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</peaks>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="27"
          polarity="+"
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</peaks>
    </scan>
    <scan num="252"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="21"
          polarity="+"
          retentionTime="PT373.677S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">951.632995605469</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
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</peaks>
    </scan>
    <scan num="264"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="10"
          polarity="+"
          retentionTime="PT391.341S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">1215.965576171875</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="270"
          scanType="Full"
          centroided="1"
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contentType="m/z-int">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    </scan>
    <scan num="492"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="540"
          polarity="+"
          retentionTime="PT722.81S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">880.628295898438</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          polarity="+"
          retentionTime="PT724.122S"
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          centroided="1"
          msLevel="2"
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          polarity="+"
          retentionTime="PT731.378S"
          msInstrumentID="1">
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             compressedLen="0"
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    </scan>
    <scan num="513"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="514"
          polarity="+"
          retentionTime="PT753.273S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">926.314819335938</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          polarity="+"
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    </scan>
    <scan num="516"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="603"
          polarity="+"
          retentionTime="PT757.703S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">839.723083496094</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          centroided="1"
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          peaksCount="439"
          polarity="+"
          retentionTime="PT759.017S"
          msInstrumentID="1">
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             compressedLen="0"
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          centroided="1"
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          peaksCount="488"
          polarity="+"
          retentionTime="PT766.316S"
          msInstrumentID="1">
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          peaksCount="624"
          polarity="+"
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          polarity="+"
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          polarity="+"
          retentionTime="PT776.125S"
          msInstrumentID="1">
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          centroided="1"
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          peaksCount="498"
          polarity="+"
          retentionTime="PT777.468S"
          msInstrumentID="1">
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      <peaks compressionType="none"
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             precision="32"
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          polarity="+"
          retentionTime="PT782.139S"
          msInstrumentID="1">
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="486"
          polarity="+"
          retentionTime="PT792.54S"
          msInstrumentID="1">
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          peaksCount="565"
          polarity="+"
          retentionTime="PT793.913S"
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          polarity="+"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="573"
          polarity="+"
          retentionTime="PT816.066S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="580"
          polarity="+"
          retentionTime="PT817.568S"
          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="658"
          polarity="+"
          retentionTime="PT818.691S"
          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="743"
          polarity="+"
          retentionTime="PT819.867S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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          msLevel="2"
          peaksCount="460"
          polarity="+"
          retentionTime="PT821.07S"
          msInstrumentID="1">
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      <peaks compressionType="none"
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          polarity="+"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="366"
          polarity="+"
          retentionTime="PT827.532S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">999.926147460938</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          peaksCount="561"
          polarity="+"
          retentionTime="PT831.466S"
          msInstrumentID="1">
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          polarity="+"
          retentionTime="PT853.242S"
          msInstrumentID="1">
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          centroided="1"
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          polarity="+"
          retentionTime="PT856S"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="522"
          polarity="+"
          retentionTime="PT856.978S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="700"
          polarity="+"
          retentionTime="PT874.319S"
          msInstrumentID="1">
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             byteOrder="network"
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          polarity="+"
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    </scan>
    <scan num="644"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="400"
          polarity="+"
          retentionTime="PT924.023S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">474.139801025391</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
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          polarity="+"
          retentionTime="PT952.292S"
          msInstrumentID="1">
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="413"
          polarity="+"
          retentionTime="PT953.638S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">803.489868164063</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="341"
          polarity="+"
          retentionTime="PT968.925S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">682.911010742188</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
          retentionTime="PT972.51S"
          msInstrumentID="1">
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             compressedLen="0"
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contentType="m/z-int">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    </scan>
    <scan num="720"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="380"
          polarity="+"
          retentionTime="PT1023.56S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">820.649780273438</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="501"
          polarity="+"
          retentionTime="PT1057.78S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          polarity="+"
          retentionTime="PT1062.66S"
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          polarity="+"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="314"
          polarity="+"
          retentionTime="PT1371.99S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">565.264465332031</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1325"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="175"
          polarity="+"
          retentionTime="PT1855.58S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">510.674224853516</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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    </scan>
    <scan num="1349"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="147"
          polarity="+"
          retentionTime="PT1891.58S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.512237548828</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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             byteOrder="network"
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</peaks>
    </scan>
    <scan num="1415"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="95"
          polarity="+"
          retentionTime="PT1989.96S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.688934326172</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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    </scan>
    <scan num="1427"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="125"
          polarity="+"
          retentionTime="PT2007.96S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">752.8388671875</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
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             byteOrder="network"
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          polarity="+"
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