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OYpEQyA1FEsXIdRDJuQkYV0zlEMrF+RSaIGEQzBy5Fx/dQRDM5sEQ2t2ZEM4WsRXu3zkQzyTVFytVDRDQFTEU0OVJENG6QRKZ2dUQ0rQ5EOrxRRDTRGkOUMyhENQ22RSMXr0Q1PpJEzhKNRDWJz0WLJXVENcrIRPp440Q2EZ9EqyyvRDYdIUNBI2tENoHqRUQa6kQ2tQBE1kmWRDb2EUYNenVEN0l/RhVTx0Q3jixFQPOCRDfFb0UQq8dEODJvRS/tOkQ4izdFOnMwRDjMI0XajYlEOPu+RQozuEQ5SlBF7uwNRDmCCEXn5i1EOaDlRKLg/kQ5zhlFfmH8RDoS2UVTVTREOkjLRHj2AUQ6itlEEIJDRDrgzUQ2WTxEOwaiRI7LmkQ7RC5E0VBvRDtsm0UXO3tEO4wARBYWdUQ71GVFUxFfRDx2pEUqJX5EPM4vRNzilkQ9SW1FPQ5SRD2B1UULWRBEPZAgRBOIPEQ90dxFvhtaRD5NA0TcAnVEPoMrRJgOGEQ+vtdF16dkRD8PwUUCnvhEPyg0RIh0JkQ/fBpFS3eFRD/IgkTT18JEQCITRQGu90RAWJRFYQL0RECBakWyMJREQMJRRaSFIERA3C9ELbDpREEYZUVWXKxEQUgUQ8Zf80RBgZNFXlebREHpL0WlNQlEQgVARSGbmERCN0hFEbyJREK+60UU3ytEQtQLRMqV5ERDSW5FjjEyREOk1UUsaGxEQ8/qRUqsUkREAf5FWw0LREQ7RkO68rlERF8kRCDq80RFH+xFLLqgREVSwkToam5ERcGfRgrKdERGEZ5FEwZzREY8UkSXuIZERoLQRLCGn0RG4phFGJAtREcS5UWve/tER1YyRAqiCURHeqlEBhaOREe3UkUDSixESAaDRaY6HkRIgg1EG4PFREjFIUToqQtESQalRHwwfkRJTHxFyjbPREl0eUXUQdVESc9kRbo+K0RKCTlE8iklREqBlUUstd5EStYaRYTQcURLGYJFLy5EREtI9UWloqlES8fHRSUgbkRL9N1GEhjOREwZ10UG9JVETFL4RcX4S0RMfWlEwHmkREzFokVQy75ETR6YRcJFM0RNTe5FaRXrRE2IuEX7vYtETcr7RipeVERODYRFtXc2RE5AiET4hrZEToEnRIK9vkROpTVDeSGDRE7R0kUTq85ETwQAQxU5A0RPSfxFm0vORE+DgETe3lhET9S4RbKZV0RP+k1FYi9CRFA9ZkVYzzJEUIQfRU0+nURQ2eRFB9erRFEUwUVw2+JEUUvHRZEbykRRy5FEFJioRFI0iEU8XZJEUlQARBYajkRSgGVEz27DRFLPsEWD7lREUv8BRDVWCURTUAJEyK7oRFN+kkSfmO1EU7B0ROHU4URUGQdEB4AmRFRRxEVKc11EVHbXRCwpqkRUqmhF9p00RFTTB0UwRCdEVP7RRV5KZURVMvZEF8N7RFVeK0OsxAtEVYjORU3iGERV+y1FxtRpRFZDKUReqkBEVrZuRZjYt0RXA65FGKSlRFdEZEShLsJEV6dERfL0QURX0ZNFLQ+6RFgHTkOCjXREWDZdRVF+9URYji1E8aMmRFjBV0VXMnlEWQ+ZRPIKjURZRbREvcB9RFl8X0Uzu29EWc+5RZZGTkRaLVVDwPv3RFpi7UVJYexEWoRrRQS8/kRayT9EmIZ5RFsKoUSsm6dEW0CcRNOqT0RbaDJEDAf2RFu6AUWqGIpEXALBRKflEERcRgNFTSsTRFxzW0SPfydEXMT1RV9yq0Rc7z9FbvzLRF06l0SGY/BEXXjSQ/2bvkRdzJJFwoyARF5Dk0RMt2ZEXp7QRON9J0RexZBEIky2RF8CoEXGGfREXzbBRJAPK0RfYPlEXY11RF+3RETI9PNEYDG3QyC4yURgeONF/EefRGCiGkUTvJpEYO4xRL+umkRhD4xFaOweRGFHckWZzYJEYYrURdcYCERhpWpEmIIeRGHRAUVCjvREYgu7RQ6O/ERiQEtFX7JsRGKC2EV6v+FEYrCpRYCmA0Ri3UFFrnwpRGMT9UTw1f5EY1j1RYzXIkRji0pFThkiRGPpFkYKZPpEZA4RRVm8y0RkQSlFiF28RGR9wkTGISVEZQYxRIgwYURlRcRF+OFWRGWqnUWUU2pEZdcJRVe8zERmI4ZFM4eFRGZFI0Rppy9EZoDPRdj+kkRmyDpEac3GRGcIakVG4GdEZzNxRancYERneyRD5W8ORGeZRkNy2zhEZ9EKRYwwC0RoB8JFEalTRGg6pEO1uJREaHbCRLzX7URolqBEuzE2RGjcxUTfMm9EaW07RNx2wURpl5xFKkK4RGm64kUFO5ZEaevJRVxjfkRqHEZE2gs5RGqGy0SA/LtEatMaRP7BkkRrER5E7kByRGs+G0TzeA5Ea49hRVcNz0Rrxd5Euv0+RGwS8EUrZHREbD7jRSEHbERsXeZFPoGtRGyPF0VcOZ1EbMl7RJzKg0Rs7uBFE0H9RG0bkUP3Ws9EbU0TRGKgcURtkVNDorMLRG21WEPKTZxEbd3kRTsHtkRuAvBFUi08RG58dEVTh/pEbrR9REgJyURvE0tFMDSuRG8hnETHswhEb0TvRTjFZERvev5FLDwkRG+urUS90vJEb9LTRFAhFERwvaZDa3eTRHDiJ0Txb0tEcQliRBk6MURxQcBFCkncRHGn2UYNHPhEcdDdRKo5akRyCwBFV2UhRHJOekWdr1BEcoUIRYgi3ERy5RNE5JnTRHMRnkNWzCJEc0s0RYKvO0RzfABDWgYDRHOo4UT6VGZEc86SRJRvY0R0ImBFCig0RHRTBUT2gvxEdKkkRWag/UR00ABD77IoRHUXREWf7QNEdUucRLn0SkR1jS5FK9EmRHXAzEOSICNEdgliROW/+UR2MgZEkGouRHZvukVauUlEdo+yRGRtikR2ymBFpTRVRHcNq0WwnJ1EdzJnRIb3okR3pvxEmOPYRHfecUWqdehEeA9TRU3ND0R4OW5Fo6Y1RHiMGESjBhxEeNkARTBapkR5D8xD3JDRRHkpEEOHAWVEeU5KQvTDSUR5mRBDqqxhRHnJckTDZydEeklcRJtjS0R6yPRFO6DHRHsAtkSSmoFEe3caRPFjlER7nLxFIHReRHvcPkUraNREfACmRBLUa0R8JepD54SpRHxaHEVXeWdEfGpRQ6V25UR8jPtE6lAdRH0DGEUdXdREfRMPRLnshER9R+dEuGJyRH1XLENm/Q5EfbiQRTyRLER+D/lFx7lVRH+H90VeVp9Ef8iLRZOIaESAHlhFIDjeRIAnvkPLH3hEgENaRMc4zUSAY7ZEtO12RICD6kSNBVVEgJTFRFhk90SAtJpFm7dcRIDSnkTw3WBEgQnCRTCmeESBZ55Fu/MARIF6AEM56+BEgYx+RNRG0kSBqrdElcLaRIHWyEOugYFEgf9pRJKEAESCJ05EzxhRRIKHV0S1UXBEgp0BROtjC0SC3eJFF0aNRIMXhETiaYNEg068RY40g0SDoV5E1Yk8RIPPCkVgDHNEg/CORKSXV0SEC4FFBo7jRIQmq0XcR2REhEeuRGCJakSEZdJFyQFJRISAVES55rhEhKWIRMlTS0SEzKtFMyRYRITskERiDYVEhQyORVCV00SFJ5BEouCNRIVOnkUJ9mBEhWFiRUd/6USFwIZEnOPdRIY2r0UiPlBEhkwAQuZLEkSGZzpDrVEfRIZ3yEOMri1Ehq58Q9REE0SG9FZE5ZP7RIcRmUSygX1Eh13BRBxlRUSHggBDY0w2RIgDxETzmlJEiCttRQMpDkSISnBEb9UQRIhp5EUyhFdEiK4XRTKMy0SI7FhFiltZRIkqH0VbAbVEiUp8RFDEmESJYR1Ds+54RIl7t0QJFAtEiZ7+RRnHe0SJ3mBD+/KJRIoDQUUWiwZEilV+RQOJOkSKeuxEpwfhRIqMAEOLmXpEiqOpRJC7TESK6AZFulq9RIr8UkRwBa5EixDKRUtqnUSLMmpEQyjlRItHOEQ2e5hEi3u+RERde0SLoMVDhuHtRIveF0PJGHhEi+/OQ4X9OUSMBZJE02T0RIwwM0WxdS9EjGB8REN2j0SMoAJD2YBeRIzeukSqas1EjSK9RK7xwkSNZXpE5ZrcRI2BjkToUeBEjb4ARRPkT0SN631D9eYtRI4K8ERK1HREjiTaQ6FXWkSORvRFMEknRI6QYkPpNStEjrRUQ8idaESO4phE/7orRI8EkkSN9JdEjyxWRNDFZUSPR21Eo/CbRI9qV0TvnPJEj4X6RCbG4kSPoHdEQsUaRI/XiEW6viZEkCuHRPo8eUSQlLJFAr5jRJETS0ScGBREkb/XRAAg40SR0ZdFEd16RJHkRkQzt/5EkfvIQ3Csi0SSUABDAuFsRJJsuUU8wJZEkoYoQ6SvHESSo3BD/sKaRJLnVkSujCpEk15vRHj6tESTka5FMRILRJOpRkQWE+REk+K5REEVQUSUbvJDkK8IRJSHvETE2TpElJQGRH9jb0SUu3VEsEylRJTt5ESLOFpElQVERJcreESVIyVFLIqCRJU26kVmh8lElVyoRUVMnESVkphFGI29RJY2rkV1hQBEllx2Q7YTKkSWgGJFE3DsRJaNWESRKPJElsUnRTHYt0SW6LFElNgvRJcYpkUY3V9El0t0RFGSZESXxPJE+RrzRJfRzkRi4+ZEmCruRK1oYkSYfgBDArUjRJiQfkQ21ZZEmOT8RQkV90SZXddFSP6rRJmEzUStJCZEmayXRMpVD0SZwjND7iHVRJqrfENcm7hEmsXFRWN/CUSa44BEs7YURJuXbUVzd91Em8VMQ4nhZESdiStEOdR2RJ3QCEVSczFEnh8nRYdddUSeqXdELpsmRKBWAELgCZlEoQveRIQf+0ShNotFMDhpRKIDSUSk0etEohOVRRGwckSiyJ1E1pQcRKM0AEL0ZxdEo0jVRD2ThESj209DWDPTRKQSfUUBI6dEpCigRCPxlkSkdJpEihjNRKSJhER/fehEpM9IRL80jUSmxLFEWjLQRKbZFUV1Tx1EpvMaRCEug0SnRqJE9SmWRKdpsUQT6epEp+KlRSTVU0Sn/plFVNa2RKhenUTYRwxEqS99REG4cUSpaFdFItlaRKl/IUTaVt9EqaykRRaxoESpxjpDhBqMRKnfcUUOPwREqpKuRIXwoESqw+ZE19j+RKrymkQJ059Eqy0IQ2WWo0SsB3lFG4CTRKw6SUT2q2pErPi4RImP5USuULxE6V3KRK8IjEN5FeREr7psRGnp3kSwSnlEkvnhRLFrY0Svvn9EsgsVQziZsESyQflEfjMzRLJY70SEk1tEsu6fRLw/CUS0LyJDyqE6RLTpMEQCAIBEtVwZRAvE3kS1bSdDUY+oRLWOA0T0S4xEtsSHRJXWUkS3EINEANNhRLedxEPLqQxEuBkRQtPU2kS4UrRF496yRLiyAEMdyEFEuMnMROHwvkS49qpErCI4RLlsgUQrkN1EueVURSSQskS6cPxEZ0sfRLrcfEQjQltEu21SRL5WEUS71qZEGFwQRLwk6kNy38JEvKSAQ/FL0kS9IWBFJ9jrRL2ka0QTlZNEvjIAQwgVmES+WRdEzUlJRL6IokUHNzBEvrIAQrgOeETAWoBD0NjDRMDxWkTI5QFExPwjREwQDkTFkRBEt5pbRMfQg0OVtm1EyC21RGbnfUTIa4lD10E7RMkzU0URAThEypqYRM4sV0TLFmJDoTE7RMzHiUUTV9dEzOW0RUHmK0TOPSBC9mAURM/PLUODCE5E1MikRH3kN0TXMGZDpGW4RNgJs0QB6fdE2+MxRNEUzkTfIyxEOPQ4ROVMe0Q2+YRE6TyuRIFnYkTsvvREX55tRO1kpES5C6pE7lCFQ0uun0Twd7VEhsdERPNO1EQ9QeFE9/0PRJIInET5BIhDuN3DRPq4c0Q4icZFA1hCRHyI5UUEkEFEwmHE</peaks>
    </scan>
    <scan num="248"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="26"
          polarity="+"
          retentionTime="PT365.903S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">507.602294921875</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="302"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="18"
          polarity="+"
          retentionTime="PT444.993S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">1126.85693359375</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="494"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="475"
          polarity="+"
          retentionTime="PT723.853S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">694.640930175781</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          polarity="+"
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          polarity="+"
          retentionTime="PT732.452S"
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          peaksCount="575"
          polarity="+"
          retentionTime="PT733.818S"
          msInstrumentID="1">
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="635"
          polarity="+"
          retentionTime="PT750.075S"
          msInstrumentID="1">
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    </scan>
    <scan num="513"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="460"
          polarity="+"
          retentionTime="PT751.44S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">898.077026367188</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
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          centroided="1"
          msLevel="2"
          peaksCount="638"
          polarity="+"
          retentionTime="PT758.699S"
          msInstrumentID="1">
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             precision="32"
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          polarity="+"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="459"
          polarity="+"
          retentionTime="PT762.74S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
