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          centroided="1"
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          peaksCount="933"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="313"
          polarity="+"
          retentionTime="PT690.051S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">964.182800292969</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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    </scan>
    <scan num="482"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="377"
          polarity="+"
          retentionTime="PT707.405S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">698.848327636719</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="567"
          polarity="+"
          retentionTime="PT733.414S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">840.143676757813</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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contentType="m/z-int">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    </scan>
    <scan num="512"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="371"
          polarity="+"
          retentionTime="PT750.493S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">721.327880859375</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="413"
          polarity="+"
          retentionTime="PT753.147S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">834.46923828125</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
          retentionTime="PT775.878S"
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    </scan>
    <scan num="532"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="641"
          polarity="+"
          retentionTime="PT777.206S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">767.201477050781</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="409"
          polarity="+"
          retentionTime="PT790.564S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">625.486206054688</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          centroided="1"
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          polarity="+"
          retentionTime="PT798.875S"
          msInstrumentID="1">
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      <peaks compressionType="none"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="784"
          polarity="+"
          retentionTime="PT801.679S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          polarity="+"
          retentionTime="PT802.859S"
          msInstrumentID="1">
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          centroided="1"
          msLevel="2"
          peaksCount="542"
          polarity="+"
          retentionTime="PT804.442S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="382"
