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contentType="m/z-int">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    </scan>
    <scan num="488"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="428"
          polarity="+"
          retentionTime="PT715.952S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">698.897583007813</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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    </scan>
    <scan num="495"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="439"
          polarity="+"
          retentionTime="PT725.893S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">862.020874023438</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="519"
          polarity="+"
          retentionTime="PT742.11S"
          msInstrumentID="1">
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          polarity="+"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="459"
          polarity="+"
          retentionTime="PT744.788S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">850.744812011719</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="383"
          polarity="+"
          retentionTime="PT759.182S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
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          polarity="+"
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          msLevel="2"
          peaksCount="625"
          polarity="+"
          retentionTime="PT775.619S"
          msInstrumentID="1">
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="487"
          polarity="+"
          retentionTime="PT776.85S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          polarity="+"
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          polarity="+"
          retentionTime="PT785.338S"
          msInstrumentID="1">
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          polarity="+"
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contentType="m/z-int">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    </scan>
    <scan num="548"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="423"
          polarity="+"
          retentionTime="PT799.711S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">625.641723632813</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
          retentionTime="PT803.515S"
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          polarity="+"
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          polarity="+"
          retentionTime="PT808.104S"
          msInstrumentID="1">
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          polarity="+"
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          polarity="+"
          retentionTime="PT810.246S"
          msInstrumentID="1">
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="396"
          polarity="+"
          retentionTime="PT812.391S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">729.818908691406</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          centroided="1"
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          peaksCount="440"
          polarity="+"
          retentionTime="PT816.799S"
          msInstrumentID="1">
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          polarity="+"
          retentionTime="PT820.265S"
          msInstrumentID="1">
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          polarity="+"
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          polarity="+"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="555"
          polarity="+"
          retentionTime="PT828.986S"
          msInstrumentID="1">
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             compressedLen="0"
