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    <scan num="242"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="19"
          polarity="+"
          retentionTime="PT358.106S"
          msInstrumentID="1">
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             compressedLen="0"
             precision="32"
             byteOrder="network"
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    </scan>
    <scan num="254"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="7"
          polarity="+"
          retentionTime="PT375.816S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">709.339416503906</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="300"
          polarity="+"
          retentionTime="PT708.116S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">699.004028320313</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="641"
          polarity="+"
          retentionTime="PT778.112S"
          msInstrumentID="1">
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             compressedLen="0"
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             byteOrder="network"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="520"
          polarity="+"
          retentionTime="PT779.464S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">874.709228515625</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="498"
          polarity="+"
          retentionTime="PT800.816S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          peaksCount="542"
          polarity="+"
          retentionTime="PT801.658S"
          msInstrumentID="1">
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          polarity="+"
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          peaksCount="562"
          polarity="+"
          retentionTime="PT815.46S"
          msInstrumentID="1">
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    </scan>
    <scan num="562"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="612"
          polarity="+"
          retentionTime="PT818.778S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">875.358947753906</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="496"
          polarity="+"
          retentionTime="PT845.165S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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    </scan>
    <scan num="590"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="450"
          polarity="+"
          retentionTime="PT853.181S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">564.836486816406</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="426"
          polarity="+"
          retentionTime="PT882.338S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="417"
          polarity="+"
          retentionTime="PT904.988S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">710.783203125</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
          retentionTime="PT929.852S"
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          polarity="+"
          retentionTime="PT931.082S"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="451"
          polarity="+"
          retentionTime="PT938.213S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
          retentionTime="PT946.257S"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="474"
          polarity="+"
          retentionTime="PT947.405S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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    </scan>
    <scan num="686"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="577"
          polarity="+"
          retentionTime="PT970.304S"
          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="413"
          polarity="+"
          retentionTime="PT978.343S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="426"
          polarity="+"
          retentionTime="PT1045.06S"
          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="729"
          polarity="+"
          retentionTime="PT1046.33S"
          msInstrumentID="1">
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      <peaks compressionType="none"
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             byteOrder="network"
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    </scan>
    <scan num="742"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="323"
          polarity="+"
          retentionTime="PT1047.65S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">685.360412597656</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="752"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="498"
          polarity="+"
          retentionTime="PT1062.52S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">678.495971679688</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="385"
          polarity="+"
          retentionTime="PT1071.14S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">678.52001953125</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="1170"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="119"
          polarity="+"
          retentionTime="PT1634.32S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.764862060547</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1188"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="151"
          polarity="+"
          retentionTime="PT1660.62S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.390777587891</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="1200"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="116"
          polarity="+"
          retentionTime="PT1678.14S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">564.819274902344</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1218"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="138"
          polarity="+"
          retentionTime="PT1704.13S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">566.652954101563</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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</peaks>
    </scan>
    <scan num="1242"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="130"
          polarity="+"
          retentionTime="PT1739.32S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">792.967163085938</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1314"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="127"
          polarity="+"
          retentionTime="PT1840S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">471.211486816406</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1326"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="152"
          polarity="+"
          retentionTime="PT1857.25S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">512.177307128906</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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</peaks>
    </scan>
    <scan num="1332"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="131"
          polarity="+"
          retentionTime="PT1865.9S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">615.739074707031</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1338"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="186"
          polarity="+"
          retentionTime="PT1874.56S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">627.810241699219</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1344"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="106"
          polarity="+"
          retentionTime="PT1883.18S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">923.866760253906</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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</peaks>
    </scan>
    <scan num="1356"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="124"
          polarity="+"
          retentionTime="PT1900.47S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.458770751953</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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    </scan>
    <scan num="1362"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="103"
          polarity="+"
          retentionTime="PT1909.11S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.847991943359</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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lGRhs0RKzM2EXmJDZErQ7MRhTsm0StcFFGQbjeRK6VyEYfg3NErrh9Ro213kSwEANGx2NWRLH9HUW85epEsrUqRkI/UUSzQkJGK5iHRLNirkZJ7e1EtB2XRdH96US132NFuZzhRLaG2UYcrkREt2DmRI+Gb0S5CNVGHZ3lRLpk/kXkW7VEuxh9RYytwES7yUJGABZRRLvkm0W7IktEvMSdRpEwLES+ArlGilnJRL++zkYU6F1ExsCBRfpVF0TLzr9GLNKKRNVoh0aI+UtE3pa6RfRkG0TxUrpGABswRQH5L0V/c0U=</peaks>
    </scan>
    <scan num="1368"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="125"
          polarity="+"
          retentionTime="PT1917.76S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">779.77490234375</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1380"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="123"
          polarity="+"
          retentionTime="PT1935.03S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.276123046875</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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VGR9seRKwA20WJZOJErIB4RZcPe0SsrM1EeFg2RKzcgEZmBE9ErSJ9RodfPUStRIBGPnxPRK2+/Ubi5/RErf1uRmilOUSucsZGEig/RK69QUWsA05Er2Z/Ra5HykSwWrtGKL3JRLB8QUYflUREsbkXRY2R1ESx/r5GTKp9RLM2ukbPv8dEtDoARNE2HUS1emlFw4OvRLXMsUYgbPlEtgNORe4/f0S2i/VGIV/XRLhhpUVnQ9dEuOZoRePTQES6u4tFz4slRLt4qEVh9KFEu6kVRlVEoUS/afdFVP/aRMAtB0WsKTxEwgrERd0KDUTCfudF+ysiRMTcf0YKQgBExvUoRVz7V0TMvRVGKw6lRNFqYUVAYVpE0huVRreNiETsH5pFdH5zRO9jCUWbfolE9PtkRKVMPQ==</peaks>
    </scan>
    <scan num="1386"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="99"
          polarity="+"
          retentionTime="PT1943.7S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">801.567993164063</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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</peaks>
    </scan>
    <scan num="1398"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="147"
          polarity="+"
          retentionTime="PT1961.38S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">647.544677734375</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1404"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="108"
          polarity="+"
          retentionTime="PT1970.02S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.385864257813</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1416"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="116"
          polarity="+"
          retentionTime="PT1987.66S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">510.186950683594</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1428"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="96"
          polarity="+"
          retentionTime="PT2006.04S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.796875</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
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