          polarity="+"
          retentionTime="PT818.898S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
          retentionTime="PT825.016S"
          msInstrumentID="1">
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          peaksCount="596"
          polarity="+"
          retentionTime="PT843.954S"
          msInstrumentID="1">
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="504"
          polarity="+"
          retentionTime="PT844.927S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          polarity="+"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="728"
          polarity="+"
          retentionTime="PT862.2S"
          msInstrumentID="1">
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             compressedLen="0"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="593"
          polarity="+"
          retentionTime="PT863.152S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          centroided="1"
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          peaksCount="580"
          polarity="+"
          retentionTime="PT878.529S"
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          polarity="+"
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          polarity="+"
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          polarity="+"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="500"
          polarity="+"
          retentionTime="PT934.921S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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          centroided="1"
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          peaksCount="508"
          polarity="+"
          retentionTime="PT938.403S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
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    </scan>
    <scan num="668"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="684"
          polarity="+"
          retentionTime="PT946.94S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">812.09619140625</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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    </scan>
    <scan num="678"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="374"
          polarity="+"
          retentionTime="PT959.543S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">693.947326660156</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="578"
          polarity="+"
          retentionTime="PT962.89S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">879.265197753906</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          msLevel="1"
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          polarity="+"
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contentType="m/z-int">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    </scan>
    <scan num="734"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="444"
          polarity="+"
          retentionTime="PT1034.6S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">952.348022460938</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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    </scan>
    <scan num="743"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="503"
          polarity="+"
          retentionTime="PT1046.59S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="499"
          polarity="+"
          retentionTime="PT1058.58S"
          msInstrumentID="1">
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             compressedLen="0"
             precision="32"
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          polarity="+"
          retentionTime="PT1059.87S"
          msInstrumentID="1">
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    </scan>
    <scan num="758"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="441"
          polarity="+"
          retentionTime="PT1067.08S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">678.230224609375</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="764"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="406"
          polarity="+"
          retentionTime="PT1075.92S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">697.245300292969</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
          retentionTime="PT1107.69S"
          msInstrumentID="1">
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          polarity="+"
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    </scan>
    <scan num="1030"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="183"
          polarity="+"
          retentionTime="PT1431.69S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">510.027282714844</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="1054"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="217"
          polarity="+"
          retentionTime="PT1465.9S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">548.47265625</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="1084"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="143"
          polarity="+"
          retentionTime="PT1508.97S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.641448974609</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1240"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="151"
          polarity="+"
          retentionTime="PT1732.91S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">510.060577392578</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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    </scan>
