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          polarity="+"
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</peaks>
    </scan>
    <scan num="248"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="35"
          polarity="+"
          retentionTime="PT366.367S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">430.496063232422</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="260"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="20"
          polarity="+"
          retentionTime="PT383.982S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">816.876831054688</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="26"
          polarity="+"
          retentionTime="PT392.779S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">743.415832519531</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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</peaks>
    </scan>
    <scan num="302"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="35"
          polarity="+"
          retentionTime="PT445.316S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">678.895568847656</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="434"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="216"
          polarity="+"
          retentionTime="PT637.377S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">710.006774902344</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="482"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="611"
          polarity="+"
          retentionTime="PT706.692S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="464"
          polarity="+"
          retentionTime="PT723.718S"
          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="522"
          polarity="+"
          retentionTime="PT732.221S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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    </scan>
    <scan num="502"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="580"
          polarity="+"
          retentionTime="PT734.941S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">840.076110839844</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          polarity="+"
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          msInstrumentID="1">
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          polarity="+"
          retentionTime="PT749.601S"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="595"
          polarity="+"
          retentionTime="PT751.248S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">1057.185302734375</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          centroided="1"
          msLevel="2"
          peaksCount="496"
          polarity="+"
          retentionTime="PT752.617S"
          msInstrumentID="1">
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          polarity="+"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="572"
          polarity="+"
          retentionTime="PT783.442S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          polarity="+"
          retentionTime="PT784.782S"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="566"
          polarity="+"
          retentionTime="PT787.447S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">780.769592285156</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          polarity="+"
          retentionTime="PT801.919S"
          msInstrumentID="1">
