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</peaks>
    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="14"
          polarity="+"
          retentionTime="PT437.359S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">756.599426269531</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="302"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="19"
          polarity="+"
          retentionTime="PT446.155S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">760.702575683594</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="338"
          polarity="+"
          retentionTime="PT682.149S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="482"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="577"
          polarity="+"
          retentionTime="PT708.508S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">880.542358398438</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="369"
          polarity="+"
          retentionTime="PT717.048S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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    </scan>
    <scan num="512"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="462"
          polarity="+"
          retentionTime="PT752.032S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">856.417419433594</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="525"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="505"
          polarity="+"
          retentionTime="PT769.13S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          polarity="+"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="547"
          polarity="+"
          retentionTime="PT771.848S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          polarity="+"
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          polarity="+"
          retentionTime="PT780.122S"
          msInstrumentID="1">
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             compressedLen="0"
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          polarity="+"
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          polarity="+"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="402"
          polarity="+"
          retentionTime="PT796.914S"
          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="594"
          polarity="+"
          retentionTime="PT801.397S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          polarity="+"
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          polarity="+"
          retentionTime="PT804.661S"
          msInstrumentID="1">
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="441"
          polarity="+"
          retentionTime="PT813.263S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">636.820617675781</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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             byteOrder="network"
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          centroided="1"
          msLevel="2"
          peaksCount="632"
          polarity="+"
          retentionTime="PT814.533S"
          msInstrumentID="1">
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          msLevel="2"
          peaksCount="494"
          polarity="+"
          retentionTime="PT815.818S"
          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="586"
          polarity="+"
          retentionTime="PT819.889S"
          msInstrumentID="1">
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             compressedLen="0"
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          polarity="+"
          retentionTime="PT821.734S"
          msInstrumentID="1">
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          polarity="+"
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          polarity="+"
          retentionTime="PT824.15S"
          msInstrumentID="1">
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          polarity="+"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="408"
          polarity="+"
          retentionTime="PT845.415S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">562.671325683594</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
          retentionTime="PT849.769S"
          msInstrumentID="1">
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          polarity="+"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="460"
          polarity="+"
          retentionTime="PT859.748S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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          msLevel="2"
          peaksCount="734"
          polarity="+"
          retentionTime="PT908.568S"
          msInstrumentID="1">
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="431"
          polarity="+"
          retentionTime="PT909.968S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">711.120971679688</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
          retentionTime="PT917.403S"
          msInstrumentID="1">
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="412"
          polarity="+"
          retentionTime="PT918.479S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="656"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="493"
          polarity="+"
          retentionTime="PT936.098S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">785.78271484375</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          centroided="1"
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          peaksCount="518"
          polarity="+"
          retentionTime="PT944.591S"
          msInstrumentID="1">
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             compressedLen="0"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="509"
          polarity="+"
          retentionTime="PT948.15S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">741.974426269531</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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    </scan>
    <scan num="669"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="527"
          polarity="+"
          retentionTime="PT952.19S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">709.252014160156</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          centroided="1"
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          peaksCount="469"
          polarity="+"
          retentionTime="PT965.436S"
          msInstrumentID="1">
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             compressedLen="0"
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          centroided="1"
          msLevel="2"
          peaksCount="535"
          polarity="+"
          retentionTime="PT1018.12S"
          msInstrumentID="1">
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             compressedLen="0"
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    </scan>
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          centroided="1"
          msLevel="2"
          peaksCount="545"
          polarity="+"
          retentionTime="PT1026.71S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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    </scan>
    <scan num="734"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="397"
          polarity="+"
          retentionTime="PT1035.06S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">952.301635742188</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          centroided="1"
          msLevel="2"
          peaksCount="479"
          polarity="+"
          retentionTime="PT1073.43S"
          msInstrumentID="1">
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             compressedLen="0"
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    </scan>
    <scan num="778"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="355"
          polarity="+"
          retentionTime="PT1091.79S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">609.509338378906</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1166"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="103"
          polarity="+"
          retentionTime="PT1624.65S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.506530761719</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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    </scan>
    <scan num="1172"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="136"
          polarity="+"
          retentionTime="PT1633.17S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.590057373047</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="1327"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="168"
          polarity="+"
          retentionTime="PT1851.83S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">452.991149902344</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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</peaks>
    </scan>
    <scan num="1333"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="133"
          polarity="+"
          retentionTime="PT1860.43S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">900.544738769531</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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lGQSI4RKOqXkYNS+JEpEFyRqxFyUSlkzNF9kNFRKYXpEa5VJBEpzcbRhkq7ESnRLJFwonCRKgef0cbSCtEqFPkRqilH0SolBxHc9iuRKjonkbMiv5EqR6HRie0T0SpOY1F59rlRKmeIkdk/TtEqb+PRwffpkSrPWpG5k6aRKtszkba1d5Eq5EWRwMXRESrxWFGauVlRKw4d0cPGd5ErR1FRomAX0SuAo9FGJD6RK97ckYUS5dEr40FRqXENUSyIGZFvQF+RLaAkEaZlllEtx1MRuay8US5OpBFzQ9hRLupikZEfgFEvhKyRjNVxUTBc51HSZS8RMKleEYJ/6pEw8QARMZ38ETGMJ5G+e3NRMiAQEYN6BNEyxFXRcshSUTTdHFFlihuRNi6AESVqXBE43RvRUdzLET2NQBFONpGRPZTJkX6qBRE/BHuRh5MikT+Ks1EuUhP</peaks>
    </scan>
    <scan num="1357"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="118"
          polarity="+"
          retentionTime="PT1895.6S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">933.673767089844</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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    </scan>
    <scan num="1363"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="151"
          polarity="+"
          retentionTime="PT1904.25S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">780.128295898438</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1375"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="119"
          polarity="+"
          retentionTime="PT1921.55S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.074401855469</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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</peaks>
    </scan>
    <scan num="1381"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="100"
          polarity="+"
          retentionTime="PT1930.21S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">537.514587402344</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1393"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="158"
          polarity="+"
          retentionTime="PT1947.87S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">594.804992675781</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1405"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="159"
          polarity="+"
          retentionTime="PT1965.5S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">647.955505371094</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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</peaks>
    </scan>
    <scan num="1411"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="84"
          polarity="+"
          retentionTime="PT1974.52S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">1032.867065429688</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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