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</peaks>
    </scan>
    <scan num="242"
          scanType="Full"
          centroided="1"
          msLevel="2"
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    </scan>
    <scan num="476"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="409"
          polarity="+"
          retentionTime="PT698.327S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">862.400939941406</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="482"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="394"
          polarity="+"
          retentionTime="PT706.986S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">931.349914550781</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          centroided="1"
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          polarity="+"
          retentionTime="PT761.184S"
          msInstrumentID="1">
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          polarity="+"
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          polarity="+"
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          polarity="+"
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    </scan>
    <scan num="562"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="404"
          polarity="+"
          retentionTime="PT817.601S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">661.671264648438</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="523"
          polarity="+"
          retentionTime="PT829.69S"
          msInstrumentID="1">
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          peaksCount="570"
          polarity="+"
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          msInstrumentID="1">
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="569"
          polarity="+"
          retentionTime="PT844.279S"
          msInstrumentID="1">
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             compressedLen="0"
             precision="32"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="540"
          polarity="+"
          retentionTime="PT879.478S"
          msInstrumentID="1">
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             compressedLen="0"
             precision="32"
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          polarity="+"
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    </scan>
    <scan num="656"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="457"
          polarity="+"
          retentionTime="PT932.203S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">628.294982910156</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="662"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="550"
          polarity="+"
          retentionTime="PT940.632S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">684.224731445313</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="438"
          polarity="+"
          retentionTime="PT944.485S"
          msInstrumentID="1">
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             compressedLen="0"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="704"
          polarity="+"
          retentionTime="PT948.574S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="474"
          polarity="+"
          retentionTime="PT949.801S"
          msInstrumentID="1">
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      <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="592"
          polarity="+"
          retentionTime="PT972.706S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">879.144409179688</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          polarity="+"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="484"
          polarity="+"
          retentionTime="PT1026.42S"
          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="734"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="461"
          polarity="+"
          retentionTime="PT1034.3S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">653.626159667969</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="443"
          polarity="+"
          retentionTime="PT1068.78S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">678.068969726563</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="968"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="255"
          polarity="+"
          retentionTime="PT1342.14S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">521.085876464844</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1334"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="140"
          polarity="+"
          retentionTime="PT1863.98S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">452.921112060547</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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</peaks>
    </scan>
    <scan num="1340"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="131"
          polarity="+"
          retentionTime="PT1872.57S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.651641845703</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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</peaks>
    </scan>
    <scan num="1346"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="152"
          polarity="+"
          retentionTime="PT1881.22S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">889.795471191406</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1358"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="113"
          polarity="+"
          retentionTime="PT1898.85S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">982.532287597656</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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</peaks>
    </scan>
    <scan num="1370"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="133"
          polarity="+"
          retentionTime="PT1916.41S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">509.719329833984</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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    </scan>
    <scan num="1376"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="124"
          polarity="+"
          retentionTime="PT1925.01S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.241363525391</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1400"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="106"
          polarity="+"
          retentionTime="PT1959.49S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">958.34765625</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1406"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="104"
          polarity="+"
          retentionTime="PT1968.15S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">510.145263671875</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="1424"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="138"
          polarity="+"
          retentionTime="PT1994.49S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">696.9208984375</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          scanType="Full"
          centroided="1"
          msLevel="1"
          peaksCount="877"
          polarity="+"
          retentionTime="PT2149.97S"
          msInstrumentID="1">
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    </scan>
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          centroided="1"
          msLevel="2"
          peaksCount="75"
          polarity="+"
          retentionTime="PT2151.36S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.506713867188</precursorMz>
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             compressedLen="0"
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