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          msLevel="1"
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          polarity="+"
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</peaks>
    </scan>
    <scan num="290"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="24"
          polarity="+"
          retentionTime="PT426.042S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">623.5537109375</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="614"
          polarity="+"
          retentionTime="PT749.533S"
          msInstrumentID="1">
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             compressedLen="0"
             precision="32"
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    </scan>
    <scan num="521"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="477"
          polarity="+"
          retentionTime="PT762.512S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">950.0146484375</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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    </scan>
    <scan num="530"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="515"
          polarity="+"
          retentionTime="PT775.506S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">827.320068359375</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="634"
          polarity="+"
          retentionTime="PT783.764S"
          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="476"
          polarity="+"
          retentionTime="PT785.003S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">512.066162109375</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          polarity="+"
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          polarity="+"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="463"
          polarity="+"
          retentionTime="PT824.108S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">841.190185546875</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="691"
          polarity="+"
          retentionTime="PT830.533S"
          msInstrumentID="1">
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             byteOrder="network"
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    </scan>
    <scan num="573"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="522"
          polarity="+"
          retentionTime="PT831.418S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">643.461364746094</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="478"
          polarity="+"
          retentionTime="PT842.308S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">985.625</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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    </scan>
    <scan num="596"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="524"
          polarity="+"
          retentionTime="PT861.18S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">750.372619628906</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          polarity="+"
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          msInstrumentID="1">
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    </scan>
    <scan num="608"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="396"
          polarity="+"
          retentionTime="PT875.327S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">565.123229980469</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="619"
          polarity="+"
          retentionTime="PT953.513S"
          msInstrumentID="1">
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             compressedLen="0"
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          polarity="+"
          retentionTime="PT954.72S"
          msInstrumentID="1">
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             compressedLen="0"
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          polarity="+"
          retentionTime="PT958.764S"
          msInstrumentID="1">
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="561"
          polarity="+"
          retentionTime="PT962.251S"
          msInstrumentID="1">
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          polarity="+"
