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contentType="m/z-int">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    </scan>
    <scan num="493"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="448"
          polarity="+"
          retentionTime="PT723.224S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">925.432556152344</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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    </scan>
    <scan num="499"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="500"
          polarity="+"
          retentionTime="PT732.224S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">840.492126464844</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          polarity="+"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="447"
          polarity="+"
          retentionTime="PT774.323S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">521.137878417969</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="535"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="380"
          polarity="+"
          retentionTime="PT782.532S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">625.714782714844</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="541"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="410"
          polarity="+"
          retentionTime="PT790.427S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">625.564331054688</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
          retentionTime="PT803.12S"
          msInstrumentID="1">
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          scanType="Full"
          centroided="1"
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          peaksCount="470"
          polarity="+"
          retentionTime="PT808.94S"
          msInstrumentID="1">
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             compressedLen="0"
             precision="32"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="787"
          polarity="+"
          retentionTime="PT815.3S"
          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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          polarity="+"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="546"
          polarity="+"
          retentionTime="PT846.23S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          centroided="1"
          msLevel="2"
          peaksCount="691"
          polarity="+"
          retentionTime="PT877.83S"
          msInstrumentID="1">
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          centroided="1"
          msLevel="2"
          peaksCount="657"
          polarity="+"
          retentionTime="PT912.563S"
          msInstrumentID="1">
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="453"
          polarity="+"
          retentionTime="PT913.678S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">764.984436035156</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
          retentionTime="PT929.932S"
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          polarity="+"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="435"
          polarity="+"
          retentionTime="PT936.062S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="676"
          polarity="+"
          retentionTime="PT943.974S"
          msInstrumentID="1">
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             compressedLen="0"
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    </scan>
    <scan num="739"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="571"
          polarity="+"
          retentionTime="PT1052.34S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">1016.578674316406</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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    </scan>
    <scan num="751"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="504"
          polarity="+"
          retentionTime="PT1069.68S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">697.374694824219</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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</peaks>
    </scan>
    <scan num="1241"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="76"
          polarity="+"
          retentionTime="PT1747.88S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">808.138549804688</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          scanType="Full"
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          msLevel="2"
          peaksCount="128"
          polarity="+"
          retentionTime="PT1756.49S"
          msInstrumentID="1">
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             precision="32"
             byteOrder="network"
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</peaks>
    </scan>
    <scan num="1319"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="113"
          polarity="+"