             precision="32"
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contentType="m/z-int">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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="401"
          polarity="+"
          retentionTime="PT853.125S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">632.180114746094</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="733"
          polarity="+"
          retentionTime="PT860.975S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">843.052185058594</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
             byteOrder="network"
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          centroided="1"
          msLevel="2"
          peaksCount="537"
          polarity="+"
          retentionTime="PT862.05S"
          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="511"
          polarity="+"
          retentionTime="PT939.087S"
          msInstrumentID="1">
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="546"
          polarity="+"
          retentionTime="PT942.009S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          polarity="+"
          retentionTime="PT944.274S"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="394"
          polarity="+"
          retentionTime="PT945.402S"
          msInstrumentID="1">
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             compressedLen="0"
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          peaksCount="418"
          polarity="+"
          retentionTime="PT950.573S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
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    </scan>
    <scan num="682"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="485"
          polarity="+"
          retentionTime="PT959.502S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">632.791015625</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          polarity="+"
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    </scan>
    <scan num="684"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="553"
          polarity="+"
          retentionTime="PT961.851S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">708.687683105469</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          polarity="+"
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    </scan>
    <scan num="704"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="421"
          polarity="+"
          retentionTime="PT986.141S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">740.977416992188</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
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          polarity="+"
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          polarity="+"
          retentionTime="PT1021.82S"
          msInstrumentID="1">
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          polarity="+"
          retentionTime="PT1023.09S"
          msInstrumentID="1">
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          polarity="+"
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          peaksCount="623"
          polarity="+"
          retentionTime="PT1028.13S"
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          polarity="+"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="437"
          polarity="+"
          retentionTime="PT1042.44S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">634.819091796875</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
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          centroided="1"
          msLevel="2"
          peaksCount="484"
          polarity="+"