          retentionTime="PT768.873S"
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          polarity="+"
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          msInstrumentID="1">
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          peaksCount="506"
          polarity="+"
          retentionTime="PT790.171S"
          msInstrumentID="1">
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             compressedLen="0"
             precision="32"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="602"
          polarity="+"
          retentionTime="PT795.76S"
          msInstrumentID="1">
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             compressedLen="0"
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          centroided="1"
          msLevel="2"
          peaksCount="495"
          polarity="+"
          retentionTime="PT806.215S"
          msInstrumentID="1">
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          polarity="+"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="504"
          polarity="+"
          retentionTime="PT817.565S"
          msInstrumentID="1">
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             compressedLen="0"
             precision="32"
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          centroided="1"
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          polarity="+"
          retentionTime="PT836.529S"
          msInstrumentID="1">
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="469"
          polarity="+"
          retentionTime="PT844.041S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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    </scan>
    <scan num="587"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="570"
          polarity="+"
          retentionTime="PT848.833S"
          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="428"
          polarity="+"
          retentionTime="PT853.223S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">565.174499511719</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="473"
          polarity="+"
          retentionTime="PT905.845S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">776.328002929688</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          polarity="+"
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          polarity="+"
          retentionTime="PT938.21S"
          msInstrumentID="1">
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    </scan>
    <scan num="665"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="607"
          polarity="+"