    <scan num="1246"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="212"
          polarity="+"
          retentionTime="PT1741.58S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">456.219177246094</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="1252"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="217"
          polarity="+"
          retentionTime="PT1750.18S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">522.72119140625</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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</peaks>
    </scan>
    <scan num="1358"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="123"
          polarity="+"
          retentionTime="PT1899.78S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.005279541016</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="1364"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="95"
          polarity="+"
          retentionTime="PT1908.41S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">483.217163085938</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="1376"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="123"
          polarity="+"
          retentionTime="PT1926.02S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.429992675781</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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</peaks>
    </scan>
    <scan num="1388"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="112"
          polarity="+"
          retentionTime="PT1943.33S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">730.073181152344</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1394"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="135"
          polarity="+"
          retentionTime="PT1952S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">823.094055175781</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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BEm5ahRKJgAESe/BJEooSZRmdltkSiottG40ohRKK7zkbalcpEouHqRaWQrkSjB4tGINvDRKO66kY0EOhEpD+TRpEb1kSkVXxGXnX9RKSNU0ZLv+pEpOAARGpPO0SlX0JFzfj5RKXo6UV7A5xEpiUxRnCySUSmYy9Ghc1zRKbNiEYlIH5EpxdMRSbKKUSnLHlGeBdiRKfWr0ZYnIZEqWNKRfJH6ESqoGhFuabRRKuZvEbFQPhErBp4Rq5kWkSsjLRGW2fxRKzSuEaPNhtErn65RnAZEUSutY5G7luSRK9hDUSqXZJEr57xRJtKYESwBoBF8dTkRLA8j0bxwONEsR6ZRmTE0ESxQI5F6yFLRLIC10aDhv1EsqQARJuXEUSy1b1Gt7dlRLP6rUZBo1xEtDtmRtMzs0S1JLtGuphXRLk8nEY/xClEutGMRe+lMkS7Bo9G1gDeRLyhqkbZ6kFEvQ+VRfLLxUS9QTpFvxfqRL7HIUaxkcJEwEUgRq838UTBp4BG9bgNRMIMy0WitB1EwvNPRn7rFUTIRNxGD19tRMiNDEYQujZEyrodRhqGkETLRo1FgJfPRM3TokbEN2tE0coFRk0L8UTTkXhGxvtgROKgvEYHuuxE/pYARNOx6kUDZ5tGZWJH</peaks>
    </scan>
    <scan num="1400"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="143"
          polarity="+"
