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    </scan>
    <scan num="482"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="340"
          polarity="+"
          retentionTime="PT704.513S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">703.196533203125</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
          retentionTime="PT726.029S"
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          centroided="1"
          msLevel="2"
          peaksCount="595"
          polarity="+"
          retentionTime="PT739.326S"
          msInstrumentID="1">
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          peaksCount="481"
          polarity="+"
          retentionTime="PT740.65S"
          msInstrumentID="1">
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          peaksCount="601"
          polarity="+"
          retentionTime="PT756.749S"
          msInstrumentID="1">
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          polarity="+"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="477"
          polarity="+"
          retentionTime="PT774.032S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          centroided="1"
          msLevel="2"
          peaksCount="568"
          polarity="+"
          retentionTime="PT774.919S"
          msInstrumentID="1">
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="462"
          polarity="+"
          retentionTime="PT776.265S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">982.182922363281</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          msLevel="2"
          peaksCount="697"
          polarity="+"
          retentionTime="PT777.637S"
          msInstrumentID="1">
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    </scan>
    <scan num="534"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="529"
          polarity="+"
          retentionTime="PT778.986S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">705.345458984375</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="633"
          polarity="+"
          retentionTime="PT790.968S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          polarity="+"
          retentionTime="PT792.278S"
          msInstrumentID="1">
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          polarity="+"
          retentionTime="PT794.9S"
          msInstrumentID="1">
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          polarity="+"
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          polarity="+"
          retentionTime="PT811.073S"
          msInstrumentID="1">
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          polarity="+"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="530"
          polarity="+"
          retentionTime="PT814.254S"
          msInstrumentID="1">
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             compressedLen="0"
             precision="32"
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          polarity="+"
          retentionTime="PT815.688S"
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          polarity="+"
          retentionTime="PT817.995S"
          msInstrumentID="1">
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          polarity="+"
          retentionTime="PT819.208S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="619"
          polarity="+"
          retentionTime="PT821.873S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">848.461059570313</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="458"
          polarity="+"
          retentionTime="PT822.72S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
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          polarity="+"
          retentionTime="PT840.78S"
          msInstrumentID="1">
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="435"
          polarity="+"
          retentionTime="PT863.829S"
          msInstrumentID="1">
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             compressedLen="0"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="800"
          polarity="+"
          retentionTime="PT912.936S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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    </scan>
    <scan num="645"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="342"
          polarity="+"
          retentionTime="PT914.007S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">628.148315429688</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
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          centroided="1"
          msLevel="2"
          peaksCount="518"
          polarity="+"
          retentionTime="PT940.169S"
          msInstrumentID="1">
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          polarity="+"
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          polarity="+"
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    </scan>
    <scan num="674"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="667"
          polarity="+"
          retentionTime="PT947.585S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">757.059692382813</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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    </scan>
    <scan num="675"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="513"
          polarity="+"
          retentionTime="PT948.709S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">681.295959472656</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          msLevel="2"
          peaksCount="672"
          polarity="+"
          retentionTime="PT950.407S"
          msInstrumentID="1">
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="517"
          polarity="+"
          retentionTime="PT951.53S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">827.35205078125</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          polarity="+"
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          polarity="+"
          retentionTime="PT955.697S"
          msInstrumentID="1">
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="453"
          polarity="+"
          retentionTime="PT956.734S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">766.659973144531</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
          retentionTime="PT966.874S"
          msInstrumentID="1">
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="697"
          polarity="+"
          retentionTime="PT1051.23S"
          msInstrumentID="1">
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             byteOrder="network"
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</peaks>
    </scan>
    <scan num="1204"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="138"
          polarity="+"
          retentionTime="PT1667.31S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">520.295776367188</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1228"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="71"
          polarity="+"
          retentionTime="PT1702.47S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">871.811706542969</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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</peaks>
    </scan>
    <scan num="1234"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="132"
          polarity="+"
          retentionTime="PT1711.75S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.658050537109</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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    </scan>
    <scan num="1258"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="121"
          polarity="+"
          retentionTime="PT1746.41S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.577484130859</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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</peaks>
    </scan>
    <scan num="1264"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="144"
          polarity="+"
          retentionTime="PT1755.41S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">582.370727539063</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="1330"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="137"
          polarity="+"
          retentionTime="PT1851.58S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">824.939575195313</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="1336"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="132"
          polarity="+"
          retentionTime="PT1860.24S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">976.563110351563</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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</peaks>
    </scan>
    <scan num="1360"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="127"
          polarity="+"
          retentionTime="PT1894.79S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.673889160156</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1366"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="129"
          polarity="+"
          retentionTime="PT1903.75S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.276641845703</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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    </scan>
    <scan num="1372"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="145"
          polarity="+"
          retentionTime="PT1912.39S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">523.588073730469</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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pGxZ39RLcIl0YZ7JNEuZpRRhxmB0S6QrhF1F1ZRLqHGkTbFmpEu/LuRU3YFUS9BYlF2JQORL0eskUksz1ExhY8RjMbFkTGsLBGroJyRMfDoUXp+XtE0ux8RkyxmkTeSOxEvtQ4RO7mtEVQeUVE9olGRKbYtw==</peaks>
    </scan>
    <scan num="1408"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="108"
          polarity="+"
          retentionTime="PT1965.1S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.413330078125</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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