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    </scan>
    <scan num="242"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="39"
          polarity="+"
          retentionTime="PT357.386S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">488.572448730469</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="260"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="21"
          polarity="+"
          retentionTime="PT383.762S"
          msInstrumentID="1">
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      <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="531"
          polarity="+"
          retentionTime="PT703.536S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">880.611450195313</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="347"
          polarity="+"
          retentionTime="PT738.019S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">559.188842773438</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
          retentionTime="PT755.809S"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="446"
          polarity="+"
          retentionTime="PT757.131S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">705.87744140625</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="394"
          polarity="+"
          retentionTime="PT778.842S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">417.489288330078</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
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          peaksCount="435"
          polarity="+"
          retentionTime="PT797.389S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="554"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="606"
          polarity="+"
          retentionTime="PT808.153S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">848.269897460938</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="486"
          polarity="+"
          retentionTime="PT825.424S"
          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="725"
          polarity="+"
          retentionTime="PT904.712S"
          msInstrumentID="1">
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    </scan>
    <scan num="632"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="356"
          polarity="+"
          retentionTime="PT905.667S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">547.6796875</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="445"
          polarity="+"
          retentionTime="PT940.854S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="667"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="504"
          polarity="+"
          retentionTime="PT950.438S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">776.352966308594</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          centroided="1"
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          peaksCount="529"
          polarity="+"
          retentionTime="PT982.14S"
          msInstrumentID="1">
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="352"
          polarity="+"
          retentionTime="PT1022.56S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
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    </scan>
    <scan num="732"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="401"
          polarity="+"
          retentionTime="PT1039.2S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">653.692504882813</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="333"
          polarity="+"
          retentionTime="PT1064.36S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">952.298156738281</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="756"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="473"
