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    </scan>
    <scan num="488"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="439"
          polarity="+"
          retentionTime="PT715.586S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">698.741271972656</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="456"
          polarity="+"
          retentionTime="PT724.198S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">695.208984375</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
          retentionTime="PT736.965S"
          msInstrumentID="1">
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    </scan>
    <scan num="506"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="625"
          polarity="+"
          retentionTime="PT741.507S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">836.464782714844</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          centroided="1"
          msLevel="2"
          peaksCount="461"
          polarity="+"
          retentionTime="PT742.877S"
          msInstrumentID="1">
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             compressedLen="0"
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          polarity="+"
          retentionTime="PT752.752S"
          msInstrumentID="1">
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="614"
          polarity="+"
          retentionTime="PT768.985S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">767.426635742188</precursorMz>
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             compressedLen="0"
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             byteOrder="network"
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          polarity="+"
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          msInstrumentID="1">
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          centroided="1"
          msLevel="2"
          peaksCount="477"
          polarity="+"
          retentionTime="PT776.008S"
          msInstrumentID="1">
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             compressedLen="0"
             precision="32"
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          polarity="+"
          retentionTime="PT777.194S"
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          centroided="1"
          msLevel="2"
          peaksCount="661"
          polarity="+"
          retentionTime="PT778.485S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">767.043212890625</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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    </scan>
    <scan num="533"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="549"
          polarity="+"
          retentionTime="PT779.822S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">777.114685058594</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="443"
          polarity="+"
          retentionTime="PT789.994S"
          msInstrumentID="1">
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             compressedLen="0"
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          polarity="+"
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    </scan>
    <scan num="542"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="417"
          polarity="+"
          retentionTime="PT792.85S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">625.7587890625</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          peaksCount="622"
          polarity="+"
          retentionTime="PT798.016S"
          msInstrumentID="1">
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          polarity="+"
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          peaksCount="624"
          polarity="+"
          retentionTime="PT803.592S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          polarity="+"
          retentionTime="PT804.961S"
          msInstrumentID="1">
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          centroided="1"
          msLevel="2"
          peaksCount="450"
          polarity="+"
          retentionTime="PT806.333S"
          msInstrumentID="1">
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          peaksCount="458"
          polarity="+"