          retentionTime="PT941.958S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">878.147521972656</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          polarity="+"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="544"
          polarity="+"
          retentionTime="PT945.964S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">738.546569824219</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          polarity="+"
          retentionTime="PT949.346S"
          msInstrumentID="1">
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contentType="m/z-int">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    </scan>
    <scan num="676"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="449"
          polarity="+"
          retentionTime="PT955.696S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">708.412414550781</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="555"
          polarity="+"
          retentionTime="PT1041.96S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">980.583862304688</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          polarity="+"
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          peaksCount="464"
          polarity="+"
          retentionTime="PT1044.66S"
          msInstrumentID="1">
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="458"
          polarity="+"
          retentionTime="PT1047.61S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">678.259033203125</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="752"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="516"
          polarity="+"
          retentionTime="PT1055.78S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">1016.588439941406</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          polarity="+"
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          polarity="+"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="289"
          polarity="+"
          retentionTime="PT1360.56S"
          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="232"
          polarity="+"
          retentionTime="PT1369.34S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">570.526245117188</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="1244"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="149"
          polarity="+"
          retentionTime="PT1732.86S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">643.160705566406</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">Q0k8REYWh4JDSzlSRbnBL0NL/c5FUxgxQ09UckZF1+lDUECGRke+g0NRJLJGl9b+Q1MYnkYPmMpDVw8ORlAlnUNYM2JFG065Q1kPuUWV3ZxDWzI0RwbcqkNcMelGcuCyQ1xyR0TEDUlDXT0CRoKUEUNeGChF5vXaQ18/gkbIKqZDYRNARUQtNENiBIdG9mHcQ2Mz+EaZyx5DZHRLRgAnIUNlMYhGqpjuQ2YJ1kaHN8RDZzexRuQB90NpLopGzxlwQ2stjke/Y4xDbDmaR0E2HkNtHgBFxyroQ284KEUaUGFDcCOxRR3yz0NxR+BFPnkkQ3MPtEb6Hr5DdSnERpre9kN2KitHAKt0Q3djm0XULc1DeDbKRbWnuUN5awVFgDaOQ3tgBkZ0XjVDfRowRtzvSkN+JrJG71R3Q4A+N0X2dl5DgKqER28jIkOBL4tFstJgQ4Gfa0YsAJFDgh3zRsw5zkOCnNBGs5n1Q4Mc2EYP7gRDg43eRvosZEOEoFBG+q8NQ4Up8UYU21tDhad9R2Ky5UOGIsZGhdfVQ4ac+0XhuHJDhyBARZRQr0OHpHBG3fYXQ4gEvUXF6pFDiJ+jRid9FUOJKmBGPOjrQ4og/kYoKvdDiqFBRxCv8EOLm5pHXYaZQ4wgDUYapPJDjK1uRoXzzUONKp9INezzQ42yHkYeZvNDjo2JRZ6iYEOO/hdGbHh5Q49GXEYE74pDj58eRm4BT0OQnYBHHzunQ5HSfEcA5oRDkjGERrOHy0OTKkJGGH4xQ5Om+kYvw3NDlKs8RoyX9UOVV3RGP4AqQ5WqukbqiatDlpSYRw3KlUOXGehGSKAoQ5gq50aBFHBDmJG4Rk/ImUOYpYhE8kdBQ5mVfkYd2gpDmhskRjFq1UOanC5GnAogQ5u1d0a1PShDnCYIRsUtx0OcnaJGmsBeQ50jEkYneLxDnZ9CRpAxC0OeJbZFlFw2Q56DZ0ZSf0pDnr8JRQT1hkOgsZBHGHeLQ6EU30bmcPxDoY/LRuG3bUOh9g5GSMe3Q6KiZEa30bRDoxYERpkD4UOjrLJG6Vn0Q6TG60aXGNBDpQb2RmQwCUOlonhGdXIOQ6YcfkcFn3FDpqS3RbLAmUOnoTJGn084Q6grekbkuqVDqSfSRdbw9kOpr4BHGxyPQ6ohXUeJ35pDqqveR4OPEkOrHwpGmsiuQ6uo3kaVlmlDrAc6RiXsW0OsmS9GkA8kQ60SEUbxkHtDrahwRfLKeEOuoBhF+3mWQ67hsUW/v2FDr6qsRyTy8EOwEXBGEJjiQ7CShkYaGjRDsKytRJfKckOxPAhHDbQVQ7Ge8kcrX1dDshi4RkK3J0OyrhVHsaTeQ7MlJUWubYhDs4VhRa2txUOzwzdFPcjBQ7QccEY81M9DtKXMRhVdrkO1teJG6SHBQ7ave0YplcdDty8uRlY1fUO3q8VG2kA4Q7glpUW1oTBDuKBIR4TpAUO5lrhGocQMQ7oPI0Wip3JDun+VRhCTtkO7LaxGjvjSQ7ueSUXO/ptDvCWmSAEGokO8skdG03keQ70NHEYheRpDvY9WRgDzMkO+lmBHK77vQ78k8EXmzeVDv/FYR4vipUPAseJG/awkQ8EjQkZ3ZolDwaZNRoKt7UPB9yhG6gziQ8JkBEaBGuFDwqK3RjOMWEPDAx5GJYPoQ8OyRkY6GWhDxD5iRjEShUPEqrZGtcqrQ8Wn5UbE9ixDxnCRSLTApEPG4JBHa/Y3Q8cq30ZO4H9Dx561RsnFikPIIRRFk0roQ8i47kcoIQhDyTxCRSAMNkPJs71GgsyuQ8rZA0ZtDEhDy6rgRqnxw0PMHt1GkaahQ80ih0XLURhDzZfKRzluZkPOLI5G2rZ1Q86bGEaSmbZDzwUmRkPg3UPPo2ZIEnddQ9AlpUekgiZD0JV6Rp0KdkPRYBFGL3nQQ9GqjEcVpz1D0i02Ru50pEPSoyxGUCopQ9MNekZwe7BD064aRzQOy0PUKYJGdw8eQ9SiDkRWGHtD1TTARvbZtUPVtqxHYHo3Q9XLgUYz4mlD1jJtRq1wCEPWlFVF2ZnYQ9basUcFfDVD15MySBkTkEPYGZ1G830zQ9ioAER2GflD2QN6ReYZWUPZPGhE/3pmQ9mv/UY8goRD2mQmRrWKR0PawABEUaXaQ9tQeUa9NgZD3CoNRsxlhEPcvXJFvSTTQ90stERktRhD3ZmQRQeKtkPeGiZE+XsYQ966lkZevuRD3vL2RZ81jEPfusBGsmrnQ+BhcEc2DfND4LU/RlHE6EPg7yhGC0caQ+FoW0ayc81D4aTmRioZykPiIz1GoY6EQ+KysUixbEhD4wjKR5RyoEPjW0xFOSy0Q+N+rkag23BD5Cx7RkdY4EPkvpRFlfepQ+UrK0dHib5D5W0+RzafskPluABFmXNpQ+Y0zUcW+tdD5q7gRw2Mq0PnJHNHC44wQ+esjEcSn0hD6DIqRse6gUPoiQVHD57vQ+jMeEbO6dlD6TAAQ5jvkkPpwOtHUY5ZQ+oiakcFKAZD6sHmRTBpyEPrNLpEh/EMQ+utzkaVKBRD7DwbRyav/EPssdFG3pv1Q+0mtUW2HkRD7b+QRZLHhkPuMkpGCdquQ+6tH0aTqGJD7yfiRwQw+kPvsJ5GErIiQ/AU2EZR3+pD8UIJRiXjy0PyOIFGrV6nQ/LOCEaHGXVD8xf6Rru8V0PzrCpHuJVoQ/QmREdCYMFD9JPcRp3CokP09thHBxPrQ/U1N0ZoXptD9a9bRp4SzEP2De9GBG+NQ/bHNkZ9ALJD96gGRkWgykP4X4BHDw6SQ/jzNkdI0plD+VmTRwEL+kP5495FOEVpQ/o7u0e5NP1D+nthR6IlBUP60o1FB249Q/sq20Z+MQRD+6igRdwsbEP8MnFHy9CPQ/yZ0kcNhIxD/R4SRWhZqUP9rABEYDf6Q/3y2UafVghD/kANRklXT0P+X39FDB1tQ/7whUgG2EtD/0