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    </scan>
    <scan num="241"
          scanType="Full"
          centroided="1"
          msLevel="1"
          peaksCount="1047"
          polarity="+"
          retentionTime="PT357.04S"
          msInstrumentID="1">
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             compressedLen="0"
             precision="32"
             byteOrder="network"
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</peaks>
    </scan>
    <scan num="242"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="21"
          polarity="+"
          retentionTime="PT358.436S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">991.027770996094</precursorMz>
      <peaks compressionType="none"
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</peaks>
    </scan>
    <scan num="302"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="29"
          polarity="+"
          retentionTime="PT446.493S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">777.732360839844</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="446"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="211"
          polarity="+"
          retentionTime="PT656.273S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">787.802673339844</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          centroided="1"
          msLevel="2"
          peaksCount="414"
          polarity="+"
          retentionTime="PT691.296S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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          peaksCount="673"
          polarity="+"
          retentionTime="PT712.397S"
          msInstrumentID="1">
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          polarity="+"
          retentionTime="PT717.269S"
          msInstrumentID="1">
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    </scan>
    <scan num="495"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="433"
          polarity="+"
          retentionTime="PT727.495S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">694.738647460938</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
          retentionTime="PT746.267S"
          msInstrumentID="1">
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          polarity="+"
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          polarity="+"
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          polarity="+"
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          polarity="+"
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          peaksCount="677"
          polarity="+"
          retentionTime="PT780.177S"
          msInstrumentID="1">
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    </scan>
    <scan num="533"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="470"
          polarity="+"
          retentionTime="PT781.55S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">698.703308105469</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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    </scan>
    <scan num="536"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="409"
          polarity="+"
          retentionTime="PT785.591S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="548"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="490"
          polarity="+"
          retentionTime="PT801.225S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">806.786926269531</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          polarity="+"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="452"
          polarity="+"
          retentionTime="PT811.635S"
          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="636"
          polarity="+"
          retentionTime="PT813.479S"
          msInstrumentID="1">
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             compressedLen="0"
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             byteOrder="network"
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          polarity="+"
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          polarity="+"
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    </scan>
    <scan num="581"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="552"
          polarity="+"