          retentionTime="PT810.698S"
          msInstrumentID="1">
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             compressedLen="0"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="629"
          polarity="+"
          retentionTime="PT812.186S"
          msInstrumentID="1">
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             byteOrder="network"
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          polarity="+"
          retentionTime="PT813.186S"
          msInstrumentID="1">
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          centroided="1"
          msLevel="2"
          peaksCount="379"
          polarity="+"
          retentionTime="PT814.274S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
          retentionTime="PT818.628S"
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    </scan>
    <scan num="561"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="497"
          polarity="+"
          retentionTime="PT819.969S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">777.219848632813</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          polarity="+"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="548"
          polarity="+"
          retentionTime="PT823.628S"
          msInstrumentID="1">
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      <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="569"
          polarity="+"
          retentionTime="PT830.163S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">643.554748535156</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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    </scan>
    <scan num="570"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="626"
          polarity="+"
          retentionTime="PT833.799S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">908.239562988281</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          polarity="+"
          retentionTime="PT844.639S"
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          polarity="+"
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          centroided="1"
          msLevel="2"
          peaksCount="597"
          polarity="+"
          retentionTime="PT849.484S"
          msInstrumentID="1">
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          polarity="+"
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          polarity="+"
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    </scan>
    <scan num="590"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="406"
          polarity="+"
          retentionTime="PT859.687S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">674.49853515625</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
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          polarity="+"
          retentionTime="PT916.028S"
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          polarity="+"
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          msInstrumentID="1">
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          polarity="+"
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          polarity="+"
          retentionTime="PT939.331S"
          msInstrumentID="1">
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          polarity="+"
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    </scan>
    <scan num="663"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="431"
          polarity="+"
          retentionTime="PT945.312S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">716.553894042969</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          centroided="1"
          msLevel="2"
          peaksCount="739"
          polarity="+"
          retentionTime="PT956.633S"
          msInstrumentID="1">
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             byteOrder="network"
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          polarity="+"
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    </scan>
    <scan num="684"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="386"
          polarity="+"
          retentionTime="PT971.587S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">984.668029785156</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