          retentionTime="PT1051.94S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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    </scan>
    <scan num="755"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="520"
          polarity="+"
          retentionTime="PT1055.16S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">697.000793457031</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          polarity="+"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="484"
          polarity="+"
          retentionTime="PT1067.75S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          polarity="+"
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    </scan>
    <scan num="902"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="277"
          polarity="+"
          retentionTime="PT1243.16S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">582.749328613281</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="1028"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="171"
          polarity="+"
          retentionTime="PT1420.16S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">574.940368652344</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="1172"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="205"
          polarity="+"
          retentionTime="PT1627.23S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">548.023315429688</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="1244"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="178"
          polarity="+"
          retentionTime="PT1731.28S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">548.272033691406</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1256"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="178"
          polarity="+"
          retentionTime="PT1748.6S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">500.460205078125</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="1262"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="159"
          polarity="+"
          retentionTime="PT1757.18S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.425842285156</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="1268"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="108"
          polarity="+"
          retentionTime="PT1765.81S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">421.285247802734</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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RGBz3ORMYCvkZD22xEyewARLa0NUTLWGlFKcmQRMvasEYYwWtE0LcaRgcHi0TWc61GqvvmRNiK8USFFNhE2qK2Riz8OETd1opGJ1obRN549kVB4+lE4x4ARFmeDkTyH4hF7REvRQK3AESGhw9FBV1ARnr/aw==</peaks>
    </scan>
    <scan num="1322"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="128"
          polarity="+"
          retentionTime="PT1843.24S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.594635009766</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="1340"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="140"
          polarity="+"
          retentionTime="PT1869.19S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.065826416016</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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gAE0Q47BBHPN2mRDlCBkdn3VxEOXU/RuGEdUQ52dJHk9bNRDn31kbN/VdEOiVZRcjd2EQ6YtNHk/9ORDqMSkc9YtdEOsMsRvhb6kQ69V9GbkvqRDswqEYooi9EO56BRsXj/kQ76tRGF0jSRDw2RUgSmIlEPGn/R5HMr0Q8rSVGuixMRDzgH0egSUREPXUdRw7dcUQ940NHgZMgRD4t3kclzytEPlkCRs7Sh0Q+kUNHEyBYRD8peEey5LZEP2sbRsLxKEQ/oS9GzcriRD/TuEYu0jZEQA2vRzVpTkRAZ8JHfipVRECG10cKg4hEQLMlRYNL00RA+eBH2Q6qREFlRUb3AMNEQayGRsQ5nURB4cVHIMntREIpo0eHV3xEQqJER0HG8URC6IJIDGVDREMm+Ed9eCNEQ2hYRxO8Z0RDnZ1GQT2HREPmAEeO3kdERCBkRuZNmUREQnVHCAUeRERs2UZyfvFERJgARLVsg0RE2UBGUcnfREUwx0XVxlpERXiERzIkgkRFrhVG8sUiREX16Ud0kztERiyESBQq9kRGdVxHnqScREapHkWwJIdERtdyRkCjM0RHI7dHSveBREduakdpUiJER6i1RyumNERH8ItHWJjnREgn8kaqQo5ESGRTRzaB50RIr5RHTj0LREjrhke5/PVESSMdRz5ZW0RJYv1HmGPOREl6eUcVntJEScFGR5CzmERJ9LhGzPhbREoyvUboY1JESnTxRxMrNkRKp3FHSISrRErlP0cHea1ESylxRQvPoERLYrlGgu4hREui5UervP9ES+5tR1TyEkRMLEBHsPTdRExsu0b5WRZETKL/R6+tC0RM4wlHApsVRE0oC0g96qtETWJvRvm360RNslFHGBW0RE3pAEakIW5ETiM+RoyV4kROWSpGJr83RE6a8EeNq6JETseRR3aoiERO5vRGmVVCRE8xRUWSS6lET3JhRqiwE0RPqTxHX4RIRE/iIEcQLpJEUBnLRxIPI0RQXbVGiJ15RFCnE0gg4xdEUPOgSBOS90RRMeRH2uqWRFFtSEeO4s1EUbRWRyUb+0RR8PdHKnGDRFIss0hMjNxEUmkQRlrUGkRSkztHFt3NRFL2LUcTEsZEUzTZR4ytTERTZ9NGQjSwRFOzSUaTOn5EU+zmR4dfG0RUO0dHRLbiRFRlnUf/6qhEVKW9R2UHvkRU8PFHqDoeRFUyBkd/uOhEVWfeRuQEyURVuulHAAlhRFYenEbuIvdEVnwnRypAvkRW+CpHlSYQRFcpZkaPBWtEV3ktR6XvoURXpNxGPAmVRFfpGkfakJNEWCY8R/MTXERYePRHImIERFiwQUeVK4REWOPQRs75rERZKgdHVcdmRFlJ5Ub+WRVEWXdKRjVaJURZt/tHTVbbRFn+90c/yVREWmoBR0LnHURap8xGUxQbRFrwCUdLpxFEWzGlSBT/DkRbUH9HJZ6+RFtzskaReztEW7oHRvtZzERb1mtF+sg2RFv8kUdtFoFEXCbWRojTgURcTydGhWj2RFx3GkcdWGlEXKKWR6QUL0Rc26VHCT2MRFz5VUa83CBEXS+6R02ObkRddB9HnsF7RF28z0ZRQVREXf2XRwgUc0ReNKRIJ42CRF51xEho7OREXr1nR7IrNURe9OtHi+0tRF845kfKK3REX3QVR7lBIERfpdhGl/fQRF+3dkVp5f1EX/reRuK1FkRgDZFGrGkbRGA7Ikev+F5EYHqrRxvoCURgsNZGbIxYRGDunEUW1xREYSFlRpeO/kRhbYdHq1wDRGGznUeMZ8BEYfIjR2oPkERiLL1HwAFORGJUXkbmU6VEYqVDRu199URi5RlHmTQVRGM2WEer7T9EY1qKR4WPcURje2tHIwIDRGOtxUZUOV9EY/6AR7l6wURkMJ5G66G2RGRuR0auq3JEZJ12RuP6W0RkwFNF3mBkRGT3KUfK5JJEZUHPR5UR50RletZH9bifRGWpTEbqcv5EZdHtR19/aERmANdGxLMARGY7JEbEBYtEZnHXRrnHmkRmsNhFUyR/RGbdRUZCWyVEZzCiRr7RSURnYphHP6HERGej+UetWgtEZ9MbRoI4Y0Rn/9JHmXprRGgqc0ftK8pEaEwARWO/rURofPFHhAS+RGin6Ue1mFdEaLp8RxEx9kRo+Q1H9vONRGk9vkgqMXhEaXdlR6mJUURpvadH9HKiRGoELkcyR8FEanU9R4UaWURqxwJHd6mDRGr4fEbtv4BEaz8aRuDWHkRrbsZHXDHhRGvAckdco0hEa/FfR0EoSURsN/9GnMQERGx530eJgQ5EbLgzRphSQURtB6VHwAV6RG0sTkbZlGFEbb63Rr5IFkRt56RGlR7URG4pw0dKqd1EbnaSRbsoUkRuqANHAa7zRG74rkdnRkNEbyh5RvhOQURvamdHg0TvRG+3cUc/9v1Eb/gCRxnZ2kRwNAJHQ3gXRHBqj0dx+5REcIqRRxaJtkRwvpZG4avlRHEVHkeqEvBEcT6qRh3jykRxeQpHXQhTRHGoZ0bJie9EcfYHRnR4ykRyLLNHWl/9RHKBa0VmquNEcsP8RnycBkRzFtlHawwpRHNmpka//yJEc47cR26xa0RzrcxGm+hxRHP0a0gY681EdAXSRwACsER0NsJIE+7pRHR4YUcbXZBEdJ2YRqMhhUR06BFHQTtIRHU9SUc2Q+ZEdX6fR6VF/kR17XZGfnEhRHYuqUde1uhEdmyiR4IRzER2pgtGMz3zRHbyV0blY4REdxiSRjG6ukR3Pp9GGj7DRHd0+0egFg5Ed7wyR5w9NUR337FGTyADRHgujEdIGJ5EeFvkRrs1h0R4wdtHBI+oRHj2J0d1CctEeSuHR5MzRkR5gDBGi3+CRHnLLUfSpQ5EefKARtNJZER6GI9HT0eARHo6ikcbO+tEemrmRpXgo0R6n5pGp3TNRHq8b0ZEElREezATRqtNzER7fPVGyKqXRHu94kcfMchEfANwR0SA6kR8LjhHZXadRHxv4EaWxdVEfLj4RsDYgUR84cZHBDfmRH0bY0ai+dVEfTv9Roj9xkR9ZXxHgDPGRH28QUbCz+hEfg+hRpQbQ0R+M1hHAzUrRH57D0eLuS1EfrI4Ro7YZkR+7gdHpYdlRH8w7UgAiMBEf2idRxmig0R/odVHDjZCRH/5ykVEt35EgBp2RZMiEESATiNFhWliRICcfEeE875EgLG2R4NcsESAzCpG6I8WRIDg6Edz8GNEgQyaRleWLkSBKP5GlkQERIE+GkaSr41EgVNBR4zQykSBfJlHFmpGRIGW1UfcDbdEgbkfR2ODg0SB5DBHegdHRIH3GkcP8VdEgh5iR7dGsUSCRMBHYjq0RIJkb0cq4ttEgns8RtsCx0SClPRGCMnnRIK18kcddKZEgsqfRzqY2kSC5eBGAzX+RIL2SEa+/2JEgwxERzfVlUSDHSFGYxBPRIM9HkW4Qv5Eg1VSR7b78ESDZIxHEmo1RIN4lkY1R7FEg5fuRgR63ESDrt9Fmkv8RIPRYEahhaxEhAGRRswp/ESEFo5GF3CVRIQ7MkccwrNEhFQAQ+wko0SEbLJG2AwARISAKEeJSh9EhJniR0r190SEwvBGUKD0RIUi+kcHz79EhUspRuWyFkSFYDpHCkqfRIV+kEXq9SREhbpARxLdzkSF5oBGeVn1RIYB7UUEMtBEhhtuRdPFWESGOnJHCDd4RIZUnkWSltlEhn5mRYpqkESGmSpG/Cb8RIazlEaCyHdEhuJPR1Xs8USHDgBEqe1cRIctGEcUXdNEh3tCR0QDH0SHsE9G22peRIfPR0daDDFEh/deRxuNEESIDEZHR950RIhKwkajH4ZEiGbQRXgmOkSIjb1GGEXfRIidjkXK5x1EiLaaRrovxkSIx2tGCdroRIlF6Ect0MNEiWXGRpqloESJerpHHUG2RInBoEYf2r1Eidr8RwyDxESJ+iJG8ewgRIoYC0bC5v9EijFoRYQfPkSKUbpG1LZrRIqXLEeMK2lEitDmRor4ZUSK2j9F0gh1RIr5RkY8+xNEixFXReYAsUSLK4pFnNvPRItZX0aUre9Ei3iuRgDyGUSLmyxHBjPyRIvDqUaVyuBEi9u8RgiX/USL7dpHOzlYRIwAkUaT2lREjC6fRwI/DESMX5BGZz/RRIx5o0ZkoCVEjJkaRPb7f0SMst1GWk3ORIzcqUaV6qREjQC0RiQvsESNIwdHgDZxRI07tEatpJ5EjVjIRoRkZESNeyZGOtpARI2pOUWdVX5EjdiORuatskSN+fBG9OvnRI4j3UXGNZ9EjjyaRwYvvkSOWfVGfDZERI59HkaEI3VEjp1TRhEo5USO3ShEsounRI712kcZBW5EjwYdRrsix0SPJAhHIYe4RI9U5kVPGENEj3y1Rm/UL0SPluJGMlyyRI/YnEaYXLJEkANCRlQZgkSQG4hGb0ThRJA5AEY6zjhEkGWSRpqNwkSQhbZHHIBrRJDA+EUrHkZEkNpdRZicjESQ/ypGeHdSRJE/3EeUK1tEkXXZRi+jJ0SRoJhGhjzGRJHtnkckImFEklpOR5rkpUSSwJdGdPm2RJLYZEVjqRFEkvt0R0jI30STHKtHDOA1RJNaokbb5sFEk3PQRs90wESTh5JGGemaRJOeMUbPsCdEk9pzRZSsqEST+l5HFCaiRJQ5UkcAKCxElD63RYx8vUSUWL5HT0ffRJTlvkdFSepElUVORfaB7USVf8VGJBTcRJWtoEaKsPhEleSFRjBbf0SWB3xHCjFjRJY8G0Y1PrtElmkcRzoIDUSWfiNG7wsvRJc2rEaLQ9NEl1nsRgzNhUSX/y9Fim2bRJgd0kXpZJpEmDLgRq+PgUSY2W1GjGoARJkpBEYYRvxEmWGpRbzSn0SZgY9GOzg5RJnA70ZIGiBEmdWSRtOtKUSZ+GVGxGP8RJo8tUcN3jZEmpECRge9eUSaoVBGKscjRJrV7EZM6GpEm24bRi5tHESbkSBGssvQRJu0hkbF07VEm7yzRex2pUScB0VHDVpWRJw610ZX2c9EnGqZRlUno0ScuYRF+bb5RJ0K6kVW8lFEnRzJRg4tW0SdNHBHaA0DRJ1k20azcQVEnZlTR4LeuESd+rdGscw6RJ4ankZynr1EnjVlRTg2tkSeZRlFhJrLRJ7G80aINjBEnxgzRh5Ik0SfPYlHP+n3RJ9ZBEcEt8NEn4eMRlT5GESf5ahFtAozRKAmJEa90DBEoD8URoizwUSgdIlFq2nPRKDDUkWkY9tEoNUyRjKOlESg+/FHEidrRKFV2kdHOUVEoaC/RfEGHkSiM69GSOoQRKJ9jkaJdO5EopcXR5vzH0Siqm9GnV7QRKLkr0asTelEoz2+RzJK8ESjh3xGhZTQRKPG4EbzAUNEpFadRu9kA0SkgalGShaLRKSZwkZQJdxEpLwoRg1+3kSk4m5HWvwQRKUCg0TCjWlEpSbDRcvEVUSlb21GojosRKW9CUY6rJdEpm6GR0Fr1ESmnKpGoYuGRKbCfEayOidEp4R+RbuFa0SoAbRGiuGTRKhg4Uaa4XdEqH9FRuhDuUSonAxFl1paRKiv6EYT1GxEqMRERsxa9kSpkWpGA1t+RKnQtkbaaTlEqlmdRo7/KkSqjGRGg+AWRKqfWUW90OREqv3FRZv5ZUSrGFFG0UInRKufXEXWCztEq8OqRrgrpkSrzLhFugsuRKysxkaDD0VErQheRuePCUStUA9GOd6tRK1/9kbDTB5EraMgRKaFU0St6S9Fw8v7RK4Us0c0MMxErr4IRqU/X0SuxABFkroLRK72eka/4KREr6aSRcMZ7USvuvxF7w+2RLAA2EY0wWxEswl9Rmtvj0S0nK1GfRnfRLYamUaDSd5EtqKoRmrE8US3kwdGDtvERLe33kc6iKhEuB4pRgM6u0S4SIRG4T+hRLinAESsnTNEuW1iRhIwekS5hP5Gyk4RRLxlhUcH68FEvt56RkPi+0TFBlBGSgh9RMYs90UXzu9Ex68ARJgPkETKUPhGiS+qRMqBp0VAO8REy29tRmanm0TPbMFGKkA4RNUkjEYdDDtE4esXRmb8w0TyITBGwnZiRP5Lh0YDeuY=</peaks>
    </scan>
    <scan num="1358"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="120"
          polarity="+"
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</peaks>
    </scan>
    <scan num="1370"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="111"
          polarity="+"
          retentionTime="PT1913.09S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.276702880859</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1382"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="113"
          polarity="+"
          retentionTime="PT1930.74S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.092163085938</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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             byteOrder="network"
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</peaks>
    </scan>
    <scan num="1400"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="168"
          polarity="+"
          retentionTime="PT1957.05S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">577.811767578125</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1418"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="138"
          polarity="+"
          retentionTime="PT1982.99S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">726.72216796875</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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</peaks>
    </scan>
    <scan num="1424"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="117"
          polarity="+"
          retentionTime="PT1991.61S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.346527099609</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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    </scan>
    <scan num="1430"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="150"
          polarity="+"
          retentionTime="PT2000.28S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">638.117431640625</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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