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    </scan>
    <scan num="434"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="182"
          polarity="+"
          retentionTime="PT637.059S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">710.08935546875</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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    </scan>
    <scan num="464"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="374"
          polarity="+"
          retentionTime="PT680.521S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">867.446472167969</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="488"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="438"
          polarity="+"
          retentionTime="PT715.29S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">698.734008789063</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="593"
          polarity="+"
          retentionTime="PT732.539S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          polarity="+"
          retentionTime="PT733.871S"
          msInstrumentID="1">
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             compressedLen="0"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="419"
          polarity="+"
          retentionTime="PT735.241S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">792.6025390625</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          scanType="Full"
          centroided="1"
          msLevel="1"
          peaksCount="444"
          polarity="+"
          retentionTime="PT739.73S"
          msInstrumentID="1">
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             compressedLen="0"
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          polarity="+"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="573"
          polarity="+"
          retentionTime="PT766.944S"
          msInstrumentID="1">
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             compressedLen="0"
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          polarity="+"
          retentionTime="PT767.805S"
          msInstrumentID="1">
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          polarity="+"
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          polarity="+"
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          polarity="+"
          retentionTime="PT804.276S"
          msInstrumentID="1">
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="578"
          polarity="+"
          retentionTime="PT807.84S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="627"
          polarity="+"
          retentionTime="PT808.932S"
          msInstrumentID="1">
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          polarity="+"
          retentionTime="PT810.452S"
          msInstrumentID="1">
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          peaksCount="755"
          polarity="+"
          retentionTime="PT811.766S"
