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    </scan>
    <scan num="485"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="342"
          polarity="+"
          retentionTime="PT713.084S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">698.558471679688</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
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          centroided="1"
          msLevel="2"
          peaksCount="667"
          polarity="+"
          retentionTime="PT806.084S"
          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="502"
          polarity="+"
          retentionTime="PT807.998S"
          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="638"
          polarity="+"
          retentionTime="PT815.84S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">848.322387695313</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
             byteOrder="network"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="478"
          polarity="+"
          retentionTime="PT816.725S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">636.49951171875</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          polarity="+"
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contentType="m/z-int">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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="484"
          polarity="+"
          retentionTime="PT835.86S"
          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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          polarity="+"
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          polarity="+"
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          polarity="+"
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          msInstrumentID="1">
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          polarity="+"
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          centroided="1"
          msLevel="2"
          peaksCount="504"
          polarity="+"
          retentionTime="PT946.498S"
          msInstrumentID="1">
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="691"
          polarity="+"
          retentionTime="PT951.915S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">812.036437988281</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="575"
          polarity="+"
          retentionTime="PT953.159S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">756.758483886719</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          centroided="1"
          msLevel="2"
          peaksCount="501"
          polarity="+"
          retentionTime="PT954.379S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">1021.54638671875</precursorMz>
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             compressedLen="0"
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          polarity="+"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="504"
          polarity="+"
          retentionTime="PT956.94S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="674"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="305"
          polarity="+"
          retentionTime="PT962.877S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">582.523864746094</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
          retentionTime="PT967.491S"
          msInstrumentID="1">
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          polarity="+"
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    </scan>
    <scan num="695"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="397"
          polarity="+"
          retentionTime="PT990.286S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">946.297424316406</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="589"
          polarity="+"
          retentionTime="PT998.499S"
          msInstrumentID="1">
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             compressedLen="0"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="429"
          polarity="+"
          retentionTime="PT1016.52S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">900.673950195313</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="501"
          polarity="+"
          retentionTime="PT1064.32S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">891.225463867188</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          centroided="1"
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          peaksCount="449"
          polarity="+"
          retentionTime="PT1068.42S"
          msInstrumentID="1">
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             compressedLen="0"
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          centroided="1"
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          peaksCount="422"
          polarity="+"
          retentionTime="PT1073.04S"
          msInstrumentID="1">
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             compressedLen="0"
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    </scan>
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          centroided="1"
          msLevel="2"
          peaksCount="754"
          polarity="+"
          retentionTime="PT1212.04S"
          msInstrumentID="1">
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          polarity="+"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="291"
          polarity="+"
          retentionTime="PT1277.19S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">648.789733886719</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="366"
          polarity="+"
          retentionTime="PT1357.77S"
          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="267"
          polarity="+"
          retentionTime="PT1426.41S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">511.708526611328</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="1097"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="183"
          polarity="+"
          retentionTime="PT1529.26S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">510.391510009766</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="74"
          polarity="+"
          retentionTime="PT1674.63S"
          msInstrumentID="1">
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             compressedLen="0"
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             byteOrder="network"
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</peaks>
    </scan>
    <scan num="1241"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="179"
          polarity="+"
          retentionTime="PT1735.02S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">504.30419921875</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="130"
          polarity="+"
          retentionTime="PT1743.6S"
          msInstrumentID="1">
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             compressedLen="0"
             precision="32"
             byteOrder="network"
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</peaks>
    </scan>
    <scan num="1315"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="159"
          polarity="+"
          retentionTime="PT1842.31S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">515.330139160156</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1333"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="128"
          polarity="+"
          retentionTime="PT1868.53S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.292327880859</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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</peaks>
    </scan>
    <scan num="1339"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="147"
          polarity="+"
          retentionTime="PT1877.17S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">820.293518066406</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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</peaks>
    </scan>
    <scan num="1357"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="144"
          polarity="+"
          retentionTime="PT1903.49S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">708.961669921875</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1387"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="119"
          polarity="+"
          retentionTime="PT1947.69S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.539581298828</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="1393"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="121"
          polarity="+"
          retentionTime="PT1956.34S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.536163330078</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1411"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="108"
          polarity="+"
          retentionTime="PT1982.27S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.577331542969</precursorMz>
      <peaks compressionType="none"
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</peaks>
    </scan>
    <scan num="1423"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="113"
          polarity="+"
          retentionTime="PT1999.94S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.451416015625</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="1435"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="141"
          polarity="+"
          retentionTime="PT2017.6S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">702.739990234375</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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