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</peaks>
    </scan>
    <scan num="248"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="18"
          polarity="+"
          retentionTime="PT365.691S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">888.916625976563</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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    </scan>
    <scan num="524"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="491"
          polarity="+"
          retentionTime="PT766.771S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">511.940277099609</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          polarity="+"
          retentionTime="PT767.721S"
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          polarity="+"
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          msInstrumentID="1">
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          polarity="+"
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          polarity="+"
          retentionTime="PT808.418S"
          msInstrumentID="1">
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="504"
          polarity="+"
          retentionTime="PT811.23S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">729.091064453125</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          polarity="+"
          retentionTime="PT812.582S"
          msInstrumentID="1">
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    </scan>
    <scan num="558"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="461"
          polarity="+"
          retentionTime="PT813.951S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">760.692138671875</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="569"
          polarity="+"
          retentionTime="PT816.965S"
          msInstrumentID="1">
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          polarity="+"
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          msLevel="2"
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          polarity="+"
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    </scan>
    <scan num="567"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="751"
          polarity="+"
          retentionTime="PT824.874S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">965.938415527344</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          polarity="+"
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          polarity="+"
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          polarity="+"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="376"
          polarity="+"
          retentionTime="PT861.255S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">565.090698242188</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="408"
          polarity="+"
          retentionTime="PT865.691S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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          centroided="1"
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          peaksCount="580"
          polarity="+"
          retentionTime="PT869.973S"
          msInstrumentID="1">
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="441"
          polarity="+"
          retentionTime="PT924.28S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="516"
          polarity="+"
          retentionTime="PT969.565S"
          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="432"
          polarity="+"
          retentionTime="PT1062.99S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="782"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="408"
          polarity="+"
          retentionTime="PT1101.22S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">832.007995605469</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="450"
          polarity="+"
          retentionTime="PT1109.1S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="1022"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="184"
          polarity="+"
          retentionTime="PT1421.73S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">509.912933349609</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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    </scan>
    <scan num="1094"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="199"
          polarity="+"
          retentionTime="PT1525.17S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">510.944641113281</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="1166"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="132"
          polarity="+"
          retentionTime="PT1629.56S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.559417724609</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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</peaks>
    </scan>
    <scan num="1196"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="118"
          polarity="+"
          retentionTime="PT1673.27S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">820.685180664063</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="1226"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="219"
          polarity="+"
          retentionTime="PT1716.73S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">549.091125488281</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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</peaks>
    </scan>
    <scan num="1232"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="171"
          polarity="+"
          retentionTime="PT1725.4S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">653.618347167969</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1244"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="143"
          polarity="+"
          retentionTime="PT1743.01S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.540344238281</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1250"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="176"
          polarity="+"
          retentionTime="PT1751.96S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">478.511535644531</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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</peaks>
    </scan>
    <scan num="1328"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="197"
          polarity="+"
          retentionTime="PT1859.62S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">665.008056640625</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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</peaks>
    </scan>
    <scan num="1340"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="174"
          polarity="+"
          retentionTime="PT1877.13S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">780.837341308594</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1352"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="206"
          polarity="+"
          retentionTime="PT1894.46S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">617.648254394531</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="169"
          polarity="+"
          retentionTime="PT1903.08S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">603.399291992188</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="1364"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="149"
          polarity="+"
          retentionTime="PT1911.73S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.288604736328</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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JGs5TORNmdnEaf8sRE3pHQRYmeykTlj3lGQEZTRO+e80af3ZpFCAmARhbBqEUUsABFNq/5</peaks>
    </scan>
    <scan num="1370"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="124"
          polarity="+"
          retentionTime="PT1920.75S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">1045.310791015625</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1376"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="117"
          polarity="+"
          retentionTime="PT1929.28S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">525.834228515625</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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    </scan>
    <scan num="1382"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="179"
          polarity="+"
          retentionTime="PT1937.94S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">709.346862792969</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1388"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="127"
          polarity="+"
          retentionTime="PT1946.53S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">801.23974609375</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="1400"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="132"
          polarity="+"
          retentionTime="PT1964.17S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">810.428405761719</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="1412"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="147"
          polarity="+"
          retentionTime="PT1981.44S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">840.960144042969</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="83"
          polarity="+"
          retentionTime="PT2035.09S"
          msInstrumentID="1">
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             compressedLen="0"
             precision="32"
             byteOrder="network"
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