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          polarity="+"
          retentionTime="PT816.881S"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="454"
          polarity="+"
          retentionTime="PT817.746S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">636.709594726563</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="660"
          polarity="+"
          retentionTime="PT823.218S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
             byteOrder="network"
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          centroided="1"
          msLevel="2"
          peaksCount="593"
          polarity="+"
          retentionTime="PT852.527S"
          msInstrumentID="1">
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="550"
          polarity="+"
          retentionTime="PT853.514S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
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          centroided="1"
          msLevel="2"
          peaksCount="694"
          polarity="+"
          retentionTime="PT870.809S"
          msInstrumentID="1">
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          polarity="+"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="431"
          polarity="+"
          retentionTime="PT905.582S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">821.264038085938</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="636"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="463"
          polarity="+"
          retentionTime="PT910.281S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">653.582580566406</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          msInstrumentID="1">
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          polarity="+"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="475"
          polarity="+"
          retentionTime="PT1051.28S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">678.096130371094</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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    </scan>
    <scan num="746"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="543"
          polarity="+"
          retentionTime="PT1060.07S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="444"
          polarity="+"
          retentionTime="PT1077.14S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="1196"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="161"
          polarity="+"
          retentionTime="PT1682.89S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">510.009033203125</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">Q0gk/UaV6j1DSTArRktvaENLNH1FnfUSQ0wzdEVZiBhDTiAnReRGekNRLMJFmbyqQ1M37EddLqNDVDnpRs2prENVOxVGkRooQ1Yp7EY8LrJDV0WERw6Tv0NaRQVGqpbtQ1sVZEXXQD9DXBY9Rk2C0ENdD3NGUkMHQ136DUZjKdFDX1eQRRYm0kNhSA5Gq8QAQ2JE6EZNVaxDZC4JRiUU+ENlEO5GJSpEQ2XniUWWnQ1DZwPbRd+vZ0NoKuBFdqTEQ2k7gEUXBG5DajOARVbYj0NrGqZG+ulLQ20qzkVbgihDbiTIRiIkk0NvIDpGbLiBQ3A0TkapqHFDcSZ9Rs6gdkNyJLZGRTzuQ3QVL0XP/2hDdTOCRZnnikN2GhdGi4cnQ3cyG0aZ12BDeAbfRjGEokN5LDRF9Kd