          retentionTime="PT843.746S"
          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="584"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="617"
          polarity="+"
          retentionTime="PT847.573S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">842.672119140625</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="498"
          polarity="+"
          retentionTime="PT848.525S"
          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="366"
          polarity="+"
          retentionTime="PT854.757S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">622.317687988281</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="457"
          polarity="+"
          retentionTime="PT905.186S"
          msInstrumentID="1">
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             compressedLen="0"
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          msLevel="2"
          peaksCount="624"
          polarity="+"
          retentionTime="PT912.144S"
          msInstrumentID="1">
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          polarity="+"
          retentionTime="PT919.585S"
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          centroided="1"
          msLevel="2"
          peaksCount="532"
          polarity="+"
          retentionTime="PT940.943S"
          msInstrumentID="1">
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          polarity="+"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="632"
          polarity="+"
          retentionTime="PT945.288S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">738.44384765625</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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    </scan>
    <scan num="690"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="353"
          polarity="+"
          retentionTime="PT972.328S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">954.710754394531</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="576"
          polarity="+"
          retentionTime="PT1012.82S"
          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="715"
          polarity="+"
          retentionTime="PT1051.15S"
          msInstrumentID="1">
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    </scan>
    <scan num="750"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="414"
          polarity="+"
          retentionTime="PT1052.48S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">653.782531738281</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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             byteOrder="network"
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          polarity="+"
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    </scan>
    <scan num="752"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="328"
          polarity="+"
          retentionTime="PT1055.2S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">678.552062988281</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
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          msLevel="2"
          peaksCount="541"
          polarity="+"
          retentionTime="PT1104.89S"
          msInstrumentID="1">
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    </scan>
    <scan num="965"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="210"
          polarity="+"
          retentionTime="PT1338.78S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">510.429260253906</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="1133"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="170"
          polarity="+"
          retentionTime="PT1579.04S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">510.803497314453</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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BcMkQtYHVG7zOURC2ZbEY7lpBELdnsRdacz0QuKCdHdoILRC5kZEamv1BELszoRXYSpEQvF/tHHa+nRC9hfEerk6NEL54MR1d/QUQv43JF3bhDRDAr0kbsPbxEMJnXRQ08kkQw27RG+Ot5RDEgzEbA32tEMWC0RVfC8kQxlShHBt8vRDIcV0YepbxEMlScRoOZX0QyYXlFEsgmRDKT40aR7lhEMuPoSAplikQzHnZGjrLQRDM+j0blw4FEM2GjRo4Tf0QzovpFnLI7RDPjnUbnBEhENCaQROA/pUQ0Wp1GHCAcRDSv10YOUbtENOWGRdZu60Q1I15GHmnSRDWhjkUZgh9ENdLWRrw90UQ1485Fv08/RDYcw0TswEhENl2+RoWTCUQ2bu9Fyd23RDaqt0Vlb/dENtk9RarzFEQ3IMJGsnW2RDdt90afTXNEN74wRuLNB0Q36RpHY/QBRDghmUY1GO9EOGz8Rq0hM0Q4pBFGsrumRDjQckWDP8FEOQCKRs4sYUQ5W1NHD/5CRDmnSEbLtsREOd2SRgT7f0Q6IcpGVJu6RDpX4UWxVBREOpZSR0GCpUQ6y6RFAaK4RDsjh0Zmrv1EO150RYv2B0Q7lnlG3U8PRDvcqkaFW6NEPB/NR5wvBEQ8TUZGtZeGRDylK0bUW5dEPNqARa2SzUQ9RU5GLMBURD2Z0UR4gOVEPeVlRutxHkQ+YvhHOq0ERD6aIUYOQEFEPvjJRzYxAkQ/HuBG47xSRD9dSEb/S6NEP78oRwaba0Q/5hBHOTDTREAPCkbVROhEQHMHRhvInERAsWdGo4sqREDkuEco20pEQSDPRwj8OERBYOtHDf4JREGRG0YFffFEQdrqRoRnUkRCUr5FNkK3REJom0TzsttEQpOLRjXkw0RC6bRG76fdRENSaUcl7k9EQ6rmRgir7ERD8LdGYbIhREQaEUaZg8lERGJYRreJnUREuV5E15nMREUALUdU539ERToBRhNfLURFdPNE1JpPREWhr0aUsAdERi0HSAOySERGaCVG3Nh8REa02US4a9BERuJyRvKatkRHKx9HCoPsREdSkkanjVZER4eARk7lAkRHqwxGOBDyREfqBka8zJ1ESCfbRhvCj0RIa4NGf1RxREijz0Whxj1ESOnRRgf6XERJaaNGqmKHREmZDEcpTD5ESbxDRsGSbkRJ7ABE+vnhREpZ/EYvFdtESqOJRTBXBURK3DdGaovTREsadEXHGZ1ES3KiRgg0ukRLrEhH4h/1REvrzEcW9DhETCkZRiKpmERMY15G5sU1REyrQkYV/EtETNtmRcueYERNLvFGu6n5RE09cUUrRxlETWfqRwC+UERN5kpHL/qPRE4jiUYaF2BETllTRZvkfURPBsJFhqRrRE+CVkceNABET5GiRZAv0kRPoMdFrAVjRE/pD0YBR5NEUG4aRrjnPERQ43tGjtp4RFEQbEchyNlEUTvzRwDpoURRYbVGcppjRFGVzEWejO5EUeVDRgCLrkRSIVlGlWtxRFJ/PkeBcRZEUrHcRhYcrURTC1ZGltr6RFMzw0a+ORFEU1UFRvWa6URTjPtFwRjgRFPfkUZ2GRtEVDIYRoF9R0RUeLdGObTkRFTnHUaJXmVEVbGrRpayx0RWB+lGx7IaRFYs90YmhRtEVp9DRZkmqURW2i5GgpfgRFcbi0XeBoVEV2HgReJjGkRXpx1HD1M1RFe7/kXoVw9EV+QARI3qiERYHx1GhnZ6RFhdVUbI2ftEWLTVRw4krERY7FZHIScORFkTD0ZAQYhEWTgARRuuokRZdlhGmheCRFmhP0YjOOlEWc4rRumG3URZ7jhGzNkARFoshUX8vLNEWp01RgHIuERbHdNGzXGeRFteK0XXnt9EXBjIRaOuz0RcbURHGyCKRFyYA0XgSv9EXN0+RdsuYERdJ61HDEPaRF1zskcTdMhEXZR2RrI4U0Rd7BNGu2uZRF5kLEdvbx9EXqXIRxS1nURe5IFEe8c0RF81MkWt5rJEX13jRh8V+0RfqRxGqqqHRF/agEbDE7BEYCa4RqWPmERgYwBFA6dGRGCX5EZlgI1EYR4eRa4AL0RhPYxFhp98RGFxTkbS67NEYabHRfwh4kRh6jZGGd++RGIpBkbkIPBEYov6RooEeURir49HN+sTRGN1HEdAz8VEY74LRsAKDkRj7BhGwdnjRGQpSEabqCBEZGxDRuTwwERkjhBGGafFRGTSvUbVu8tEZPEIRiT/uERlHZRGMnH6RGWADEcMEZREZglIRur+SURmTmxHBrtFRGanHUYFditEZzMhRq5o4URnb/pGos9FRGew8UUPDQBEZ/AxR191UkRoLoJHOtReRGhng0Xi/69EaKcpRZgQQERpIcRGafoyRGldQ0YockJEaYmeRduYM0Rp/UFG+i6FRGoqNEaogSVEalHzRdO7qURqroZFu+3MRGr/00b67ONEa0WyRdBM20Rr70pGJMC2RGwpz0a7gDJEbRDqRUgy+0RtZxpGbdV+RG21BEbWfCREbce+RaZCMERt6KVFiTlVRG4Rd0XaBzpEbk2yR0RlHURun2FGgRNtRG8GGEeH5qREby9DRpTQC0RvdElGOokFRG+hwEZf+qBEcKknRmCsSkRw4mJGNqttRHEZ20axtkVEcUGqRhejk0RxYjtGXdhpRHGTr0ZBJNdEccBjRmdwZERx5L1Fyx7wRHJptEaU8CFEczJNR0EkuURzachE11zZRHPlrEY5+G9EdFpTRtXPg0R0pQVFqLtgRHUVSkbI8DlEdZarR1nBVkR10dpGpbPZRHYl4kVALLFEdmYARQNof0R24pxGbJfARHeCakZxfIxEeDWbRoIiGkR4XBNGITAvRHiDUkZxjytEeK+YRjbMvUR5OdxGONBWRHl3+EaOTeJEeaS4RQOT7UR58TVF/dcwRHpENEcrKXxEeoOuRdgcYkR6pk5FtUXxRHrdXkTVkutEe2i2RPvQr0R7rQZGXjeeRHvt00W1QmxEfB3LRHrQZ0R9cM5GvkSTRH3mEkY5cIpEfi6kRzcAg0R+Y4JGkGe1RH6SAkXEjUZEftjqRcg0iUR/AOBFwpfTRH919Ec66UFEf7F/RjI6GUSAFipGBsgzRIAnPkYI5LpEgFKaRe2czUSAd8xFAp/4RICoCkXsaylEgOyURbced0SBCzhFzlNzRIF0hkX5lt5EgZwARFNKyUSBuSNFNdQIRIH0gEVJhsJEghrRRrX/s0SCLhdFfnzPRIJZbkXo5cVEgoB8Rtif00SCk6xGOdWARIK0fEbLIi5Egtx2RoADg0SDDrVGMBdVRINSdUTDvZ1Eg2/QRyTJpUSDlHFHAXcWRIO7FEYsZZlEg/iyRUHzXESEFnpFsXKoRIR1ckbyjvpEhJUeRx+QwUSEs/ZG2gCDRITCG0X/lXpEhNYAQwGqZUSE9XxGDbQmRIUc7UZVXCFEhTRDRpWrGUSFQMRFmjmlRIVWI0cNrNJEhXUMRLAdnESFtIBGnJ7ARIXSYEZ24bNEheRGRU1AoESGLgtHDUaJRIZAnkXygmVEhk0ARfULGESGcPhGwPcuRIaRGkZc61xEhr+GRq8XrESG0XBGdLoWRIdYOkdl83pEh7NXRZTd9kSH74dF8v0NRIgYnEazK3ZEiEKtRlnxI0SIfVxFbpKqRIiwyEU0O3pEiRCsRm+9a0SJiJVGD9JKRIncnEYKj1REifO4RLGFD0SKIJZHSCmORIo9O0U6ITtEimYARIZ3xkSKfQBEUzbYRIqaqUaFbp5EirfsRwGAJUSK2GpGVdr6RIsSfkYfQSdEiydMRhVZfkSLQbdFrOIbRItspkaKMs5Ei5i+RibQjUSMEc5Gbn7DRIww3kacooFEjESGRcMtUkSMX5pF9B4ERIx9m0XfaPtEjLcKRhLvz0SM6S1GPSq4RI0C2kW8IPhEjo1WRZ0QaESPGdtGIJAPRI9ZU0ZzH1JEj3l0RbiajkSPuKtFw1qVRJBXGkXmFtlEkLeWRjcgsESQ3w9GgalYRJDvQkaYZ3xEkS6uRoSTxESRVUpF43LkRJFo9EaHO5NEkiAFRhWZVUSSjXxGSRI+RJKyjkYERo9Ek28gRheD0kSTwP5GTVjuRJPWPkYtFAVEk/KpRQ+jUUSUJgBEHo/gRJT5VEZ3FRFElX4ARXh0D0SWPW5EoADGRJZ3SkbDsZJElvWKRamSckSXF6dGISUcRJeAuEZ/1cZEl9SxRhs490SYK5JGXusuRJhwpkU/dmxEmPaSRq7yM0SZnyBFtST0RJoOFkX27oFEmlEYRYSHtESafzBGQc0ERJsjsEWWjAdEmzXpRapCxEScLx9GreOVRJx8lUYY7ihEnTWnRlMUpESdX31FiFViRJ27P0fJcQ1EnlseRlTtCUSeagBFIhmrRJ+jBkT1zJlEpl9BRhB1WESmoLpEd3+XRKbF/UXm4AdEp0UCRiz8PkSnXmNEtGWkRKdxpUXAZb5EqITwRQTOv0So7vVGPIPKRKn/l0WABTVEqrl/RpQCbUSsIKBGNTRbRK+/mEWWxalEr/rnRLC57kSxkABEKr0+RLWzXUSOvkFEuG7rRdExp0S6YYNGIdhjRL8LUkYXn9lEwIbkRZqVOETCfKdGpvV6RMjWjEaYTeM=</peaks>
    </scan>
    <scan num="1253"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="123"
          polarity="+"