          retentionTime="PT1860.29S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">495.430511474609</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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AvP0Q5JRtHJvWFRDlzZUfDPTlEOZ+sRyLMcEQ56+5Fey5MRDogD0XLRC5EOmQbRqx3KkQ6l6lGpy4JRDryj0YZLL9EOzUtRp+EhUQ7YRFHFCiIRDuAj0YOTklEO+sqRjzZFkQ8JFdID6ypRDxcVUcSqFNEPKYdR6k9WEQ84DhHD5rbRD0lvkcM/PREPWG5RwXYs0Q9lWRFCNPHRD3ieUdnvU5EPi4ZR0sjJUQ+ZmVG3Y0ERD53K0YARNREPp7KRphBQUQ+uH9GEigKRD7w8kXoyOxEP0TqR1GiLUQ/lOxGc0Y+RD/zyUaQBu5EQDCfRw1sHURAfQFG6+99RECsAESswH5EQOHARWGWB0RBGZZHde0/REFRcUYGh9REQWeFRSO5JERBph9HBqreREHXREVGDlREQfuxRyw9IERCLGlHshzDREJod0VEKlNEQue5R+WbYERDIUFGlQkARENeLEYyXu1EQ5tURs5qk0REIS9HiaNJRERkM0dzXF9ERLcqRew3gERFBztF2GyhREVcrUaSKo5ERZ29RwRPYURGKFJHnYrwREZyBUca9f1ERqpMRzqHyERG7mNGXHQlREcvh0bS5kRER3DGRgRxjERHs55GgFNwREf3AkbBZhRESAOQRXrBIERIJxZHGNHKREh15kYzAgBESKIQRcNde0RI6BFGiaVTREkuP0cA475ESWWMRvOdckRJmWJHRzHcREnflEUm8EBESiv2R02viERKcapHNnpQREqp7Edud9JESvSCR0Hj7kRLNaxGFcjcREtqbEa4viFES6mFR2MQz0RL69lHYat5REwhD0bCaQ5ETF+gRjkiIURMkXhGvT3ZREzFskYeWH5ETOyxRRKLrkRNJ/5HOQLbRE16JUb73IFETazURzvaN0RN4UhGtFlDRE4wOkZUTDpETl3vRws7pEROyBRHj/FNRE7t/0Zgv61ETxyIRzEek0RPUSlFAUjsRE+uB0ac4W1ET9//SAHfK0RQISJHKmpMRFBtlUcPMOREUK5JRl5W0URQ7UZFJrctRFEvhUWnmZxEUVwfRZvElkRRh/JGiq8QRFIsLUatTbtEUmvZRxOIrURSndhFjjuQRFLyW0cMaZ1EUy36Rz2ldURTcnhHYqK8RFOq0kbIirxEU+pPRsQjJ0RULwJGWULbRFRtdEa1fDJEVLJtRw6JJERVLUxGSYtFRFV3gEbmvH5EVaRvRhcx9ERWAJ9HofKSRFY2vUbScP1EVlHzRgNpVkRWqPdG0JqCRFb5hEaoZeBEVy4pRXku1kRXePdFS+siRFesgkX9kHdEV/JTRyoAikRYRvdHkcaaRFh7TkdoEH1EWNjuR4VG7URY+0ZHDUKJRFkc/0Ym5zhEWbgsRwOVa0RaS11GPzWvRFqiV0bh4ZlEWvF5Rscy3kRbKs1HktUCRFtqAkcgWn9EW7e+R2UL4ERb6J5GDLrYRFw6DkcbBEtEXGu7RwCn60RcslNG+mtXRFzdHEdbhY9EXTJhRkhkiERdXnBGcABiRF18AEW6zqtEXcEFRo2+d0Rd0aJGYVrXRF38FEcb02VEXoByRp3E2ERekI9GEz1oRF679kcGcKZEXvsDR5oczkRfR/dHlfRiRF9yMUbon7NEX7kRRsj92kRf/+ZHhmgxRGAmCEcFYVREYF97Ry6VckRgn8lGRYojRGDCF0ZPRzNEYQS+RwBPd0RhKnJHAgVqRGFddEU7wQ9EYapnRp+1bkRhv3xFtBiiRGH6E0YeZktEYj5RRbii0kRia39Gfd+ARGK6LUZs01BEYwYhRsz/skRjF19GHWYeRGNHx0c4ec9EY3gARPid7URjqztFkjGoRGPp2kbCgXNEZDlFRlV4V0RkddZHaF8QRGSXoEW9WWZEZKRLRSA5CURk7FtGlHmzRGVHk0coKWpEZaHPRwADs0Rl3u9GbkjsRGZQGkeQQ1pEZnzJRvWJEERm2vlHHFHERGbwCUXJlz1EZyJiRxhCV0RncudHBtBmRGfumkefXLdEaDA2RtSdOURoa7VG6aw+RGi33keHyY1EaOqvRh1Sf0RpA31Fl13sRGkxCUayBhxEaXdCRus9EERpqD9HKrEbRGnbNUbeXc5Eaim1Rssdl0Rqgc1HJBrSRGrLMEZ2rX1EavqMRXqwZ0RrNABEdfKvRGuKp0ZeujNEa/1XRjgtvERsRTtG9E+oRGx94EacHAVEbLAmRYcezERs4ghGBqINRGz89UTzG49EbS0HRxleXURtSQ9GgtdrRG1+ykY47NxEbaZSRoDatERt/3VGl10ERG52vkcO7OFEbrwlRwM16ERu7/tGUp7TRG86QkbIX+1Eb7dtRzBvFURv27FG1RD+RG/5h0ZmBTVEcEF+RwrXdERwazdGQhKuRHCqw0etAJhEcO+dRvDFG0RxP1hHNkOwRHF2Kka6b3ZEcbdJRxg6+ERx56BGTpRQRHH+EkXw929EcnvzR0ruEkRytoZGu+y1RHL6d0aXmO5Ecx/7RnLjOURzRhdGdskJRHN0N0ZuWB1Ec6G/RwsIF0Rz6P9IGMUJRHRCZkdUi8tEdHeIRzVkhUR01/VHAVtORHT240XNhrVEdTGoRo4SV0R1bMZGJw8wRHWx2Udo4ftEdekbRhkFqkR2ObpG+c2bRHZvuEXC+9VEdrdZRaofBUR26SVGx3p6RHczrUcy0XlEd2K9Rsf7uER31TxGsnxLRHf02UX+EsVEeDBwRT+EjkR4ZDRFwjuWRHjYOkYa0UtEeSv1RqjwgUR5ezRG7cLjRHmkhUcvrO5Eed5LRWBn4ER6MYNGYyf2RHpdg0aHdSpEeoPARlzYt0R66hhFunxhRHsmx0Y00mVEe3VPRzTdmER7/lpEgluZRHwqtkXxkN5EfFwpRyiyPUR8irRGRsSfRHzaK0czX85EfQptRcnhK0R9OZRGLTC3RH1/eUbfHFVEfaWIRqFLX0R943ZGr/4DRH4FRUaKJj9EfjHKRj3IEUR+YlRG8qQfRH6vw0YLBJREfuj4RlHtekR/QD1HMcN9RH9z6kY+rBhEf53YRaI76UR/+cpGTguBRIBMY0bRsyVEgGx2RQ6P00SAkABGvap4RICmOUbpoF1EgL1MRnmSBESA0opHRRjJRIDl5UZlvNBEgPg/RtCt+ESBPF5G24B/RIFgF0aZ6hVEgXv5R5BZokSBnA5HoW88RIG9NkS/3ptEgfaMRqYH10SCFhNFmHHDRII5iEbXC6xEgmJ8RjwraUSCevRGAspPRIKS8EVN+MpEgq7cRXvUgESCxqtHqHuGRILg6EbiKlBEgvqGRmcYWUSDI+ZHhwa6RIM+akSzAOZEg0ReRNNEm0SDWBZGpv/TRIN5zkdEaOhEg5E8RmG3rESDunBGqmY7RIPZVEZPUOhEhCxnRyfwF0SEQjJGYGvERIRYxEbK9YxEhG+5RzeYSUSEo4tGiYPMRIS9d0WdCWhEhOGYRrYx7USE9OBG3ucxRIT/5kVss6VEhSpnRiKIkUSFQhhGnXAjRIWO4kdvfKhEhb2ERpy+RkSFzv9GIkRCRIXxlkazdQNEhiTsR0hCgESGQ8FGvhoZRIZkika6xSJEhoCCRnREZkSGmPVFvpF3RIa8kEWGS7VEhti+Rs5E0USG+shG3ZGdRIcRPEbElfJEhzZJRfZRN0SHRVJF7VTsRIdmwkbSCbtEh3oARTJXEkSHkzxGEx6CRIelokb8n2pEh7z4RpuG+kSH9WpGkiZ7RIgpmUbsfCxEiETQRjPLIUSIeMhGz5xyRIi7SEaeUtdEiNCGRcFYQUSI8FBFKVArRIkuukcgN6NEiUc+RoJaaESJes5GIHqRRIm+y0ZojsJEieISRwouVESJ9k9FsS2vRIpAZkUWyHtEimQQRqo63kSKeq1FoIWIRIq0aEaWJ5ZEi36QR0jslkSLmgBEc8O8RIvhUkdy9ZBEi/a9RvB/N0SMFBJFWjOwRIw1iEcG8ntEjGEIRdN6xkSMgXxG0CA1RIyRiUaBALdEjKzORoKcKkSMx2BGDuY1RIziPkWYKCtEjSFvRtaCfUSNQC9Gw8tyRI1cVEaBCEVEjYFFReKiM0SNlfxGWsm9RI2xOEbu8kxEjfECRl69RkSOB9hEsNlJRI4Q90VveD1EjkMWRZZAvESOWj5HDXKwRI555UcwMCFEjxW0R1C2BkSPLgBEqqIbRI9TAEY3alBEj33HRaMcVUSPpHpGTwOfRI/DykaHfBlEj85SRqr3CESP+DJGvIOARJAepEaTkkhEkFbWRWvzr0SQjYhFlFODRJC+nEaE9GpEkNX2Rh8+d0SQ5gBEqf+PRJD5X0VpG3lEkRTMRot6aESRTy1E89nARJGTEkbOkr9EkbNmRmPE+ESR2rRF9hNsRJH2fEXCf+dEkh5MRm6MYUSSP4FGmxmbRJJ8oka+WChEkpMiRmQYw0SS13ZHKY55RJMA2kYzyJ1Ek4K2RSrG1EST09pFkLC+RJPnXEZ1MvxElBv4RmvcqESUaVlFxUZzRJS6ika1ORJElSAARInbYUSVkfBGIwBmRJWkQkWC40JElbW0RR2q80SVyM5FiO9uRJX9ikZsDJFElhffRaWIQkSWMjRGHbM8RJZMmkaQK95ElmgURownMUSWotZFZFExRJc3ZUZhCctEl1OERpYXW0SXghNHAR9QRJeilkcGbddEl72oRhMTXkSX6XJFuj+CRJgA3kanNGxEmCjERg3M4USYOkpFIhn4RJhl70a+PRhEmHs+Rmo/g0SYutxFZ3gdRJkCekaETXxEmdnzR546FUSaB7BFx+JlRJohfUaAHzlEmj5mRiIrIkSaZJ5GtJfbRJqhx0aozvxEmt2uRuH5TESbHOpGeoQqRJsytkcLInVEm1gIRfqfZkSbdwtGDiskRJui0kbH9+1Em+YURZ5wekScBH9Fr6YVRJwaRUSowhdEnGi4Rkl4ckScqhtHKRlwRJzl/kY329tEnPujRyf5/kSdG4tF0tEpRJ1B7UY2TJdEnVkFRfumvUSd5qJGKbkIRJ4AREazuI5EnieiRpIIUUSeNmZF1g/FRJ5eOUZXJd5EnpmaRsin1USe2x5Fo+JQRJ893EZSAklEn5ahRmNOSUSf4J5FSfIMRKBmdUXJM1tEoH28RjqhgkSgxcRGOvVZRKDa5UYN1/pEoSJ8RdViLUShdV5GrdDMRKHnLkXzAIJEokKwRWdizUSicaFG/ZUrRKK6PEZsnGVEowf3ReK0ykSjJYFFvpDwRKN2j0Yyw49EpIPTRlbhJUSkq65Fc5btRKTAh0YqsaREpUp9RtIRe0SleZJFteANRKWWskZqk7VEpeSRRm1ySkSl+6dGlIUdRKYe1US2pGJEpkuFRucIEkSmXo9GJ0RpRKZ+qkX29GVEprWORetaIUSmyCVGQCoxRKcyvEai795Ep/rORhQA6ESoGdlGjyAHRKg030ZcUPBEqLh2RgbyOkSo2IxGoGfaRKlggkbSvmxEqX7SRM1sKESpwjpGZIaIRKoZgUVZRhhEqkESRhVcLESqwTNEmXG8RKr3hkaB0WtEqx6+Rqq1hkSr/wBFVeG/RKxmYkXRPTpErSZbRZTB00StXIVF4OHdRK15sEaKF/5ErYiURjMvekSuRshFwq2jRK7D20aFTvtErwSWRZ2CtESv5dhGP4LxRLAqbkUeauJEsFtURYFrckSwrWJFFj/WRLFC/kYXQj9EsmR5RijfY0SylrVGC6xdRLM8q0UI1L9Es5C3RhjE8US0w3VGYYtBRLUBskYoE/ZEtWOhRuCvi0S3N0VGh+khRLfCr0UQH5FEuJ+wRpcLl0S4wrdFywwoRLjbhUVOEqpEucDhRajqwkS6SztFn05IRLrGskaAoshEuxDVRQj78US7TXNFswD4RLxLdEbb8/ZEvHuFRdvvPES9bc9FrIsuRL37x0aG87ZEviOZRWd+v0S+wZJGk6k2RMHVmUYNRrBExCQARJIyt0TEQuVHYlbxRMSlLEWvaO9ExOf0RTtNjETI+/9Gpli5RMlDWUYtfa1EzMJ3RZ01RkTNJPhGViv2RNHLM0XGt2FE0k8dRe/y+EThdPVFK0r/ROROvUXyGydE56cgRedf3kT4MRVGFd4QRPoHpkWnK10=</peaks>
    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="148"
          polarity="+"
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</peaks>
    </scan>
    <scan num="1349"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="110"
          polarity="+"
          retentionTime="PT1904.23S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">798.274169921875</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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nMj0RNP89HDG/+RE1tUkcdkLVETaNHR1W5xERNz7RF6UA7RE38f0b3j1VETkkgRmHPK0ROnrhGmHzVRE7Zlkam/f5ET50DRZMYWURPwQJGBbPZRE/kAETE+l9EUCDBRiZL7kRQVC9HUx5pRFCuFkb9ELxEUNq1RvccrkRRBspGsoSCRFEt/EW+L7lEUYZJRjbEr0RRtLVE+5fvRFHtdka/YkhEUiVYRxNtQERSY21Gnip4RFK+9EbDya9EUwEnRxx8kURTOx9HT8g/RFNrYkaPljdEU679RW92JkRT5a5FsWF1RFQtqka90SNEVG0JR39WS0RU5OlHDoQ2RFUZW0Uhn/ZEVUE6RzoNaURVmlVHJ5ILRFX7+EcP0tREVhwARZTezkRWcAdGjpioRFamzUcX6AtEVro1Rcdvd0RW5ztG1PG/RFcN7kZ1lmxEVy6YRhAdR0RXWtBGljoLRFeqZ0aeqGhEV+zvR1YyqURYR21GD4KBRFhxgUcGyJxEWJ/rRtqhDURY5g1HJqtPRFkmnUcBl11EWVp2RqverURZny1FroCGRFm+SkYrap9EWe7wRsAGe0Raa9RHIEjaRFq6SEeaNo1EWzdWRuiafERbcixG3HApRFuwZEeJz+dEW9soR4VOaERb9wFGrc1oRFwqgUcq+LtEXEknRhTHYURcmm9GV/5gRFy6g0al77ZEXQcxRq65xERdW8FGiECARF3E7EZ1r9VEXe/hRop3hkReC2dGLhdBRF500UeYVq9EXrpzRhmnUURfDWlHKG7yRF8kpkWZZUZEX7jiRc5upERf+OhFtpHqRGA8xEbhfg5EYGhtRdLqcURgllRGEX5HRGDoQkanzcVEYSU4RabA9URhYGxGryZHRGF8AEVm9hxEYZ7RRs/B3URh5aNGDP1zRGI7QkeFAOlEYnrqR1vbrURirjpGcetRRGMu9UZBShNEY3/uRkt7hERjtclG4uwORGQOe0bx15BEZDSRRhf3uERkbh1Hl3iaRGSfSkawoK1EZOk6RqikUERlM/xHW3a1RGV17EdeaLBEZZ/hRxkWpURmBWlGby3NRGYyCEa7+1JEZohxRrjO4ERm3+ZHPBUiRGcuuUaQnkJEZ1X9RvnpuERnpDhGrHlhRGfex0b706VEaDMiRwM1gkRodFhGg0YJRGipKkfEu+JEaO3yRNxB/URpPR9GKE6rRGl59EfmlAdEaZvKRxTdQURp5hRGuuGlRGoykEWrSCNEamC3RepAnURqxN5FiA1ZRGr7PEclmXFEaxrPRyep7ERrYmlHSB8MRGv9gkY8g0NEbDzQRYr2nERscRJHQFWGRGyz00ahQLFEbOvsRj7k+0RtbvtHF69IRG2klkUDH9FEbsD8RpYXtERu9b9HCHeHRG9GEkb4LdFEb3JlRckhoERvshZFsBR7RG/lw0cnC4pEcAy6Rm/Jl0RwV3xG1bqeRHCI+keEuZ5EcLzPRz4HJERxBXhGT1U9RHEvNUXjZmdEcXj9RvnOUERx70dGyOJHRHJlyEZEWj9EconWRjTJ60Ry/BZHfsTbRHMtI0dnPcpEc17tRlMNukR0BCNGee70RHRXEkcqakdEdKFwRwI3GER00L1HZmy9RHUe40cBsXxEdUPxRuFwc0R1b9NHIZ3oRHXMu0adxbpEdipiRnU0AUR2ghhGR3e9RHbdRkYf2CdEdznWRvwEYUR3eZRHJHR4RHe9xkakxgJEd+lvRkwUAUR4OWZFj617RHhxckWrsjpEeJi6RpDfNkR4vi1FiCrGRHkdQUdp/SREeVUVRV4E7kR53aNHgBUQRHo4/EWtN95EemIURfReVUR6gsJGPzVoRHqy/EaLNa9EewNfR1FXbUR7NwpHCZ5WRHvBrEaG/mtEe/7lRnyxW0R8e/xG26bGRHywtUcFs+9EfXdeRt+cJ0R9q7VHcVkqRH3qC0VTUBREfiSfRtwb50R+eR9Gt6rwRH60JEZUoohEfvTtRgamDUR/H+pGMtIHRH93OkduS2hEf6rFR5bteUR/3+9GuWrRRIARHEaizPBEgCJaRam7JUSANw5HE/l6RIBOy0YiGQlEgHvdR3hRrESAm0RHTDifRIC6mUaHPwZEgNrpRu+OvUSBNXRFi3PgRIFUyUblFtJEgXZuR1Op/0SBmhBHAfh6RIHGHEef1fNEgj80Rr05oESCUdJGnQLeRIJjEEXlV6REgngeRytKnESCpylHg7WZRIK/FkdXKNBEgu9TRvv9OUSDEhRHHHXdRINA+kc/W/BEg15cRrWA7USDeAxGZehZRIOlQEVNh5xEg98NRoN6KkSD8zJHL+dPRIQDbkaC7ztEhCNnRj+LA0SETbxHMYLYRIRy0EZZZT1EhJ0mRa+29USE72BF8BJ1RIUAb0YKnz1EhRRWRbrXtUSFX8pGJBWARIWT9kdXfDpEhcS6Rm5gm0SF2mRFSPzCRIX2wkaAaz5EhghERrXkUESGGzhF7wB5RIZCq0cC98hEhl9ARfZRx0SGfmZF4/U/RIaXTEZfRKpEhqFiRXYawUSG7vBF+VwCRIcy1kczp1VEh3JARlHpO0SH77RGAHOTRIgDNEWY7ItEiB8tRbzZCkSINiRHWuS7RIhXCEVFlF1EiH4sRl2zHUSIvqxGLKulRIjVjkac+VBEiP2QRzBHKkSJHZhGg2/xRIlJV0dCeOBEiWK3R0dVtUSJk31GdJZmRImhikWQipVEibbDRpk07USKHsJHNEwJRIo6ukayMh5Eil6tRtoZ5kSKgXxGJaFkRIrBPkb07A5Eit9WRo+w/kSLBO5HYqueRIspEUYb8A5EizzhRuGcO0SLYqBGmZjsRIt3E0ZOEF5Ei5uPRsrNcUSL3FRHLeWdRIwK2EbFOCZEjD5PRqgX4kSMXK5GYo6NRIyUmkcA50VEjNj3Rx/dX0SNIzpGEUkfRI1FekZIl15EjV4qRPHyD0SNlx9Hd0ZTRI203EcqPWtEjfhYRWGIa0SOGkBGOILiRI5GUEa3tzZEjm20RpCETESOi0xHUQqiRI6mFEZZybxEjrmMRokgzUSPCGpGpVL6RI8a70c/MD9EjzxVRoUPcUSPe/JHIMZJRI+qGkbN3i9Ej73oRh69e0SP1jxGqKkNRJAyrkYDLDFEkN4oRvTMpUSQ86ZHn7FxRJEVeEYLY7tEkT+nRuCO8kSRUFVGfpVvRJGUpkax/QVEkbC9RZbnSkSR3n1GL2vuRJIGkEbF/oBEkh6zRSxeoUSSPcpGyZJzRJJeR0Zzr7dEknPNRhgZ3USSlCBGml7rRJK9XkZMrrBEktGxRgroXUSS5bFF+lnGRJL7LUYqnLtEk8STRlxcj0ST26hGosneRJP0akYjcIRElFqsR4/a3ESUe/BHGrQORJTSaEaIHg9ElOdJRYPI7USVBkRG2O4jRJU72kbI3XdElYKgRoeuqkSVxxZG8fmJRJYjCUZQ67ZElnWsRvQmgUSWoiJGvWvXRJbw9EcaFU5ElwXXRwypxESXHDJFZUyRRJcvhkd7KiNEl00URhAnOUSXeTdHFfXbRJejZ0cjfMFEl9EIRZc+v0SX46pF3hHxRJgX+EWJwbFEmDrWRi8KjUSYbTlGeL5ERJiNpUbbQRxEmRDKRoNBSUSZJFtFdlrtRJlQWEWKyDZEmWZTRMKFIUSZgpJGx9LMRJmU/UcVXYdEmagARcCTgESZvrpG0Cd/RJnhR0XMoP5Emj0uRih1oESanhxHLHDtRJtafkaMTJZEnCdARpijWkSceyJG7LdkRJycx0YQ249EnMoTRtZaAESdAqhGi4kfRJ0Yy0YocdxEnVa7Ruxxs0Sdrv5GtUVXRJ3QykZcCqhEniZBRsrhRESeWj9GoT5KRJ5rAEY7VFpEnrkIRykDLUSfJsFG6oY4RJ9dAESv/ZdEn4VIRni2fUSfvZNGfF/4RJ/hDUa4UYBEoC1nRl/UW0SggAFGqGR5RKC1REdXBN9EoMrLRoXI/ESg/qdGSgejRKFDVEcvs4NEoXifRrKhnESiAxVGgghTRKJ6o0YqmmREosKURm47/0Si2wJGXalqRKN+2kXPHL9Eo6afRsm07ESkYHdGFuXWRKSV30ZGonpEpLrER2GsvkSk3LNGsHvfRKTvNkbKSYBEpQ+/RpdXcESlhItHAoB/RKW6jUT8rctEpiNuRri8wkSmNDNGUiKJRKZpLkamX31Epp1TRwaxVkSmyFRGAnP7RKbe7EXkXDFEpv6CRtn8iESntUtG4XewRKfffUYD9DpEqAGYRZleE0SoWbBF4I/JRKiY3EdWTthEqKwpRgqht0So1z5FBeO8RKkkd0WOSvNEqTq9Ro78nUSpk39GVf9hRKnbIkV/Fu5Eqh9kRyBBTESqJflF5WIGRKpHvUZ3j0dEqltVRix0okSqpG9G/w3mRKtCh0YOAp9Eq/43R3IdmUSsRTpGDRt9RKxvyUZZSWpErUxfRgEXzESuA3hGDtvLRK5eeEUj2zdEroE1RqsDUUSu2ppFcaKSRK8FiUZLbqZEr2jDRjKc7kSv0Z9HPdN9RK/5bkYJVAdEsGUERnXFaUSwsLNFO+ufRLEIhkaaFoFEsksXRmnPe0SzP4lGIn2qRLQzWkaQXVtEtOjERi5EfES1eYFF4m4dRLdvH0ZTDtJEt4k/Rwja0ES6RRFGfgvIRLzgjEcCG1hEvQftRRy3vkS+a7JFrZb2RL6JeUajshZEvyiKRh9PyUS/Ph1FLi8oRMAq0EUiGhFEwL2ZRtdmHUTKpb9GO9iyRMroiEbpMs9Ey68KRuy6V0TMhABEvRqrRM2Qs0YdqeVEzviFRposGETRZHZF9aTgRNKeZUXC2g1E3a0TRj7lvkTjti5Fw6H6ROWtPEZZCdtE52iGRejq9ET2xFxGJGg5RQP0LkX7ot5FB01zRP6XTg==</peaks>
    </scan>
    <scan num="1373"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="118"
          polarity="+"
          retentionTime="PT1939.54S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.462524414063</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1379"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="153"
          polarity="+"
          retentionTime="PT1948.2S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">604.542419433594</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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</peaks>
    </scan>
    <scan num="1403"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="137"
          polarity="+"
          retentionTime="PT1983.89S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">682.066040039063</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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