3Q3p/GEXVPAtDezJNRrPZWkN8Cx9GmQfmQ30QXEasOc9Dfl8mRjOpukN/b1VGN8UuQ4ARaUS/vFtDgJOERogw7UOBpbpHBzQdQ4KNwkU6yMdDgxr6Re+aaUODmDVGtQlHQ4QspUYnlB1DhJmIRva92UOFM5NF7kc8Q4YGf0YsGMVDhlsgRaKxu0OGqRZFq5O4Q4eeGkbn9gZDiJ5ZRkxsr0OJI0ZFt5Y7Q4q0e0XEuyRDizowRhNYqUOLpKhHIHu1Q4wlLkWFafJDjJa7RwtgdkONqvJFuQ7HQ44dxEYFAzhDjppoRdbxCUOQIkNGLs0RQ5ChYEaZr/NDkQ8CRhyBfEORnJZGFEGrQ5IWZkbH4H9Dkn9xR2K6i0OTLE5FTuzdQ5OpBEbaY1hDlCosRx/mMEOUpaFHhP+3Q5Ulx0Z3SatDlZeKRmgjPEOZGABEIFQCQ5mGxEbDHMNDmlxBRrSSq0ObC5ZFsNDLQ5uxnUbahRJDm//SRxrgzkOcqg5Gss3XQ52Z3EUW3VhDng8uRhTB3kOeo5ZGxyyVQ57tAkXZHTZDn4QaRyBK/EOgGuNF4p75Q6CylEaWmqhDoRbQRchGTkOhln1HCw5tQ6IJsUYrlYxDopvcRraAnEOjIvZGqH4qQ6OarUaW7GBDpCv0RuPF8kOkkPlFyXd9Q6UTg0ajHjlDpY8ORoFoZkOmBDRF31HfQ6aUJEXO5DdDp6FRRvFixEOn5ZZGLl2iQ6iYqUWOmKJDqTSJRhuzWUOptUxGx6S8Q6odH0e01L1DqptERsm4cUOrJDRFFj5KQ6uyfkU+INBDrFQuRo6qcUOtJjRHb2u3Q62Bo0bBODFDriohRsGKOkOupgpGvEfhQ68pS0axvlBDr56WRp33kUOwHBVFhRCKQ7CmXkeIc+dDsTCxRlJoWEOxmsJGQ/P+Q7IVmEXdjDRDsqzERkA8W0OzDtxGIDuFQ7OCdEXzYqJDs7vuRWfWEUO0GVhGgbOcQ7R/6kaf6GZDtT0ZRlz3hUO2pdFG/hqTQ7cJ7EXlWAdDt45GRzA7pEO4IIhGwn67Q7i2IEb+H6lDuS9mRvysiEO5oL5HULB+Q7oiika4f8NDuqdSRs9fV0O7AXtFrfQOQ7uR6EaiT2dDvCweR6fewUO8qmpHIqH2Q71RHkanjIhDvbC+RRvWskO+vgNHCPS8Q78IAEWqEC5Dv6p2RuvQ8EPAM3RGh1HJQ8CW7kcW4ktDwS3URpttP0PBnNpHZhqyQ8I9DEYmIrlDwp9aRZPeWkPDMHpG+lwDQ8OtwEYf8KRDxANqRNq0+kPElCZGRWCsQ8U4ukY4EbdDxbkFRvc13UPGbG5Im5iyQ8bO/0dLTBZDxuleRwZht0PHMABFxRODQ8ebWkeMxz9DyCnaRaNwq0PJK6VGmW+NQ8nApEY4VktDykpsRixSv0PK9npG6xnZQ8uueUYKC4xDzLZeR88BlkPNHnhGJGyJQ81x1kYqVm5DzeLkRsKLrUPObtpG0KNOQ865CEYqVc1DzyT1RKYTM0PPoupIWBbcQ9AgmEfnvjND0LseRzIk1UPRtD9GJEBnQ9IjykXjn6pD0puXRqy5gEPTIEVGNhMMQ9O3zkawff5D1LH7Rf8unkPVM+ZG54xBQ9WmnEc3O4lD1jwERdwKykPWqaNGpmT+Q9eQlEfzNxhD2AwaRw9ge0PYopxHB8KgQ9kuwUZdBBJD2ZjyRm0eYUPaNiFHQlf9Q9qfBUbxE+pD26TsRUZn8UPcIrxGBbV8Q9yx+EUjhCdD3TXtRVE9wEPdrcpHh+3dQ949xEcHpitD3pqaR4BZS0Pe+/JG36qbQ99z5kYpqSxD39BsRPPfXUPgpHpGhxpmQ+EPAUVhTqND4XPRRp4500PhzNZGIvbcQ+IaJka/4PxD4rpwSKqglEPjBAZH/H6vQ+NIAEZqayBD470/RwWwJkPkLPRGHjm2Q+TSzkaxJY1D5S/cRn+BFUPlnTlHGfJsQ+Ym+Ec6eNlD5qG/Rv+0WkPnMetGh/BPQ+etPUarScRD6DPDRwwXD0PomE5HHd54Q+kLiEZp6jND6VhVRoV0BEPpvIpG7i5MQ+pARUTiCA5D6qZNRhjpoUPrIyBF4xBPQ+um30YSiopD7CK9Rgz5V0PtISpGrjEjQ+20SEcPXxBD7iKzRj+EvkPujGVGy58nQ+8opEYzQKdD76bgRzsflUPwQABEVY3+Q/CRX0avxOBD8SlcRapHd0PxfY5FeQI5Q/HGkEagWApD8hQ8RtKHUUPzHWNFn4hOQ/OsLUfBeQdD9DFdRiL8KUP0o8dHCv/WQ/UzZkbRmpBD9cHARJ48O0P2ULlHO8BGQ/bNX0YUSnxD95JPRrb06kP4IrlGlCPqQ/kts0cUw2RD+bOHRtFJJUP6IglEsfuoQ/p8bkaLVu9D+5tFRbg/sEP8JYZHVypHQ/yRr0bfxRdD/SJ8RKNV5kP9nBZGI6NmQ/4umkcAjHFD/p4vR29d0UP+/O1G7za9Q/9xBkdS6QhD/8BKRuzsBEQADZJG5aPhRABN4Ec4SzlEAIZKRigxekQAmYFFpVPnRADxLkap3RBEARZWRn371kQBXqpGf40CRAGNPEapzvFEAcK0Rp0NnEQB5+ZF24WKRAIVWkcwTCFEAkCURlcP+kQC0HRG8Pr8RAMZGEcYCPhEA0V2RwzT7UQDbqJGZPLLRAOcm0c9ZJREA98CRkGTH0QEVuRGojeiRASk+kYydVFEBNOKRy52W0QFCGhGEqnZRAWOrUWq8clEBeNqR380yUQGFkxHMYHgRAZmJEcrH05EBpdfRzEoSkQG2+xGask7RAchFEYCBMtEB2KgRprzDUQHkxdGhYL/RAe8SEZ877REB92IRqdSNUQIG9dGjxkQRAiOgEaQRRhECOBmR2hs4EQJHtNGq8dwRAlXfkbGSERECZlkRzAjxEQJzOxFYpazRAoMG0Z7t0lEClETR01bskQKk+ZF/QoiRArGFkXpgFdECwIARDQ5KUQLMWFFetflRAtTnEYcAvxEC54qRgp4V0QL0LBG/ql