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          msInstrumentID="1">
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    </scan>
    <scan num="692"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="539"
          polarity="+"
          retentionTime="PT982.143S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">740.903564453125</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          polarity="+"
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    </scan>
    <scan num="719"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="509"
          polarity="+"
          retentionTime="PT1016.36S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">963.945190429688</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          msLevel="2"
          peaksCount="727"
          polarity="+"
          retentionTime="PT1023.14S"
          msInstrumentID="1">
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    </scan>
    <scan num="725"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="402"
          polarity="+"
          retentionTime="PT1024.49S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">636.484313964844</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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             byteOrder="network"
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    </scan>
    <scan num="734"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="382"
          polarity="+"
          retentionTime="PT1037.17S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">635.437683105469</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="495"
          polarity="+"
          retentionTime="PT1069.62S"
          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="559"
          polarity="+"
          retentionTime="PT1073.51S"
          msInstrumentID="1">
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      <peaks compressionType="none"
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          polarity="+"
          retentionTime="PT1205.81S"
          msInstrumentID="1">
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="272"
          polarity="+"
          retentionTime="PT1347.67S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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          centroided="1"
          msLevel="2"
          peaksCount="266"
          polarity="+"
          retentionTime="PT1356.24S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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</peaks>
    </scan>
    <scan num="1037"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="216"
          polarity="+"
          retentionTime="PT1442.16S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">701.564514160156</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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    </scan>
    <scan num="1133"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="159"
          polarity="+"
          retentionTime="PT1579.4S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">702.661376953125</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          centroided="1"
          msLevel="2"
          peaksCount="125"
          polarity="+"
          retentionTime="PT1657.46S"
          msInstrumentID="1">
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    </scan>
    <scan num="1253"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="158"
          polarity="+"
          retentionTime="PT1753.03S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">582.870056152344</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1313"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="137"
          polarity="+"
          retentionTime="PT1839.49S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.189208984375</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
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             byteOrder="network"
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contentType="m/z-int">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    </scan>
    <scan num="1331"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="161"
          polarity="+"