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          polarity="+"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="593"
          polarity="+"
          retentionTime="PT804.662S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="554"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="548"
          polarity="+"
          retentionTime="PT808.115S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">643.767639160156</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          polarity="+"
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    </scan>
    <scan num="556"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="464"
          polarity="+"
          retentionTime="PT810.71S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">748.547729492188</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
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          polarity="+"
          retentionTime="PT823.007S"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="615"
          polarity="+"
          retentionTime="PT825.22S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">636.679626464844</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          polarity="+"
          retentionTime="PT836.459S"
          msInstrumentID="1">
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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="317"
          polarity="+"
          retentionTime="PT858.308S"
          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="596"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="374"
          polarity="+"
          retentionTime="PT863.646S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">674.215637207031</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="659"
          polarity="+"
          retentionTime="PT867.791S"
          msInstrumentID="1">
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             compressedLen="0"
             precision="32"
             byteOrder="network"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="461"
          polarity="+"
          retentionTime="PT868.838S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="366"
          polarity="+"
          retentionTime="PT922.716S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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          centroided="1"
          msLevel="2"
          peaksCount="438"
          polarity="+"
          retentionTime="PT941.761S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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          peaksCount="368"
          polarity="+"
          retentionTime="PT969.124S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
          retentionTime="PT989.095S"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="511"
          polarity="+"
          retentionTime="PT1029.38S"
          msInstrumentID="1">
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             compressedLen="0"
             precision="32"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="444"
          polarity="+"
          retentionTime="PT1038.07S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">952.011535644531</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          msLevel="2"
          peaksCount="464"
          polarity="+"
          retentionTime="PT1046.5S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
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          msInstrumentID="1">
