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</peaks>
    </scan>
    <scan num="296"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="20"
          polarity="+"
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</peaks>
    </scan>
    <scan num="302"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="25"
          polarity="+"
          retentionTime="PT445.406S"
          msInstrumentID="1">
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    </scan>
    <scan num="433"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="192"
          polarity="+"
          retentionTime="PT636.729S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">945.617065429688</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
          retentionTime="PT680.26S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="475"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="393"
          polarity="+"
          retentionTime="PT697.959S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">702.446533203125</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          peaksCount="572"
          polarity="+"
          retentionTime="PT706.626S"
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          polarity="+"
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          polarity="+"
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          centroided="1"
          msLevel="2"
          peaksCount="459"
          polarity="+"
          retentionTime="PT724.203S"
          msInstrumentID="1">
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             compressedLen="0"
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          polarity="+"
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          polarity="+"
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          peaksCount="667"
          polarity="+"
          retentionTime="PT760.184S"
          msInstrumentID="1">
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="493"
          polarity="+"
          retentionTime="PT761.512S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">731.249389648438</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          polarity="+"
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          polarity="+"
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          polarity="+"
          retentionTime="PT783.24S"
          msInstrumentID="1">
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          polarity="+"
          retentionTime="PT784.602S"
          msInstrumentID="1">
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="507"
          polarity="+"
          retentionTime="PT785.969S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">801.816101074219</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          centroided="1"
          msLevel="2"
          peaksCount="536"
          polarity="+"
          retentionTime="PT796.512S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="549"
          polarity="+"
          retentionTime="PT808.2S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          polarity="+"
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          peaksCount="719"
          polarity="+"
          retentionTime="PT810.359S"
          msInstrumentID="1">
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="615"
          polarity="+"
          retentionTime="PT811.481S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
          retentionTime="PT812.605S"
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          polarity="+"
          retentionTime="PT816.139S"
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          polarity="+"
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          polarity="+"
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          polarity="+"
          retentionTime="PT826.112S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="590"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="487"
          polarity="+"
          retentionTime="PT853.608S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">778.090026855469</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          polarity="+"
          retentionTime="PT854.797S"
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    </scan>
    <scan num="595"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="453"