          retentionTime="PT1865.82S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">679.089477539063</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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9HVyFoRMLgskZmMXNEykN1RajnaETMiXNGXk/oRNFp1Ebjq2dE1UZvRb6wX0TagoZGGaxAROCdOkaqPdk=</peaks>
    </scan>
    <scan num="1337"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="139"
          polarity="+"
          retentionTime="PT1874.79S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.065521240234</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">Q0hJC0S/sulDSSGXRWMurENKQy9GpTe2Q00/CUY2M8RDT0oPR02C9UNRSONGoOfDQ1MZUkZcrr9DVmaFRNuBT0NXJJpFlkQvQ1kzfUWdPP1DWywhRjscoENcAO1GD7ZMQ12HBkcJAHNDXw5aRpFetkNhWSFFsUtnQ2IkG0SPnJZDY1OYRVEatUNkUqJG8ckcQ2UimEaywTNDZzhBRoJYKENpQshGhHcNQ2s1YEcPI6FDbSNTRgVXO0NvY4RG3fWsQ3FIMEUtdSJDdHkARiscgEN3PHZHb2wXQ3khukeUYVBDfSFMRrquQ0N+945FEPdpQ4AWuEUtfGNDgJveRtYjAUOBJBFG3EX4Q4Gk5UaQQ5BDgyUfRfx8bkODsJtGPp7WQ4SkPkgX5CFDhab0RjqeVEOGppZG8bQNQ4cWR0XiGLFDh5JSRrnegEOIcJBGlzLaQ4mtX0dGxbpDiyqoRg7dfUOLlrpGRhqBQ4wVykcwxJ5DjScHR4INSEONozlH3cCKQ44mGkTahgNDjp44RuKexkOPQshGjSUuQ4/k/EYcDd9DkJm6RopKI0ORiulGsTn8Q5KT6UbOnidDk6hwRqVKd0OUKcpGQr3tQ5SrIEYouHdDlST6RZTd7EOVnBZGzC6pQ5aqLkcOqCFDl0nxRzoM60OYolVEv1p4Q5kCKkaSXk9DmiS2RiMiTEObpy1HJt5UQ5whvUTOpB9DnKEYR8K4EkOdJGNGcFFfQ52loEbLFWJDnmAARI3QpUOftKZGVgyHQ6AI4UYizMZDoEuuRczlJUOgsABGac5TQ6EfdEZy7HRDoXlERqcXqEOiAcpFwPX0Q6KezkYNEb1Do0GGRdc9JkOjpBRFDpW5Q6SUkkSpgTlDpSKORv0AZUOlpKJH13uqQ6YtCkYIFPJDppQQRsqG9UOnkhxFkW2WQ6hFDEYizVRDqLcoRoOOHkOpLgZID/zbQ6mjHEh/QgVDqmDkR9jiukOq4VtGhjP4Q6s3DUZ3aglDrBcBRuRFQ0OtI0BHIb5CQ64jz0YmeAxDro3URoosWEOvHt5HCbeFQ6+XGEY1JZpDr6lkRO1G5kOwrCJGqoNTQ7EoDEcgOsJDsYtcRvs3FEOyVC5G+9xNQ7KsQkfSkVNDsytmRuwrREOzlpdGy+boQ7PdPkafW05DtGvBRw4fSEO1JGVHHs+8Q7W1W0VVoIJDticbRlHadUO2vEZGCzYwQ7exmkeB72FDuDdjRYkuYkO4tHxIJLosQ7ml5kdzI+BDucP6RmIktEO6DRZGP9qYQ7sN7kcN159DvAQORpFEuUO8ObxGinmnQ7ySJkcH2FJDvTAKRepXkEO9pO9GxdxLQ74uAEcBTzxDvqxwRRk+1kO/C1JGrEn4Q7+znEe6wpxDwCfdRt5vaEPAmYJF3M63Q8EeZkZlADNDwZUYRkUTv0PB9HtGHGcnQ8Ok0EYV7cpDxF4FRyvRhEPEvN5Fj1RJQ8UyDkXQ+2xDxbDaRuDWR0PGbX5H/IxSQ8avEEgk8HFDxzqgRfsRAkPHo55HF1OsQ8glh0cnktVDyKMYRu3tUEPJHhZHBMk3Q8msUEYEZvZDyhi8Rl9lNEPKjMRHd9oDQ8tAeka1clFDy7UyRo0tEUPMqu1GDgqDQ80h7EYzr2xDzbgkRYcLW0POJfBHADFtQ86inUeE5ihDzwxqRqkq40PPod5HhrxwQ9AukkfoUUpD0NpSRvglfkPRoM1HTqn7Q9ImlEeHDFlD0r4JRx9arEPTLnRF9jnpQ9PNzEXmtLJD1DeER2ymJkPUqjdGgQ79Q9UPgEaXE2FD1TJXRc5bb0PWOm5F8bsiQ9afsEcFL9ZD1yo4RhgxC0PXntBGzF4AQ9gPiUaXm09D2Jd4RmX0XUPY+H5GTl9/Q9m+pkW/brdD2g+VRoT4TEPaS4BEyYixQ9rhfka9xNVD2z/uRikTRUPbl6RGOLufQ9yyA0cicYhD3S3KRh9QBkPdrRZHTKRfQ95kaEcW9a9D3s70RwtTSUPfJUxGg1EdQ9+tcEZUEF9D4D0/Re2ocEPgnrpFzdfYQ+ESMEeABKVD4aTWSElNokPiK9RHJb5jQ+KuVkg4OvpD4zXYR5+M+EPjo4pHCCHkQ+Sc3kba/ZND5Z6JRsiV1EPmFXRGF3RqQ+ZnSkZ6jctD5rOtRwGH90PnK95GzwjxQ+dvXkd0smFD57rIRu1iPkPoEilHDKTiQ+i+N0aFoXtD6WLXRucBL0PpyQRHMNOdQ+oqa0XfULJD6rqjRwG23kPrQe9GirZHQ+ul1EeZoz1D7CpTRoJqRkPsoQFHCxQ0Q+0NDEVybD5D7hRhRlQXIUPvAbBGjaZxQ++tJUawm8xD79GJRcUSlUPwKflGQOSfQ/DFeEdDp05D8TncRziJAUPxoOBGpZNqQ/JSGUaF7XtD86hsR5QN5EPz8ABF/1a9Q/Q860TmZOFD9KqpRqXISEP1LixGg4HHQ/XCFkagPh1D9iTaReD/cUP2oqlGm3aUQ/c1SEUSMZZD97J7R0oQR0P4Fe9F12BOQ/h7pUac3tJD+NMWRrk9lEP5L1tG7X+AQ/nH00ZABApD+ixPRhy3NUP7uK9Gz7RNQ/we5EaqCiVD/JywR1SWvEP80+5GgI5CQ/0zakYLvDdD/cHLRgV0F0P+TRFF0GwuQ/7V20Y1DQVD/9lLRqBj6UQAGvBHaNduRACGdkbVxchEANGKR4YMikQBF5FGbYwBRAFbE0cfseFEAdFWRr+OwUQCHwpGUjwYRAJUJUaX4EtEAozCRx4isUQC18pHIlo1RALoPUYKP2xEAxe0Rw1Db0QDUmRFAW9fRAOcNkYGo7pEBB1+R7C4vEQETL5GSmsiRASaZEbb34hEBO6JR/MMo0QFHMRHIDCNRAVupEeD2Z1EBdXFRoSv20QGFlRHD6M1RAZtqkb6GqpEBoXtRjIy5EQGmnBF5lnyRAbTYkb0QT1EBxopR3jQpkQHTbhFnIquRAeWzkWbyBREB9fuRj6X8UQH8WBF1MGJRAg/60ZKQFdECNxoR3O+yUQI8t5GSpxwRAkVFEdy4KdECWoTR2qhkkQJ21BGn7JrRAoYw0a2G/9ECnOAR1mAhUQKmc5HDuryRArWAEZ/3ulECvpqRgNDs0QLJu1Hdf47RAtlNkbGTH9EC7XmRz5KPEQL8IpHemEjRAwgVEYWTANEDFywRzQE9EQMlOJGJNzvRAzTpEXln1tEDRASRsTCIkQNX15Hx9zKRA2aREegsjlEDd0mR5ethUQOIkpG2SgxRA5iY0YOj79EDqj+RwujJEQO40RG+LdJRA8lTEVDZrxED1gARptQGEQPnMxFdjVaRA/klEe2/WtEECGgSEM4SUQQZAJH0AkjRBCiuEcELLZEENvqRp2DrkQRV+ZHtnvpRBGIkkZA/Q9EEeIVR6+9P0QSHW9HAOQ8RBKS20cXFPFEEsAARKh8+UQTZhtHQSMhRBPnfkdyKExEFCMURrqBYEQUYmpHBCK/RBSjIEe7r9lEFN7qSDViAkQVG9ZHlrbsRBUxDUadSEdEFXkCRukuVkQVpWVGoaZQRBXXokcX2klEFiGSRzk3dEQWX+9HyfHpRBbdxkiMxRtEFx32RxxANkQXaTRFsa8wRBelikbdd0tEF+PURtNxKkQYMipHGvhrRBhp6kdKv1REGJtAR2aBrUQY5fpGB16JRBkZZEbbZmpEGZK0RrstM0QZ3IBGQVi7RBoh6EZvn61EGmB9