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             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1158"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="92"
          polarity="+"
          retentionTime="PT1612.44S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">616.810241699219</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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</peaks>
    </scan>
    <scan num="1260"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="97"
          polarity="+"
          retentionTime="PT1759.71S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">928.273254394531</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1338"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="110"
          polarity="+"
          retentionTime="PT1874.85S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">723.852478027344</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="119"
          polarity="+"
          retentionTime="PT1901.48S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.227569580078</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1446"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="87"
          polarity="+"
          retentionTime="PT2036.07S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.485443115234</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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KsRUQpWOhFvoVvRCmO9EWMDi5EKeEoRsS+MkQqG65GgxagRCpkskXDWq1EKrq8RftFhEQrHZBGM86CRCtKzUUnKShEK6bzRakZu0QsXLJFFI5cRCy8WEVQYQpELPSqRlriokQtSONF+DuQRC13SkKjWPFELdi+Ro6ZrUQuC5dGaUReRC4+V0WjOKxELk3KRQ6N90QukIxFyDwdRC7DKEYlwGRELw+uRka2o0QvHdRFlJvmRC9FqkTZiW1EL3mWRUTDlUQvplRGHgvkRC/M/EUM4QJEMB0GRpppNkQwS89FEnEIRDCBIkXN0u9EMMSyRkBJA0QxBjJGKMeARDEz0kZQJa1EMYlwRn1ZKEQxmS1EwN6tRDHlo0XHi9hEMg43RoUzs0QyZbBFq198RDKrCkWJRq1EMtafRjqPbkQzKQBEm882RDOPcEVNrthEM681RO6zK0Qz1JFFO4fiRDQcyEXFO5VENEYwRRLPEUQ0dgxGBW5vRDTDGEZ8O8NENP6vRS5hg0Q1SN9F0/XBRDWFskWJ+OlENcnyRhLWb0Q2D2JEgQo1RDZdrEWx+ElENwO1RaJlf0Q3NL5FgfSERDd7fkZp7nREN7FfRgbb0UQ3/rRGNROSRDhlsUOjCzREONUhRT6G90Q5E15Fbs0rRDk000XVXANEOXyZRhq1H0Q5z21GqkhjRDovb0XWjGhEOlODRQTuh0Q6nAJGCzN1RDrBh0X6bpVEOt9/RY7CJUQ7L5xEtgNIRDuJZ0aXthJEO6jFRlqs+0Q78mVFu010RDxJAkX9JDdEPLDrRgpJGkQ80YNFCLYtRD0FlEXTPwBEPV+tRvcWzkQ9jixGEu+HRD3Ya0Y+jqpEPgpKRk/nhUQ+JmdFzm+hRD5EAEQ+t4xEPqQ0RpVQ00Q+37dE98DyRD8LxUXaNQxEP0kTRQYCG0Q/lJhG1v/wRD/ElUWh0tVEQDGhRiO5HURAhTZFoo/PREC7hkVjw5pEQQTVRCSfLURBTERGRBlYREGuOkYQMuJEQgmhRhFd6ERCOadGUSAKREKs/UX2tOlEQwojRkuo0URDWjxGFclNREOUlUaa9MZEQ86fRndn0kREBr5GFFseRERE70VZhFdERH1NRVQ8M0REpupFtNZyRETyc0UuADBERQdWRNQY8ERFNchGjmKpREVd0UYF4qhERY3bRrychkRFxCNGv25vREXyn0ZD3tdERiO2Rq4DdERGMkdFcvZYREZ6PkZrkChERo6XRcWriERGzbZGYe66REb1ekXYkqZERy21RiT+OERHtpRF4NmjREfqREY2CwxESDIbRgI9MkRIe+pFWAHQREi3n0aF9fVESQpuRod+60RJOb5FwSs3REleeUV0Sz5ESZlMRYaXE0RJviJGCWkoREnisEXe+xVESh++Rh5XjERKeQVGkgApRErpskVPoOJES3bMReMHMURL47ZGfB5AREwJLkUvG7NETGYWRKfKqkRMzLxEjQWLREzxcEW+c3pETS8BRoulMERNOJtFIwXmRE1hI0YG11VETYXURaU46kRN5EFGDq2zRE4sGUZjLKFETlreRcn+9URO449FiVnCRE8jHEXpNLtET1p4RcpjwERPmKBGBFVGRE/KaEUTsjBET/dcRVXxoURQP69GEUnwRFCAm0YJnmVEULn0RUgr40RQ3MZFW0tTRFEBoka+jPZEUS4bRdxfSURRXKBEJaNjRFGBSUTs9jVEUcJaRgWlOkRR+PVGAIGORFIvAEVJLGxEUl+XRlIsvERSm+lFikzLRFKoJkUKuodEUtLrRUMImERTYTNEVEyYRFOS9kUuC4NEVBFaRhd/lURUTZdFql5TRFRVzkRp9tZEVJ4lRDB3z0RU70NGJuk4RFUiq0UBSzVEVX7YRkuH80RV1q1FJZKURFYnqkWwonZEVlsfRiMLBURWgNRGFuuVRFazykY178REVvNjRmZeUkRXWxxFFffLRFeE40YLdypEV7yBRgw/30RYH9lF15HYRFhLXkZmDThEWJngRl1Jb0RY6uxGt6OSRFk4wUXNaKtEWX6jRnnPnURZyk9GDcaxRFoc3EW0CYREWjcnRIoopkRaX+1GCD7QRFqIAER8pJJEWs6ERcZJGURa7hZE25vnRFsCNkSY6ExEW1LfRRNPfkRbjrBE1PYRRFvFXUS/LnNEW/PdREUdmERcQplFqbYbRFx4A0ZaqUtEXKvpRSu1cURcznNFsXKDRF0f50YupkVEXS/bRULdvkRdXTxF8j/uRF2KaUVhoixEXbUbRczdcERd7hdGCDpBRF4hyUY3mLREXm0ZRV6kx0Re4HVF0DlHRF8tLkYy1RxEX2RhRiSWLERfk9pGBd+URGAJXEU/TTtEYDf5RhfptURghJVF5o+6RGC3lEY1t49EYNxqRX/fSURhJa9GnP3CRGGABkaOLV1EYdc2Roc+DERiAeNEpAsYRGJayEW0+AhEYptrRZs1tURi3YRGB37eRGNXiUYh3JZEY3qQRh9ku0RjxMRFDgBnRGQg4kYeiLBEZFRGRjee90RkoblGUzVqRGUksEWJbUxEZZqeRk2CTURlyY1FrWrVRGYMzUaTCSBEZmXrRVMigURml5hFl1VXRGbA9EZBaq5EZvR4RWyCMURnLWRFXfO8RGdkbENwD01EZ8ttRbtD5URoFCFFXg+HRGg/mEZArIBEaKBFRkwhY0Roy1VF46/NRGky9kVHaxVEaYbKRlS3Q0RqISJGHAG+RGqA/UW/WVlEaqpKRXRPEURrO1RGK+wDRGt29UM98plEa6RrRCfS00Rr91xGD0sCRGwdH0SsDY9EbFYsRYNKIERsqulFkS4wRGz/XEYnyiVEbVS4RkII8kRtb9JFNBg6RG3OIEYDIw9EbewARRWIcURuFhtF157WRG42UkUx4o9Ebl8/RKmS7kRuvYxEmTMwRG83GkTUGNJEb4AAQ0/PsURvxk5FPY2jRG/zlkU6iZNEcCoMRhlEZkRwfTZGJVO1RHDUeUYkPD5EcROvRcbOkERxL8hE9PkWRHF1GEWn1xhEcb3URemjsERyV9JFlKShRHK+20YZy1hEcvdFRTfP2ERzRPFGDDU6RHOwIkZQw4REc/U+RU2QKUR0V4ZGLOGwRHSFxkYkzx1EdNR1RUjQZUR1PIZEOcBoRHV5R0T5vd5EdbMLRSzbsER2CGNFWGyvRHZxIkV9235EdrEvREA1C0R3RQNGDZO4RHgBLEYAQ2BEeC0NRMS+VER4YtlFyH01RHjfE0Y16htEeUeLRaZ/8kR5sb9GLqxfRHoFo0YZEX5EeqFfRO/RU0R69IZFEARrRHsXukT/XvNEezqHRYJnGUR7eZpFFjOlRHvxhkXVZ0dEfEVpRU99MUR8ys9FCE3wRHzy4ERR5GpEfSpTRM6NKUR9N4RDlAkuRH2NYUXLsEpEfdU+RiJ3BkR+CCtFzlBYRH4whEVt1HFEfoN4RX6yTUR/A7VFjwj6RH++WkNLfztEgCgoRbWXmUSAN5VFZO80RIBR0UV3IZlEgHiQRKohA0SAlgJFh8mRRIC89EcG69BEgP4kRU6540SBFaxEqsGoRIEqMkYKgkBEgUD8Rgh+C0SBaGBEpgZnRIGuMkXcHB9EgcjRRQuH1USB5eVFXPnDRIH20UWrkQdEgg8wRba8o0SCI5hFppSmRIKimUW2xMNEgxIrRMOZG0SDRRZFx5/RRINX6ERn+QZEg30gRNY4K0SDkylELQPERIOxFkPcp0JEg/dkRjobiESEEVZDjhSbRIQg1kQRlJlEhGB8RW66ZUSEolFFszhIRITW+EY1DadEhUbyRa/DMESFWSVFbzVkRIVpYEVdenNEhYk6RN87JESFvABDWHVNRIX3bkUEZGZEhlizRPqKhkSGcdBGI9AwRIafKkXLul9EhxTQRqU9N0SHdKxE7AtqRIe8XEUJPRdEiAwERGyvJkSIH49EuZ6iRIg9CEYNX+1EiFQARCyi3kSIwO5F7zNaRIjYAEREZgBEiUNDRQts+0SJdwxEwcMdRImaZkSJqExEicYAQ0fubkSKW65FGCl/RIp/NUWqsNtEit62RPqiiUSLM1NFGlbMRIt5MkSGhppEi+umRhO7Z0SMVmVF55pkRIyVOkVhhylEjNEHRYGdbESNAWBGBP/DRI1NJkW3IN5EjWrURe7rGUSNggBD+YFkRI2VqkUTa3tEjbXiRXPIAESN/XxFpnI8RI5CyEZOyKVEjqWLRb77kESO17FE3FqaRI8QdkW+43hEjyg7RTQG/kSPZvpECyLbRI+8mkRM9HZEj9GERUjHyUSP/0RFPVB0RJBGakR/TNJEkF60RYNHLUSQfpRFu1z2RJCMtUWCIAdEkRceRYmanUSRJgBEi7PIRJE9RkRgkUNEkYtkRfT6+USRpC9EMQIyRJG9C0Ocyp1EkdB4ROjLV0SSuJxFbydMRJMYwEUNfJBEkzSgRGoGVESTUxxDwmykRJN0okV6FLJEk56+Q7bSj0SUPopFjqDXRJRlBEWzKeJElJQZRE6yjkSU4MpFhouGRJVtsEWWfSJEleUWRUSB+ESWDYRE4VwKRJYnMEWy4UREllCARbTwPUSWZQlGFT1uRJaRC0OkW9JEl3LMRUdbE0SX0R5DtA4rRJgBnEUDFdJEmE1ORNCG10SYgKZFmVkBRJid2EUz8SREmTyeRe12QkSZUVVFZp7aRJmoIEY5wshEmghrRLjpAUSa2RtFp3DQRJvq3EXZEyFEnDW6RFhSR0Sc8pZFj7/DRJ55IUSYXepEn3MQRDA5n0ShHFVEXXzERKFRlkU7ttREoWoGQ9F0f0SjOp9FeKMpRKQVj0UJ/6ZEpapmRS9jh0Sm8K1EvwHARKeH/kWg5wtEqAiiRSpAuESo8NNEJrgiRKm7NkPh0UVEqgE5RWOmm0Sqbq5E7L3zRKtyekT7cRhErA+ARTTaDESt8LZE/BYtRLYtakWpHvBEuDN1RLR/3US6iI5FiuAyRLtvKkUAJydEvAFzREpCI0S8EhBFAKGqRL4cZETSBTFEvxptRJA36ETBYqdEL7fYRMI0AENrPUtExJ9uRXtUb0TI7dlEreSxRMnTFkToa3NEy5meRSRWEkTV8H1FPvY+ROrWxkSTro1E9CMzRSnfTUUOVE9FcThk</peaks>
    </scan>
    <scan num="1644"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="85"
          polarity="+"
          retentionTime="PT2323.06S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">511.466735839844</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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