          polarity="+"
          retentionTime="PT1073.02S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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    </scan>
    <scan num="1016"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="145"
          polarity="+"
          retentionTime="PT1417.78S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.725250244141</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="1160"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="180"
          polarity="+"
          retentionTime="PT1623.32S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">547.674926757813</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="1184"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="119"
          polarity="+"
          retentionTime="PT1657.55S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">570.920715332031</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
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             byteOrder="network"
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</peaks>
    </scan>
    <scan num="1208"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="135"
          polarity="+"
          retentionTime="PT1691.86S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.587951660156</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1220"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="126"
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contentType="m/z-int">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</peaks>
    </scan>
    <scan num="1244"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="165"
          polarity="+"
          retentionTime="PT1744.38S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">620.412780761719</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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VFuXa9RL0DYUZaNipEvpGTRcTUYES/ZpVFGnwKRMB94EYQ4GhEwSaPRiKlkUTEcQBEqWVRRMYeo0as5qxEzQNfRiH0GUTXqJZGju55ROIIAETHf3BFD/5RRbQvtQ==</peaks>
    </scan>
    <scan num="1256"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="172"
          polarity="+"
          retentionTime="PT1761.5S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">736.543640136719</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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</peaks>
    </scan>
    <scan num="1262"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="124"
          polarity="+"
          retentionTime="PT1770.12S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">415.038787841797</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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    </scan>
    <scan num="1298"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="152"
          polarity="+"
          retentionTime="PT1820.71S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">810.535522460938</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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RF2K/N</peaks>
    </scan>
    <scan num="1316"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="203"
          polarity="+"
          retentionTime="PT1846.77S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">627.743896484375</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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9GvbeARLR+tEcCvjJEtheCRsYINkS21LxGRleeRLg/H0YXw5ZEuLJkRkRaxkS5p5hGuQ+SRLzo50VlhaVEvPuERmPs+kS+JX9GoCUwRL+IgkZ6FA1EwQ1wRpo/ZkTCnxlG25FHRMbyCEc5N5JEx01RRid/00TJ0PlG+CS3RMwyjEasOZ5EziWNRls4pETZUGZGNdp4ROGa7UdRyhxE4aKSRodlYETh5oBGEcudROl/cUavNyVE8isbRZ1sD0T6wmtGNXYcRP7WgEYEGS9E/+69RtFGUkUDjS5GjjBnRQbKXkb2OCs=</peaks>
