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</peaks>
    </scan>
    <scan num="242"
          scanType="Full"
          centroided="1"
          msLevel="2"
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</peaks>
    </scan>
    <scan num="248"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="23"
          polarity="+"
          retentionTime="PT366.905S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">898.588562011719</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          scanType="Full"
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          peaksCount="23"
          polarity="+"
          retentionTime="PT393.403S"
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</peaks>
    </scan>
    <scan num="284"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="25"
          polarity="+"
          retentionTime="PT419.87S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">421.236358642578</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="302"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="48"
          polarity="+"
          retentionTime="PT446.212S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">827.005737304688</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="552"
          polarity="+"
          retentionTime="PT699.305S"
          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="502"
          polarity="+"
          retentionTime="PT751.942S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          centroided="1"
          msLevel="2"
          peaksCount="618"
          polarity="+"
          retentionTime="PT753.559S"
          msInstrumentID="1">
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="445"
          polarity="+"
          retentionTime="PT776.896S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">625.756469726563</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          centroided="1"
          msLevel="2"
          peaksCount="457"
          polarity="+"
          retentionTime="PT793.869S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">710.81494140625</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
          retentionTime="PT803.237S"
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          msLevel="2"
          peaksCount="453"
          polarity="+"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="529"
          polarity="+"
          retentionTime="PT809.524S"
          msInstrumentID="1">
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    </scan>
    <scan num="561"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="537"
          polarity="+"
          retentionTime="PT818.149S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">644.046325683594</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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    </scan>
    <scan num="579"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="496"
          polarity="+"
          retentionTime="PT840.076S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">632.1796875</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="435"
          polarity="+"
          retentionTime="PT846.892S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="590"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="397"
          polarity="+"
          retentionTime="PT854.59S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">653.749450683594</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
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          centroided="1"
          msLevel="2"
          peaksCount="529"
          polarity="+"
          retentionTime="PT873.013S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          polarity="+"
          retentionTime="PT907.873S"
          msInstrumentID="1">
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          polarity="+"
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          polarity="+"
          retentionTime="PT937.673S"
          msInstrumentID="1">
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          polarity="+"
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          centroided="1"
          msLevel="2"
          peaksCount="412"
          polarity="+"
          retentionTime="PT949.189S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
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contentType="m/z-int">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    </scan>
    <scan num="680"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="420"
          polarity="+"
          retentionTime="PT970.374S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">879.336303710938</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="692"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="467"
          polarity="+"
          retentionTime="PT988.357S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">740.782409667969</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          centroided="1"
          msLevel="2"
          peaksCount="570"
          polarity="+"
          retentionTime="PT1005.19S"
          msInstrumentID="1">
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          polarity="+"
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    </scan>
    <scan num="716"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="412"
          polarity="+"
          retentionTime="PT1021.99S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">635.151916503906</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          centroided="1"
          msLevel="2"
          peaksCount="502"
          polarity="+"
          retentionTime="PT1037.82S"
          msInstrumentID="1">
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             compressedLen="0"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="480"
          polarity="+"
          retentionTime="PT1062.1S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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contentType="m/z-int">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</peaks>
    </scan>
    <scan num="1016"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="127"
          polarity="+"
          retentionTime="PT1423.3S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.606506347656</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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    </scan>
    <scan num="1238"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="246"
          polarity="+"
          retentionTime="PT1742.43S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">478.636383056641</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="1322"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="190"
          polarity="+"
          retentionTime="PT1855.52S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">627.392028808594</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1352"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="137"
          polarity="+"
          retentionTime="PT1898.78S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.18408203125</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="135"
          polarity="+"
          retentionTime="PT1907.41S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">845.093688964844</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1370"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="103"
          polarity="+"
          retentionTime="PT1924.53S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.617553710938</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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RFvpDvRLbCAET/IPVEtwGoRjgzs0S65qJHEPhmRLum/0VYyoNEvKSyRh13qUS9wtFFVT+HRL7enUY14VhEv4BXRVsUy0TC/zhGsBvRRMZO90USOp9EzB8pRs0fpETZtVpGu1MdRN4fGkT5AP5E5jE2Rlh3/0TyhNhGuX4ORQASY0ZwV2g=</peaks>
    </scan>
    <scan num="1388"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="105"
          polarity="+"
          retentionTime="PT1950.82S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">862.012634277344</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="1400"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="141"
          polarity="+"
          retentionTime="PT1968.47S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">503.571716308594</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="91"
          polarity="+"
          retentionTime="PT2266.03S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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