K5Rw8j1kP/wThGpCTaRAAjbEZtR+xEAFgtR3cndkQAgxxGSeizRACfEkX2zSFEANHDRotY1kQBG/5GknNlRAFSvkb5IHJEAZMJRgOP+EQBuyxHGfutRAIQpkcDrAtEAkrKRvSwaEQCnyBHu9xqRALHBEgoTKdEAxY+R4f8R0QDT6BHDpZNRAOSFkcVGbVEA+qERwynmEQENdhHTuXkRASYfkc+z0dEBNnyR+AY9UQFHgNGtNruRAVWVkeKUKZEBZV2R39GOUQF5XNGsa1jRAYXBkeVvaxEBjQARn7HXUQGWT5FwXk9RAahhUXvsdFEBsySRdohTUQHHNBFMwGWRAdVJ0X0ll1EB5qkRvU9FkQH1IlGhowYRAgYDUcwaJJECDkgRqIGDEQIYTBHCNRRRAiNq0bJYpZECNCURxz67UQJEiZHVp45RAleLEe6tudECZdSRqP6KEQJ12BG7WWwRAoVaEWB6ixECl/kRiBbrUQK63dHL3CCRAshoUadgGJEC1iCR0aVa0QLdyBHBMB7RAvVLkccp3FEDBtKRmsXw0QMeqpGxI81RAybZUaKH/lEDLu9Rp4QHkQNGypGtyOMRA1ZOEbAeEREDZlUR9vo9kQNyrFHURgcRA4ByUacaLZEDiAARU+SFEQOZdBGqdL1RA6aNEW1n9ZEDwqMRqW7z0QPH6xFzYyxRA9e1EYZND5ED5pgRrnTAUQP3upHgvqXRBAbOkcVQLJEEFYuRgKsw0QQoKhGZrNURBD1UEcO0GNEERYiR0z4/kQRPtxGyiS7RBFzAkaIexREEZ5IRktZ6EQR1/BHSYeeRBIh+kXqInJEExdCRrmhEUQTWLZG//ArRBOZokWhKDREE9pLR24wykQUFaRHeqU1RBRdJ0bhCf9EFKupRtr2WEQU04hGa6syRBUC/kZr3HhEFSkSRxw0OEQVXApGQwVWRBWNskaMrhZEFc+zSBbTEUQWIqZGlOu3RBZi2EcX17FEFp5URgl3SkQW2+NHL6B+RBcijEWg7fJEF2K8RmKfekQXnrJFmT9gRBfqg0ba309EGCIIRn5sFEQYYydGwC/1RBiWjEbcl/5EGOMJRm1TxUQZDRpGiuDuRBlPMkaIZydEGXHkRd3ZJkQZoGhGnaqHRBnpLkeZRshEGjcxRlQjIkQaau5GG5s4RBqyIkZAGLBEGtuqRz27JkQbHbRGLzKdRBtZ6Eb48X1EG5vqRwuXFUQb1s5GiAXWRBwJ5Ud0EOdEHCwARZ1wE0QcZAxGlhj1RBzj4kbXCutEHSdTRRvrbEQdXP1HTrVuRB2ZWkcrVMhEHdO8RrwKskQeG+hGm0upRB5GPEcnTUNEHoKzRpToZUQez15HdU0/RB8eGUeLBHlEHyisRiHCxkQfZ1JHj4+cRB+M+kZTrz5EH8b2Rpb4BEQf4G5GCm+ZRCAo5kaj715EIFsgRzqi2UQggABFaaSfRCDT7kcoBB9EIPyfRrpCHkQhIVpGRav5RCFbCUeJM3dEIbMMRbDT8kQh3cdHDh8rRCISIkcdoO9EIlP6Ri6+WUQid2hGIEAxRCKlVEYsez9EIu8WRect+UQjMO5GcPzYRCNX5EdKLA1EI4WMRVZFQEQjn0xFC6V7RCPhjkZ6JihEJBJBRumkR0QkTbpFc9GORCSeJUcXOdVEJNVKRucLHEQlGqBGg1MZRCVegkYNnbREJaHIRlf9A0Ql5FpHiFxdRCYhhkdtKjVEJmFlRxq8lEQmsPlHFLerRCbelkXRXWhEJxu8Rpbb7kQnUShErc2pRCfOsEaKLbdEKBkIRwLbjEQoPrNG+sPwRChgUUbz4DJEKJyfRu1vRUQozBJG/jeURCkWm0aUYSpEKW6gRyMWC0Qp4TRHxdoHRCogiEcteuJEKmkaRyIS9UQqrRtGtk+kRCrkyEbwf1NEKys5RSsyoUQrbzNGX9SXRCvWtEbG2l1ELBb6Rhz31UQsQZ9HH64NRCxpXEYQQ9tELKlfRwN6TEQs5u9Hn4OCRC0hNUbUJBNELXLyR0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    </scan>
    <scan num="1256"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="130"
          polarity="+"
          retentionTime="PT1750.08S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.480438232422</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="1310"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="112"
          polarity="+"
          retentionTime="PT1828.46S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">417.737487792969</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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peaks>
    </scan>
