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          retentionTime="PT374.175S"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="609"
          polarity="+"
          retentionTime="PT706.55S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="472"
          polarity="+"
          retentionTime="PT707.896S"
          msInstrumentID="1">
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             compressedLen="0"
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          centroided="1"
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          polarity="+"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="673"
          polarity="+"
          retentionTime="PT723.833S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">926.467346191406</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="404"
          polarity="+"
          retentionTime="PT725.197S"
          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>
    <scan num="507"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="416"
          polarity="+"
          retentionTime="PT743.169S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="524"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="468"
          polarity="+"
          retentionTime="PT767.262S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">767.326477050781</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          polarity="+"
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          centroided="1"
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          peaksCount="627"
          polarity="+"
          retentionTime="PT778.665S"
          msInstrumentID="1">
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             compressedLen="0"
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          polarity="+"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="564"
          polarity="+"
          retentionTime="PT784.4S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">874.168823242188</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          peaksCount="417"
          polarity="+"
          retentionTime="PT787.034S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
          retentionTime="PT793.441S"
          msInstrumentID="1">
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="507"
          polarity="+"
          retentionTime="PT794.807S"
          msInstrumentID="1">
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             compressedLen="0"
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          polarity="+"
          retentionTime="PT796.178S"
          msInstrumentID="1">
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          centroided="1"
          msLevel="2"
          peaksCount="496"
          polarity="+"
          retentionTime="PT799.301S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          polarity="+"
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          polarity="+"
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          polarity="+"
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          polarity="+"
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          polarity="+"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="570"
          polarity="+"
          retentionTime="PT850.388S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="363"
          polarity="+"
          retentionTime="PT856.841S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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          msLevel="2"
          peaksCount="723"
          polarity="+"
          retentionTime="PT867.663S"
          msInstrumentID="1">
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    </scan>
    <scan num="606"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="398"
          polarity="+"
          retentionTime="PT868.743S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">631.731506347656</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
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          polarity="+"
          retentionTime="PT941.934S"
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          polarity="+"
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    </scan>
    <scan num="675"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="416"
          polarity="+"
          retentionTime="PT952.107S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">766.309265136719</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="500"
          polarity="+"
          retentionTime="PT963.38S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          centroided="1"
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          peaksCount="535"
          polarity="+"
          retentionTime="PT966.609S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">879.326782226563</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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    </scan>
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          msLevel="2"
          peaksCount="942"
          polarity="+"
          retentionTime="PT978.772S"
          msInstrumentID="1">
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="1"
          peaksCount="518"
          polarity="+"
          retentionTime="PT980.559S"
          msInstrumentID="1">
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          polarity="+"
          retentionTime="PT981.407S"
          msInstrumentID="1">
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contentType="m/z-int">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    </scan>
    <scan num="728"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="374"
          polarity="+"
          retentionTime="PT1021.77S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">700.904479980469</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="516"
          polarity="+"
          retentionTime="PT1029.61S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="522"
          polarity="+"
          retentionTime="PT1045.62S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">697.218200683594</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          polarity="+"
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          centroided="1"
          msLevel="2"
          peaksCount="494"
          polarity="+"
          retentionTime="PT1070.04S"
          msInstrumentID="1">
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    </scan>
    <scan num="1196"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="121"
          polarity="+"
          retentionTime="PT1659.71S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">554.850219726563</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="129"
          polarity="+"
          retentionTime="PT1702.81S"
          msInstrumentID="1">
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             compressedLen="0"
             precision="32"
             byteOrder="network"
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    </scan>
    <scan num="1238"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="201"
          polarity="+"
          retentionTime="PT1719.99S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">636.778869628906</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="147"
          polarity="+"
          retentionTime="PT1737.6S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.635681152344</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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</peaks>
    </scan>
    <scan num="1268"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="145"
          polarity="+"
          retentionTime="PT1763.74S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.459350585938</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="1334"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="148"
          polarity="+"
          retentionTime="PT1855.2S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">780.163269042969</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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5Gre/xRKmsfkaAzQVEqcUCRkgRukSp6IlFb96wRKo9GEX3fzNEqpjORyTeKUSq5thGINSHRKuPY0Y6HJJEq+ZvRgZDj0SsHwhGEaUHRKxA5kWQd4BErGWMRazOEUSspRtGik7RRK2Oo0ZcIJdErgaqRw/X4ESu2NBGnwhERLBhIUX6tfBEsSLARYApvkSylKVHG4dARLLDA0YXWjhEs/NVRrLpwES0A0JFx4U3RLTlfUXKYJhEtQerRvg3TES3Q25GSLBFRLliskbdzdREups3RkSM3US79V1GiTkjRL2wAESsOgBEvwqwRkl7/ETAp3NGaFVdRMLeaUYUyNREx5ysRmWA9kTOCHpGnzgoRM9JaUcfFVpE0N7eRuS02kTTxCFGcAmsRNYKhkdeurdE5kMCRx7Mx0TtgDpGxu04RPZygEXeI0k=</peaks>
    </scan>
    <scan num="1340"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="143"
          polarity="+"
          retentionTime="PT1863.85S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">906.25634765625</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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BElZpi</peaks>
    </scan>
    <scan num="1358"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="147"
          polarity="+"
          retentionTime="PT1889.66S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.188446044922</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1376"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="153"
          polarity="+"
          retentionTime="PT1916.3S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">677.99658203125</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="1382"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="137"
          polarity="+"
          retentionTime="PT1924.93S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">472.865661621094</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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    </scan>
    <scan num="1388"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="192"
          polarity="+"
          retentionTime="PT1933.9S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">679.556762695313</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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VGY4sbRM7SmEbE6x5E1UZaRSMuz0T7RhFGC5dd</peaks>
    </scan>
    <scan num="1394"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="119"
          polarity="+"
          retentionTime="PT1942.52S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.513916015625</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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</peaks>
    </scan>
    <scan num="1400"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="144"
          polarity="+"
          retentionTime="PT1951.18S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">696.655212402344</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="1406"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="153"
          polarity="+"
          retentionTime="PT1960.17S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">595.772399902344</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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