          retentionTime="PT1960.64S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">617.700378417969</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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</peaks>
    </scan>
    <scan num="1418"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="127"
          polarity="+"
          retentionTime="PT1987.65S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">703.101440429688</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">Q0hohEYJi3RDSSXVRtZobENKGfxFy2wEQ0sjjkU1xa9DTBuARj/S5ENOKO5E0mlTQ08/i0UjfbRDUyJzRVW2/kNWJz5G0CG8Q1sng0awkZdDXCdURJbebENdIjBGYgGbQ18a7kaQGNpDYBVMRdipRUNhIJtGNtzqQ2HkgEUdYppDZC12RzLN3UNlHgBGxJFQQ2YjvkWQqMRDZ0+eRjjF+0NpSQtGNw7lQ2sv8EaZ/sdDbAkqRRVX8ENtIMFGcmH/Q28amUbO+zZDcCeLRfZPWkNxMABEgDY6Q3I5FkWFGmVDcxygRluv20N1JlpFh9DaQ3dQiEWQjfZDeinnRXHFCUN7RPZGB//fQ3wN10eKU7NDfSTsRj6nUkN+H8hGq11cQ39EQEY3AYJDgKhDRkIdT0OBJfxF7Em3Q4GkjEVPbEBDg59nRppOMUOEoalF4teLQ4UVfkZQDZ5Dhq51RdoaO0OHCd5EoYyDQ4eSnkWa8tVDiKbiRxjFtEOJmkJGNygeQ4qe/UZeYbdDixxrRBq5MkOLnmJFoZPwQ4wKlkarOGtDjLoCRkrAU0ONFuFGFMl2Q42pTUaS+kJDjiVDRYLjc0OOsmlFKtIsQ4+XG0bGy4xDkXvaRP65ckOSDKZGWRcGQ5KQU0YJ1BZDk5TeRhae30OUGBZGuxneQ5SS/0aUMxRDlUpSRt3A9EOVifhGBwKCQ5cq6kY2zcJDl6bURshbWEOX+LJFkq2mQ5h0aEWWR1VDmnGaRaKU7kObl3FG+TYiQ5xbp0Zz40RDnKiCRo3hd0Oc80VF7Hs6Q52Dz0S+ethDngomRhhkv0OekABEFxQaQ59cPET5PLdDn6PtRT9F00OgClBFujisQ6CJV0WJvftDoSAVRpjx60OhiyVG+99OQ6HkSUZGhvRDor3ORPbRI0OjpNxGVxxqQ6QIzUVP+vlDpazeR696PUOmIm9FWhAeQ6cKjERb7PZDqI32Ro5WUkOpG35FMlwvQ6mrYEZqRmBDqiaYR6gxv0OquMxHIOoDQ6sqwEYn68ZDq5VPRw0OUkOsIeJEmJaEQ6zR2Ea0w3NDrRwlReDl0EOuJX5HKk9iQ6+XD0Yb0rdDsDYmRit+4kOw3oJGShMJQ7E32EeZ70tDsaYqRlfyFEOyKlJGdqp0Q7Kw+UXr/d9Ds6bkRphUu0O0EvxFxqXuQ7SiB0YFJNxDtRLoRcX8m0O1nw9GM4nwQ7aRtkZIIAhDt4aPRg/HdUO3t1JFs29sQ7gsckWY0vhDuK8MRxAwY0O5tP5Go/SSQ7osWEcXA8JDuqBiRIs3G0O7ISxFgyWbQ7t2H0YevNhDvCraRrvWIEO8rxdGpcuHQ7+pPkbLVNlDwAeiRtQX40PARrBHKHgqQ8CrgEXbD7ZDwWmzRUnibEPCKXBE+G7KQ8L1BEZl+PFDw0AARQgu+kPDrqJF9KT5Q8QTsEWi1gVDxIAURlNOFEPFPChE7EikQ8YNYkaskhpDxnCqSECy2EPGxsJHDkz+Q8b02EaLQQVDx6BbRwRj+kPIMhRGSdhOQ8iuBkZfcppDyqYcRQ4kzkPLNiZG70EBQ8u9AkYxWw9DzKYMRiBZ9kPNEmpGRRuKQ82aDkaRWWVDzhX0RocxJ0POkihGg17MQ89DiEZaSahDz6DcR1ohUkPQJyxHhyi2Q9CifEYG9HVD0afKRiDmQUPSNphF9nXiQ9L200cJULlD0xzWRcVEn0PUsZpExutVQ9WnYEasD39D1il0RQimZEPWkXpGHDK4Q9ePH0dpEU1D2BAeR5bE5kPYqSRGiXrcQ9kyrkaP+6BD2ZTsRb13bEPaBapHBPZvQ9p0RkcFA/xD2sbWRhwKaEPbLZhE6aHCQ9u7dkVjQOhD3B3IRUsnBUPdUTRGk0p5Q92wgEc1PFBD3dDSRkvbyUPeIlRG0pS4Q96XQEZskMBD3xHYRi9xSkPhocRGsaB8Q+KzOEhoEFhD4wPOR4KDakPjSERHSWuYQ+OJhkXChYxD5NwwRlU5UUPlO9REi1yOQ+W0gEQKaYBD5isMRy0pSEPmnA9G8Q3+Q+b+c0YTaqpD5z8gRp+8BUPnq1hGYMYRQ+gcw0ZKYEpD6KeZRrqe/EPpJ7NE4sQRQ+mlwkbXyJlD6huzRtztkEPrLs1GeVLnQ+uyrEafHghD7DGGRx3Sp0PsjSRHG3V8Q+2X3UXnrIxD7bo0RCOmsUPuIg9HLX5DQ+5nJUaGqwtD7sAARDuxtUPvKi9FAIrNQ++l30aWXxJD8EjsRoDl2kPwobxF2JV6Q/EDdkQgCRFD8Zn4RwDFxkPyI6ZGjEmBQ/KzgUcMcYFD86SfR01J5UP0OuZGPYJwQ/SEJEavxTlD9QdARYiELkP2ui5GtrxyQ/cER0aintBD97BVRlC1bUP4ufNGzkyyQ/knR0amDZBD+aQsRhd78kP6Gg1ESkUkQ/sUcUcuKNtD+2mrRkZXWkP7sHVGRvlbQ/wszUdbABhD/HwLRUgAoUP8nohFAw3CQ/0KE0cjrLRD/ZNKRlHYsEP+CJpGsH8pQ/6rY0ZxqAhD/wgAQ4L2dkP/eGNHB1O2Q//ZxUdYq8FEAA0WRq/WfEQAPBFGcntHRACXNUT8UkREANeTRyeXVEQBFwFFuiuxRAFJt0ZV31xEAb3JRlVzykQCFotGzd3lRAJjPkbjE41EApDGRoIlQUQCymBIA0NxRAML90eZM6tEA0kPRUzeAkQDdppGXu+dRAOXnkaCHXZEA9I0RxgQ0kQEF59F3XaSRARFwEUbXMJEBJEORmw4EkQE0jpHTMtdRAUeMkeHh05EBVY2Rq1L+0QF1PJGL0ctRAYah0c/RvpEBl4DRpyvP0QGmeBGFTtyRAbVZkZWwntEBvX9Rrl2OkQHK3VF5Gw9RAdUJEXd5IpEB3l1Rl+WYkQH2SxGFEQBRAhYf0a+6o9ECHgARaJaHUQIoeZGJbCMRAjix0eSu/FECRP0R7TMi0QJWLdGzCh2RAmzd0ZaUmtECdpkRsod1kQKHchGxofWRApEL0arvf5ECqbORVBxhkQLFOBFdNTPRAtdRUZbtRREC7dYRpBpxEQL4QdHi87QRAwblEbt9spEDGD+RrjENkQMdb9GGd3CRAyq2kZPC9BEDNsSRhvDaEQNHAFG3lZBRA1a/kcW4AFEDZ/SR4Lgm0QN3KxHQmWuRA4W2EWMxRZEDlDIRmRGQkQOephF8ClVRA6d/EY1BI9EDtWHRqP6GUQPD6ZFbmuJRA9H5kYFMR9ED1RaRNaq0kQPZsBETNOWRA/XEEbjGyxEEByMR59+jkQQXJ5HsVfsRBCh3kX8gndEEN0ARqPEGEQRE8pGMGcdRBFb1EbH13JEEZQzRohUk0QR1kZHhUwjRBIlh0czZd9EElOMRyapM0QSieBGoPthRBKrJkRpMBpEExccRr7sNEQTWs9FJItYRBOG8kcAFYZEE6gARR2jfUQT5hlG0h7fRBQZKkZiMdJEFFf2RuBtcEQUimBGWXRHRBTV8kdebr1EFOekRqoA50QVDxNGrRFiRBVVQEcmPWdEFY+aRomT/kQVzUxFzi1TRBYK2EYwtupEFmepRgvyxUQWndpFAhzbRBbcwEd42A9EF0sXR2GS00QX9+RGHHXpRBggYETbfp5EGFF4Rpn83UQYm5pGzI+nRBjEp0XXJwBEGRBsRzH2uUQZYI5G8m+tRBmQ8EYwZZ5EGdxQRgbq6UQaaRBHK6/iRBqZZUXKMLpEGt5SRxYaOkQbGwRHsmhJRBtitkcRp4JEG6dxRpRG4EQb0VVG5P54RBwP6EcK2phEHFbwRkNQokQdBmRHiIpbRB2BIkZw8hJEHdiWRgLWk0QeCh5Gxd2HRB5s9kafINxEHsNQRzqOtkQe15JFg+cJRB8JAUd7zXBEH2PTRzcKT0QfhLRGR+UIRB/qAUY8CCpEICYeROLl0kQgXnhGEutqRCCclEYc4NhEIOFgRgL5VUQhGKJGgKeyRCFOsEVYh4xEIWwARIBFVEQhlElFseIPRCHickebFP5EIjVWRkpkAEQiTpNFtbY8RCKeCEX7yFZEIspARprZR0Qi/qtFmicJRCMko0SuGZREI43WRt53BEQjnPJGHewsRCPVKUX3bZREJA46RrsOZ0QkNQRGo8RIRCRSwEYWM+tEJJYRRw+myEQlWdxFuIVuRCWFQEavpVREJd0uRrb480QmHOhH/Ge2RCZkDUawvHtEJqYoRjG1BkQmzvZGXdq/RCcmo0WIaLREJ0vkRoYZoUQndmZF/KuzRCe3SkY6L5pEKFcpRwRV0EQogQ1G/TOXRCjxt0XlxqBEKXDQR3JH3EQpsyRG7NsZRCng0kexIgFEKhraRqaaIEQqWWZHFHywRCreIEdsxAFEKxTIRqKQYkQrV0ZGsnYQRCutv0aw2/JEK9roRhNuC0Qr7uZFpp64RCxIikY4kxtELKjQRT5MXUQs4y5HK8UWRC0nWEamjHJELUwsRlvNSUQtd/5FnA1MRC2dHEUYbWxELde2Rp0mOUQt89BFFV0yRC4bZEWXdOxELm1IRzTzUEQurDxFyHyARC8dGkYodOJEL2BOR4KmeUQvpX9HPOqfRC/hVEYgHVFEMBFMRrJ6I0QwW+5GGizaRDCdxEZpyk5EMN0aRJCuPkQxJIdHFy8tRDFerUcciClEMYYtRuJEVUQxpABFXUukRDHX6kcFIT9EMhqZRgv890QyWthGrW8BRDK7jUVwrDJEMxhURx56/kQzaKVHegTYRDOvqkcKePZEM+WQRoMyMUQ0EANGV2ZkRDRz7kZtMiJENLvaRswAKkQ0zuBGP4zrRDT4AERtLYVENRoeRZUGxEQ1eKFFzsJ2RDWmdEU/TvdENdlIROovVUQ2JI9HDmeIRDZc+kcD5O1ENnIARXse7EQ228RHGsUeRDdqjkZAqXBEN6GqRS+wfUQ3249HiGpxRDgiV0eQA/tEOFACRhtQZ0Q45gxGix3/RDkgFUaHIktEOVRZRpf45EQ5rqhFqPlaRDodlkYtcD5EOl6eRkfFRUQ6k2NG5t7rRDrdMkZ/AI1EOyQbRqvlqkQ7W0hGOzkPRDuIKUbAczdEO7cTRq6ItkQ796hG21HERDwf6UeAuZtEPD/wRyA1IEQ8aC1GCk8yRDycskcDHTBEPKyLRafKrUQ9ISpG/M3iRD1e2UZTVatEPZr4Rr3YFUQ99HhG24NPRD45+0WDNTxEPmhyRHezzEQ+6pxGfQsQRD8N30WgdcpEP5mbRnuZkURABlpHR7MJREBfgUcEfGlEQOSqRzlkW0RBNMJHGbKXREFaDEX3mj5EQZnURXXc6kRBzvJGgRRKREHaD0VX1EhEQljRRwOPwERChjBGlGtcREKzdEcRHfZEQuQwRgjvP0RDHJ5G7sGuRENgT0bTNYhEQ4h7Rr1xSURD3r9GeUj2REQcm0YDXY5EREL6RJb4HkREnyFGPFRARETQVEXo+RBERQssRpAHFURFSxJHN4/IREW1c0daM7xEReYIRcicskRGLtFHoe8TREZvBkY0lOZERrLERoQkkURG1WRF0AVRREcjpkcE47ZER2poRy2pyURHp4JFRk3QREfoNEY1CFxESEKaR2t+NURIaPJGMPToREifREYx6JJESNlbRVGdqURJJW1F72zRRElXrUZCQXZESZ1uRaMuXERJ0yRGkzZZREoVeUasiUdESkIBRi8AY0RKhepHpGsjREquxEaQPW5ESu7HRpH1D0RLIppFpBfCREtNYUSXmb9ES6UcR6Wk40RL3tJG4tO5REwkQkeEB3dETGV8RxLzqURMlKdGQOwdREzYbURLT/FETQcaR0lGakRNQvJHVWrvRE2LQkarB5NETamMRfnKLkRN7u9GdHbXRE4f6UZwZWJETknmRrljPkRObABE1FH5RE7Cr0aIna1ETuVNRXXhnkRPPpdF4idxRE9sAERxguJET+xCRwaLK0RQKl1HSPfKRFBWU0a0P6NEULE2RgXjAERQ4kBGncV5RFEmikYJ8oNEUVONRknatERRpoBFd5iXRFHmWEXutCFEUh1+RtugeERSYfxGrXotRFKeqEYWEXpEUtj9RrNo/URTLd5GCSmLRFNnwEankDxEU5/+RyivtkRT2ABEn9EfRFQAzUVvm9REVHBhRt7/akRUrMVHKg+9RFTkKUXacmVEVTozRR8/60RVa8hGBdhbRFWRr0cAmOlEVeZbRrY51URWKJRGe/MSRFZxeEXpcahEVuGrRytgRERXYwNHpPhrRFe05UcefwJEV/t6RkfxkkRYftlHMYVrRFiqX0afdahEWQBERa28iURZKhlHAsTERFliWEctYhpEWXZjRjLYW0RZunZGcL0XRFni5UYhhqxEWhvuRjED7URaYMNGZysRRFqca0YvQn5EWwIVRkDhaURbKI1HFZD3RFteZUZSZwtEW6kyRwQ0L0RbzjxG4s9RRFwS4EYx7aJEXFhlRj/EdkRc9NVGS5+0RF08M0cN57tEXXUJRapOakRdo11F+emxRF5zCUbiHZ5EXrI8RVfKdkRfCcBEG7siRF9B/kYGGqhEX25bRpXTokRfksBHJZJbRF/tq0X27wdEYEpERVgktURgcYlGFxRoRGCBlkTu2tVEYKXfRaN0nURg0gNFUZIKRGFagEanFk1EYYHPRd1lMERh5thHLvRgRGIo1EcynidEYnGiR4a93ERiqo9GUXkhRGL3XkWadFFEYyAARFjNcERjcQBEe3gRRGP9XUbLfHdEZKKfRspy/kRkyHpEyzoQRGUIyEZoWTBEZTrJRg8QPURlZrVFlgb7RGWhC0aGHdhEZe5URyN5/URmMQNGTtjORGZ5ekcJkJ1EZpiIRidqMURm3Y9GNV9MRGc4W0WYiedEZ2tERVr+pERn9NJHTydbRGgmJ0cnU9ZEaHjiRwKxnkRovbVF/r7ARGkgREWLPrBEaUyARxIPi0RpjYpE/IHFRGm15UUX6LdEad8BRg/kfURqCdtGamIXRGoadEWkEoNEakjfRcqth0RqbgJGmd3XRGqb2kZPT69EatGwRkCk4ERrZ+pGyQclRGt6+kYDi+JEa6amRXyvukRr4+xFHRmpRGwbIkXEpAdEbGJERyBhU0Rs1SBGYRuXRG0crkcC8W9EbYI5RsGXC0Rtq51GcFccRG3T6Ub6bflEbg0FRcjsc0RuM7lERn9tRG52WUXVQPdEboRVRQQIj0Rur9JGSkalRG807Eb5ZHpEb4IZRs78P0RvwGpG46TxRG/r1USVQuhEcBm+RbnsGERwwR5GbrKsRHD0j0YCFNVEcWN9Rkq6akRxn1VGlZHPRHHvVkWUYVdEciruRsVRm0RylT5Gg3FRRHL1N0XzQBtEczddRqKRSkRzgIlGI9cfRHPbHUbLTOFEdBqgRndaqUR0YfxGhz4xRHSIAEQ8zKJEdLSARob1jUR02R5F/yjXRHUAAERosv5EdS97Rlqa00R1wt1GFxuCRHX4KkZZ15lEdhfZRSlqHER2r2tGE2fJRHcCN0UEgJNEdz9rRh0xZkR3Y1FGMgcjRHekqUarhi5Ed8kLRedvy0R3879Fu8IDRHgYgkWJH+tEeHkuRiMmTUR4p2xGozAsRHjPPkVooPVEeTD5RYXVfER5egZGCJnnRHm5OkYLHzFEejDsRvDkjUR6WwBGZcfBRHp8UkVKym5Eeq3iRkhOLkR7GoNGEySNRHs7A0XanN9Ee+5VRl8bOER8fCpGd15uRHzBg0cZyM5EfQ2tRIw9P0R9PWtGP0zCRH1zwkZLTq1EfaNXRa8zA0R978RGheM7RH4b/UXFXGREfkYGRqKK30R+r6NFeRxaRH7vGkb5NYVEfxYaRmIzW0R/QZ1HAp60RH+Fs0bQoC5Ef8PPRp52JkSAHW9GtgXdRIA4ZkSGa+REgHqBRtcPhUSAmVpEIp5rRIC4AERnDmNEgM6GRk9nUUSA5