    <scan num="1334"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="90"
          polarity="+"
          retentionTime="PT1863.54S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">1020.307495117188</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="1340"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="147"
          polarity="+"
          retentionTime="PT1872.12S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">671.460571289063</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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</peaks>
    </scan>
    <scan num="1352"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="165"
          polarity="+"
          retentionTime="PT1889.36S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">565.741271972656</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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</peaks>
    </scan>
    <scan num="1376"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="126"
          polarity="+"
          retentionTime="PT1924.31S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">790.902465820313</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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</peaks>
    </scan>
    <scan num="1382"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="109"
          polarity="+"
          retentionTime="PT1932.92S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.451141357422</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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5FhQ4/RMEEdkU36WdEw5kARyQl6UTGcGZFyCK+RMfND0ScoxVEyGd7Rbb3GkTLm1VGBLM8RMy6WkbEc9NEzX7mRh7WPETeMxpGjZXsRN88AETiivlE7bjWReGdAUTv+u9FWDZQRQc7cUZJ8TY=</peaks>
    </scan>
    <scan num="1388"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="117"
          polarity="+"
          retentionTime="PT1941.57S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">840.515502929688</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1400"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="96"
          polarity="+"
          retentionTime="PT1959.25S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">480.674102783203</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="1418"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="115"
          polarity="+"
          retentionTime="PT1985.91S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">917.249755859375</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="121"
          polarity="+"
          retentionTime="PT2003.52S"
          msInstrumentID="1">
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             precision="32"
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