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          centroided="1"
          msLevel="2"
          peaksCount="450"
          polarity="+"
          retentionTime="PT709.937S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="506"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="670"
          polarity="+"
          retentionTime="PT741.192S"
          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="465"
          polarity="+"
          retentionTime="PT742.5S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          polarity="+"
          retentionTime="PT760.797S"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="491"
          polarity="+"
          retentionTime="PT767.653S"
          msInstrumentID="1">
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             compressedLen="0"
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          centroided="1"
          msLevel="2"
          peaksCount="501"
          polarity="+"
          retentionTime="PT797.461S"
          msInstrumentID="1">
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    </scan>
    <scan num="548"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="642"
          polarity="+"
          retentionTime="PT800.972S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">801.523681640625</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          polarity="+"
          retentionTime="PT802.345S"
          msInstrumentID="1">
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          centroided="1"
          msLevel="2"
          peaksCount="462"
          polarity="+"
          retentionTime="PT803.715S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
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          centroided="1"
          msLevel="2"
          peaksCount="589"
          polarity="+"
          retentionTime="PT810.963S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          polarity="+"
          retentionTime="PT812.87S"
          msInstrumentID="1">
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    </scan>
    <scan num="557"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="487"
          polarity="+"
          retentionTime="PT814.053S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">796.4248046875</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          polarity="+"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="544"
          polarity="+"
          retentionTime="PT818.953S"
          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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          centroided="1"
          msLevel="2"
          peaksCount="713"
          polarity="+"
          retentionTime="PT843.675S"
          msInstrumentID="1">
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          polarity="+"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="490"
          polarity="+"
          retentionTime="PT847.351S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">750.790954589844</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="746"
          polarity="+"
          retentionTime="PT907.8S"
          msInstrumentID="1">
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             byteOrder="network"
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    </scan>
    <scan num="634"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="417"
          polarity="+"
          retentionTime="PT908.726S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">830.364013671875</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="378"
          polarity="+"
          retentionTime="PT916.878S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="499"
          polarity="+"
          retentionTime="PT941.368S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">877.598754882813</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="670"
          polarity="+"
          retentionTime="PT945.64S"
          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="647"
          polarity="+"
          retentionTime="PT946.94S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">757.010498046875</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="450"
          polarity="+"
          retentionTime="PT948.258S"
          msInstrumentID="1">
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             compressedLen="0"
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          centroided="1"
          msLevel="2"
          peaksCount="622"
          polarity="+"
          retentionTime="PT949.612S"
          msInstrumentID="1">
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          polarity="+"
          retentionTime="PT950.979S"
          msInstrumentID="1">
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          polarity="+"
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          polarity="+"
          retentionTime="PT977.061S"
          msInstrumentID="1">
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contentType="m/z-int">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    </scan>
    <scan num="722"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="407"
          polarity="+"
          retentionTime="PT1025.13S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">700.936950683594</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          peaksCount="640"
          polarity="+"
          retentionTime="PT1057.84S"
          msInstrumentID="1">
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    </scan>
    <scan num="1194"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="150"
          polarity="+"
          retentionTime="PT1675.92S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">510.401550292969</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="1236"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="128"
          polarity="+"
          retentionTime="PT1736.65S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.538604736328</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="1248"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="171"
          polarity="+"
          retentionTime="PT1754.25S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">566.997436523438</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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BGtXKZRL0q/0YDAwJEvWj7RlTa+ETCMLRFFv8URMLNWUYVZ/5Ew4OFReywDUTIXNRFx/bpRMtctUYimYFEzegARQSiu0TOOqhGLqB9RNBZD0WbLQpE5OjARiSa00ToXvJGA7JaRQQHMEWYuVpFCNBhReeRJw==</peaks>
    </scan>
    <scan num="1260"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="105"
          polarity="+"
          retentionTime="PT1771.58S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">660.585266113281</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1296"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="112"
          polarity="+"
          retentionTime="PT1823.67S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">471.774993896484</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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</peaks>
    </scan>
    <scan num="1320"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="139"
          polarity="+"
          retentionTime="PT1859.33S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">691.5595703125</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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</peaks>
    </scan>
    <scan num="1326"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="160"
          polarity="+"
          retentionTime="PT1868.66S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">595.50146484375</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1338"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="91"
          polarity="+"
          retentionTime="PT1885.91S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">1072.616333007813</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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    </scan>
    <scan num="1350"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="138"
          polarity="+"
          retentionTime="PT1903.52S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">452.791198730469</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="1356"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="141"
          polarity="+"
          retentionTime="PT1912.17S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">595.201171875</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1368"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="129"
          polarity="+"
          retentionTime="PT1929.85S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">596.963256835938</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1380"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="93"
          polarity="+"
          retentionTime="PT1947.1S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">523.093444824219</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1392"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="116"
          polarity="+"
          retentionTime="PT1964.43S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.695953369141</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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5G135YRK/sVUbZjABEsAhyROcACkSwbnVGQnOmRLD+1kWF0atEsUbcRtH4z0SxYVJGIkBJRLHmfEXL/XpEsoCKRalZzkSzLBZGM6IZRLPfL0Y2wA1EtCW3RV6m2ES0YHdGdDnyRLUukUXhUPNEtUtiRfXMAkS2hINFNyTTRLhTjUY0fo9EuVZwRRMCxkS52r9Gr8eZRLoQnkZe6V5Eu87QRVAnXUS8oRJHG/ScRL0khEZWzUdEvuWnRrlpe0S/rKBGDVvJRMHerka8a7tEwviyRzoClETFJXxGt3x5RMX29EXiTipEyA3IRjSUNETIqgBEWBE5RMl7fEXYzDlEytmlRm/c7ETLJylFOJynRMuPPkTOl6pEzoTJRZSxEkTTdnxFWhElRNTOokZoPiBE1b69Rsvn3kTaMYBFskfSRNsM20T3NIFE3e+PRqDyrUTfwnlGQ2cY</peaks>
    </scan>
    <scan num="1398"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="144"
          polarity="+"
          retentionTime="PT1973.09S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">577.235168457031</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          peaksCount="130"
          polarity="+"
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