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contentType="m/z-int">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    </scan>
    <scan num="484"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="449"
          polarity="+"
          retentionTime="PT712.84S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">880.560119628906</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="496"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="479"
          polarity="+"
          retentionTime="PT730.183S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">926.172424316406</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          polarity="+"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="574"
          polarity="+"
          retentionTime="PT806.332S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">643.795959472656</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          polarity="+"
          retentionTime="PT807.334S"
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          polarity="+"
          retentionTime="PT808.383S"
          msInstrumentID="1">
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    </scan>
    <scan num="553"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="586"
          polarity="+"
          retentionTime="PT809.458S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">654.194641113281</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          polarity="+"
          retentionTime="PT810.791S"
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          polarity="+"
          retentionTime="PT822.456S"
          msInstrumentID="1">
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          centroided="1"
          msLevel="2"
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          polarity="+"
          retentionTime="PT834.1S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="574"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="507"
          polarity="+"
          retentionTime="PT836.737S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">750.714111328125</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          peaksCount="359"
          polarity="+"
          retentionTime="PT846.129S"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="673"
          polarity="+"
          retentionTime="PT851.631S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">842.779724121094</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="555"
          polarity="+"
          retentionTime="PT852.632S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">750.980346679688</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          polarity="+"
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contentType="m/z-int">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    </scan>
    <scan num="636"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="405"
          polarity="+"
          retentionTime="PT908.314S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">547.608154296875</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
             byteOrder="network"
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          peaksCount="625"
          polarity="+"
          retentionTime="PT909.367S"
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          msLevel="2"
          peaksCount="508"
          polarity="+"
          retentionTime="PT941.105S"
          msInstrumentID="1">
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="614"
          polarity="+"
          retentionTime="PT946.314S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          centroided="1"
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          peaksCount="670"
          polarity="+"
          retentionTime="PT950.116S"
          msInstrumentID="1">
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             compressedLen="0"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="596"
          polarity="+"
          retentionTime="PT951.47S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          polarity="+"
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          polarity="+"
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          peaksCount="558"
          polarity="+"
          retentionTime="PT965.659S"
          msInstrumentID="1">
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             compressedLen="0"
             precision="32"
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          polarity="+"
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          scanType="Full"
          centroided="1"
          msLevel="1"
          peaksCount="530"
          polarity="+"
          retentionTime="PT978.961S"
          msInstrumentID="1">
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             compressedLen="0"
             precision="32"
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          polarity="+"
          retentionTime="PT980.707S"
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          polarity="+"
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          msLevel="1"
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          polarity="+"
          retentionTime="PT1019.32S"
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    </scan>
    <scan num="724"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="463"
          polarity="+"
          retentionTime="PT1020.24S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">700.869812011719</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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             byteOrder="network"
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          msLevel="2"
          peaksCount="612"
          polarity="+"
          retentionTime="PT1021.54S"
          msInstrumentID="1">
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          peaksCount="723"
          polarity="+"
          retentionTime="PT1023.19S"
          msInstrumentID="1">
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          msLevel="2"
          peaksCount="613"
          polarity="+"
          retentionTime="PT1069.46S"
          msInstrumentID="1">
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             byteOrder="network"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="447"
          polarity="+"
          retentionTime="PT1070.82S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="766"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="387"
          polarity="+"
          retentionTime="PT1077.52S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">697.286254882813</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="970"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="272"
          polarity="+"
          retentionTime="PT1342.4S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">521.260681152344</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="1162"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="115"
          polarity="+"
          retentionTime="PT1617.26S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.615356445313</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="1342"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="127"
          polarity="+"
          retentionTime="PT1875.19S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">505.944427490234</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="1348"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="176"
          polarity="+"
          retentionTime="PT1884.2S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">566.307067871094</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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</peaks>
    </scan>
    <scan num="1354"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="180"
          polarity="+"
          retentionTime="PT1892.81S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">627.195251464844</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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</peaks>
    </scan>
    <scan num="1366"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="88"
          polarity="+"
          retentionTime="PT1910.16S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">940.085388183594</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1372"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="122"
          polarity="+"
          retentionTime="PT1918.73S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">509.70263671875</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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    </scan>
    <scan num="1378"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="144"
          polarity="+"
          retentionTime="PT1927.34S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">559.682556152344</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1384"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="134"
          polarity="+"
          retentionTime="PT1936.34S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">592.146362304688</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1396"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="148"
          polarity="+"
          retentionTime="PT1953.66S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">626.808166503906</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="1402"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="102"
          polarity="+"
          retentionTime="PT1962.3S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.504699707031</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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</peaks>
    </scan>
    <scan num="1414"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="157"
          polarity="+"
          retentionTime="PT1979.6S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">627.759948730469</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1444"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="134"
          polarity="+"
          retentionTime="PT2023.25S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">575.364379882813</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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