    </scan>
    <scan num="1322"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="144"
          polarity="+"
          retentionTime="PT1855.25S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.223876953125</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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</peaks>
    </scan>
    <scan num="1328"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="139"
          polarity="+"
          retentionTime="PT1863.69S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">556.564575195313</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1334"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="201"
          polarity="+"
          retentionTime="PT1872.3S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">879.520935058594</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="1340"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="199"
          polarity="+"
          retentionTime="PT1880.96S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">647.493591308594</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1358"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="162"
          polarity="+"
          retentionTime="PT1906.84S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">844.580261230469</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1364"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="162"
          polarity="+"
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</peaks>
    </scan>
    <scan num="1370"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="232"
          polarity="+"
          retentionTime="PT1924.87S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">888.850036621094</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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    </scan>
    <scan num="1382"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="141"
          polarity="+"
          retentionTime="PT1942.38S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">870.611083984375</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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</peaks>
    </scan>
    <scan num="1388"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="130"
          polarity="+"
          retentionTime="PT1951.05S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">800.031860351563</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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ALB0RNiLlFSgOFRE3eMEgKMdNETgrBR1uROkROPH1GmFeqRE6IbEaxbIBETvl8R68XTURPLShHgiJ/RE+w20cxBFtET+bSRSyZakRQNCpHSzklRFBpHUZSdphEULp7RqhAK0RQ4qVHs9I7RFEo4EVdocZEUb7HRnsoO0RR6xdHmaV4RFJunUeZNy9EUxOuR5RJ7ERTbrhGPQ0WRFOm0UZRJoNEU/uPRbxhl0RUSihHw+KcRFRwAEZHF2dEVKEMR071LERU1N9Gteq2RFT+RUcG8wNEVaoJRv1YzURV+m9H0DmFRFYx/EfsWQ5EVn0wR1iBZ0RWsddHcY4kRFcKPkcVmkdEV2h1RyiPFERXe6tGgrKJRFfroEWLchVEWDQzR+bM5ERYbAVG3QauRFiak0fPXRhEWL8bRm6Gz0RY6fFGHwpMRFkekEcuevlEWXYIRyNV6ERZp1NGomlDRFnkUUcJwChEWj11Rz4k7ERaaHlHeQ+IRFrCzkdQORxEWvqjRmAeKURbPxdGRkJZRFtu3kfK8KpEW9bDR06TNURb+ppINHqlRFwpnkcF7ZJEXFaARmRtF0RcrYVHJQW7RFzumkca2MhEXSfhRyfNikRdPGpGaiNlRF1sT0ZuHr1EXZ8bRscDKURd2u5Hhs4MRF43skeAb9REXntXSCVEIERetaVHwzHQRF7+GUg5ah9EXzbHR1jPg0RfavhGIbfhRF/taUdpvnxEYD7VR4mf1ERgb39GdTD6RGCYAUfJUK9EYPPzR1d27ERhJBpG/g4iRGFx7UcUx0VEYbaZRxZkQURhv/1FvqdsRGHwC0bCc4VEYl3WRxfhrURigwdGxgKHRGKxlEcZQChEYvanR6nXQkRjLndGo7SdRGOImEZxXPlEY+rcR6CMZkRkOq1GqV0mRGRkKEc18EdEZIAARWgVokRkojlHItVdRGTsXkfJFbNEZS1PRWKNMURlgNhHWLVDRGWwLEZTvvhEZfpxR05oXURmaPxH1u20RGa1mEeSpMJEZuNiRxREv0RnMaRHjlUwRGd1DEWTNkdEZ7RcR2FaoERoOd1HOoeQRGiGs0dO+aREaLBLRyvDmURoyRlGOCHORGkAsEc0eaBEaRDdRnFOXURpQrZG8HsxRGmL00dEztREafbgR9PNIERqMrRHHudFRGpXUUdkLCBEaqHxRm2gm0Rq+AZHmQEIRGstPUdF8+tEa3OFRpPIOERrqjdHQJfTRGvwNEeEU4VEbDzNRiqNxURsiOtGv1ScRGyaBkVarqdEbM+NRxLvNkRtAe1HnWNrRG04VEfmAXpEbXtbRoodp0Rts75GOfQXRG3stEcwu11Ebk0sR5KNq0RuiMZG5RGDRG7WikeJXxtEbzzqRo9CMERveN1HMN1oRG+f20bVex1Eb8OlRoVorERwA9hHPfQ+RHBDNEci7qxEcHCKRoIBFkRw9FlHUHr7RHFbTkawnMBEcYqyRsDMikRxlilF08XyRHG8SkWwxd5EceznRVypSkRyOJVHLFLrRHJoG0aBSu9EcrrERwc72ERy9K1HEQkeRHMva0ZYmwJEc38uRwj4rkRz4PRG9tooRHQF1kX+6ZREdCyFRo/BBER0YmlGXl7uRHSLh0cacJlEdLD3RzF+GUR04IVG3rtNRHUH7kcEEjhEdTjBR0W/a0R1cKBGqSfdRHWmQEfUlbdEdbU+RplytkR19AdHk/XkRHaFg0emlRdEdtUcRwi+aER29MVHDGViRHceokYW2ShEdzmFRVm7h0R3gCBHE7m8RHe1sEcrF2BEd/WYRt9czER4IKhHQqHzRHhZhEco8xxEeJRHRsmr00R4vrhGY/bQRHj6W0fdiSdEeTjeRwBV+UR5vN5HgSWrRHonAEcFQrxEelpCRyGJG0R6rPNF0hZQRHsh4UV0mW1Ee1g9R9Jlv0R7jRlGcSgIRHvhBkWRf3VEfEXURw6sfER8lFpHLLqCRHy//UdBUXJEfOfMRnc6lER9DJ9GuCHMRH1HKEd/APBEfXN0RpeNtER9jNFGQYVvRH3+3kcNcblEfpfuR2EYSER+uNFGH/JPRH7trEdZA59EfzPhR1+hIUR/ftVHWHn6RIABg0d6lHpEgBteRp92P0SAQYhGzp+wRIBS4EdoyrtEgJoyR2yWiESAuUFF7qeWRIDYEkfHrmlEgPOPRuWLaUSBRqFGY77iRIFlAkeAnpxEgXwKRy39JUSBnTpHjiovRIHA6UfKOelEgdirRu7kuESB9/RHHAUhRIIMLEcP1udEgjlGRpMnFkSCUbBG/C6gRIKDSkY6WsFEgpasRzUnOESCvORHOZtRRILatUYwRnJEgvNQR15Fn0SDHTNHaI0fRINgKEcXnJVEg7RnRrzoOkSD1dpHMef3RIPjoEbJeohEg/rGRxNcUUSEFuZGESkiRIQ3vkZKLuBEhFQ5R292LESEowZGySNdRITACkad+yVEhP7wSEW83USFHUlHy+eQRIUyUUalBqlEhWQ2RpGve0SF2sVHcRdfRIYbYkcEMF5EhkBMRxgZtESGXkVHLfu5RIZ8ykblBE1EhpTSRuSpOESG2nxGquR1RIb1cUYiICNEhwcVRm0qtkSHHM5GGWe5RIcyvEc1YFJEh1iyRyrwd0SHb65HDONkRIeW/EePnNxEh7oARO0RJESH+cxGm1D+RIgkgEWf2HlEiEVCRz8agESIZ2ZGKFx6RIi7EEWph1REiNySRzSYBUSI9bBGtxn+RIkOekZXyIhEiVp0R8dW50SJfuZH3GPHRImfUUZHwgJEibpvR2FuzUSJ15VGRQL9RIn180dGtSdEihqYR3NfCkSKR69GpOMqRIphaEZUB+REiodoRjVH7ESKpJxG1lRhRIrCukUVk7tEix9oRwdFzUSLNFJGmPIlRItJUkaZMXhEi3PJRtCiDESLoHZHYpX2RIu+Akdd6idEi/EIRyE7iUSMFJ5GpCHwRIw5uEcE7RtEjF6mR4mHtUSMecxGR9ziRIzLl0cL+IZEjOceRq+fdESNN8hGzA9uRI09/EWK+hpEjV5oRsiALkSNgWJGcvCRRI3RNEcBRglEjkdqRxWEu0SOYbhHaq4BRI6jJUY5fqlEjsTHR5+ddkSO42xGLAo1RI75aEXvE+hEjxyWRoRhA0SPQepGqNqZRI9rFEXw0+JEj5zrR6Bz30SPtLpGl11ERI/hskcJgstEkGNqRo830USQe6hHMLIbRJCYa0d8CDFEkKmSRqvXHkSQzuJHF8EVRJDmCEZfwQFEkP1bRzJOEUSRF25HUq2rRJE5ZkbXoqxEkVrSRi5VX0SRdq5GqdVZRJGTEEceu+pEkakKRyrfMESR4pBFXjYWRJIvI0b/k71EklFARwZoaUSSWI5FiYY5RJJ24UaDTBZEkqMLRR12YESSvQ1FjGBzRJLlekYqMWhEk6AwRyzbaESTwgBEu9CmRJPcREZtSyNEk/66R4+nSESUFgBEXOjNRJQ3OkaRkYlElHGwRinvBUSUnZpHKjRhRJTaWkZBnCxElQJnRp2R30SVHXpHunvsRJVTTEaKu1JElbC9Rxyt1USV6rtHHChVRJYQskcKsvBEljbKRzuQxkSWX8dHIIYFRJd/SkbEZ2FEl4aDRT5aTkSX5PRHdYPhRJf52kbubLtEmChoSCo9U0SYQodG/hhMRJhdzEdBvmVEmRsNRmPbKkSZQHdHO8WpRJmIJkaqprxEmaKDRxRYLUSZu/dHI/G0RJndvkcKLb9EmjQARLtrn0SaWqdGort1RJrCfUa1F91EmttVRiif+0SbArlHHU1+RJs3NUcf8XdEm2kLRSMP1kSbrndGyIHxRJvRo0ZNyG9Em+MERugnU0ScCVBGiEKKRJxBT0eCHo5EnKRaRfGAkESdIh1HNiLxRJ1Ag0TZpf9EnWSYRfhOZkSd1XpGbkc8RJ34p0eUNAJEnmCWRtW7tkSegaRGRjKORJ6WpkcXJ69EnskpRlLVTESfPptGvnuSRJ9QO0aecMREn5v2R5kemUSf1K1HDnxWRJ/nXUYVAoVEoAzJRzNDTkSgsl1GkDE0RKDZIkZzmYBEoRZhRosRSUShVyFGz0l8RKFvr0eFcfpEod8BRnh0SkSiAQ5FdoiTRKIelEcSCbpEojjpRxFiVESidNZGpL+kRKKlU0aHafpEo9r1RzI2rkSkLz1HfXhaRKRMg0bLqgFEpXxQR5emHUSlmxFFTX4jRKW4c0WOWepEpsCnR3UWRESm/otGF4yYRKciV0a1BoNEp25gRd+ZuUSng0BG8b7cRKer30aj6a5EqFywRoMDmkSowyhGDEMbRKlnbkYH5WJEqdqVR1qNyESqtpBGIpfaRKrbMEZIP11EqvKfRoZYtUSrIHhGE0ZERKtFgka88SNEq3i5Ru50n0Sr4cxGrTgBRKwHcUaeOvdErElvRnA4rUSsXzxG/K5dRKzyv0adhC1ErZVaRmPIz0StyTtHA1zjRK3mp0XzDkBErgKARVh/EESuh81GZXwNRK6bqEZS2RtErtneRs7wRUSu/Q1HnWo4RK9LmUc67mhEr3azRqLk0ESvuX5HMJnyRK/g2kZWwoFEsMN5RiTMy0SxGypHGOMrRLJBikajz45Eso5JRz4r6ESynjBGsPPyRLLtS0a50dFEsxsnRWJ4u0SzPllGBSnXRLOBZ0ZTNv1EtL+gRyRGCUS1ImJGW1dXRLWGAETFYl5Etj92R3EB+0S2iINGIFwYRLgcfUZCdQtEuIFwRtX3/0S4oJpFS2b9RLtWfEdMqfFEu3UkRqbqG0S8UoFGwd07RLzNIUcssVBEvYa8RdbXeUS+jchHMn0yRL6dn0ZiGeREwHqGReewFETD5wxFmmV8RMRfGUYsKhdExVRhRhM52UTF8rtG5xYyRMYkgEWoJYFEyfRyRflb1UTL8QNGWL8YRNIyOUYmdwdE0nq8RsFOn0TUhMhGHJC8RNgLJ0bRNuJE2qUiRrWcX0Tgb31GlBM8RPjq1kYBPaxE/l7LRpZdhkT+b2lGNxa1RQBaPkaXlBxFBFvURgcwAEUM8VZGV6tj</peaks>
