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</peaks>
    </scan>
    <scan num="254"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="26"
          polarity="+"
          retentionTime="PT375.964S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">429.929229736328</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="255"
          polarity="+"
          retentionTime="PT687.115S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">970.2607421875</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="408"
          polarity="+"
          retentionTime="PT704.47S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">880.533081054688</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
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          msInstrumentID="1">
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    </scan>
    <scan num="546"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="549"
          polarity="+"
          retentionTime="PT800.638S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">643.442443847656</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          polarity="+"
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          scanType="Full"
          centroided="1"
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          polarity="+"
          retentionTime="PT808.989S"
          msInstrumentID="1">
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="423"
          polarity="+"
          retentionTime="PT810.573S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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             byteOrder="network"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="703"
          polarity="+"
          retentionTime="PT811.824S"
          msInstrumentID="1">
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             compressedLen="0"
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             byteOrder="network"
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          polarity="+"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="610"
          polarity="+"
          retentionTime="PT818.92S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">636.372802734375</precursorMz>
      <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="748"
          polarity="+"
          retentionTime="PT841.254S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">842.589111328125</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="601"
          polarity="+"
          retentionTime="PT842.35S"
          msInstrumentID="1">
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="438"
          polarity="+"
          retentionTime="PT850.007S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
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    </scan>
    <scan num="587"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="373"
          polarity="+"
          retentionTime="PT858.333S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">674.47119140625</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
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          peaksCount="704"
          polarity="+"
          retentionTime="PT865.659S"
          msInstrumentID="1">
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          centroided="1"
          msLevel="2"
          peaksCount="416"
          polarity="+"
          retentionTime="PT866.565S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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          peaksCount="483"
          polarity="+"
          retentionTime="PT870.224S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="446"
          polarity="+"
          retentionTime="PT872.985S"
          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="600"
          polarity="+"
          retentionTime="PT896.885S"
          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="532"
          polarity="+"
          retentionTime="PT898.002S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">849.715942382813</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          polarity="+"
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    </scan>
    <scan num="653"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="477"
          polarity="+"
          retentionTime="PT943.992S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">683.623413085938</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          polarity="+"
          retentionTime="PT948.103S"
          msInstrumentID="1">
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    </scan>
    <scan num="661"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="380"
          polarity="+"
          retentionTime="PT955.054S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">582.997619628906</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
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    </scan>
    <scan num="665"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="410"
          polarity="+"
          retentionTime="PT960.969S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">683.097534179688</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
          retentionTime="PT975.868S"
          msInstrumentID="1">
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          centroided="1"
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          polarity="+"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="465"
          polarity="+"
          retentionTime="PT1048.53S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">678.431213378906</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="644"
          polarity="+"
          retentionTime="PT1058.51S"
          msInstrumentID="1">
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    </scan>
    <scan num="739"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="455"
          polarity="+"
          retentionTime="PT1059.85S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">891.151123046875</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
             byteOrder="network"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="599"
          polarity="+"
          retentionTime="PT1061.14S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">1016.50048828125</precursorMz>
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             byteOrder="network"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="358"
          polarity="+"
          retentionTime="PT1065.66S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="749"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="481"
          polarity="+"
          retentionTime="PT1074.82S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">871.668090820313</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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contentType="m/z-int">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</peaks>
    </scan>
    <scan num="1195"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="124"
          polarity="+"
          retentionTime="PT1691S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.606903076172</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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    </scan>
    <scan num="1231"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="156"
          polarity="+"
          retentionTime="PT1742.85S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">510.803283691406</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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</peaks>
    </scan>
    <scan num="1237"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="126"
          polarity="+"
          retentionTime="PT1751.8S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.608551025391</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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    </scan>
    <scan num="1297"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="143"
          polarity="+"
          retentionTime="PT1838.31S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.24365234375</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1315"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="132"
          polarity="+"
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</peaks>
    </scan>
    <scan num="1351"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="133"
          polarity="+"
          retentionTime="PT1916.35S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">509.468109130859</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1363"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="121"
          polarity="+"
          retentionTime="PT1934.01S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.344940185547</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
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contentType="m/z-int">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</peaks>
    </scan>
    <scan num="1387"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="108"
          polarity="+"
          retentionTime="PT1969.25S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.436492919922</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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