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          polarity="+"
          retentionTime="PT757.564S"
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          polarity="+"
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          polarity="+"
          retentionTime="PT777.203S"
          msInstrumentID="1">
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="556"
          polarity="+"
          retentionTime="PT805.768S"
          msInstrumentID="1">
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             compressedLen="0"
             precision="32"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="447"
          polarity="+"
          retentionTime="PT808.255S"
          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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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="532"
          polarity="+"
          retentionTime="PT816.432S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">654.671325683594</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          polarity="+"
          retentionTime="PT819.525S"
          msInstrumentID="1">
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          polarity="+"
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          centroided="1"
          msLevel="2"
          peaksCount="578"
          polarity="+"
          retentionTime="PT849.68S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          peaksCount="574"
          polarity="+"
          retentionTime="PT850.9S"
          msInstrumentID="1">
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          polarity="+"
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          polarity="+"
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             byteOrder="network"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="347"
          polarity="+"
          retentionTime="PT906.167S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="669"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="597"
          polarity="+"
          retentionTime="PT945.355S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">757.642822265625</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          polarity="+"
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    </scan>
    <scan num="686"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="494"
          polarity="+"
          retentionTime="PT966.124S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          peaksCount="413"
          polarity="+"
          retentionTime="PT970.781S"
          msInstrumentID="1">
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             compressedLen="0"
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    </scan>
    <scan num="696"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="493"
          polarity="+"
          retentionTime="PT978.25S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">709.818298339844</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          polarity="+"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="636"
          polarity="+"
          retentionTime="PT983.417S"
          msInstrumentID="1">
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             compressedLen="0"
             precision="32"
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          polarity="+"
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    </scan>
    <scan num="724"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="446"
          polarity="+"
          retentionTime="PT1012.65S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">820.733764648438</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          msLevel="2"
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          polarity="+"
          retentionTime="PT1031.1S"
          msInstrumentID="1">
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             compressedLen="0"
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          polarity="+"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="546"
          polarity="+"
          retentionTime="PT1044.15S"
          msInstrumentID="1">
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             compressedLen="0"
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          polarity="+"
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          polarity="+"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="485"
          polarity="+"
          retentionTime="PT1066.36S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">952.953125</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="492"
          polarity="+"
          retentionTime="PT1069.1S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          centroided="1"
          msLevel="2"
          peaksCount="483"
          polarity="+"
          retentionTime="PT1072.03S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">716.33642578125</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="702"
          polarity="+"
          retentionTime="PT1087.99S"
          msInstrumentID="1">
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             byteOrder="network"
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          polarity="+"
          retentionTime="PT1104.77S"
          msInstrumentID="1">
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          polarity="+"
          retentionTime="PT1367.65S"
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    </scan>
    <scan num="1268"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="334"
          polarity="+"
          retentionTime="PT1755.81S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">566.519714355469</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="294"
          polarity="+"
          retentionTime="PT1764.44S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">632.823669433594</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="1370"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="153"
          polarity="+"
          retentionTime="PT1889.8S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">571.45361328125</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="1382"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="140"
          polarity="+"
          retentionTime="PT1907.05S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.568908691406</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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    </scan>
    <scan num="1388"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="136"
          polarity="+"
          retentionTime="PT1916.01S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">465.210754394531</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1400"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="112"
          polarity="+"
          retentionTime="PT1933.26S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">659.192565917969</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="113"
          polarity="+"
          retentionTime="PT1941.89S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.855224609375</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="1412"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="140"
          polarity="+"
          retentionTime="PT1950.56S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.507354736328</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1418"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="186"
          polarity="+"
          retentionTime="PT1959.23S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">679.714721679688</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1454"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="123"
          polarity="+"
          retentionTime="PT2012.49S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">735.444641113281</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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