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          centroided="1"
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          polarity="+"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="347"
          polarity="+"
          retentionTime="PT734.258S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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</peaks>
    </scan>
    <scan num="506"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="271"
          polarity="+"
          retentionTime="PT742.867S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">558.85107421875</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="475"
          polarity="+"
          retentionTime="PT752.211S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          centroided="1"
          msLevel="2"
          peaksCount="591"
          polarity="+"
          retentionTime="PT754.597S"
          msInstrumentID="1">
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          polarity="+"
          retentionTime="PT769.764S"
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          peaksCount="489"
          polarity="+"
          retentionTime="PT772.437S"
          msInstrumentID="1">
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="384"
          polarity="+"
          retentionTime="PT796.568S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
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    </scan>
    <scan num="556"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="722"
          polarity="+"
          retentionTime="PT816.423S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">848.087097167969</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="678"
          polarity="+"
          retentionTime="PT818.272S"
          msInstrumentID="1">
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             compressedLen="0"
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    </scan>
    <scan num="558"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="437"
          polarity="+"
          retentionTime="PT819.591S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">604.642456054688</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          centroided="1"
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          polarity="+"
          retentionTime="PT827.088S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="569"
          polarity="+"
          retentionTime="PT843.874S"
          msInstrumentID="1">
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             compressedLen="0"
             precision="32"
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          polarity="+"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="655"
          polarity="+"
          retentionTime="PT938.54S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">738.302062988281</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="429"
          polarity="+"
          retentionTime="PT939.863S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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          centroided="1"
          msLevel="2"
          peaksCount="587"
          polarity="+"
          retentionTime="PT946.56S"
          msInstrumentID="1">
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          centroided="1"
          msLevel="1"
          peaksCount="689"
          polarity="+"
          retentionTime="PT978.42S"
          msInstrumentID="1">
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    </scan>
    <scan num="686"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="400"
          polarity="+"
          retentionTime="PT979.312S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">740.937133789063</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
          retentionTime="PT1037.39S"
          msInstrumentID="1">
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          msLevel="2"
          peaksCount="768"
          polarity="+"
          retentionTime="PT1041.01S"
          msInstrumentID="1">
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          peaksCount="587"
          polarity="+"
          retentionTime="PT1042.27S"
          msInstrumentID="1">
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="367"
          polarity="+"
          retentionTime="PT1060.7S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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          centroided="1"
          msLevel="2"
          peaksCount="491"
          polarity="+"
          retentionTime="PT1069.28S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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1FwhwR</peaks>
    </scan>
    <scan num="1339"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="143"
          polarity="+"
          retentionTime="PT1880.66S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.134246826172</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="1345"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="141"
          polarity="+"
          retentionTime="PT1889.32S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">671.439331054688</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1351"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="134"
          polarity="+"
          retentionTime="PT1897.95S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">868.662719726563</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="117"
          polarity="+"
          retentionTime="PT1906.58S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.584869384766</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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</peaks>
    </scan>
    <scan num="1363"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="114"
          polarity="+"
          retentionTime="PT1915.59S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.639556884766</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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</peaks>
    </scan>
    <scan num="1369"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="109"
          polarity="+"
          retentionTime="PT1924.6S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">855.429626464844</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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JHGDseRLFiC0ZxCdxEsaTFRx+jOUSxvZ5GqIovRLKseEVMJRBEtAM7Rg36EUS0G71FTZikRLSkj0Y1rT1EtTrvRcHaWkS2KN1GTtEIRLcgnka3SdtEt0eXRq8APUS3wHZGS1nVRLiCXkXi0p9EuSdzRY18WUS5SHVFl/06RLtQqUbXzz5Eu/4fReatLkS8Ko9Fba8KRL3OS0bVWWREvjyeRkORzkS+aYBFuGPPRL9HDUXa39FEwdmkRreWIETDhHxHCrxTRMXmd0XL/mVExlBtRbcxTETG3LJHAQcuRMdwDEVbh+lEyOORRyGWLkTJrv5GM2IjRMrpO0YsLGZEzUHnRbcMjkTN7K1FoW+8RM62zUTu7HZEz15lRnf4ZETZxU9GR21KRN2O4kWhsA9E7magRgOwyETz/OJGSpfORPWTNUWb10Y=</peaks>
    </scan>
    <scan num="1393"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="116"
          polarity="+"
          retentionTime="PT1959.58S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">830.816833496094</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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</peaks>
    </scan>
    <scan num="1399"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="130"
          polarity="+"
          retentionTime="PT1968.24S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.536651611328</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="100"
          polarity="+"
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</peaks>
    </scan>
    <scan num="1435"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="98"
          polarity="+"
          retentionTime="PT2021.18S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.553253173828</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
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             byteOrder="network"
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