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</peaks>
    </scan>
    <scan num="242"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="18"
          polarity="+"
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    </scan>
    <scan num="434"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="159"
          polarity="+"
          retentionTime="PT637.28S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">710.072509765625</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
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    </scan>
    <scan num="482"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="609"
          polarity="+"
          retentionTime="PT707.349S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">862.810729980469</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="607"
          polarity="+"
          retentionTime="PT717S"
          msInstrumentID="1">
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          centroided="1"
          msLevel="2"
          peaksCount="520"
          polarity="+"
          retentionTime="PT724.208S"
          msInstrumentID="1">
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             compressedLen="0"
             precision="32"
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          msLevel="2"
          peaksCount="511"
          polarity="+"
          retentionTime="PT732.75S"
          msInstrumentID="1">
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             compressedLen="0"
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          polarity="+"
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          polarity="+"
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          polarity="+"
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    </scan>
    <scan num="512"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="551"
          polarity="+"
          retentionTime="PT750.192S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">845.95458984375</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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contentType="m/z-int">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    </scan>
    <scan num="515"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="489"
          polarity="+"
          retentionTime="PT754.139S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">969.983459472656</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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contentType="m/z-int">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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="610"
          polarity="+"
          retentionTime="PT758.677S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">833.910888671875</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          centroided="1"
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          peaksCount="609"
          polarity="+"
          retentionTime="PT760.045S"
          msInstrumentID="1">
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             compressedLen="0"
             precision="32"
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          polarity="+"
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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="666"
          polarity="+"
          retentionTime="PT786.092S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">809.935729980469</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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    </scan>
    <scan num="540"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="516"
          polarity="+"
          retentionTime="PT787.389S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">802.724670410156</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          polarity="+"
          retentionTime="PT792.122S"
          msInstrumentID="1">
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          polarity="+"
          retentionTime="PT793.368S"
          msInstrumentID="1">
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             compressedLen="0"
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          polarity="+"
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          polarity="+"
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          centroided="1"
          msLevel="2"
          peaksCount="818"
          polarity="+"
          retentionTime="PT809.154S"
          msInstrumentID="1">
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          polarity="+"
          retentionTime="PT810.381S"
          msInstrumentID="1">
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    </scan>
    <scan num="561"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="532"
          polarity="+"
          retentionTime="PT817.314S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">643.541687011719</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          polarity="+"
          retentionTime="PT818.212S"
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          polarity="+"
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          polarity="+"
          retentionTime="PT825.429S"
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    </scan>
    <scan num="578"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="436"
          polarity="+"
          retentionTime="PT839.003S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">750.491333007813</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="708"
          polarity="+"
          retentionTime="PT853.562S"
          msInstrumentID="1">
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             compressedLen="0"
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          centroided="1"
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          peaksCount="553"
          polarity="+"
          retentionTime="PT854.662S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          polarity="+"
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    </scan>
    <scan num="596"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="370"
          polarity="+"
          retentionTime="PT861.603S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">565.134399414063</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
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    </scan>
    <scan num="620"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="423"
          polarity="+"
          retentionTime="PT889.926S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">821.035217285156</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          centroided="1"
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          polarity="+"
          retentionTime="PT910.915S"
          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="335"
          polarity="+"
          retentionTime="PT911.986S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">628.358276367188</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
          retentionTime="PT941.8S"
          msInstrumentID="1">
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    </scan>
    <scan num="668"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="367"
          polarity="+"
          retentionTime="PT944.614S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">583.033874511719</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
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          centroided="1"
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          polarity="+"
          retentionTime="PT951.925S"
          msInstrumentID="1">
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="475"
          polarity="+"
          retentionTime="PT954.794S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          polarity="+"
          retentionTime="PT956.058S"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="508"
          polarity="+"
          retentionTime="PT957.324S"
          msInstrumentID="1">
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             compressedLen="0"
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    </scan>
    <scan num="686"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="417"
          polarity="+"
          retentionTime="PT967.33S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">758.9501953125</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="534"
          polarity="+"
          retentionTime="PT1019.02S"
          msInstrumentID="1">
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="549"
          polarity="+"
          retentionTime="PT1042.31S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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    </scan>
    <scan num="746"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="604"
          polarity="+"
          retentionTime="PT1045.26S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">872.387573242188</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="456"
          polarity="+"
          retentionTime="PT1046.53S"
          msInstrumentID="1">
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             compressedLen="0"
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contentType="m/z-int">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    </scan>
    <scan num="758"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="502"
          polarity="+"
          retentionTime="PT1061.7S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">678.289611816406</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          polarity="+"
          retentionTime="PT1062.96S"
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          centroided="1"
          msLevel="2"
          peaksCount="328"
          polarity="+"
          retentionTime="PT1070.4S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">820.690246582031</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="269"
          polarity="+"
          retentionTime="PT1264.94S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">626.522705078125</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
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          peaksCount="119"
          polarity="+"
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          msInstrumentID="1">
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contentType="m/z-int">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    </scan>
    <scan num="1259"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="193"
          polarity="+"
          retentionTime="PT1752.75S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">500.679016113281</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
          retentionTime="PT1759.94S"
          msInstrumentID="1">
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             compressedLen="0"
             precision="32"
             byteOrder="network"
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    </scan>
    <scan num="1265"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="224"
          polarity="+"
          retentionTime="PT1761.33S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">610.589111328125</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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    </scan>
    <scan num="1319"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="149"
          polarity="+"
          retentionTime="PT1835.96S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">514.990783691406</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1331"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="136"
          polarity="+"
          retentionTime="PT1853.18S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.572662353516</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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    </scan>
    <scan num="1343"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="176"
          polarity="+"
          retentionTime="PT1870.36S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">751.902160644531</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1355"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="173"
          polarity="+"
          retentionTime="PT1887.99S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">652.090270996094</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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</peaks>
    </scan>
    <scan num="1361"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="133"
          polarity="+"
          retentionTime="PT1896.65S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">704.435729980469</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1367"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="75"
          polarity="+"
          retentionTime="PT1905.65S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">1087.880615234375</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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</peaks>
    </scan>
    <scan num="1373"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="109"
          polarity="+"
          retentionTime="PT1914.28S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">895.956604003906</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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xGKtPyRK50pUaE7qFErqsdRoDGi0SvBLtGoX2sRK8aBkcdwIZEr41hRtcVV0SvoJdGJzfqRLBEy0YoKTBEsGuuRpDywESxKM1GOXoTRLG4sUcUsBdEsuCoReZ7OESzaztFfh8RRLR9LkWZFm5EtWJyRa2KIES1pFhFa8mmRLXaAUaF8t5Etl11RhZxukS3vxVGHOWYRLfsf0bmOQBEuRMaRITCV0S/xINGbAHERMBXiEZP4l9EwJd2RMRf9kTBCH1GKi0VRMKYCUVtwiJEwr4eRYepOUTFSqFG3sSJRMgItkZI97JEyH9URintG0TJnRhFxfqlRM4fhEYDnHVE0A9WRgagc0TSjLhGN8KARNPtIkWNsLdE1UtyRhwffETZUIhGI2mJRNxfkkbC8VNE3HuWRip1yETjTH1FxgAQRPKQnkaGg2JE9mklRZdyokT3UPtGJi3KRP2UokaJ++FFD2csRVWv80UXBXhFjb4H</peaks>
    </scan>
    <scan num="1391"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="105"
          polarity="+"
          retentionTime="PT1941.24S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.392303466797</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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    </scan>
    <scan num="1415"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="132"
          polarity="+"
          retentionTime="PT1976.22S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">798.261840820313</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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