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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="557"
          polarity="+"
          retentionTime="PT722.395S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">880.631958007813</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          polarity="+"
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          msInstrumentID="1">
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="605"
          polarity="+"
          retentionTime="PT793.094S"
          msInstrumentID="1">
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             compressedLen="0"
             precision="32"
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          polarity="+"
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          polarity="+"
          retentionTime="PT802.943S"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="463"
          polarity="+"
          retentionTime="PT806.122S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
          retentionTime="PT815.266S"
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    </scan>
    <scan num="562"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="639"
          polarity="+"
          retentionTime="PT816.24S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">872.0439453125</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          polarity="+"
          retentionTime="PT817.265S"
          msInstrumentID="1">
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          msLevel="2"
          peaksCount="686"
          polarity="+"
          retentionTime="PT821.635S"
          msInstrumentID="1">
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    </scan>
    <scan num="567"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="518"
          polarity="+"
          retentionTime="PT822.947S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">763.232849121094</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          polarity="+"
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          polarity="+"
          retentionTime="PT825.669S"
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          peaksCount="625"
          polarity="+"
          retentionTime="PT827.04S"
          msInstrumentID="1">
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             compressedLen="0"
             precision="32"
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          polarity="+"
          retentionTime="PT830.129S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="401"
          polarity="+"
          retentionTime="PT834.449S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="449"
          polarity="+"
          retentionTime="PT841.456S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">774.864868164063</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          centroided="1"
          msLevel="2"
          peaksCount="471"
          polarity="+"
          retentionTime="PT844.095S"
          msInstrumentID="1">
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             compressedLen="0"
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          polarity="+"
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          polarity="+"
          retentionTime="PT858.486S"
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          polarity="+"
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    </scan>
    <scan num="598"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="533"
          polarity="+"
          retentionTime="PT861.264S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">771.580017089844</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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    </scan>
    <scan num="602"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="420"
          polarity="+"
          retentionTime="PT866.73S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">674.560974121094</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="647"
          polarity="+"
          retentionTime="PT914.809S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          polarity="+"
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          polarity="+"
          retentionTime="PT957.174S"
          msInstrumentID="1">
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    </scan>
    <scan num="681"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="438"
          polarity="+"
          retentionTime="PT958.153S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
          retentionTime="PT966.359S"
          msInstrumentID="1">
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="430"
          polarity="+"
          retentionTime="PT1034.95S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">740.431762695313</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="752"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="551"
          polarity="+"
          retentionTime="PT1047.6S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          polarity="+"
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          peaksCount="541"
          polarity="+"
          retentionTime="PT1049.53S"
          msInstrumentID="1">
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          peaksCount="688"
          polarity="+"
          retentionTime="PT1058.21S"
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    <scan num="762"
          scanType="Full"
          centroided="1"
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          msLevel="2"
          peaksCount="422"
          polarity="+"
          retentionTime="PT1069.77S"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="710"
          polarity="+"
          retentionTime="PT1071.12S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
             byteOrder="network"
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          peaksCount="548"
          polarity="+"
          retentionTime="PT1072.49S"
          msInstrumentID="1">
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      <peaks compressionType="none"
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    </scan>
    <scan num="776"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="429"
          polarity="+"
          retentionTime="PT1077.98S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">697.100158691406</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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    </scan>
    <scan num="800"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="399"
          polarity="+"
          retentionTime="PT1110.35S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">832.109436035156</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="268"
          polarity="+"
          retentionTime="PT1341.48S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">521.068054199219</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
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    </scan>
    <scan num="986"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="226"
          polarity="+"
          retentionTime="PT1349.6S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">535.593322753906</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="1268"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="149"
          polarity="+"
          retentionTime="PT1755.49S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">500.153198242188</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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    </scan>
    <scan num="1274"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="152"
          polarity="+"
          retentionTime="PT1764.14S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">822.635009765625</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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    </scan>
    <scan num="1280"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="143"
          polarity="+"
          retentionTime="PT1773.09S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.618041992188</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1328"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="141"
          polarity="+"
          retentionTime="PT1842.65S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">523.116516113281</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1340"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="126"
          polarity="+"
          retentionTime="PT1859.76S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">452.945617675781</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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</peaks>
    </scan>
    <scan num="1352"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="143"
          polarity="+"
          retentionTime="PT1876.86S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">553.208801269531</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1364"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="162"
          polarity="+"
          retentionTime="PT1894.16S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">650.168823242188</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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</peaks>
    </scan>
    <scan num="1376"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="137"
          polarity="+"
          retentionTime="PT1911.3S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">805.762756347656</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1382"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="158"
          polarity="+"
          retentionTime="PT1919.97S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">808.207275390625</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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dGyIr+RLLGYUVyCKREswKwRoaRVUS0yPFElbcoRLmj50aoyPlEuk6pRi8V/0S7fxtGSiOIRLv+kEWjZKhEvH6URpN09ES8z75FusQ1RLz8n0aIz0ZEvRKZRdcprUS9w0ZHIWIURL8MmkWuAsRExGS0RWLr5ETG+2RGfFHHRMmErUYWcqVEy/bqRi8v50TQxllGxQQJRNEwlkWdL2BE0iCNRTu1k0TSpJFFzo/+RNLq5EWJI6ZE2NjHRkXwb0TZMIVGrC5wRNvYgkcMSZhE30+ORd3fr0TluJpFuD5sROpWAESNEDNE8T7ARoilQUT41gFHEzusRP+vjkWbxiFFA/MwRiQvHEUEgMZFoC2IRQpstkYDETZFCp1wRjVdNg==</peaks>
    </scan>
    <scan num="1388"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="125"
          polarity="+"
          retentionTime="PT1928.56S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.151947021484</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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RGgdgYRPHLdUcgtT5FAb1aRZLIxQ==</peaks>
    </scan>
    <scan num="1394"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="103"
          polarity="+"
          retentionTime="PT1937.48S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">1037.346557617188</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="1418"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="181"
          polarity="+"
          retentionTime="PT1973.1S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">879.393920898438</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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</peaks>
    </scan>
    <scan num="1424"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="180"
          polarity="+"
          retentionTime="PT1981.67S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">603.766052246094</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1442"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="163"
          polarity="+"
          retentionTime="PT2008.33S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">621.314208984375</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1454"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="107"
          polarity="+"
          retentionTime="PT2025.59S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">454.005096435547</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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