gRFg9CQRIEB3UZ6kWpEgR9oRZJSt0SBNgBEDR90RIFZIkXbBY5EgW2kRllu6kSBm2BG5HfVRIG5JEaWVk9EgdijRUJdBESB7itGefrCRIInskcJioBEgmWGRfwlzUSCgaZGD+WCRIKaw0YwHbZEgr0uRuFA/ESC0JRGwvDNRIMUfkYh3ChEgx7QRcLHwkSDMhxGRzqtRINypUcNm1tEg5M6RtsS8USDxABEBU0gRIPxSEaMtnREhDnfRfjxekSETlZGK6nURISX9kXURRFEhLWGRjcoZUSFFR1HC0TIRIU5bkWxDkZEhU6ARDVlJUSFhvNGuH+8RIXGWUbU0WZEhfhgRQQdTUSGVIBEs6ARRIawakYgz2VEhrzIRYMxdkSG40pFyOtBRIc0+ESmJqFEh1h2RV/xLkSHdG9FFUsRRIezdkcKf0dEh8ymRiKtakSIG4ZGgrqvRIiO8UQlt7hEiLqWRghz2kSI2oBEi4niRIj5ikWgrmhEiRkqRgn9Q0SJNtJGi70yRIlTcEYQAuxEiXp5RQBWyUSJmM5FXlfwRIm950Y8dCpEicwARIvvwESKM3xGf+UCRIrN9EXg+V9EivdzRYfzlkSLFmdF2sGURIsyuUZZ6+FEi1pnRZZIokSLkvRGebOdRIu2OkbbsEFEi9LMRgxwP0SME5ZGonTmRIwqlUXC2otEjFqeRnm18kSMqmZEoxZARI00+kbFSfJEjWK0RJ95i0SNuTZGLD5CRI3QmkY77l9EjneURRi/80SOl4dFlC7WRI6xVkVef2JEjw6FRkmEHESPKwtGIfbuRI9BhkWQ6stEj1McRg1USESPaDpFEE7jRI/EGkYAem1EkBGkRhhNrkSQOeFGJYYCRJBOrEWL7bpEkF/zRjUhKUSQ2x5FfmDBRJDzjEWYrs9EkQ5YRjOudUSROSREfw0aRJFSg0WhgWxEkZyaRetev0SRtRZFWBJeRJJ9IEXa8mhEkptTRbePH0SSugVFkFhbRJM73kZqc9BEk1opRhnTf0ST1npFCa3DRJP6VkaFpwZElA/mRaj/Z0SUMT5FpyZ6RJSbPkYLGsdElNlhRhvyH0SU/opGEw4wRJU11UUwnrxElWBkRSFHu0SVc+RGsJ7uRJWyq0XJ66FEld0oRiiKxESWIRtFpyhCRJZAcUY4EKhElmUGRaEq3USWjk1GOPSTRJbUqkUhrx1ElxqoReyUX0SXXJhFoW42RJfHwUZJ2T9El/4ARAe3vUSYJVZFySrxRJhFR0VSZDdEmKTaRclQU0SY9ylGSPSBRJkcHUWu1/dEmTa4RVyFQUSZX7dFwKQ8RJomUUTMqxlEmjmGRjYsq0SafTtFlfB/RJsTc0W1P5pEmybhRlhc4kScUqxGd4fZRJyZOkaUlDpEnSLBReaQVESdYTpGECVoRJ2eSEWsLLJEnbdNRcYpg0Sd4i9GimvORJ6ArkXeEftEnspuRpODTUSfMRJF6bLyRJ++m0XbNhREn9baRf+/gUSgBoJGkepeRKAWAEWIKuREoKTDRD2uxUSgwJ5F3CNARKD8b0UatmJEoSKQRT+1FEShOUtGTFNLRKFK10YPIolEoWTcRfb6cUShswlFtWkzRKHUkkVAKcNEoi2sRaCAFUSiQsZF/bBURKKHHEQqYF9EosTrRahpiUSj4SpFlRRCRKQCZUT65yFEpGd5Rd8kOkSkpCRFMmkeRKS5C0UsenhEpQJARbnJ8kSlRphGBZMlRKWeAEQRQIBEpbyIRgbV9kSl4J5G8mKJRKYjVUYWhGBEpnawReV51ESnDShFMoNhRKcf5UUv2fVEp5yrRaX4k0SnsQtFtYlcRKfakEUfoydEqCdnRgw40ESoWzBGLuvsRKiCZUVT/sBEqMxLRmw9LkSp5KJFrZfhRKrEaUV5WidEqy59RX4b8kSroABETGo7RKvIm0XBX6JErAijRYqX3kSspTNE1WWpRKzYfESUJSJErSVRRbXxPUSturJGaKTxRK6cpUYxZilErr1yRhhuoUSu+ntFkd1FRK9Aa0WEhpREr2TxRo/iHkSvwCNFn9VURK/E7kRJOMpEsGhZRQ0AkUSyIH9GCThaRLKqXEUnnA1EssWVRTnoFUSzHG5Fp9ufRLPCskRXt5NEtOEaRZEgD0S2HgBFmUGJRLj8sUXaM/NEugjGRUtrg0S7jD5F00tzRLv3skY7CJhEvA2eRcoZR0S+JptEyUAoRL5g2EQyxmBEwFAARCeqDETBY8xFmwzCRMMBPEUlqe9ExMc5RUD9ukTE4nhGEfFGRMY9HkYLcn5Ex8k6RWnM70TKKSVEn2k2RMq2xEbmvmhE0KR7RgwluUTUS7JFYDSRRNUAcESVOwhE2YxaRLMN7kTdP4FGXEnzROADMkWGtuZE4QYVRi6j7kTjHgBEFwsTROZEbkVz0qRE6hKxRcNHQ0TqpMpFve6HRO+wmUYCiRFFASe2RfcIQQ==</peaks>
    </scan>
    <scan num="1442"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="77"
          polarity="+"
          retentionTime="PT2022.62S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">810.121032714844</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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