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          msLevel="1"
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          polarity="+"
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          peaksCount="495"
          polarity="+"
          retentionTime="PT741.107S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          polarity="+"
          retentionTime="PT769.634S"
          msInstrumentID="1">
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          polarity="+"
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          peaksCount="583"
          polarity="+"
          retentionTime="PT785.144S"
          msInstrumentID="1">
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          msLevel="2"
          peaksCount="517"
          polarity="+"
          retentionTime="PT786.516S"
          msInstrumentID="1">
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          polarity="+"
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    </scan>
    <scan num="542"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="427"
          polarity="+"
          retentionTime="PT790.593S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">625.728759765625</precursorMz>
      <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="783"
          polarity="+"
          retentionTime="PT810.315S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          centroided="1"
          msLevel="2"
          peaksCount="339"
          polarity="+"
          retentionTime="PT811.666S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
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          polarity="+"
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          centroided="1"
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          peaksCount="597"
          polarity="+"
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          peaksCount="728"
          polarity="+"
          retentionTime="PT824.667S"
          msInstrumentID="1">
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          centroided="1"
          msLevel="2"
          peaksCount="549"
          polarity="+"
          retentionTime="PT826.297S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          polarity="+"
          retentionTime="PT828.505S"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="545"
          polarity="+"
          retentionTime="PT851.67S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          msLevel="2"
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          polarity="+"
          retentionTime="PT882.951S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="482"
          polarity="+"
          retentionTime="PT941.254S"
          msInstrumentID="1">
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          centroided="1"
          msLevel="2"
          peaksCount="577"
          polarity="+"
          retentionTime="PT947.428S"
          msInstrumentID="1">
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          polarity="+"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="642"
          polarity="+"
          retentionTime="PT955.685S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">812.077209472656</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          polarity="+"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="404"
          polarity="+"
          retentionTime="PT1021.11S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">820.856262207031</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="470"
          polarity="+"
          retentionTime="PT1052.11S"
          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="388"
          polarity="+"
          retentionTime="PT1078.84S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="1220"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="167"
          polarity="+"
          retentionTime="PT1713.19S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">510.569061279297</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1238"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="133"
          polarity="+"
          retentionTime="PT1739.63S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.396636962891</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="1244"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="241"
          polarity="+"
          retentionTime="PT1748.23S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">500.887481689453</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="230"
          polarity="+"
          retentionTime="PT1756.9S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">588.540283203125</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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</peaks>
    </scan>
    <scan num="1322"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="140"
          polarity="+"
          retentionTime="PT1857.6S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">452.655334472656</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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</peaks>
    </scan>
    <scan num="1334"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="161"
          polarity="+"
          retentionTime="PT1874.94S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">635.811157226563</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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VFnIfyRLAAYUU+m2tEsDzmRwtaPESwfphGgsrNRLDMy0Yj39BEsUULRhWFfkSxY9RFofu1RLF/kEaSAMREsd59Rr+UD0Sy1ztGoacHRLUikEVE3ANEtqWqRg3o+kS3YYBGZVjzRLedi0ZGU+pEuFEJRvCFR0S5xZpGqDDrRLoIm0ay0zJEvEJoRhRmJkS8XXhGMa5TRLykvEUTDE5EvQlSRo1y1US+CRpGUQjMRMAgd0UXHZ9EwDtqRha3gUTDhmFFxpdHRMaLZEXq3HZEziQMRetROETTUnxGdRaORNWctkcnMg5E2faPRXxbwkToEpBF5iN+ROlVgEYhP6JFAOFcRkXNLUUFfFxGirnERQf+5kVZWclFDKovRZbJtA==</peaks>
    </scan>
    <scan num="1346"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="124"
          polarity="+"
          retentionTime="PT1892.26S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">928.854675292969</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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</peaks>
    </scan>
    <scan num="1352"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="141"
          polarity="+"
          retentionTime="PT1900.91S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">452.555603027344</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="1364"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="95"
          polarity="+"
          retentionTime="PT1918.89S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">1062.681518554688</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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</peaks>
    </scan>
    <scan num="1376"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="155"
          polarity="+"
          retentionTime="PT1935.84S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">635.540100097656</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1394"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="132"
          polarity="+"
          retentionTime="PT1962.04S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.389343261719</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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tGkJ9mRROKMUYxgZY=</peaks>
    </scan>
    <scan num="1400"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="179"
          polarity="+"
          retentionTime="PT1970.69S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">709.957397460938</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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    </scan>
    <scan num="1406"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="96"
          polarity="+"
          retentionTime="PT1979.66S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.855895996094</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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