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</peaks>
    </scan>
    <scan num="296"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="14"
          polarity="+"
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    </scan>
    <scan num="302"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="22"
          polarity="+"
          retentionTime="PT445.467S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">932.040100097656</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
          retentionTime="PT716.847S"
          msInstrumentID="1">
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          polarity="+"
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          polarity="+"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="567"
          polarity="+"
          retentionTime="PT761.411S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          polarity="+"
          retentionTime="PT770.769S"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="558"
          polarity="+"
          retentionTime="PT772.099S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          polarity="+"
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          msInstrumentID="1">
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          polarity="+"
          retentionTime="PT817.967S"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="447"
          polarity="+"
          retentionTime="PT818.858S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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          msLevel="2"
          peaksCount="651"
          polarity="+"
          retentionTime="PT824.91S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="679"
          polarity="+"
          retentionTime="PT826.871S"
          msInstrumentID="1">
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             compressedLen="0"
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contentType="m/z-int">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    </scan>
    <scan num="568"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="718"
          polarity="+"
          retentionTime="PT827.991S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">965.630187988281</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="418"
          polarity="+"
          retentionTime="PT829.149S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">977.772399902344</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
          retentionTime="PT847.6S"
          msInstrumentID="1">
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          polarity="+"
          retentionTime="PT848.726S"
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          polarity="+"
          retentionTime="PT849.954S"
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          polarity="+"
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          centroided="1"
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          polarity="+"
          retentionTime="PT855.426S"
          msInstrumentID="1">
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    </scan>
    <scan num="596"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="390"
          polarity="+"
          retentionTime="PT862.133S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="401"
          polarity="+"
          retentionTime="PT872.175S"
          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="PT877.742S"
          msInstrumentID="1">
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          centroided="1"
          msLevel="2"
          peaksCount="704"
          polarity="+"
          retentionTime="PT913.232S"
          msInstrumentID="1">
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    </scan>
    <scan num="640"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="381"
          polarity="+"
          retentionTime="PT914.314S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">710.88330078125</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
          retentionTime="PT940.014S"
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          polarity="+"
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          polarity="+"
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    </scan>
    <scan num="675"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="430"
          polarity="+"
          retentionTime="PT956.375S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">776.503540039063</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
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          polarity="+"
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          polarity="+"
          retentionTime="PT1016.85S"
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          polarity="+"
          retentionTime="PT1042.35S"
          msInstrumentID="1">
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contentType="m/z-int">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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="460"
          polarity="+"
          retentionTime="PT1053.85S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">678.497619628906</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          msLevel="2"
          peaksCount="703"
          polarity="+"
          retentionTime="PT1055.06S"
          msInstrumentID="1">
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="513"
          polarity="+"
          retentionTime="PT1056.68S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">1016.902526855469</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="551"
          polarity="+"
          retentionTime="PT1061.14S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          polarity="+"
          retentionTime="PT1062.28S"
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          polarity="+"
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          centroided="1"
          msLevel="2"
          peaksCount="379"
          polarity="+"
          retentionTime="PT1069.19S"
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    <scan num="764"
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    </scan>
    <scan num="1058"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="216"
          polarity="+"
          retentionTime="PT1477.17S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">547.700073242188</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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    </scan>
    <scan num="1190"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="156"
          polarity="+"
          retentionTime="PT1666.42S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">634.844299316406</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1244"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="136"
          polarity="+"
          retentionTime="PT1745.18S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.439086914063</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
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             compressedLen="0"
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             byteOrder="network"
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contentType="m/z-int">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</peaks>
    </scan>
    <scan num="1310"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="102"
          polarity="+"
          retentionTime="PT1840.77S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">887.703979492188</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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</peaks>
    </scan>
    <scan num="1322"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="172"
          polarity="+"
          retentionTime="PT1858.06S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">666.477478027344</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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</peaks>
    </scan>
    <scan num="1334"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="114"
          polarity="+"
          retentionTime="PT1875.63S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">535.812561035156</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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FFrLM0RMvrFkXybghEzECQRjXfCkTNNF9FeGxgRM1OvUY8G99EzZyDRivO+0TOBixF0cBCRM6TbEWvx89Ezwp9RZ/sRETQWxRFf5gbRNHqWUXDXB9E092xRWzk6kTV5FpFaojFRNek1ETtBwhE31luRxCD00TpbthG18i6RPLLwEXobV5E9EkSRy4MnQ==</peaks>
    </scan>
    <scan num="1340"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="135"
          polarity="+"
          retentionTime="PT1884.31S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">846.004455566406</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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</peaks>
    </scan>
    <scan num="1346"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="164"
          polarity="+"
          retentionTime="PT1892.95S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">454.300109863281</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1358"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="123"
          polarity="+"
          retentionTime="PT1910.91S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">945.480163574219</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1412"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="124"
          polarity="+"
          retentionTime="PT1990.7S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">788.592407226563</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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