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    </scan>
    <scan num="248"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="17"
          polarity="+"
          retentionTime="PT367.356S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">816.709350585938</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          peaksCount="16"
          polarity="+"
          retentionTime="PT385.026S"
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             byteOrder="network"
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</peaks>
    </scan>
    <scan num="290"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="26"
          polarity="+"
          retentionTime="PT428.923S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">653.997253417969</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="296"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="28"
          polarity="+"
          retentionTime="PT437.728S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">812.017211914063</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="313"
          polarity="+"
          retentionTime="PT691.059S"
          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="458"
          polarity="+"
          retentionTime="PT734.773S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="485"
          polarity="+"
          retentionTime="PT743.365S"
          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="544"
          polarity="+"
          retentionTime="PT752.11S"
          msInstrumentID="1">
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             compressedLen="0"
             precision="32"
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          polarity="+"
          retentionTime="PT754.239S"
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          polarity="+"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="465"
          polarity="+"
          retentionTime="PT778.206S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="423"
          polarity="+"
          retentionTime="PT800.392S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
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    </scan>
    <scan num="548"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="547"
          polarity="+"
          retentionTime="PT803.384S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">643.88671875</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="630"
          polarity="+"
          retentionTime="PT805.528S"
          msInstrumentID="1">
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          polarity="+"
          retentionTime="PT806.858S"
          msInstrumentID="1">
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             compressedLen="0"
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          polarity="+"
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          polarity="+"
          retentionTime="PT813.316S"
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          polarity="+"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="352"
          polarity="+"
          retentionTime="PT815.831S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="660"
          polarity="+"
          retentionTime="PT820.505S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">952.093994140625</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="705"
          polarity="+"
          retentionTime="PT821.742S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="327"
          polarity="+"
          retentionTime="PT823.063S"
          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="486"
          polarity="+"
          retentionTime="PT830.392S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
          retentionTime="PT831.679S"
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          polarity="+"
          retentionTime="PT834.342S"
          msInstrumentID="1">
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          polarity="+"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="433"
          polarity="+"
          retentionTime="PT850.375S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="496"
          polarity="+"
          retentionTime="PT853.898S"
          msInstrumentID="1">
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          polarity="+"
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contentType="m/z-int">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    </scan>
    <scan num="626"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="380"
          polarity="+"
          retentionTime="PT900.371S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">627.996826171875</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          centroided="1"
          msLevel="2"
          peaksCount="372"
          polarity="+"
          retentionTime="PT903.697S"
          msInstrumentID="1">
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="443"
          polarity="+"
          retentionTime="PT925.551S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">628.075561523438</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="656"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="671"
          polarity="+"
          retentionTime="PT936.478S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">757.389038085938</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
             byteOrder="network"
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    </scan>
    <scan num="657"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="613"
          polarity="+"
          retentionTime="PT937.686S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">826.893005371094</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="375"
          polarity="+"
          retentionTime="PT947.728S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">705.291015625</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
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    </scan>
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          centroided="1"
          msLevel="2"
          peaksCount="650"
          polarity="+"
          retentionTime="PT971.625S"
          msInstrumentID="1">
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             byteOrder="network"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="507"
          polarity="+"
          retentionTime="PT972.958S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">871.755981445313</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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    </scan>
    <scan num="686"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="584"
          polarity="+"
          retentionTime="PT975.951S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">740.856750488281</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          polarity="+"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="391"
          polarity="+"
          retentionTime="PT1031.84S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="513"
          polarity="+"
          retentionTime="PT1057.38S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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    </scan>
    <scan num="786"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="286"
          polarity="+"
          retentionTime="PT1108.87S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">623.996643066406</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="1013"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="154"
          polarity="+"
          retentionTime="PT1414.82S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">624.408630371094</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="1079"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="154"
          polarity="+"
          retentionTime="PT1508.75S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">510.578979492188</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="1205"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="170"
          polarity="+"
          retentionTime="PT1690.88S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">509.544036865234</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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    </scan>
    <scan num="1235"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="156"
          polarity="+"
          retentionTime="PT1734.36S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">831.707641601563</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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</peaks>
    </scan>
    <scan num="1241"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="157"
          polarity="+"
          retentionTime="PT1743.01S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">478.276794433594</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="1253"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="188"
          polarity="+"
          retentionTime="PT1760.28S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">654.800842285156</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1331"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="186"
          polarity="+"
          retentionTime="PT1873.11S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">644.542602539063</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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pFMJ4gROuqgEY7qms=</peaks>
    </scan>
    <scan num="1349"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="123"
          polarity="+"
          retentionTime="PT1898.99S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.376617431641</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1373"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="108"
          polarity="+"
          retentionTime="PT1934.27S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.645233154297</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="1379"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="172"
          polarity="+"
          retentionTime="PT1943.3S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">815.262756347656</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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</peaks>
    </scan>
    <scan num="1391"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="157"
          polarity="+"
          retentionTime="PT1960.9S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">879.147399902344</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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VGgbimRNMJ5kVWlPVE1G6GRV4hg0TXIZJF/f1gRN4+ZkaBwsk=</peaks>
    </scan>
    <scan num="1421"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="135"
          polarity="+"
          retentionTime="PT2005.22S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">832.082153320313</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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