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</peaks>
    </scan>
    <scan num="296"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="30"
          polarity="+"
          retentionTime="PT435.953S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">742.3359375</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="302"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="55"
          polarity="+"
          retentionTime="PT444.727S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">507.210754394531</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="482"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="592"
          polarity="+"
          retentionTime="PT707.137S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">862.460510253906</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          polarity="+"
          retentionTime="PT708.491S"
          msInstrumentID="1">
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="461"
          polarity="+"
          retentionTime="PT715.717S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">699.076965332031</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          centroided="1"
          msLevel="2"
          peaksCount="703"
          polarity="+"
          retentionTime="PT726.15S"
          msInstrumentID="1">
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          msLevel="2"
          peaksCount="438"
          polarity="+"
          retentionTime="PT727.483S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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          peaksCount="541"
          polarity="+"
          retentionTime="PT736.088S"
          msInstrumentID="1">
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             compressedLen="0"
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          polarity="+"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="653"
          polarity="+"
          retentionTime="PT741.954S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          polarity="+"
          retentionTime="PT746.04S"
          msInstrumentID="1">
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="620"
          polarity="+"
          retentionTime="PT750.528S"
          msInstrumentID="1">
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          polarity="+"
          retentionTime="PT751.83S"
          msInstrumentID="1">
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          polarity="+"
          retentionTime="PT755.927S"
          msInstrumentID="1">
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          polarity="+"
          retentionTime="PT760.244S"
          msInstrumentID="1">
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          polarity="+"
          retentionTime="PT764.271S"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="463"
          polarity="+"
          retentionTime="PT770.691S"
          msInstrumentID="1">
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          polarity="+"
          retentionTime="PT776.536S"
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          polarity="+"
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          polarity="+"
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          centroided="1"
          msLevel="2"
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          polarity="+"
          retentionTime="PT780.579S"
          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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    </scan>
    <scan num="536"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="435"
          polarity="+"
          retentionTime="PT785.672S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">625.7255859375</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
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          msInstrumentID="1">
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          polarity="+"
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          polarity="+"
          retentionTime="PT818.697S"
          msInstrumentID="1">
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          centroided="1"
          msLevel="2"
          peaksCount="683"
          polarity="+"
          retentionTime="PT820.009S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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    </scan>
    <scan num="563"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="510"
          polarity="+"
          retentionTime="PT821.372S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          polarity="+"
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    </scan>
    <scan num="566"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="480"
          polarity="+"
          retentionTime="PT825.981S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">635.471618652344</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          polarity="+"
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          polarity="+"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="459"
          polarity="+"
          retentionTime="PT856.463S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
          retentionTime="PT859.848S"
          msInstrumentID="1">
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          polarity="+"
          retentionTime="PT885.069S"
          msInstrumentID="1">
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="395"
          polarity="+"
          retentionTime="PT886.122S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
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          msInstrumentID="1">
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    </scan>
    <scan num="647"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="481"
          polarity="+"
          retentionTime="PT921.435S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">704.373046875</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          polarity="+"
          retentionTime="PT922.527S"
          msInstrumentID="1">
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          polarity="+"
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          peaksCount="661"
          polarity="+"
          retentionTime="PT941.335S"
          msInstrumentID="1">
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="636"
          polarity="+"
          retentionTime="PT942.687S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">767.713500976563</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          polarity="+"
          retentionTime="PT944.026S"
          msInstrumentID="1">
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          polarity="+"
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          polarity="+"
          retentionTime="PT948.437S"
          msInstrumentID="1">
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    </scan>
    <scan num="682"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="442"
          polarity="+"
          retentionTime="PT965.473S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
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          msInstrumentID="1">
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          polarity="+"
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          polarity="+"
          retentionTime="PT1033.14S"
          msInstrumentID="1">
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          polarity="+"
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          peaksCount="522"
          polarity="+"
          retentionTime="PT1063.53S"
          msInstrumentID="1">
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    </scan>
    <scan num="770"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="406"
          polarity="+"
          retentionTime="PT1078.51S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">696.950134277344</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="774"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="460"
          polarity="+"
          retentionTime="PT1084.24S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">1045.128540039063</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="475"
          polarity="+"
          retentionTime="PT1102.78S"
          msInstrumentID="1">
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    </scan>
    <scan num="968"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="237"
          polarity="+"
          retentionTime="PT1332.4S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">506.188293457031</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1226"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="135"
          polarity="+"
          retentionTime="PT1702.66S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.508728027344</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="1250"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="120"
          polarity="+"
          retentionTime="PT1737.13S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.602874755859</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="1340"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="161"
          polarity="+"
          retentionTime="PT1868.48S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">814.862060546875</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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</peaks>
    </scan>
    <scan num="1352"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="159"
          polarity="+"
          retentionTime="PT1885.58S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">683.703369140625</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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</peaks>
    </scan>
    <scan num="1364"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="126"
          polarity="+"
          retentionTime="PT1903.19S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.145782470703</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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    </scan>
    <scan num="1370"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="199"
          polarity="+"
          retentionTime="PT1912.54S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">620.804260253906</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1400"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="125"
          polarity="+"
          retentionTime="PT1955.94S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">509.375091552734</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1418"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="85"
          polarity="+"
          retentionTime="PT1982.24S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">421.080230712891</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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