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    <scan num="264"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="22"
          polarity="+"
          retentionTime="PT391.437S"
          msInstrumentID="1">
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             compressedLen="0"
             precision="32"
             byteOrder="network"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="291"
          polarity="+"
          retentionTime="PT710.893S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">874.853637695313</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="501"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="402"
          polarity="+"
          retentionTime="PT737.289S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">853.178527832031</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="513"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="516"
          polarity="+"
          retentionTime="PT755.365S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">767.343505859375</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="532"
          polarity="+"
          retentionTime="PT799.152S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">625.383117675781</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          centroided="1"
          msLevel="2"
          peaksCount="424"
          polarity="+"
          retentionTime="PT808.68S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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          msLevel="2"
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          polarity="+"
          retentionTime="PT809.735S"
          msInstrumentID="1">
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          polarity="+"
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          centroided="1"
          msLevel="2"
          peaksCount="572"
          polarity="+"
          retentionTime="PT844.138S"
          msInstrumentID="1">
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          polarity="+"
          retentionTime="PT845.29S"
          msInstrumentID="1">
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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="314"
          polarity="+"
          retentionTime="PT852.016S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">565.155395507813</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="482"
          polarity="+"
          retentionTime="PT880.945S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="622"
          polarity="+"
          retentionTime="PT927.887S"
          msInstrumentID="1">
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             compressedLen="0"
             precision="32"
             byteOrder="network"
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    </scan>
    <scan num="657"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="612"
          polarity="+"
          retentionTime="PT941.142S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">738.134521484375</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          polarity="+"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="458"
          polarity="+"
          retentionTime="PT957.139S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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          centroided="1"
          msLevel="2"
          peaksCount="817"
          polarity="+"
          retentionTime="PT969.023S"
          msInstrumentID="1">
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    </scan>
    <scan num="679"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="385"
          polarity="+"
          retentionTime="PT970.38S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">656.260437011719</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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             byteOrder="network"
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          msLevel="1"
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          polarity="+"
          retentionTime="PT972.165S"
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    </scan>
    <scan num="681"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="478"
          polarity="+"
          retentionTime="PT973.141S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">879.225646972656</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="390"
          polarity="+"
          retentionTime="PT1053.49S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">678.8876953125</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="753"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="436"
          polarity="+"
          retentionTime="PT1070.45S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">716.486450195313</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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    </scan>
    <scan num="1190"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="153"
          polarity="+"
          retentionTime="PT1671.13S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">510.227416992188</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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    </scan>
    <scan num="1226"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="174"
          polarity="+"
          retentionTime="PT1723.62S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">504.622772216797</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="1244"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="209"
          polarity="+"
          retentionTime="PT1749.89S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">500.469329833984</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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</peaks>
    </scan>
    <scan num="1250"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="199"
          polarity="+"
          retentionTime="PT1758.5S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">566.5869140625</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="1320"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="130"
          polarity="+"
          retentionTime="PT1856.87S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">831.713623046875</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1338"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="157"
          polarity="+"
          retentionTime="PT1883.03S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">643.943664550781</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="1392"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="125"
          polarity="+"
          retentionTime="PT1962.62S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">567.674621582031</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1410"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="135"
          polarity="+"
          retentionTime="PT1988.94S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">697.845031738281</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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