          polarity="+"
          retentionTime="PT860.701S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">565.068176269531</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
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          polarity="+"
          retentionTime="PT865.556S"
          msInstrumentID="1">
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          polarity="+"
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          polarity="+"
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          polarity="+"
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          centroided="1"
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          polarity="+"
          retentionTime="PT941.835S"
          msInstrumentID="1">
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             compressedLen="0"
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    </scan>
    <scan num="667"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="715"
          polarity="+"
          retentionTime="PT944.956S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">757.019592285156</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          polarity="+"
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          polarity="+"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="567"
          polarity="+"
          retentionTime="PT998.003S"
          msInstrumentID="1">
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             compressedLen="0"
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          polarity="+"
          retentionTime="PT1014.47S"
          msInstrumentID="1">
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          centroided="1"
          msLevel="2"
          peaksCount="680"
          polarity="+"
          retentionTime="PT1015.79S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">855.144104003906</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
             byteOrder="network"
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    </scan>
    <scan num="723"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="404"
          polarity="+"
          retentionTime="PT1017.16S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">936.691833496094</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="373"
          polarity="+"
          retentionTime="PT1022.91S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">700.890502929688</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
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          polarity="+"
          retentionTime="PT1049.49S"
          msInstrumentID="1">
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          polarity="+"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="377"
          polarity="+"
          retentionTime="PT1052.32S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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    <scan num="769"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="395"
          polarity="+"
          retentionTime="PT1080.51S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
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          polarity="+"
          retentionTime="PT1217.84S"
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    </scan>
    <scan num="1014"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="220"
          polarity="+"
          retentionTime="PT1408.42S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">740.457397460938</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          msLevel="2"
          peaksCount="109"
          polarity="+"
          retentionTime="PT1528.9S"
          msInstrumentID="1">
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             precision="32"
             byteOrder="network"
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    </scan>
    <scan num="1230"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="131"
          polarity="+"
          retentionTime="PT1719.9S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.4140625</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1248"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="123"
          polarity="+"