7RAxfZEbkze1EDJH0RfhVPEQM10hGN+eoRA0dL0d50NpEDVmoRjPD80QNpWRHjuuwRA3W9kYHs1tEDhR9RjpH+0QOXahGlib6RA6aDEXFEOREDt6wRoHxX0QPG5NGwrSqRA9svEcdPe9ED9eQRsm89UQQHEpHK01lRBBWMUaB2FNEEJwjRsvPgUQQ0l5Fm/WcRBEZhkaChFdEEVEqRnrZe0QRmEhG7mTDRBHf7UeNE01EEhVnR1CaZkQSX5xGlzuaRBJ05kaK/fBEEpwARRLuIUQSwfhE8HbeRBMfukdHqmdEE1lSRoaV00QT325HUHgpRBRJk0dvfvxEFGQARfHZA0QUlz5G0/0kRBTgqkdS67xEFSEXRpOwTEQVUhZG7zDFRBWTmEaYmSdEFbwnRe39CkQV5ORGg/boRBYfLkZIe6pEFlcqRrOW10QWqJpGwgXBRBbi9Ea/PsZEFv2CRml0lUQXQoRG7cXQRBduiUYg/odEF84uRdojLEQYFdhG8VSGRBhDo0XmAAFEGJSxRjaGwkQY4JhHK7m7RBliXka4BVVEGY44RZFuT0QaCW5F2kkcRBpdkEUMgKBEGpQeRrez3EQa27JHCjRvRBslcEcs7TVEG18+RiaxKkQbh/xGALM7RBulgEYeIcxEHBNkRoTpMEQcJPNFOkmtRBxgdkcADIdEHJiORYjjOkQc5C5Gj3uwRB0ed0Xk84tEHWPMRx3aTEQdl09GA9hCRB3HHka5MftEHhsyRi+W3UQebstHY22SRB6TXUcBW7lEHtPZRkHLh0Qe5I5FwtpSRB8X0UZUdB1EH14MROs0b0Qfl2pGsNOoRB/XsEcPlZpEIBlxRk/s0UQgT5xF3MbZRCCc30dfSPdEIOLCR5mAYEQhHVhF5O0wRCFiekaUrgtEIZVkRXq10EQhubhFR2yeRCHgcEYb8eREIgamRcHjSUQiLcBGTCckRCJxQ0UM/cFEIrKuRvswhEQi3LZGsBy+RCMf+EZI1qBEI0EgRiJdZUQjebZFy9waRCOrCkW4/ihEI/LRRFlfPEQkFN5Fg7N6RCReNEfS6jZEJKM2RdWYmkQk2+dFVuyDRCUDqkZQXN1EJVVWRu/YuUQlpWpGkpGDRCXTuEQCfSNEJeHGRPzGHEQmFzBGxI9KRCY4AEXKnpNEJl3qRpIlYkQmoR1GFekXRCbyJkaO3y5EJyshRktEZ0QnT9hGgUQuRCeePkX2JltEJ+CARQXjVkQoJ5JGasuKRChXWEb0kAlEKJvaRhubKEQo/VhFg1MfRClodkan555EKZzcRoGhiUQp4p9G4S9YRCodQEdXlphEKl9DRgyuVEQqrRJHl1rYRCrWKkaEo5VEKyGkRlaZXEQrUHZFc3VYRCuUsUYS+31EK9qqRpAN1UQsRvZHBFRmRCyVJkVrmjxELNoJRvWXfkQtCpJFb+jqRC1G6EcDCHpELZF6Rj+stEQt27hG2bcYRC4tlkcyZzxELly+R2EZAkQunyRGrkSZRC7ctUcsgRNELxWQRLhTAUQvYgBHhFQwRC+ouEcKR1lEL96kR4zmEEQwKV5HD2XvRDBo2kcUEc9EMJ1WRmXPaEQw5cZG+eXGRDEM60cNd2REMTJ0RjwntkQxY9JGaBB9RDF7CEXh/CVEMZ6gRp8A4kQx2EpG02XgRDIOJ0Xj1qJEMllnRwMyKUQylO9HMgQYRDLoxkaCsANEMy7FRpETe0QzYo5GO2H3RDOdFEdMXR5EM+HHRhexO0Q0UadHIjccRDSmeUbSLU1ENOUERhngkEQ1LNtF+JtzRDWYyEaE4TdENeJsRhXf30Q2KBxGGZ2vRDZtT0bjtwJENqa+RTJgvkQ21adEwFw6RDcPAkYU9AxEN2AsRhseq0Q34aJGzF9vRDgZp0auesBEOEG7ReYDTEQ4bW5HQxDCRDijWUc+FEJEONFvRrvpGkQ44k1FglPARDkyWUZroHVEOVxqRWMsRkQ5mLxF2wGsRDnjU0WehldEOgLXRgN+TEQ6YXxHC5RRRDqjpEcklt1EOs/kRj9N/EQ67eZF8wMWRDsjUUXkuf1EO4WDRw+gskQ7m8RGmLlARDvUCkbJdcBEPAn/Ry5gsUQ8LIRHB+KjRDxpBEa1FeVEPJfBRwEKLkQ859xFym2LRD0SukZppj9EPUBsRmdHnkQ9ZkZG2j/RRD2FDEZB5fxEPfVCRYR1xEQ+HvhGYniBRD5imEY9aItEPp72RhLbuEQ+0SRGRfwMRD7+iUZa6VJEPzU+RpWT1UQ/YwxGoqxURD/THkW3kZZEQB7dRexBikRAZ0xHAfnrRECtlUWlV1BEQOBwRrqDhURBDNNFMBHuREFCNUaLXHlEQX32R0JyjkRBo+dGT9qJREHn8UcIPBxEQiN6RtbCp0RCWvRG25m6REKKA0YzL35EQsbvRaVeq0RDEatHKKR4RENbm0Yn8hNEQ+mMRZw5GUREJNZGslnKREReTkcRK/1ERKXZRlT58ERE9U1Gxnh4REUy+0ahY9FERWdBRsGWhURFrohHBrCaREXRzkZudKFERiizR/7VFERGZ39HQ8pJREaZ/EZ9/7ZERujhRhxLzERHLtVGf4AEREdrNEap/ppER53RRrGRKURH8jtGXbd9REgmrEZkgkhESFe3Royl+kRIuTNHV6KrREjtPkaG4vdESTAoRn/cRERJawBFQSqkREmcxEVE4TtESfF6Rl0m7ERKOYNGYyPWREpr0kb8oU5ESqlhRhVERERLIV5F9Ss1REtRW0YKRANES6ytR/mA60RL5EVG6QSPREwVHkcH8vxETFepRz4z70RMo8ZGpZKfREzm+kUqqX1ETSKQRqi8AkRNYWZGlpT8RE2mFUca7/pETeK/RXPTRkROGfVGDoIYRE5N2EcGMHNETqk/RzYqqkRO7X1FOCvhRE8kpUcZ93FET1sFRZDJe0RP4WFHrRKDRFAcY0eZj0JEUIEXR0e9mkRQ3nVGoaRQRFFBekYlNr5EUWvaRhbWKURRrLtGu4kZRFHtGEbZjntEUiNIRYawoURSb/ZGUejRRFLB3karksREUyedRh5Q60RTUVJE5EW6RFOKiEZE34pEU68FRYRt8kRT1vdG1KFSRFQs/UalT6hEVJJSRvZuEERUvt1GfGXBRFUKkEbgJMREVWfxRcoOjkRVmYNGo26GRFZu+UZZlItEVqZWRorr0ERXBShGH8w9RFcrVUconP1EV1x9RaW6hkRX4oJHNoUmRFgm4EVrzI9EWGjARhvzz0RYjAZGDhVhRFjUGkau+bBEWQ2rRsDJXURZYrxGRiSaRFmW+Ea9pLhEWfTXRkWe6URaHlRFzmbzRFp+6UbCzz5EWo8MRXcyfURa2slGONmDRFtn6UbFQjdEW6a7RncFqERb4ApGO92iRFxkyETck6xEXJO6Rw0gqkRcnNlGAhxARFzEIUaGp3FEXOwBRNbLV0RdN8BGhs2yRF2iF0TgFUREXdmwRnqatURd9o1FBQFXRF4lZEUuV39EXqfcRvuvhURe9ipFwNbRRF8py0cfCEpEX2fURsDUjkRfrF5G+80KRF/tEUUydKlEYGkwRp5CHERgouxGAWtxRGDgvUahQwBEYRgORnmd1URhQPVGk17ORGGi30axb7ZEYkdzRclltkRieHpGmQlZRGK9Z0cJpcVEYyxpRvV9PkRjsLhGiUGCRGQGt0ZAaFNEZDInRrIrhkRkbpRHRxPfRGSmsEal7m5EZO8+RcAeo0RlTmBHAZE8RGVs9UaH2gZEZa25Rpk8o0Rl6mhFBOBWRGYlgkZCMKNEZnCrRafPbERmtCpFAMUhRGchZ0WVgn1EZ0OVRh3Go0RnmBRGI86BRGfKyEXSEf5EZ/tDRyRgmkRoMR1FkzAeRGhlB0Q52/ZEaKYeRK01b0Ro93BGEiFSRGk3H0YKeS5EaZhaRlRKf0Rp5UJGKwdRRGoq/EaFEZJEam5qRr76qERqgexGU1P3RGq1a0aO3GREau9mRiqEiERrRwxG5JBgRGtsiEWTgSVEa/kPRQf0WURsM7lF84w1RGxlf0a3Z7hEbI2ERpyaJERsw3VGtNA4RGz0OkXYYaJEbSPnRgbT60RtcZ9HeLsVRG2ZNUWgAKxEbdFaRvRCXERt9IJF65OgRG4IAESaQD1Ebm0HRU379URun1xGekBtRG75HUW3DYZEbyKPRYjTvURvZUVFrOaFRG+65UWY4iBEb9j9RdCISkRwEP1GPRDhRHBJfUUlO8hEcKQiRsJK60Rw9ppFiXaIRHEwZ0ZJd7hEcVWRR1dRDURxpnRGoOYbRHG0+0VJrldEceljRxPX+URyRc1GaRvtRHJkAETTYgFEcq6XRt8hVkRy6nlFpYJGRHMBUkU2uFVEcy0xRqjDw0RzZSpEoVB3RHOmKkYnA+dEdALkRn+faUR0R2pFmq7mRHT5WkY9yylEdSsJRrRqeUR1aYpGHe4XRHXchUZjvmNEdhocRg1Zr0R2o1lGy5jWRHcEaUbirlNEdxGBRYSz2UR3WPlGK5jeRHhG6UVJaAdEePRCRWFUJkR5L2hG3VN2RHl6rUUhrTxEea1RRwb63ER5449GWONCRHoL6kcabNlEel+rRrsKNUR6nvZFuA7bRHrIpUShbzhEeu2tRd/bPER7MJhG0sRwRHtkJkYlCTxEe99VRVoJ5kR8NTZGmLHnRHyeXkWs5R5EfSfxRZdo10R9vZpFPe/oRH4it0ZGo+REfn2tRKjhIUR+qrhFlXDnRH8BjESc72ZEf0e0Rg4oBkR/bUlE3ppmRH/x4kcgwFBEgDMeRgbHHESAcJRGClRORICeAEQzCnFEgLEsRhTROESAxPhFot5aRIDm4EUJRdNEgQaGRilKFESBH0JGJq/rRIFBakdVzK9EgWK+RmM6xESBvK5FCyz7RIIDE0Ylwn9EghfqRgdVWESCJ8pGT9a5RIJZLEbjNQhEgpNFRouPhkSCrtNFvJ3IRILhtEagpeJEgvMURx/th0SDB5RGsf9gRIMsMEYUtYREg0ySReacukSDb4xFcnMmRIOK1UZ8NxREg5wuRupw9kSD2dFGazhnRIQLekYjYctEhDHvRdYqyESEUXRFf94ORIRsikTIQDhEhOlyRdBL/0SFNMBGkIl8RIXDyEaIZiJEhhEgRf8sTUSGNY9F6I5QRIZMVUapKTREhmzqRqAa5kSGwJxGHFHsRIbUi0WTlBhEhvmBRoGbTkSHWqBFu76yRIe6rUXNR5REh+JuRM+lJkSIFY9GiZejRIi44kTqem1EiP1kRoCM+USJGwhGZUkRRIk0ZUTZXpNEiXkwRb8nDkSJkRhFHt+DRInd0kZDa+dEihooRpoVE0SKVgxGNbS5RIqEZEWeEchEipoARCiwtUSKzexG9lmHRIryokS/w7lEiwzpReWoj0SLa1FFpnkrRIuolEYHL1JEi9ccRaA3fkSMEZZGLvyrRIwYHEU92XxEjC2YRi5PQUSMbaJF3GUCRIyiEUcCW+dEjTQmRjzy+0SNStNFk/+wRI1eekSxjEhEjauaRWIP7ESN/IJE/JPhRI4zXEaf+cJEjlTaRj421ESO1KJGiPg0RI8Tp0WQkzxEjyIPRRxDCUSPsZpGIxteRI/BgkYE3UdEj+GvRq4zVkSQb7hFF/6iRJCM00Y9uvhEkU6uRruDk0SRYABEpLdCRJFwwUW161tEkg3FRmvWfkSSmDtHBH/ORJK0KkTg0oFEkwOKRqIYxkSTKpVFCqF9RJN2LkYX0ypEk5wfRuAAXUST5ZJF+qdjRJQyiESodlpElJ80RVUoKUSUwn5GinGZRJUGhkW+cJVElVSWRjbpdESVcCJEpd74RJZAwEXtvP9ElqF8RiVM4USXHK1FlDuGRJdllkYWbdtEl5lYRY5D3USYGUdFTa6bRJgwZkWQVmVEmEEaRa4QhkSZGH1GOlqhRJlBrUXA3shEmVBfRR/SsESabJtF9jLPRJr6ckUFh51Em2IARFBDP0SbxZpFnQ1jRJvh/0Tt9LREnPoZRx3/xkSdVmdFdJYGRJ2dHUXWSKlEnjyeRIz0wUSfhGRE+/ErRJ+ZI0bRQexEoGSwRl2mA0SgotdGnyGXRKFYpUYRGUNEom78RhGRdkSidzNE/BVJRKLs2UaDqD1EozM/Rdx8zESjRCZFAyQqRKOdwUVqIjREo9svRGDIsESlAuNGO1sjRKcUnEXkj91EqD0cRjenakSoXp5GnlplRKilbEWGf4JEqayhRiNWgUSq/8lGZ4cORKxV2Ea1NNdEr5BrRbncmESxOFpFKo59RLH5jUYVzLtEs/2rRTiwEUS0uYZF1Et1RLb2jEan92xEuAdMRilB+US4kItFhrrSRLnpB0WyhCBEuvEKRI4eSkS7XexGXVGTRL3viUXPqolEwQRzRMXZ0kTCRzZF5HFaRNOq00ZbnlpE1B10RKmg2UTVssNGGyprRNqb10YcMKFE55iMRgt5R0ToeQ5F2nowRPB+nkaikuVE+AKvRftikUUD6QBEMosH</peaks>