          retentionTime="PT983.558S"
          msInstrumentID="1">
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             compressedLen="0"
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          polarity="+"
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          polarity="+"
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          peaksCount="452"
          polarity="+"
          retentionTime="PT1001.78S"
          msInstrumentID="1">
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="405"
          polarity="+"
          retentionTime="PT1054.91S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">635.098815917969</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="437"
          polarity="+"
          retentionTime="PT1061.48S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">835.877197265625</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          msLevel="1"
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          polarity="+"
          retentionTime="PT1063.61S"
          msInstrumentID="1">
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          msLevel="2"
          peaksCount="603"
          polarity="+"
          retentionTime="PT1073.28S"
          msInstrumentID="1">
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          centroided="1"
          msLevel="2"
          peaksCount="349"
          polarity="+"
          retentionTime="PT1080.29S"
          msInstrumentID="1">
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contentType="m/z-int">Q0kTiEWkc1BDTAOlRckkaENNP4RHIT39Q04sR0a3u/ZDUgPWRquy0UNUMwBFXwVoQ1UHHEUNdtNDVkcgRmXX+ENZRoZHIaheQ1sR9Ebic4dDXAUWRc8IcENdH8NHW+npQ178RUWhfSVDYlneRZ+pr0NjUxlFkBJIQ2Q8WEgMtDVDZUTtRs2Wn0NnJGhG440/Q2hEu0ZuPoBDalRPRlWmfkNrEABHHSaOQ28d1kcj7W5Db6AARcwZbkNwlNdGemIYQ3IslEY/CYJDdTdPRx2vhkN2XGZGfEBoQ3c+LkYywkZDeSQuRv5wvEN6G8ZGXQW2Q3wntkZo9q5DfSr5R10zVEN+DcdGk8LWQ38W+kVMQoBDgF9gRYibwUOCK8xG5rgdQ4OS7UaPXshDhBJcRY5dE0OEjXVHuAxQQ4UdJEUUAPJDhZvXRdD+00OHI6xGyTqMQ4eqAUawWFVDiKqQRmnjyUOLkmZGE01CQ4vygEeBkVxDjD5CRos7LEOMm05HjvHdQ40lEkZUPPJDjXmaRwq2x0ONzZxG5mJUQ44VbkbW68hDjn2LR0VhokOPmglFjuO7Q5Ac6EYdZxZDkImRRe5wDkORk1VE6iLrQ5KbvESdVXJDkupzR13BLEOUtKJGHtTkQ5WXcEV72HBDlipWRwvOQEOXDYtGWpszQ5eEQkfYOS1Dl/3SRvl4H0OYWIxGgzzuQ5ifWEYRg8FDmZG4Rgy2fUOaneNHbullQ5wAy0c1229DnJqyRx/gx0OdnPNGaTQbQ54L4EcF5p5DnmEIRqT1EEOfYvtHt6VCQ5+4OUY9M1xDoBqwRilVrEOgdmlFNQY9Q6GLN0eBFm1DogQhRxjQpkOjFRBHFA6DQ6QNrkWw+4lDpQIgRxZKqkOlnPJHh+suQ6axXEYxt2BDqIOER8ED3EOpJJxGhbwyQ6mlRUaQDjVDqi+wSLwU1UOqgkBH3fM4Q6qq1EbogVlDqxasRoIw8UOsGKlGggGcQ6yH/EdeDLdDrL/cRsPk9UOtKqxID4AVQ62LzEcWzvFDrgWhRg6x30OupNpHPhNsQ67nD0cuPd1Dr4saRuFZGUOwku9FHKdKQ7FC2EZa5LVDsaYwRuQLHkOxwwBF7LgRQ7IkOEZieEhDsqMARseHu0OzGwdFh9obQ7OLiUYOB9ZDtHuxRcFc20O1FpVGQZrtQ7YRpEXEJwBDtpeAReo9SUO3KhBGg/RMQ7ibdEaBhsJDuZ9AR9T+SkO58ABGQ6c1Q7o4N0Y6JP9Dupw3RS1pUUO7SjpGok2uQ7uoEUYfGNBDvDFyRq3wWUO8sOxG4CXzQ70GzkdE31dDvVikR1W7X0O+HEhGe4OdQ76TWEY02f9Dv4OoRkkz2UO/9/RGujRFQ8A2Q0cAYp5DwLJDRrcv8EPB9zpGvTYdQ8I2AkaxRu1DwoKcRjmlnUPDElpFgL5IQ8Pc4kbqu01DxJy3R4hZzEPFpbxFL/ZNQ8Xo5UW/CvtDxnNkSWUTrkPGt99Iz1EOQ8cPC0anSYhDxz5qRm+wIEPHlupIAl1iQ8gaskY1EilDyJujROJCwkPI+W9Fm5fEQ8mGkEXfpcBDypekR0CoRkPLEoRHB2jFQ8t9e0dAz3FDy+YnRrqHFUPMaEJG1IcvQ81EKUVrr2pDzmX+R+PB1EPPBTZHcUn5Q8+qvEcAP1pD0Bx6R6QbQ0PQ1YpHml07Q9EWhEb0yttD0ZzIR0XrSEPR9gJGizr7Q9LHnkeocu1D0xuTRwH9xUPTWqJHVzVNQ9SKlEWWmKFD1QdlRvUvLkPVtQBGh32DQ9Z4wkarYoJD1p4WRYfqG0PXkpxISl1bQ9gksEeElIZD2IB+Rw9GvUPZGY5GBXccQ9mgREaycwFD2g4DRvHaKkPaud5FGM2VQ9sUhEasBC9D264MRqOYlkPcI8lGw4EvQ9z95kbJMC9D3ZYARwcEF0PePWBGWTLWQ96IdkbtqU1D3vJSRv/L80Pf/HJHCaOLQ+CnDUeiAx9D4RAAQzx2/EPhbxdHVDwhQ+HIAEWcXgVD4jYiRv5ZO0Pis6VJcYKsQ+MEBkiYCG9D40gARtn6wEPjmVlFlhu3Q+Qh2UXTy21D5G6CRrWpYkPldrlHdRcOQ+W4Y0dlwKBD5i68SAPQ00Pm6KlHemxXQ+c8c0YHfAJD553oR2x5s0PoOTNHu3WeQ+ikLUc+7IFD6SQ5RckGbkPp35tGLR3cQ+qz6kbPtNxD6w+LRjZdiUPrpDZGouugQ+x1GEePvsVD7LZpR4T/70PtK5RGBxYfQ+2BH0eZcPpD7iJ8RhKDo0Pu0o1G5zZYQ+9qbUc3aFdD7+cvRnG0j0PwS9hHYgftQ/CqiUcP/5BD8bQbRr3+OUPyvORGXbBoQ/OqRkgvXBJD9BF1R3e/6UP0ncRGjsgSQ/UrbEbbBjZD9YzbR41itEP2P9pHixNyQ/awAES8U7JD9ykNR+BJzUP3m0RHKdxIQ/gDJEbH8s5D+KsnR7onW0P5L+JGUV3rQ/nBE0dGDQND+hhlRcTne0P63d5GwB/QQ/s0S0Z3JctD+6ruR+Ntf0P8IKFHDzs2Q/y7Gkcb7ORD/RCPR9/y4EP9jphG6LtrQ/2um0ZQw8BD/ixcRwSphEP+pYlHYqv9Q/7/lUf7twJD/0dhR7oOwkP/rutG5MoPQ//zpEfGwN5EAEiSR4NWEUQAYS5GmxQNRACXIkYd/jBEAMmFRcvC3UQBLHdHULYGRAFfuEePDjhEAb5XR/tqeEQB3BdHcdN6RAIBCkZl9gBEAjhWSIGdiEQCb35HMcVWRAKY+kb+RdREAs8WSJ04ikQDCjJH/LelRANVu0dHav1EA5vyRw/emEQDvM1HWazhRAPrDUbgcIdEBAsERlw+wUQERUxGgjwCRASZkUfqoppEBNmjR7I2LkQFLZVHcV78RAWZFUaUiCxEBfGASKQXlEQGUBRGu+oURAaWM0ZyroBEBsofR2osRUQG9oxFrndURAcdgkbhG6xEB1c2R94AEUQHbIRGKZqcRAhcsEa8P95ECJawR/VxoEQI0ctHynBrRAkTpUeIA2ZECZS2STKlPEQJvWJIlu1BRAoQAESkBRdECk3WRykZ9EQKhRJHQzCHRAq29UehcFJECwhgSEJv5UQLUvxHho7HRAuNCEair3NEC5q4RbqZVUQL4shG50lURAwf0UeoDmVEDFp6R9k4VUQMnuZH0E5+RAzGYEYndAtEDNP6RjU0c0QM9stHASBhRA0aVka4I/tEDV0ER1oc60QNm2pIUi0cRA3BbUg01FZEDeVYR5erE0QOFcdIOeVRRA5KREecEF9EDsLyR6APh0QPMyBHLYYyRA9avkegxstED4noRdFcnEQP3lpHpwm6RBATMkdnQWlEEF62Rvv3F0QQwcFG8Ww3RBDxbEcGZQxEERPFRzg6ckQRVX5H4QrERBGW9keRWWhEEfXDRvzodkQS4stHAPRBRBMWhkaBo05EE1JuRj1HEkQTmVRGViXBRBPAAESe09hEFFV+R3WY7EQUxE9HKHm/RBUF3kXqCzNEFS8wRxnj/kQVVPpGVDUBRBV6pEcqXt9EFaEqRdo2AkQV1aRGz0n9RBYcUEZNHtpEFleURofslEQWi3xFwIZ4RBbatUbYAWhEFxdcR7QPnUQXRZJHhU/wRBeui0anLAFEGCS8RlhkFEQYUdZGtrJzRBiT8UcVhCxEGU0IRrb/vkQZmF5G1AaDRBoay0ZunfREGmCkRoem2UQarsZG3pV4RBraX0adDdpEG1jeR+BC4EQb5PlGiMTGRBxUqka/IYdEHO2mRkfM3EQdEd5G9oWqRB1ABkcx5qFEHa2jR7jZLEQeFWdHoFuSRB5ZmEVH04REHt5AR3rkYUQfFPZG8EKlRB93VEculftEH7F0R40nTUQf9MhGLSFrRCCFPEb4L6dEILAoRyD5akQhLUpG/AO2RCFXl0XJKo5EIZ9FR0YhskQh2BpH/svaRCINBUet9aFEIlaxR4adTkQijXhFnAG5RCLFakeNVMdEIyiyR4ys4UQjZaNHhyc0RCONOUdDi6VEJBeARxg61UQkTM9Gm8w9RCSbDkbIoQREJNS8Ry2SmEQlWrZHBH2bRCWh5kVLiN9EJd5GR6K5TkQmKHJGic7cRCZW9kc28KtEJpZURw4cZkQm3i1GuZqDRCceqkXLMA5EJ1jORkAZr0QnvnxHXSMPRCgUfEcgkElEKI/IR4yV2EQoy79H6BtcRCllCUcHTflEKYbWR4B2vEQp4BVIecMQRCodgkfmC5ZEKllrRvb320QqsghHYAcXRCro/EcNjo1EKxUkR56vzUQra3ZHeMwdRCuccEXpq6dEK9VwRl3oEUQsEf5F82FyRCxYkEeYZRBELH17RxraDkQs1RBGNnAnRC0eCEcCx+xELT6GR0GHfkQtYABFjpS3RC2hk0dhVQpELjiSR2H8MUQuWzpHBaIbRC6XVUckqEhELsUAR0XK8EQu095GGA7mRC8NMEakbJxELzc5R4LPSEQvZCRH0KXrRC+k00c/fgBEL9NWR8VFuUQv+MZF8/sURDA42EdkP0xEMImERhP020Qw0gxG0kw/RDGNUkcjgoxEMeIYRsTvdkQyI/xGU0veRDJeMEbI+oBEMqMTRh9JokQyxRNGFm3wRDMQD0e7lb1EM1zeR81phkQzlxZG+vrzRDQaR0fJ/qBENEjKRtHG6kQ0teZHciPdRDTWREYwcadENQSlRUwysEQ1kApG2rg4RDYXs0fAXqpENkAARWc2F0Q2bBBHBhESRDaiqkYSSLxENul5RyZCSEQ3Hh5G5QPBRDekREffCzBEN8rSR42jkUQ4GdhGp3zVRDhqhkarGb9EOKSiRgjktUQ42zdH7IZCRDkQLkeBQGVEOXhpRsZEkUQ5pAhGRj+fRDnMg0enDnREOlqwRnA6UUQ6oFJHZ6KbRDrNBUbHlchEOvoCRr8h1EQ7YqpHWSv5RDud00dnTuZEO9TNRR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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="360"
          polarity="+"
          retentionTime="PT1364.25S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1256"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="151"
          polarity="+"
          retentionTime="PT1734.92S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.945220947266</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1316"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="162"
          polarity="+"
          retentionTime="PT1822.83S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">454.044769287109</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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    </scan>
    <scan num="1322"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="159"
          polarity="+"
          retentionTime="PT1831.36S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.217956542969</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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ZFjsXdRK0sc0aVhPJErT5zRs1lnESt68FGKtCcRK4e6UULD6tErj8aRff2iESuYyVHFIwcRK8hnUWu8sxEsTNPRi4F+0SxoVpFVv+URLHBHEViZedEtDM5Rmh6tUS2Hp9GixAuRLdexkcBJG1EuJKSRdl+SES5itRGJlFpRLuo9UUQJgZEvBCkRxNm6US8MnVHEm9ARMHi0kY6mD1EwwZ7Rr7ILETDrnxGwpdpRMSAgEWhAw1ExQ3FRrGWwkTHDsdF8qRrRMv+40co+AFEzMpGRmb6eETh3XlGqmaARPmepkbIJuQ=</peaks>
    </scan>
    <scan num="1328"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="190"
          polarity="+"
          retentionTime="PT1839.96S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">735.532165527344</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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</peaks>
    </scan>
    <scan num="1340"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="146"
          polarity="+"
          retentionTime="PT1857.19S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.496429443359</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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dGOWW4RKBdckbpEJVEoOGxRtveRkSg/dNFP6mgRKMBnEYLxYBEo02mRqn+j0SkCwBEwS8MRKQ+sEU6fz5EpL6NRyIy+kSlGI5G72KaRKUr+kZALLFEpmSrRN+4VUSnpBlHC52WRKgEhEW5yspEqEKxRwqOJ0SolqVGA8HKRKk3rEa8pKFEqX6rRlqjBkSqAKZHAFkbRKx6uEaXmIhErM8eRUNlI0Ss/WJFqbkyRK2en0WC5jdErlK8RnGRyESvPyRGJifoRLCA4kYEukdEsZ0VRh8sfESx1mlFNBjRRLNEhUXfeiBEs/MvRvEcLkS0wr5GeT8tRLb2h0bKIRZEu27HRM1ZokS7+cNFt9hyRLzCdUVGPM9EwDzxRZVlb0TE/rFGuI0GRMod+UdLwqpEzeY7Rk9QhkTh5xVGEEnJROaRMEZ8G6k=</peaks>
    </scan>
    <scan num="1358"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="152"
          polarity="+"
          retentionTime="PT1883.22S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">556.259582519531</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1364"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="132"
          polarity="+"
          retentionTime="PT1891.83S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">468.775085449219</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1376"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="230"
          polarity="+"
          retentionTime="PT1909.35S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">637.474426269531</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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    </scan>
    <scan num="1382"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="210"
          polarity="+"
          retentionTime="PT1917.97S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">633.754028320313</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1388"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="208"
          polarity="+"
          retentionTime="PT1926.48S"
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          polarity="+"
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    </scan>
    <scan num="1394"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="209"
          polarity="+"
          retentionTime="PT1935.44S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">614.09716796875</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1400"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="215"
          polarity="+"
          retentionTime="PT1943.98S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">862.160583496094</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="1406"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="197"
          polarity="+"
          retentionTime="PT1952.64S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">698.353332519531</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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    </scan>
    <scan num="1418"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="132"
          polarity="+"
          retentionTime="PT1969.79S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">469.384948730469</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1424"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="136"
          polarity="+"
          retentionTime="PT1978.36S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.658874511719</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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    </scan>
    <scan num="1430"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="153"
          polarity="+"
          retentionTime="PT1986.96S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">954.548950195313</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1442"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="107"
          polarity="+"
          retentionTime="PT2004.12S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.714263916016</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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    </scan>
    <scan num="1448"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="200"
          polarity="+"
          retentionTime="PT2013.09S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">675.201782226563</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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