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          polarity="+"
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    </scan>
    <scan num="254"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="19"
          polarity="+"
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</peaks>
    </scan>
    <scan num="260"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="23"
          polarity="+"
          retentionTime="PT384.173S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">839.926452636719</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="266"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="40"
          polarity="+"
          retentionTime="PT392.948S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">506.570953369141</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          centroided="1"
          msLevel="2"
          peaksCount="545"
          polarity="+"
          retentionTime="PT733.41S"
          msInstrumentID="1">
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          polarity="+"
          retentionTime="PT743.776S"
          msInstrumentID="1">
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          polarity="+"
          retentionTime="PT759.621S"
          msInstrumentID="1">
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    </scan>
    <scan num="524"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="425"
          polarity="+"
          retentionTime="PT767.781S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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          msLevel="2"
          peaksCount="620"
          polarity="+"
          retentionTime="PT784.41S"
          msInstrumentID="1">
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          polarity="+"
          retentionTime="PT785.774S"
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          polarity="+"
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          polarity="+"
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          scanType="Full"
          centroided="1"
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          peaksCount="521"
          polarity="+"
          retentionTime="PT797.359S"
          msInstrumentID="1">
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             compressedLen="0"
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          centroided="1"
          msLevel="2"
          peaksCount="590"
          polarity="+"
          retentionTime="PT808.821S"
          msInstrumentID="1">
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          centroided="1"
          msLevel="2"
          peaksCount="601"
          polarity="+"
          retentionTime="PT810.013S"
          msInstrumentID="1">
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             compressedLen="0"
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          centroided="1"
          msLevel="2"
          peaksCount="600"
          polarity="+"
          retentionTime="PT811.178S"
          msInstrumentID="1">
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             compressedLen="0"
             precision="32"
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          polarity="+"
          retentionTime="PT812.539S"
          msInstrumentID="1">
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          peaksCount="718"
          polarity="+"
          retentionTime="PT813.901S"
          msInstrumentID="1">
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          peaksCount="627"
          polarity="+"
          retentionTime="PT823.67S"
          msInstrumentID="1">
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="699"
          polarity="+"
          retentionTime="PT824.786S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">965.390625</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="721"
          polarity="+"
          retentionTime="PT826.558S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">952.3671875</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="373"
          polarity="+"
          retentionTime="PT827.809S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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          peaksCount="641"
          polarity="+"
          retentionTime="PT836.716S"
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          polarity="+"
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          msLevel="2"
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          polarity="+"
          retentionTime="PT849.783S"
          msInstrumentID="1">
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="565"
          polarity="+"
          retentionTime="PT856.846S"
          msInstrumentID="1">
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             compressedLen="0"
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          centroided="1"
          msLevel="2"
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          polarity="+"
          retentionTime="PT859.548S"
          msInstrumentID="1">
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    </scan>
    <scan num="596"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="365"
          polarity="+"
          retentionTime="PT864.896S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">653.762329101563</precursorMz>
      <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="613"
          polarity="+"
          retentionTime="PT871.356S"
          msInstrumentID="1">
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             byteOrder="network"
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    </scan>
    <scan num="611"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="381"
          polarity="+"
          retentionTime="PT881.339S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">575.773681640625</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          centroided="1"
          msLevel="2"
          peaksCount="584"
          polarity="+"
          retentionTime="PT909.987S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          polarity="+"
          retentionTime="PT932.703S"
          msInstrumentID="1">
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          centroided="1"
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          polarity="+"
          retentionTime="PT945.152S"
          msInstrumentID="1">
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             compressedLen="0"
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    </scan>
    <scan num="663"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="557"
          polarity="+"
          retentionTime="PT946.514S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">827.057495117188</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          msLevel="1"
          peaksCount="620"
          polarity="+"
          retentionTime="PT953.451S"
          msInstrumentID="1">
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          polarity="+"
          retentionTime="PT964.984S"
          msInstrumentID="1">
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             compressedLen="0"
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    </scan>
    <scan num="684"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="258"
          polarity="+"
          retentionTime="PT975.268S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">566.641479492188</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          centroided="1"
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          peaksCount="522"
          polarity="+"
          retentionTime="PT994.746S"
          msInstrumentID="1">
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          centroided="1"
          msLevel="2"
          peaksCount="402"
          polarity="+"
          retentionTime="PT1019.3S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">826.0390625</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
          retentionTime="PT1027.7S"
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          polarity="+"
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    </scan>
    <scan num="728"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="421"
          polarity="+"
          retentionTime="PT1036.22S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">952.09326171875</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="533"
          polarity="+"
          retentionTime="PT1044.86S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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contentType="m/z-int">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    </scan>
    <scan num="752"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="454"
          polarity="+"
          retentionTime="PT1069.94S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1304"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="144"
          polarity="+"
          retentionTime="PT1836.71S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">511.659545898438</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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BF4pymRL+Y0EYCI6xEwBCfRopL90TA22hGbVE/RMJsfkVLCodEwxWwRmPJjETGTF1FrkOjRMb4XEVYPaxEx+yrRXCQoUTI9N9GG2AhRMl6ykYJheBEyhmhRlMhIUTWPnhGIF4wRNpEzUYmrrdE5L2VRf9uaw==</peaks>
    </scan>
    <scan num="1310"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="113"
          polarity="+"
          retentionTime="PT1845.71S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.584899902344</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="1328"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="132"
          polarity="+"
          retentionTime="PT1872.33S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">452.807739257813</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          scanType="Full"
          centroided="1"
          msLevel="1"
          peaksCount="975"
          polarity="+"
          retentionTime="PT1995.83S"
          msInstrumentID="1">
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             compressedLen="0"
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             byteOrder="network"
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</peaks>
    </scan>
    <scan num="1412"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="86"
          polarity="+"
          retentionTime="PT1997.23S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">991.66015625</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="1448"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="162"
          polarity="+"
          retentionTime="PT2050.15S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">512.065734863281</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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