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          polarity="+"
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             byteOrder="network"
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</peaks>
    </scan>
    <scan num="296"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="15"
          polarity="+"
          retentionTime="PT437.431S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">1011.107055664063</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="302"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="29"
          polarity="+"
          retentionTime="PT446.203S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">837.206665039063</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="474"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="511"
          polarity="+"
          retentionTime="PT696.379S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">879.750122070313</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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contentType="m/z-int">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    </scan>
    <scan num="492"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="375"
          polarity="+"
          retentionTime="PT722.408S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">926.350952148438</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="477"
          polarity="+"
          retentionTime="PT731.056S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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          centroided="1"
          msLevel="2"
          peaksCount="298"
          polarity="+"
          retentionTime="PT740.006S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
          retentionTime="PT748.873S"
          msInstrumentID="1">
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          polarity="+"
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    </scan>
    <scan num="512"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="367"
          polarity="+"
          retentionTime="PT751.611S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">807.495178222656</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="631"
          polarity="+"
          retentionTime="PT773.328S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">767.7060546875</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          centroided="1"
          msLevel="2"
          peaksCount="426"
          polarity="+"
          retentionTime="PT774.692S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
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          centroided="1"
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          peaksCount="650"
          polarity="+"
          retentionTime="PT802.467S"
          msInstrumentID="1">
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    </scan>
    <scan num="550"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="381"
          polarity="+"
          retentionTime="PT803.74S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">989.59375</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
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          polarity="+"
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          msInstrumentID="1">
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    </scan>
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          centroided="1"
          msLevel="2"
          peaksCount="652"
          polarity="+"
          retentionTime="PT820.128S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          msLevel="2"
          peaksCount="673"
          polarity="+"
          retentionTime="PT824.912S"
          msInstrumentID="1">
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          polarity="+"
          retentionTime="PT839.392S"
          msInstrumentID="1">
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             compressedLen="0"
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          centroided="1"
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          peaksCount="509"
          polarity="+"
          retentionTime="PT840.563S"
          msInstrumentID="1">
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          polarity="+"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="464"
          polarity="+"
          retentionTime="PT871.948S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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          peaksCount="682"
          polarity="+"
          retentionTime="PT912.945S"
          msInstrumentID="1">
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          centroided="1"
          msLevel="1"
          peaksCount="707"
          polarity="+"
          retentionTime="PT933.586S"
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    </scan>
    <scan num="654"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="320"
          polarity="+"
          retentionTime="PT934.835S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">560.043579101563</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
             byteOrder="network"
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          msLevel="2"
          peaksCount="733"
          polarity="+"
          retentionTime="PT936.106S"
          msInstrumentID="1">
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="475"
          polarity="+"
          retentionTime="PT937.438S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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    </scan>
    <scan num="672"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="516"
          polarity="+"
          retentionTime="PT960.574S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">879.323547363281</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          polarity="+"
          retentionTime="PT968.751S"
          msInstrumentID="1">
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          polarity="+"
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contentType="m/z-int">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    </scan>
    <scan num="684"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="494"
          polarity="+"
          retentionTime="PT976.843S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">740.890991210938</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="602"
          polarity="+"
          retentionTime="PT1009.16S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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    </scan>
    <scan num="720"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="396"
          polarity="+"
          retentionTime="PT1025.86S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">697.3896484375</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="428"
          polarity="+"
          retentionTime="PT1043.24S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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          centroided="1"
          msLevel="2"
          peaksCount="465"
          polarity="+"
          retentionTime="PT1054.14S"
          msInstrumentID="1">
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    </scan>
    <scan num="744"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="567"
          polarity="+"
          retentionTime="PT1059.83S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">1016.244384765625</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="412"
          polarity="+"
          retentionTime="PT1109.81S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="285"
          polarity="+"
          retentionTime="PT1334.72S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="1206"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="175"
          polarity="+"
          retentionTime="PT1695.5S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">510.337493896484</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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xFNYU0</peaks>
    </scan>
    <scan num="1329"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="141"
          polarity="+"
          retentionTime="PT1872.81S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">759.561706542969</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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</peaks>
    </scan>
    <scan num="1335"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="147"
          polarity="+"
          retentionTime="PT1881.44S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">452.820709228516</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1359"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="160"
          polarity="+"
          retentionTime="PT1916.29S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">638.068603515625</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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RF4ZkbROo0MkWTQ8dE/QyNRhJBiET9hWREm3ujRQdkZEYknVdFDRfWRacbWg==</peaks>
    </scan>
    <scan num="1371"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="94"
          polarity="+"
          retentionTime="PT1933.54S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">471.583740234375</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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5ErvUQRLlgqEX7iOZEudS3Rm3To0S7hm9FhWpDRLxQAERdC2lEwWafRp65XETBnLdG3UJWRMP+ekWCg55ExT9VRgKHCUTFqF1FRVZ8RMcjoUVFKQFEybRmRQVCLkTMRqVGIG9CRM+9b0aFsfNE0kSERlrQKkTSp7JFtf5RRNqMHUWOwrZE3Sx9RQbookTrNJFFc0BIROyYokaOzcxE+WTRRZ70tUUCVPhGwCk7RQrWz0ZZEgU=</peaks>
    </scan>
    <scan num="1377"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="128"
          polarity="+"
          retentionTime="PT1942.21S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">510.463684082031</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1383"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="121"
          polarity="+"
          retentionTime="PT1950.88S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.345520019531</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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lF+6FY</peaks>
    </scan>
    <scan num="1407"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="104"
          polarity="+"
          retentionTime="PT1986.57S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">609.197631835938</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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