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</peaks>
    </scan>
    <scan num="86"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="72"
          polarity="+"
          retentionTime="PT128.682S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">512.241821289063</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          scanType="Full"
          centroided="1"
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</peaks>
    </scan>
    <scan num="254"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="21"
          polarity="+"
          retentionTime="PT375.764S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">865.086608886719</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="284"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="25"
          polarity="+"
          retentionTime="PT419.68S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">865.674011230469</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="446"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="229"
          polarity="+"
          retentionTime="PT655.043S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">767.256652832031</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="424"
          polarity="+"
          retentionTime="PT699.158S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">829.000854492188</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="482"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="568"
          polarity="+"
          retentionTime="PT707.838S"
          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="634"
          polarity="+"
          retentionTime="PT722.302S"
          msInstrumentID="1">
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             byteOrder="network"
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          centroided="1"
          msLevel="2"
          peaksCount="490"
          polarity="+"
          retentionTime="PT725.279S"
          msInstrumentID="1">
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      <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="576"
          polarity="+"
          retentionTime="PT743.154S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">1057.322021484375</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          polarity="+"
          retentionTime="PT744.474S"
          msInstrumentID="1">
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          centroided="1"
          msLevel="2"
          peaksCount="593"
          polarity="+"
          retentionTime="PT751.768S"
          msInstrumentID="1">
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             compressedLen="0"
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          polarity="+"
          retentionTime="PT753.142S"
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          polarity="+"
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          centroided="1"
          msLevel="2"
          peaksCount="428"
          polarity="+"
          retentionTime="PT759.909S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="642"
          polarity="+"
          retentionTime="PT797.358S"
          msInstrumentID="1">
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contentType="m/z-int">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    </scan>
    <scan num="548"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="565"
          polarity="+"
          retentionTime="PT801.613S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">643.6123046875</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          polarity="+"
          retentionTime="PT803.104S"
          msInstrumentID="1">
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          polarity="+"
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          polarity="+"
          retentionTime="PT812.19S"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="584"
          polarity="+"
          retentionTime="PT819.031S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">636.188232421875</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="388"
          polarity="+"
          retentionTime="PT822.844S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="587"
          polarity="+"
          retentionTime="PT828.695S"
          msInstrumentID="1">
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             compressedLen="0"
             precision="32"
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          polarity="+"
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          polarity="+"
          retentionTime="PT847.202S"
          msInstrumentID="1">
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          centroided="1"
          msLevel="2"
          peaksCount="515"
          polarity="+"
          retentionTime="PT848.354S"
          msInstrumentID="1">
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             compressedLen="0"
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          polarity="+"
          retentionTime="PT855.347S"
          msInstrumentID="1">
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="713"
          polarity="+"
          retentionTime="PT856.618S"
          msInstrumentID="1">
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             byteOrder="network"
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    </scan>
    <scan num="592"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="552"
          polarity="+"
          retentionTime="PT857.94S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">632.420532226563</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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    </scan>
    <scan num="614"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="377"
          polarity="+"
          retentionTime="PT885.142S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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    </scan>
    <scan num="656"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="493"
          polarity="+"
          retentionTime="PT936.062S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">680.640869140625</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          polarity="+"
          retentionTime="PT950.013S"
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          polarity="+"
          retentionTime="PT965.682S"
          msInstrumentID="1">
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          polarity="+"
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          scanType="Full"
          centroided="1"
          msLevel="1"
          peaksCount="407"
          polarity="+"
          retentionTime="PT975.752S"
          msInstrumentID="1">
      <peaks compressionType="none"
             compressedLen="0"
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          centroided="1"
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          peaksCount="475"
          polarity="+"
          retentionTime="PT985.456S"
          msInstrumentID="1">
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          centroided="1"
          msLevel="2"
          peaksCount="598"
          polarity="+"
          retentionTime="PT1018.14S"
          msInstrumentID="1">
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             byteOrder="network"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="459"
          polarity="+"
          retentionTime="PT1019.47S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="342"
          polarity="+"
          retentionTime="PT1059.48S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">678.674377441406</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1176"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="102"
          polarity="+"
          retentionTime="PT1644.23S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.647338867188</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1242"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="123"
          polarity="+"
          retentionTime="PT1739.6S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.464080810547</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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    </scan>
    <scan num="1248"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="183"
          polarity="+"
          retentionTime="PT1748.56S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">523.194030761719</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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</peaks>
    </scan>
    <scan num="1296"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="117"
          polarity="+"
          retentionTime="PT1818.11S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.529144287109</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1326"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="106"
          polarity="+"
          retentionTime="PT1862.02S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.228820800781</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1332"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="119"
          polarity="+"
          retentionTime="PT1871.39S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">956.565856933594</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1434"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="102"
          polarity="+"
          retentionTime="PT2022.86S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.394195556641</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="1632"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="120"
          polarity="+"
          retentionTime="PT2310.64S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">512.046142578125</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1662"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="103"
          polarity="+"
          retentionTime="PT2354.43S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">512.208374023438</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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