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    </scan>
    <scan num="446"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="337"
          polarity="+"
          retentionTime="PT654.02S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">766.623413085938</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
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    </scan>
    <scan num="484"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="403"
          polarity="+"
          retentionTime="PT709.374S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">950.180053710938</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="575"
          polarity="+"
          retentionTime="PT741.017S"
          msInstrumentID="1">
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          polarity="+"
          retentionTime="PT752.184S"
          msInstrumentID="1">
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="536"
          polarity="+"
          retentionTime="PT753.55S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">825.165222167969</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="436"
          polarity="+"
          retentionTime="PT756.904S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">724.649475097656</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
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          centroided="1"
          msLevel="2"
          peaksCount="800"
          polarity="+"
          retentionTime="PT802.679S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="508"
          polarity="+"
          retentionTime="PT803.782S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">857.234375</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          polarity="+"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="424"
          polarity="+"
          retentionTime="PT813.835S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
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          centroided="1"
          msLevel="2"
          peaksCount="540"
          polarity="+"
          retentionTime="PT818.534S"
          msInstrumentID="1">
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             precision="32"
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          polarity="+"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="781"
          polarity="+"
          retentionTime="PT821.538S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          polarity="+"
          retentionTime="PT822.685S"
          msInstrumentID="1">
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          polarity="+"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="444"
          polarity="+"
          retentionTime="PT841.322S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="590"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="555"
          polarity="+"
          retentionTime="PT848.15S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">842.861145019531</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="453"
          polarity="+"
          retentionTime="PT855.468S"
          msInstrumentID="1">
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             compressedLen="0"
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    </scan>
    <scan num="651"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="570"
          polarity="+"
          retentionTime="PT919.38S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">710.814514160156</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          polarity="+"
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contentType="m/z-int">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    </scan>
    <scan num="668"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="538"
          polarity="+"
          retentionTime="PT940.782S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">878.012023925781</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="410"
          polarity="+"
          retentionTime="PT948.397S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
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          msInstrumentID="1">
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="1"
          peaksCount="497"
          polarity="+"
          retentionTime="PT978.244S"
          msInstrumentID="1">
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             compressedLen="0"
             precision="32"
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    </scan>
    <scan num="746"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="440"
          polarity="+"
          retentionTime="PT1041.81S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
          retentionTime="PT1050.96S"
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    </scan>
    <scan num="754"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="416"
          polarity="+"
          retentionTime="PT1052.31S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">980.948608398438</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          centroided="1"
          msLevel="2"
          peaksCount="419"
          polarity="+"
          retentionTime="PT1058.12S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="770"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="428"
          polarity="+"
          retentionTime="PT1075.79S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">715.924072265625</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="487"
          polarity="+"
          retentionTime="PT1107.58S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">831.483581542969</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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contentType="m/z-int">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    </scan>
    <scan num="1029"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="215"
          polarity="+"
          retentionTime="PT1422.12S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">510.187683105469</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1233"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="117"
          polarity="+"
          retentionTime="PT1717.3S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.563781738281</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="1257"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="241"
          polarity="+"
          retentionTime="PT1752.07S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">544.525329589844</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1335"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="184"
          polarity="+"
          retentionTime="PT1862.1S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">511.403564453125</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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    </scan>
    <scan num="1341"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="169"
          polarity="+"
          retentionTime="PT1870.76S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">664.896362304688</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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    </scan>
    <scan num="1347"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="175"
          polarity="+"
          retentionTime="PT1879.36S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">655.016967773438</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="1359"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="155"
          polarity="+"
          retentionTime="PT1897.03S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">647.594177246094</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="1365"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="144"
          polarity="+"
          retentionTime="PT1905.59S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.377716064453</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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</peaks>
    </scan>
    <scan num="1371"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="104"
          polarity="+"
          retentionTime="PT1914.21S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.834167480469</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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