    </scan>
    <scan num="1394"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="175"
          polarity="+"
          retentionTime="PT1959.72S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">879.377197265625</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="1400"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="126"
          polarity="+"
          retentionTime="PT1968.35S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.448211669922</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1406"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="138"
          polarity="+"
          retentionTime="PT1976.96S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">523.334655761719</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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BGIcGyRK+agEVcuP5EsEdzRryWxESwpDxGnbTkRLLre0Y55+REs4rkRgVWxESzqVxGMa2/RLVm6kbzLJxEtqEoRMzupUS2w2NGF4vcRLghGka2v+BEuUeTRwPgbkS5cpVGklGyRLoIAETASvJEulNtRcqr2ES7nnZGBAqWRL9fXEa9bCtEwHIARJaa90TChINFedaiRMOG10cG0tZExacORV9sqUTJKpJFeb5wRMmDSEci009EyY/fRoIOx0TKbZtGqWRvRMvgTEaCTDhEzq13Ro7fCETP4mZFgmrCRNkKm0WoUk9E2elxRqFkgETlaXRGap3SROcekEYBGMlE55MMRtkKnkTprHtHAkxqROrGfkY01xFE9+XbRgV3XET+sxZGJXgJRQUY2EZdKt0=</peaks>
    </scan>
    <scan num="1412"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="116"
          polarity="+"
          retentionTime="PT1985.55S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">1029.8603515625</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1418"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="131"
          polarity="+"
          retentionTime="PT1994.19S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.349456787109</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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lFep7oRL+QekbN7gdEwUsJRNI9w0TCjKNGlQPoRMN3HUYN7w1ExQh7RTRC3kTGLfRGMZuQRMkuYkZITwdEyqBlRrdbLETTQ35GqHaSRNOs9EU83mdE1ZsrRLtsYETdqopGxfM9ROJcakWKnEtE4oTjRh/sWUTspCpGnY92RO1lZkYkz+hFB3xuRkopvEUuMoNF3HIE</peaks>
    </scan>
    <scan num="1424"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="108"
          polarity="+"
          retentionTime="PT2003.15S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">523.652282714844</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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5GUoVhRLSMdUaKoS1EtYp8Rb/pm0S3yn9GRc1zRLhNqEav/4lEukMWRhwhP0S9g/pGMEflRL7q9kYzfkdEv0yeRimXQETAtRZGJCLjRMHDvkYKjqZEwzCURZ3MC0TEIF1FhVNIRMUOu0YO8xZExShwRZIUw0TG4L1EnlN5RMolQUcGNZ1Ey4NARr+pF0TSSwBFLAywROOgc0aN/TlFBeFYRS0MkkUS4T1F3Js8</peaks>
    </scan>
    <scan num="1430"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="127"
          polarity="+"
          retentionTime="PT2011.74S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">616.903625488281</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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</peaks>
    </scan>
    <scan num="1442"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="119"
          polarity="+"
          retentionTime="PT2029.07S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.996612548828</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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