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    </scan>
    <scan num="479"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="335"
          polarity="+"
          retentionTime="PT703.52S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">863.077392578125</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="485"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="419"
          polarity="+"
          retentionTime="PT712.22S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">881.005554199219</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="497"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="386"
          polarity="+"
          retentionTime="PT729.931S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">926.049377441406</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="460"
          polarity="+"
          retentionTime="PT764.485S"
          msInstrumentID="1">
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             compressedLen="0"
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             byteOrder="network"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="593"
          polarity="+"
          retentionTime="PT765.406S"
          msInstrumentID="1">
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             compressedLen="0"
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             byteOrder="network"
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contentType="m/z-int">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    </scan>
    <scan num="533"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="449"
          polarity="+"
          retentionTime="PT780.312S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">521.3115234375</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
          retentionTime="PT804.796S"
          msInstrumentID="1">
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          polarity="+"
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          polarity="+"
          retentionTime="PT815.761S"
          msInstrumentID="1">
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          polarity="+"
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          centroided="1"
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          polarity="+"
          retentionTime="PT825.473S"
          msInstrumentID="1">
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          centroided="1"
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          peaksCount="684"
          polarity="+"
          retentionTime="PT828.13S"
          msInstrumentID="1">
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             compressedLen="0"
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          polarity="+"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="463"
          polarity="+"
          retentionTime="PT842.705S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
          retentionTime="PT849.95S"
          msInstrumentID="1">
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          centroided="1"
          msLevel="2"
          peaksCount="653"
          polarity="+"
          retentionTime="PT872.721S"
          msInstrumentID="1">
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    </scan>
    <scan num="602"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="416"
          polarity="+"
          retentionTime="PT873.691S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">674.347534179688</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="462"
          polarity="+"
          retentionTime="PT889.538S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">633.217163085938</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="682"
          polarity="+"
          retentionTime="PT916.432S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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             byteOrder="network"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="413"
          polarity="+"
          retentionTime="PT917.732S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="653"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="483"
          polarity="+"
          retentionTime="PT938.443S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">941.791442871094</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          polarity="+"
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          polarity="+"
          retentionTime="PT948.08S"
          msInstrumentID="1">
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             compressedLen="0"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="555"
          polarity="+"
          retentionTime="PT955.184S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">757.716979980469</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="409"
          polarity="+"
          retentionTime="PT979.514S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">879.316589355469</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="713"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="442"
          polarity="+"
          retentionTime="PT1020.62S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">701.088439941406</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
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    </scan>
    <scan num="755"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="468"
          polarity="+"
          retentionTime="PT1076.81S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">697.064392089844</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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contentType="m/z-int">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</peaks>
    </scan>
    <scan num="1169"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="158"
          polarity="+"
          retentionTime="PT1638.09S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.652435302734</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="1331"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="160"
          polarity="+"
          retentionTime="PT1869.7S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">561.518249511719</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="1355"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="173"
          polarity="+"
          retentionTime="PT1904.65S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">677.706115722656</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="133"
          polarity="+"
          retentionTime="PT1921.96S"
          msInstrumentID="1">
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hF9QWnRLbCgEWeqwtEt7B+RW0Ro0S336dGCHmpRLgRokYulNVEuOkmRjrWdUS4/MhFORqBRLqps0Wy4AdEuyylRg0yNES7hOVGLziCRMI6AERpT8hExUc4RTdPoETIkN5GAoEFRMkCAESIz7xEyZNGRkDS7ETKEplFkBkARN0jukXzHZhE795pRZEpXA==</peaks>
    </scan>
    <scan num="1379"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="126"
          polarity="+"
          retentionTime="PT1939.88S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.079650878906</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1385"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="125"
          polarity="+"
          retentionTime="PT1948.53S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">510.150085449219</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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</peaks>
    </scan>
    <scan num="1391"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="107"
          polarity="+"
          retentionTime="PT1957.17S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">879.84375</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1415"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="97"
          polarity="+"
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