    </scan>
    <scan num="1202"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="122"
          polarity="+"
          retentionTime="PT1691.49S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.651916503906</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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peaks>
    </scan>
    <scan num="1208"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="131"
          polarity="+"
          retentionTime="PT1700.1S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.505920410156</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="1244"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="115"
          polarity="+"
          retentionTime="PT1751.94S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">792.916381835938</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1262"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="99"
          polarity="+"
          retentionTime="PT1777.81S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">819.525756835938</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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8ciUQz1rpFtPgWRDQvu0autZBENJxrR1zrykQ06h9GsTbMRDUbMEccfRNENVH3RhLi90Q1mh5GjE4/RDXPRkZ3PmFENjAJRwO1lkQ2aFtHBKTrRDaVXUbS/SNENscKRuTVs0Q3KvRGidqfRDdxR0YH9gxEN6yORkpAo0Q33H5HiGggRDgZrEaoE0FEOGHSR06ix0Q4nZRGDEjtRDjFb0S9SEVEOSh1RpsuhkQ5WpZHIRd9RDnvrUbqzP5EOmJwRzKPJkQ6m3tHE7y9RDrTw0YRe6pEOxz5RNzsx0Q7YllHJQeNRDubrEeKnfpEO+NRRQtfvkQ8KhJHgRzdRDxoZUcvd4ZEPKqtRqx6aUQ814lHKzGhRDzhkUXqG3pEPSanRm4bFEQ9ZrBHL38ORD2zaUbgh6FEPeHpRr3CykQ+a8tGoWfMRD6Hc0Xnhw5EPuW3RqA91UQ/HxNGWR6vRD9raUZLD/9EP6XfRx05U0Q/10pF0KtDRD/4tEXqdyxEQGhWRxuLeERAm6NHFmJCREDRlEZS9RFEQP9GRkXguERBJH5GJ1juREFbGUcvohxEQYFCRqv9sURB0KBGomYrREH1E0Ydmj5EQim/RypVq0RCXaZGYq6dREKIoUdYfChEQuUDR1cX80RDI3hGpIeaRENtKkbeE+VEQ6W/RbTjS0REHABEUUCnRERmCEbQf8VERLU5RiAUPURE6uhFes8wREUlvUYz9HBERV97RpEpVERFqZ9HgP7jREW8nkaKVRBERezpRwUYw0RGI5VHLcRjREZpZ0dn1xhERq1kRvNlVURG6HNHVv65REcqkUdgTidER2eJRyNbw0RHnSxGUm1lREfhQkXIp39ESGKrRnjfNERIp8pFSK6aREjcaUak/fxESSxMRkDUm0RJX+VGd/30REmKhERCLe9ESexQRvtgyURKKflGivbGREp+1UdjMIJESr8SRoyf1ERK7ZdE0WQKREspw0aMPyFES6kvR7fT+ERL4JJHxXxyREwIAESegXJETDJ/RqHeoERMeSVG1P/QREybDUbGytRETMSVRofjL0RNSkJHAaYGRE2B1EaSDOFETcA3RrL660RN6fNGesNARE4fRkYJYqlETlDlRmvgpEROaZlFv78DRE6xyUatNrVETtd9Rwczy0RPPnxGuAxyRE90AUQtMhpEUAvwR5wuNURQOr5GymEzRFBnvUZDpyVEUMX1RvOqPkRQ87NHPc7gRFEtnEaRB09EUWzVRmwhdURRyTNF5EMCRFIWp0ZSHQBEUjozRoe1LkRSZ+BGUz3NRFKblEaD1ntEUsvRRhBSDERTLktGeBJARFNSuEbfEpxEU28URq3+tkRTkfZFnG9qRFO/nEZwTDFEU/CpRh7cPkRUM4JG8Q/HRFRzM0RA9YFEVLuZRwzhRURU3CVG4mZPRFUdy0csbKVEVVrpRuLddkRVjP1GkSwhRFWtaUZkUYBEVe1bRu90bERWYABEI6KGRFbf6UdEqzBEVyU7RvH6zURXYiVG3x74RFe17EU+CLtEV9UbRNNzW0RYNbpGUjuIRFhq5kW7SJxEWJBsRzDn/0RY47dHZ244RFkwLkcFxEFEWXyWRkMS3kRZtqRHBTHPRFnrR0c74J9EWjMhRq80U0RaW4VHCkQ4RFqBq0Y6QxNEWq6xRj8HeURbKeBGCZPDRFtkQEWcGklEW6QARD0XP0Rb+l1HMcO9RFxO4UZmi21EXKiBRvKVBkRc+9xHVD07RF01R0aAQuNEXWHiRo87V0Rdi7ZF08wCRF23E0VuZhpEXeiiRoO+AkReMpVGadVERF5oc0YjkhNEXpm1Rqu9XURe1R5GMHhfRF8fCEZotf1EX4ZORjnPuERftodGlk+SRF/wLUb/KTtEYBjiRgCCWkRgY9lGd71cRGCs20WHHSJEYUbIRxp7BURhem9FzMfCRGGnq0aB5JNEYfMARsfY1ERicTBHiyTORGK1fUaRENZEYvB5RpnCjERjDxdGDTuqRGOBNUXs8j9EY7xuRikD2ERkAzVHOftzRGQvM0d+47BEZGUYRmXfiERk8qlGKZ10RGVMbUZlS/lEZZpGRmBO1URl7nNGr+inRGX9cEU7gPBEZiHKRw64+0Rmay5GZX8VRGaaH0bD+2JEZszSRv3C0kRm9ylGEyZdRGcsKEcaK0REZ1qNRpj07kRn9JlGCTxRRGglsEYLJDlEaFlLRpCfBURoruBGB6JTRGj3aUchcthEaTu/Rf0+wERpf1ZHBOTuRGnbv0XrRi1EaizkRQgDGERqfMJG22yBRGq9SkcEla1EavCURmPL40RrRnhFEIuBRGt9EkXIMD1Ea6FZRo923ERrzIdF7chORGx4D0apnexEbLcvRpAwF0Rs9idEceRmRG0pVkYP50lEbVqwRm0wvkRtwGJFuMQRRG4tVkZKEzhEboKcRb55RURuwJtGP6uZRG8l9EaemgFEb2cXRjnaT0Rvu5BGA/u3RG/j6UYjEzdEcBRBRQJVD0RwYUlGEAc7RHCgB0bBv7BEcPK4RynxEkRxIQFGfjPjRHFmg0ZVDtpEcaCgRcE1mERx6rVHVTFURHI2sUVWoXlEcpD6RYT9xkRy2s5GMm1XRHL5Q0YNeR1Ecz2XRii6wkRzeidGsq+GRHPxOEa0MptEdCOgRiIJwUR0W4JGQN5gRHSh3kXpz3pEdS0yReAB+ER1WgxGrZ2dRHV9MEZP2zJEdZgARF7/W0R1y35GR9r6RHXqmUURWDFEdl9fRganl0R27OpHd846RHcaIUafwDxEd1U1RhUFmkR3emlGLxF7RHe8MUY7qN9Ed+6VRwOGn0R4GR1FTQ01RHhPMkYa+ypEeLtCRZi290R5BZJGnqkZRHl+zUaNeUVEefDeRnJHNkR6MWBGu0aQRHqLvEY2t35Eert8RZXAakR68GFGp9SxRHsxd0ber0lEe8KiRsH54kR75pVHD33hRHwpCEZpjY1EfEq1Rh/3dER8ij9GZO9oRHzBbUcPXF9EfTpIRh7RY0R9mvhHJzu0RH3xOkZKRXtEfidaRlZqq0R+8m1G6CsqRH9v2EW6vbZEf+1SRrHi+ESAHIBF9u5SRIBWo0ZJ8PtEgINaRjhfx0SAnq1FkGaTRICxmkaEnXBEgPuxRlMCUkSBHGhHIlmuRIF6XEZ9MvdEgZbqRyHWc0SBsMtFI2gyRIH5vkYvxXlEghy9RgLfLUSCOXZFoMgiRIJm7UZF5+1EgqaORmZnwkSCz05Fz5/sRIL/bEaYbhREgxR6RfqJOUSDPORGS972RINdJkWqAQxEg2/ERfU+MESDkb5Gj32lRIOmIEWyN+lEg9e1RoHV2kSEB0VGMH5HRIQrkUYg2SREhFlORWLOAESEluFE+i/0RIUamkXHLVFEhToQRohcqESFXOZGEf12RIWA+kT3bfpEhcc0RcL+EESF2Z5FBNBcRIXyykYXcYZEhggBRcPKPUSGmppF+5hqRIa5gkW5SBxEhsnIRj8Y5kSG30hFiMvbRIb/nkb4gu9Ehx3nRV4FpUSHN65GoYfORIdCpkWjvH9Eh1yORj139ESHd/JErL7jRIe/bkUACIREiBCmRkHpAUSIT6JGHBwZRIiDQEa3aC9EiKq4RZojpESIxU5GFaG1RIkkeEWAhi9EiTwMRiWU9kSJWTxFIxzRRImcl0abAppEibO+RWEVm0SJ5eZGgoG6RIon9kZ50flEii10RU7WukSKq8NGGpNnRIrGr0YtdqtEiuJHRRqkcESK7ohFER0KRIsBKkbQY0FEixUoRt8RZUSLUrtGdRTSRIx6mkaCuRREjJHQRdBC80SMsztG4YHpRIzU90Uu76tEjSDGRcEqT0SNgd5G4d9SRI2aLEZhXTZEjbucRNxofUSN4KBFNpxmRI35FEUZPEpEjkNSRgUuLUSOdgBEUg5FRI6TiEZ6VpNEjrjJRqh6E0SPBbNGe1DJRI9QlUYAyv5Ej6KARYgeJ0SP9ghGofOdRJAK9EXmfWVEkCPGRLhfHkSQOrZFZwZQRJBVlkYJKZxEkFyiRTzqM0SQty5GfEcSRJDhbkZEhz5EkTaqRm5mX0SRdWBF8C+vRJGYWkVrIpBEkdRjRYxen0SSP45F2dXGRJJ5akYQ8WhEkpaKRgCWdUSSuxpGNgUHRJNzn0YCFpREk5mYRlEbPUSUV5FFbEJmRJS8bEXnAMdElOZ6RQlHbUSVAblGs2rLRJWUyESO3RhElbqoRlGh1kSV85pFwuPPRJY5ZEW27K9EllywRqdqf0SWfJNGMdDQRJbHAkZvDVpElxeURd39akSXORlF9uT8RJdyjEazTAtEl/RiRboj4ESYHVpFXRtDRJhykkUndP1Emvp0RLjtX0SbMP1FzTUTRJs8s0VEFWREm2BZRRq/U0SbvSpFAkVLRJwUvkZAOXNEnNcmRoZdjUSdYJZFfiQ4RJ2usUZm+iZEnltZRVECRESezOxFldCWRJ7lPUSsxq9Env9URe8tfUSfIK9GaKDQRJ98pUZv9vlEn+WURhYqEUSgkglFvGVMRKGNXEXjruJEof2DRYuyCkSiHGxFGwAFRKKjgUXvRjdEo4hvRdsj/kSkdYBF0dZkRKSI3UbpF0tEpJ+XRmZ4qUSlpTxFsG7vRKW+EUc9OJZEpep/RmDC/USmPVdHWdsDRKfU/EX5PoxEp/HHRYP2C0SoIYpGwmucRKhaAERUFJhEqIMqRh686USpN+JGHOUZRKmlHkXTYyJEqj9ARk1EPUSqtoJFpnZ+RKu2LEcEF0FErBR7RhA2ZUSuWqhGY4zJRK5+hEYKS9NErsX7RkhH/USv+KJGCGc0RLCcTkX4TNlEsKRrRIUAi0SyPbtGCWZ+RLMwpUYrlLtEs8KGRW8G5US1+6VGuiSDRLaIyEXbvYpEt6CdRpZE6US4NdVGjQ8tRLh5M0SdF19EuOCgRhsOqkS5MIlFaC/qRLl9xkZTLfREuadYRYVA8US592JF1nBORL8pkEW3rkNExOLCRUYo4ETJVTNE1EoTRMl7nkVoP11EzOsMRWRfHkTT8GJFaFoDRN8KjUaIqcpE30mXRjs2U0Tvk4dF2JWuRPtFhEX39wg=</peaks>
    </scan>
    <scan num="1310"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="138"
          polarity="+"
          retentionTime="PT1847.26S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">653.240173339844</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1322"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="126"
          polarity="+"
          retentionTime="PT1864.77S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.101196289063</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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</peaks>
    </scan>
    <scan num="1334"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="160"
          polarity="+"
          retentionTime="PT1882.36S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">566.630432128906</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1346"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="119"
          polarity="+"
          retentionTime="PT1899.59S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.249572753906</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1364"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="104"
          polarity="+"
          retentionTime="PT1926.24S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.201690673828</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1370"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="109"
          polarity="+"
          retentionTime="PT1935.18S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.407409667969</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="1376"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="163"
          polarity="+"
          retentionTime="PT1943.84S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">815.954650878906</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="144"
          polarity="+"
          retentionTime="PT1961.53S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">636.017578125</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="144"
          polarity="+"
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</peaks>
    </scan>
    <scan num="1406"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="142"
          polarity="+"
          retentionTime="PT1987.85S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">637.611572265625</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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