Ryz82UQamo5HTD/LRBrqPkdfAydEGxxOR5QrCkQbZWZH/kQKRBubHEcKs2BEG9p+RzP/OkQcGGRGGTYFRBxlVEbyzZlEHJ5yR0ZojEQc2alG27B8RB0PBUdZVYNEHR8ARrNCHkQdZ2pGxRAqRB3PCkcCV2lEHevVRi9raUQeKqJHZnB4RB6h3EZUGHBEHs9KRxcUIUQfCRhG5+P/RB9uhkeRSTVEH6T+R4IO+UQgGshGZg7kRCBehUdmy/NEIK1ARedB10QhJjlHFmeBRCFjSEdYAMFEIdV0RynUNkQiMqBHcLssRCJlSka8W+xEIp+kRk0s7UQi7DhHt8W7RCMkOEdT8stEI17CRw7kF0QjgFtGtYOiRCO7PkYzaptEI+WMRs0DgUQkIjJGei46RCR1ZkcVF3JEJKhqRr9iyEQksUxFgFa0RCTa/UcVZPJEJSRWRpqW2EQlS0hGDtuMRCWhFkeeSMFEJeJwRz8bbEQmHBhHsuTqRCZljEcQoI9EJqFgRltHaUQnEatHHS5PRCfg00eBAKBEKCtoRwIDbkQoWABEXwSRRCiGm0cwZoBEKLBoRb57CUQo3jJHUR91RCkzC0a5HspEKWNaR2HmREQpnN5HE4/bRCnihUdutydEKfqARoXz60QqI2RGJqaURCpi40cGyTdEKqG5RMbYkkQqzB5GQGdORCsWXEeyE39EK2LaR1FCdkQrn/FGIzctRCvgyEebNj9ELCOyR5e0dEQsXfhHoXzERCyqlUchnElELOCGR6pwKkQtJnVG9YqKRC1RQUcFsq5ELXEQRwHED0QtpK5G54VARC3m8kcjcINELi5JRotrDkQuYqdHd2WdRC6o8Ebj1j9ELte6RrKBn0Qu4XJFi76/RC8fUkeXBRlEL1tYRtURx0QvnxhHPubXRC/2kEcGMFVEMCWqRuLNmkQwW7pFFAmnRDCvQkXuj91EMORtR38AEEQxJwRHfZX1RDFfLkcKi0BEMZZbRpPV7kQx4mJHWDf3RDJbpEcbjptEMqWNR0zhmEQy18RH/7tcRDMit0dvqapEM7AARKVhx0Qz49FGov8IRDQZ6EWI8KlENGPuRz5ZoEQ0lRRGTwOHRDTJH0e5/dVENO7kRw1QQ0Q1KNhGMa6URDVg2EULCzNENdObRwPPc0Q2EppGzrYARDZjl0b849BENqJoRe4sN0Q25HlGNl2KRDcnkEcMoCtEN2ePRpW9Q0Q3mq5G0AADRDfsGEecu09EOCzzR3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1EyEW4</peaks>
    </scan>
    <scan num="1349"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="122"
          polarity="+"
          retentionTime="PT1892.08S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">938.248046875</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="1355"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="144"
          polarity="+"
          retentionTime="PT1901.1S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">733.474182128906</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1361"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="131"
          polarity="+"
          retentionTime="PT1909.76S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">965.319519042969</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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    </scan>
    <scan num="1367"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="118"
          polarity="+"
          retentionTime="PT1918.37S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.166748046875</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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</peaks>
    </scan>
    <scan num="1373"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="129"
          polarity="+"
          retentionTime="PT1927.01S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">454.315948486328</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1379"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="139"
          polarity="+"
          retentionTime="PT1935.99S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">509.997344970703</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1391"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="112"
          polarity="+"
          retentionTime="PT1953.67S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">907.67529296875</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1397"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="117"
          polarity="+"
          retentionTime="PT1962.31S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">752.997619628906</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1421"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="102"
          polarity="+"
          retentionTime="PT1997.57S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.563568115234</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1427"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="88"
          polarity="+"
          retentionTime="PT2006.25S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">900.05908203125</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1433"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="145"
          polarity="+"
          retentionTime="PT2014.92S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">547.949462890625</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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