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          polarity="+"
          retentionTime="PT706.102S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="464"
          polarity="+"
          retentionTime="PT716.126S"
          msInstrumentID="1">
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="446"
          polarity="+"
          retentionTime="PT741.035S"
          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="522"
          polarity="+"
          retentionTime="PT767.373S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">511.851379394531</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          polarity="+"
          retentionTime="PT768.72S"
          msInstrumentID="1">
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          centroided="1"
          msLevel="2"
          peaksCount="453"
          polarity="+"
          retentionTime="PT770.036S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">705.61328125</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          msInstrumentID="1">
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          msLevel="2"
          peaksCount="623"
          polarity="+"
          retentionTime="PT794.759S"
          msInstrumentID="1">
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          centroided="1"
          msLevel="2"
          peaksCount="567"
          polarity="+"
          retentionTime="PT796.085S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">858.40380859375</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="421"
          polarity="+"
          retentionTime="PT800.464S"
          msInstrumentID="1">
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             compressedLen="0"
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          polarity="+"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="565"
          polarity="+"
          retentionTime="PT810.506S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">643.662902832031</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          polarity="+"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="457"
          polarity="+"
          retentionTime="PT820.835S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">636.517578125</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="735"
          polarity="+"
          retentionTime="PT826.019S"
          msInstrumentID="1">
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             compressedLen="0"
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          polarity="+"
          retentionTime="PT827.18S"
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          polarity="+"
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          polarity="+"
          retentionTime="PT867.122S"
          msInstrumentID="1">
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          centroided="1"
          msLevel="2"
          peaksCount="464"
          polarity="+"
          retentionTime="PT882.217S"
          msInstrumentID="1">
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             compressedLen="0"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="358"
          polarity="+"
          retentionTime="PT914.585S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">710.859680175781</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          centroided="1"
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          peaksCount="338"
          polarity="+"
          retentionTime="PT928.961S"
          msInstrumentID="1">
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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="428"
          polarity="+"
          retentionTime="PT942.042S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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          centroided="1"
          msLevel="2"
          peaksCount="650"
          polarity="+"
          retentionTime="PT945.581S"
          msInstrumentID="1">
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    </scan>
    <scan num="669"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="638"
          polarity="+"
          retentionTime="PT950.961S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">757.176696777344</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          centroided="1"
          msLevel="1"
          peaksCount="667"
          polarity="+"
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          centroided="1"
          msLevel="2"
          peaksCount="629"
          polarity="+"
          retentionTime="PT957.818S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">812.046569824219</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="356"
          polarity="+"
          retentionTime="PT968.982S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="479"
          polarity="+"
          retentionTime="PT972.976S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">879.361572265625</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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    </scan>
    <scan num="690"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="217"
          polarity="+"
          retentionTime="PT977.411S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">587.061950683594</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          centroided="1"
          msLevel="2"
          peaksCount="473"
          polarity="+"
          retentionTime="PT988.324S"
          msInstrumentID="1">
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          polarity="+"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="439"
          polarity="+"
          retentionTime="PT1038.05S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">952.186950683594</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          centroided="1"
          msLevel="2"
          peaksCount="141"
          polarity="+"
          retentionTime="PT1359.48S"
          msInstrumentID="1">
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contentType="m/z-int">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</peaks>
    </scan>
    <scan num="1206"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="176"
          polarity="+"
          retentionTime="PT1687.24S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">510.429901123047</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1224"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="118"
          polarity="+"
          retentionTime="PT1713.05S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">779.942199707031</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="1248"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="232"
          polarity="+"
          retentionTime="PT1748.21S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">500.558319091797</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1314"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="128"
          polarity="+"
          retentionTime="PT1838.27S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.647338867188</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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    </scan>
    <scan num="1332"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="125"
          polarity="+"
          retentionTime="PT1864.22S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">415.920471191406</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1344"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="64"
          polarity="+"
          retentionTime="PT1881.89S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">1152.44287109375</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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ZFCOvlRKpojkdIbTVEqsqlRmSOlkSrYoBFKvDRRKwGtEZDTA9ErCi9Rsmr9kSsRQtF5VuiRKxlj0agjcFErHtwRsnCT0StArNGqgQhRK0nbUZ1TcVErclyRwWuZ0St56BFWxlqRK4aakYTxDhErlrpRiVstUSutItHJulrRK7+6Ea/fS5Er0EaRnoO6ESvwK9G8J/TRLEKmUWQFY1EsSqeRxWB1USyRFpFzuq0RLJYkEbuWFNEs5J5RngZF0Szv69G0DVzRLQXjEeMhTFEtdS1RpO3YES2S4BGjtjIRLclD0aCmMpEt93fRgYxhkS4AgBE490YRLz7OEZ1tXFEvXsxRlH5wES+v3pGZVUfRL9RPUUcSBhEv7AqRyElH0TBkKVFvdhKRMM810a2BrREyHKbRtcH+kTIoYxGqaOmRMs+nEbhCApEzJodRhFSQkTVluZFdlSXRNbOoUcTM51E2caeRW6voEThaZ5Gm/6/ROqQt0cIjNdE7TiWRftSlET9YpxFcJG3</peaks>
    </scan>
    <scan num="1350"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="104"
          polarity="+"
          retentionTime="PT1890.5S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">1036.35595703125</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1356"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="103"
          polarity="+"
          retentionTime="PT1899.42S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">933.161010742188</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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</peaks>
    </scan>
    <scan num="1404"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="138"
          polarity="+"
          retentionTime="PT1969.9S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">820.927429199219</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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</peaks>
    </scan>
    <scan num="1410"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="124"
          polarity="+"
          retentionTime="PT1978.9S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.429626464844</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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