">
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="649"
          polarity="+"
          retentionTime="PT803.196S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="447"
          polarity="+"
          retentionTime="PT804.562S"
          msInstrumentID="1">
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             compressedLen="0"
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          msLevel="2"
          peaksCount="636"
          polarity="+"
          retentionTime="PT808.749S"
          msInstrumentID="1">
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="600"
          polarity="+"
          retentionTime="PT817.14S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">635.146362304688</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          polarity="+"
          retentionTime="PT837.715S"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="415"
          polarity="+"
          retentionTime="PT839.062S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">761.527587890625</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
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    </scan>
    <scan num="577"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="565"
          polarity="+"
          retentionTime="PT841.82S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">842.75732421875</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="362"
          polarity="+"
          retentionTime="PT850.091S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">565.028991699219</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
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    </scan>
    <scan num="585"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="530"
          polarity="+"
          retentionTime="PT852.759S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">751.331970214844</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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    </scan>
    <scan num="593"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="438"
          polarity="+"
          retentionTime="PT862.655S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">1011.063598632813</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          peaksCount="594"
          polarity="+"
          retentionTime="PT902.181S"
          msInstrumentID="1">
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="457"
          polarity="+"
          retentionTime="PT940.893S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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          peaksCount="634"
          polarity="+"
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          polarity="+"
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          polarity="+"
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    </scan>
    <scan num="721"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="456"
          polarity="+"
          retentionTime="PT1030.6S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">952.301452636719</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="727"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="429"
          polarity="+"
          retentionTime="PT1039.02S"
          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="745"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="510"
          polarity="+"
          retentionTime="PT1063.38S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">1016.313659667969</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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    </scan>
    <scan num="751"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="384"
          polarity="+"
          retentionTime="PT1071.68S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">697.161926269531</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1320"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="167"
          polarity="+"
          retentionTime="PT1862.31S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">509.457427978516</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1326"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="160"
          polarity="+"
          retentionTime="PT1871.19S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">627.405029296875</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1350"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="59"
          polarity="+"
          retentionTime="PT1905.99S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">1114.620239257813</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1368"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="156"
          polarity="+"
          retentionTime="PT1932.31S"
          msInstrumentID="1">
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    </scan>
    <scan num="1380"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="97"
          polarity="+"
          retentionTime="PT1949.64S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">523.325073242188</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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</peaks>
    </scan>
    <scan num="1386"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="88"
          polarity="+"
          retentionTime="PT1958.25S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.636596679688</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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</peaks>
    </scan>
    <scan num="1392"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="95"
          polarity="+"
          retentionTime="PT1966.9S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">415.67724609375</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1398"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="116"
          polarity="+"
          retentionTime="PT1976.26S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">713.373901367188</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1410"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="90"
          polarity="+"
          retentionTime="PT1993.9S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">846.758483886719</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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