          retentionTime="PT1751.95S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.658386230469</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="1259"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="225"
          polarity="+"
          retentionTime="PT1760.57S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">610.472351074219</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="1265"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="155"
          polarity="+"
          retentionTime="PT1769.21S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">566.365539550781</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="1331"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="151"
          polarity="+"
          retentionTime="PT1861.85S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">781.184509277344</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="1337"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="109"
          polarity="+"
          retentionTime="PT1870.52S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">1023.517333984375</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1343"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="200"
          polarity="+"
          retentionTime="PT1879.13S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">709.251647949219</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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</peaks>
    </scan>
    <scan num="1355"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="152"
          polarity="+"
          retentionTime="PT1896.77S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">697.403991699219</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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9GFJ3ORLBHMUcIxBtEsOimRrsY90SzxQlFMkKgRLezIUa8sF1EuV6iRyJdFES5+r5HxwlqRLsbWkZdMlxEu8wARNiW0kS9KHtGUAF5RL7Q5EUlbZpEv1V7RUCfokTBO6FGkjaSRMF03UWayL5EwbTwRZAjnUTFATtGLaVWRMa6i0WzY5NEyQSeRrqItUTKeRdGh5GTRNCDtEaVbLtE0jPhRpE/KkTUUw5GODo1RN6qyEYkL+hE5KrkRX1sGA==</peaks>
    </scan>
    <scan num="1361"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="145"
          polarity="+"
          retentionTime="PT1905.42S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">510.246643066406</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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    </scan>
    <scan num="1373"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="123"
          polarity="+"
          retentionTime="PT1923.05S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">570.711303710938</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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</peaks>
    </scan>
    <scan num="1379"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="109"
          polarity="+"
          retentionTime="PT1931.7S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">961.317260742188</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="1391"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="155"
          polarity="+"
          retentionTime="PT1949.03S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">752.764343261719</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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</peaks>
    </scan>
    <scan num="1397"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="121"
          polarity="+"
          retentionTime="PT1957.69S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.646759033203</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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NElhTzRLLUvEXWoO1Etgl0Rk3TD0S2SJRGPr0QRLbdbEWj2PNEuD5wRWgKEUS4gABEn6bpRLvfP0ZNzkZEvAoMRcrPT0S8TM5FSCfiRL1ElEX/pMtEvlVcRYJ7lUS/wjlF6xEBRMAGlEZlWoxEwOnLRUb05ETCqz1FKjGeRMLkg0Yl7JRExjNrRhtt10TG9OFE+5/0RMeGxUcgtjBEyG1cRg1k6kTMCqVGCdQERMyxGUW5Kp1EzPx+RlS4bkTNQ2pFhL1cRM3xLkaadlpE1sN+RoU0fETYSMRFSiZoRNhdZ0W82aRE2KUSRh9taETaBKFGhqKQRNsW9USNZZpE3ES8RiagY0TiVLdFkTU0RPH5FEWaHe5E/JOeRf8QDQ==</peaks>
    </scan>
    <scan num="1403"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="125"
          polarity="+"
          retentionTime="PT1966.33S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.564758300781</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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