          retentionTime="PT1745.84S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.642059326172</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1260"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="122"
          polarity="+"
          retentionTime="PT1763.39S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">604.508483886719</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1308"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="123"
          polarity="+"
          retentionTime="PT1833.64S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">653.596130371094</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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FEnnaVRQ03QkXz0GI=</peaks>
    </scan>
    <scan num="1314"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="118"
          polarity="+"
          retentionTime="PT1842.31S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">846.319702148438</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1320"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="144"
          polarity="+"
          retentionTime="PT1850.95S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">452.970764160156</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1332"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="163"
          polarity="+"
          retentionTime="PT1868.2S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">701.909545898438</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1344"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="114"
          polarity="+"
          retentionTime="PT1885.48S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">962.487121582031</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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</peaks>
    </scan>
    <scan num="1356"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="151"
          polarity="+"
          retentionTime="PT1903.1S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">697.405822753906</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="1362"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="151"
          polarity="+"
          retentionTime="PT1911.77S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">817.784973144531</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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</peaks>
    </scan>
    <scan num="1368"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="120"
          polarity="+"
          retentionTime="PT1920.42S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">845.312133789063</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">Q0gjq0YMa9ZDSR5WRhgVDkNNGaRGbpa4Q1EtNkc8QQhDUyTfRplpuUNVKnxGCSV5Q1cU2UbqdHBDW1DNRsNasENeFGlGhjUvQ18jXUb6y75DYTjxRfZAJkNiA+lGitWpQ2M3KkasqrJDZgduRSWEs0NnRWhHD3PCQ2hUgUYj6g9DatUjRjfGB0NtRrZHO4HCQ25FxEVlfSJDbyz9RvaW0UNwKDxFn90NQ3E510YHQeFDdDNIRdfpEkN1NRFGiVqDQ3d02EbMcONDejSHRmyVm0N7IABEv1gdQ3wUq0a8VYVDfPFtRlnPz0OAIc1FObKdQ4CjNEaYvhtDgSJERXaq4kOCZHdGyfTZQ4KwhEbVgGJDhK8ER5ym1EOFMwVG6i8rQ4WVkUdBHulDhrHsRmUhLUOHJNNGcKDHQ4eJvkS5o8VDiiGCRfWqvEOKkY9FsoDJQ4uaWUagbgtDjCIARTnl+kOMlNRGBxvtQ40wE0ZIs5BDjZ/4RxWVS0OOGTJHdvwIQ46ctUWUm6dDjx8eRcJ3NUOP9ylHaMk5Q5Cc00Yzy2hDkaGxRcSV40OUkZZHjD10Q5UlckU2tfxDlYqlRpHKekOWqkhGwdidQ5dHnka9FOdDmquKRo2IWEObLShHBLV+Q5uWPkbZvDNDm+11RosXpUOcqlFInos8Q507+kY7e59DnZxuRpVQiEOfBW1HE5gkQ6BCCkXjxqJDoKvERz0Dj0OhMnhGmFsGQ6GUwEa1RyRDolI9R0TGrkOi2h5G3UTRQ6OmXkZHDSlDpEWYRbpyt0OlqMZHYF3jQ6YE3Ech3xdDpqn3RYRthUOoX0NHNe69Q6iwUkaF+JlDqSAyRxNPE0OptfpITHKuQ6omU0gM9ORDqog0R4GW1EOq1QRHHu1HQ6sYAEUlkjRDq574RfTsQkOsryBGy33GQ6+jB0Zxv9hDsJQMRwl2L0OxOQRHE/0vQ7GS80fc+W9DskxIR0qM9kOypgJHu//EQ7NBzkWP7BtDs7/hRpNQIEO0eXpGBlCXQ7UBwEWiokBDtZyGRQFeCEO3NzxFwfktQ7ejOEbg6yhDuEcQRnGLNUO4r+hII6KbQ7kwQEdgr3lDuZO1RmPmgkO6FQpG+Rp4Q7qxtEZ0EVlDuxsnRbmhbkO8MZBHA0rOQ7ygdkcDA+ZDvSoaRueAyEO+uGZGHGUQQ7+vQkaQ1OJDwAmDR2YD/0PAqBZHBV6DQ8HtlEazlCNDwx1rRp0RRUPDtSRHkY9tQ8Sh1UZ455tDxZbbRzLLo0PF6dpGz4h7Q8Z3YkhONIJDxsN4R2pBikPG5upGqwX4Q8ecqkcAee9DyKnXRzb5r0PJsiZGxxsEQ8qiyEVWscxDyv0gR4nXREPLVLxG5YRwQ8uzXkWvx8JDzD0WRhD1FEPMrjVG/YgUQ80ji0XvB9BDzak7RoTrIEPOmbpGEQVXQ8+g6kehh8BD0CXARyMdp0PQjQRHslGmQ9Gxk0aLDTND0iXCRYanRkPSmmBHNPYyQ9Mx7UbX4ItD1R7wR7loJUPVoPJGtA9qQ9Yq3kcUgs5D1p0hRZK+BEPXglZHJ/UrQ9gZv0V/QrpD2It2RkYM50PZMbJFxTFAQ9miT0WEiZZD2iE0Rwgw1UPbvmRGrvp2Q9yjekdntRhD3TAAROzLEEPdpLxHJD/6Q95u7UYcDMND3uJmRuo6cEPfPPpG5SxvQ+AkJkaRLxZD4KPQR/1d/0PhG51GqnHcQ+GgvkcOdWdD4jKARrW780PivchHqfaCQ+M9nkb8mQtD48Y+RmqAIkPkp55HMIycQ+WrwEeLtZZD5iMxRuqErUPmnvVF7ByEQ+cC+EaBWg1D55twRwG2hUPovj9FXApRQ+kWykayH6xD6bFxRj+t6EPqGENGARnjQ+q6IEWi9hVD67P8Rza3xkPsxEtHl/lUQ+0rw0cOwy1D7qPeRpZ1mkPvPCJFjRF8Q/DB+UbT319D8UqERoWqtEPxorFGLfrXQ/K840XeILxD86khRxlMAEP0HaRFhnaQQ/S7n0czuw1D9bsWRxcqWkP2TDRGczS1Q/a9okaoxNhD99iqRx+meEP4lLlGrjyOQ/j+U0eE/fVD+0S1RJf6/EP7sgBF1b4kQ/wllUeGROpD/Nr1R49jC0P9w95FjNu/Q/4ktUY/gRJD/seHRz+fSEP/KwtHvzdmQ/9pwEaTFhlD/8afRlGn4kQALo5Gl/7kRABhykcR/W1EAJmxRfaZMUQA0DRHO91pRAEdLEaf93FEAU4FRdLXwUQBxBRHCwhlRAH8rEbP/1VEAkoAR6EC2EQCzkxIENK5RAMSX0dWdNdEA1CIRyiqjkQDeABFXu0ORAOoAETSe39EA9ZhRVwA60QEho1GiCg7RATe50bbGNhEBRXwRqgOmkQFYVZGV3zIRAWS7kaNOUxEBeEARo2+6kQGGGhHQTzjRAZoZEemVV9EBpFqRqgVy0QG6DhGpIPtRAdAcEfvE2lEB3RbR2PvEkQHlRRGdKl4RAfPFkYVmsJECA0oRy3gVEQISXpHpQ8rRAiZkkePNmZECOFuRtslZEQJFtpHmUgDRAleuEcy5FZECZgXR0HmO0QJv01F6seaRAn3ZkfdEPtECmizRv2UakQKnVhGTBfARArdjEVNtBFECyaSRkSvMUQLfydHDgUKRAvgzEd5+H1EDCI7RXMPY0QMXcpGl8Q7RA0Nqkad2ylEDUU+Rh3Ki0QNav5Ffa+ERA2fZUbN1D5EDdbSR4tii0QN5pZGtSkQRA5aDEbcngJEDqAaR4QK/kQO5VNHi4oDRA8RckbljnhED1naRzYEOkQPqmxHD7oCRA/fTkgNLYxEECXYR2JF/kQQYZ5IKCpfRBCkVEfFLXVEENzvRqwq9EQRJlZGXBuvRBFtTEa3rYpEEZzFRwKev0QR3mxG5OhSRBIWyUZeyYlEEoGKRkbr6kQS2SdHHN2ORBMXPUYNrStEE2BqR56n5UQTncxF5mL8RBPeJ0eV3+5EFBxYRxHcgkQUPDpGtypuRBRlTUctdB5EFJyxR0z7kUQUxshHc3XdRBTmsEccXv5EFSUoR03LzkQVYjhHXiNCRBWTvUdJyEhEFdRmRjoHdUQV6mRFIWAARBYleEZxpU9EFmpnRzq4pkQWmehHgp+dRBbjP0f4ZCpEFyP6SHQvRkQXXPxHU7enRBeifEdHLAZEF+SqRy2O4kQYKVVGK6N0RBhiZEbzgX9EGN44RoLK4kQZBa9HB7fCRBlgFkedoTdEGXtRR2srX0QZp3NGwH+TRBnWrUaLgw9EGhjPR3Lh3kQaYUpGmmzURBqYUEbMD/BEGuo4R2Z0PUQbJhlH7AEfRBtjiEfyYyREG43ZRzuYO0QbqXZGgy5XRBvgIUbjp9dEHC00RzuUwUQcZRFGSj3KRBz430f5e+1EHSxiRZMNWEQdX7JHWIASRB2LEkZtfb5EHdhkRpwDEkQePAtG1+OyRB5pvkb61KREHr1mSDgIJkQe6CdHOhpWRB8mIUcrqcJEH16vRw+cM0QfpS5HANn2RB/qV0ccgddEICakRw05V0QgY/hHOKsxRCDnLkdY+RVEIQxcRyaKhkQhLoxG8RDSRCFmPES4rUdEIZtWRqhWx0Qh4Q1IGSZbRCIbEkWT/PFEIl3zRuAZ3kQinStHKLowRCLyoEdun7FEIx4CRqZPykQjW11HF8vrRCPbXkclbglEJAeURmsvSEQkMBRG//ArRCRlKkaDFwlEJKGCRxvse0Qk2+BGiK+2RCVb3kduqkBEJeL8R8d9wkQmH0lIPdc/RCZWqEfFNONEJo/HR0fhVUQm6OpHgb8aRCckcEaZoI1EJ1NoRjx/okQn57pHN3bYRCg2N0bIZN5EKGLWRhbBckQo0W5Hwj59RCkmtkfsZ2dEKWWISCow2kQpm7ZHpilbRCnkkUgU4vBEKh+OR27+GkQqXK5Hy0xQRCqeUkgeArdEKthmR+KXp0QrKUhHJCMkRCtcFkZoLrJEK56ARgNhCkQsIXBHHyLBRCxzJkYcnD9ELOCwRz+pVEQtHtJGcnKwRC1ipkaq88pELdahRxIVikQuHKJG8x4nRC5k8EfL1HJELrm+RqA3TEQvJeFHev+XRC9hHkeuq5pEL6K0R9IlTUQwIxJHNctqRDBX4kYVPMxEMIMqRkzUK0Qw25hHVqkERDEb9UgirXNEMUKFR1fBSEQxYtJGLuaBRDFxlUU4kINEMcAARIxpvEQx6l9FgWfhRDIxN0YvGHJEMmbJR6DaUEQysnhG/gI/RDLk4UfBg7dEMw5IRjVoDUQzNABEwHMuRDPPHEdgwPJEM/GBRfOLe0Q0LphGOhrlRDRx50f95N5ENK1vR5oeBEQ04WFHqkL8RDT1+kaWuUJENS3GRpEEa0Q1XkRGKYFYRDWyhEVi3HZENdU5Rg1G0UQ2Hf9HcSK7RDZldEezkttENqqQRoSp3UQ3N0ZGrtqyRDdtBEeFjFBEN59+RwRirEQ34S5G799hRDgbQ0eABaFEOGPPRvORWUQ4ol9GkMYWRDjJVUVHghxEORoTRrVmREQ5VoJFT3QJRDnigkYmlaZEOh4hR4QDhkQ6PABF0aDFRDpjW0VE0MFEOq6ZRlczgEQ7J1NGwfdVRDtn70dcTMZEO5hfRhcFHEQ7+r5GKrL6RDwjbEezeJZEPILSR8XXD0Q8va9HXMDARD0oAEZv5xVEPVIURaIiskQ9dABEjGpwRD2w5UXD9b9EPesXR1G4cEQ+KENE+P51RD5i1UfP9vdEPrjxRu+I+0Q+5lJGTibcRD9D40frsI9EP6f8RrR5cUQ/7IdGtM3bREAlmUbSIaJEQGThRegSmERAsj5HOqokREDbBkdC3x5EQRsgRk+r0ERBP0VFf85XREGni0b6cIREQdlzRuNs9kRCHtdGA6LQREJTikZ52HBEQnRVRUxDw0RCrbtGM5NgRELotkcqdS9EQyreRq+G7ERDa0tGvJxvREOkD0dTSR5EQ/DhRW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5FlPwvRLfQxEU9r3JEuIi9Rk7sz0S5tyxHK/F4RLs80UVlTgtEvI4ARQt0z0S+Bn1GeOzaRL40AEUYtWtEvtmGRdz100TB0IBGTTobRMVWh0cz0J5ExZqlRlbGUETGe/lFsdKpRMlOdUWMbA5EyZ+oRpV9DkTJ009GLhWrRMnrg0WVjHxEyq6CRaETjETM1nRHO5ZfRM48tUcLztVEzy1+Rj2wbETY0x5FIC6qRN1GlUT0uM1E4DymRpWzjETxgxFGjtk2RPfU0UUBu/lE+JoARPx3D0UF0UJGwU2RRQngNkYZdNRFLLWmRaToVw==</peaks>
    </scan>
    <scan num="1386"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="145"
          polarity="+"
          retentionTime="PT1947.43S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">634.976745605469</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1392"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="152"
          polarity="+"
          retentionTime="PT1956.07S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">595.34228515625</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="1428"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="148"
          polarity="+"
          retentionTime="PT2009.7S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">511.634033203125</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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