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    </scan>
    <scan num="248"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="17"
          polarity="+"
          retentionTime="PT365.806S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">948.786682128906</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="260"
          scanType="Full"
          centroided="1"
          msLevel="2"
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</peaks>
    </scan>
    <scan num="266"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="16"
          polarity="+"
          retentionTime="PT392.192S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">695.073486328125</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="290"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="39"
          polarity="+"
          retentionTime="PT427.209S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">488.826293945313</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="314"
          polarity="+"
          retentionTime="PT680.353S"
          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="542"
          polarity="+"
          retentionTime="PT707.106S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
          retentionTime="PT708.42S"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="451"
          polarity="+"
          retentionTime="PT709.75S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">930.975463867188</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
          retentionTime="PT742.985S"
          msInstrumentID="1">
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          polarity="+"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="461"
          polarity="+"
          retentionTime="PT759.226S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">813.216369628906</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="442"
          polarity="+"
          retentionTime="PT767.665S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">512.016418457031</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="611"
          polarity="+"
          retentionTime="PT768.618S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">767.3583984375</precursorMz>
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             compressedLen="0"
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             byteOrder="network"
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          polarity="+"
          retentionTime="PT769.948S"
          msInstrumentID="1">
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          polarity="+"
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          scanType="Full"
          centroided="1"
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          peaksCount="440"
          polarity="+"
          retentionTime="PT775.627S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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          peaksCount="672"
          polarity="+"
          retentionTime="PT788.212S"
          msInstrumentID="1">
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    </scan>
    <scan num="540"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="495"
          polarity="+"
          retentionTime="PT789.573S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">823.303466796875</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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          polarity="+"
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          msInstrumentID="1">
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          polarity="+"
          retentionTime="PT809.662S"
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          polarity="+"
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          polarity="+"
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    </scan>
    <scan num="561"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="463"
          polarity="+"
          retentionTime="PT817.377S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">643.830993652344</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
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          centroided="1"
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          peaksCount="555"
          polarity="+"
          retentionTime="PT824.604S"
          msInstrumentID="1">
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             compressedLen="0"
             precision="32"
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          polarity="+"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="756"
          polarity="+"
          retentionTime="PT829.571S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">965.205444335938</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="578"
          polarity="+"
          retentionTime="PT863.396S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">632.091430664063</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          polarity="+"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="435"
          polarity="+"
          retentionTime="PT919.547S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">628.210998535156</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          centroided="1"
          msLevel="2"
          peaksCount="462"
          polarity="+"
          retentionTime="PT940.249S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="672"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="509"
          polarity="+"
          retentionTime="PT953.033S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">795.123779296875</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="514"
          polarity="+"
          retentionTime="PT958.849S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="480"
          polarity="+"
          retentionTime="PT999.774S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="628"
          polarity="+"
          retentionTime="PT1016.5S"
          msInstrumentID="1">
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             byteOrder="network"
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          polarity="+"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="457"
          polarity="+"
          retentionTime="PT1069.42S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">886.392456054688</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="424"
          polarity="+"
          retentionTime="PT1079.09S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">697.398498535156</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1214"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="110"
          polarity="+"
          retentionTime="PT1696.07S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">523.466186523438</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1232"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="104"
          polarity="+"
          retentionTime="PT1721.99S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.540924072266</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1370"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="101"
          polarity="+"
          retentionTime="PT1922.53S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.288177490234</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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