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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="53"
          polarity="+"
          retentionTime="PT49.82S"
          msInstrumentID="1">
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             compressedLen="0"
             precision="32"
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</peaks>
    </scan>
    <scan num="260"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="34"
          polarity="+"
          retentionTime="PT384.308S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">408.423156738281</precursorMz>
      <peaks compressionType="none"
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          msLevel="2"
          peaksCount="24"
          polarity="+"
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</peaks>
    </scan>
    <scan num="302"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="52"
          polarity="+"
          retentionTime="PT445.506S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">520.934448242188</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          centroided="1"
          msLevel="2"
          peaksCount="298"
          polarity="+"
          retentionTime="PT672.454S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="476"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="550"
          polarity="+"
          retentionTime="PT698.475S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">880.599243164063</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="404"
          polarity="+"
          retentionTime="PT725.15S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">830.403442382813</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          peaksCount="501"
          polarity="+"
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    </scan>
    <scan num="530"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="378"
          polarity="+"
          retentionTime="PT775.788S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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          peaksCount="558"
          polarity="+"
          retentionTime="PT802.28S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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          centroided="1"
          msLevel="2"
          peaksCount="460"
          polarity="+"
          retentionTime="PT809.02S"
          msInstrumentID="1">
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             compressedLen="0"
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          peaksCount="716"
          polarity="+"
          retentionTime="PT812.256S"
          msInstrumentID="1">
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          msLevel="1"
          peaksCount="557"
          polarity="+"
          retentionTime="PT814.042S"
          msInstrumentID="1">
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             compressedLen="0"
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          polarity="+"
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          peaksCount="714"
          polarity="+"
          retentionTime="PT816.99S"
          msInstrumentID="1">
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          peaksCount="488"
          polarity="+"
          retentionTime="PT818.112S"
          msInstrumentID="1">
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          polarity="+"
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    </scan>
    <scan num="591"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="421"
          polarity="+"
          retentionTime="PT853.681S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">565.08056640625</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="428"
          polarity="+"
          retentionTime="PT907.037S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">Q0oDO0Y8PpNDUSKLRqDz+kNjOi5H9QjnQ2QwAEUH2rNDavDiRtvjLkNxKapGB4FqQ3G7YEZt1A5DdUSHRv/ztkN7Q3ZGFHNaQ34lpkdzXOZDhtS5RzKDxUOHem9GBp9uQ4iRmkXSgitDirvsRreRMEOLqABE5sMeQ42S20ZbjExDj6VVRSvXFUOQerxGtSmLQ5GYAEVRUX5DkgItRznb8kOVowNHIFqvQ5ehsUYOZwpDmXE0R6wPfUOafqJF8HXSQ5ujSEWY4DRDnDGaRjgx4kOcqgdGFrFSQ50yDUaxZzJDnX5uRh6z3UOgigBGGrLiQ6QUdkZY8P1DpQ5QRwpkKkOl7LBGmgIvQ6noYEfuoNVDqi+MR0KujUOtnHxGclDhQ66sSkkaP1JDrv6uR20NcEOxoxdHof0/Q7IArEYGI/NDs2ZORwlyqkO2cipGOwjuQ7dNSEeFutJDuL6XRtsd30O5qNNHVhpFQ7qBLEaEJedDvIH6RoT47kO9fVZHpi0ZQ751ukYNVMpDv1RwR5j7WEPApkZGHgKyQ8OVRkZ8iCVDxQWIRiucGEPGrTNHySxHQ8d9/EeXJiNDyCZVRrhhr0PIqI5HZnbGQ8jvkkdLEVhDyTitRi9v3kPKawpIjD0oQ8q4AEc2roBDzBp+RuBoL0POJPJGO4aqQ86rIkagTWFDzwxjRr6xe0PPpzNGxbt/Q9AkFkc2W4tD0hygRxSRDEPS4o1GheoOQ9QdgEawDSBD1P7NRwEyIEPWlZBHAK9oQ9ecYUeE4cRD2B8SRnCnPEPYg4ZFyC3SQ9mTgkfAEBJD2iIkR9wVl0PbUsBHjOlsQ90ijEbPUc1D3anmSInmvUPemndINz2JQ98ffkdnjeZD4AqMRuSe3EPhJFxG01X1Q+IuRkaCBoND4rWGSEE0o0PjOFdG2N8aQ+W8mEeOUgND5iZSR9kyXkPmp2ZFkGeOQ+eiP0bpb1tD6M2yRgI9rUPpLIVGv+VFQ+qlgkak6BZD7A2aRpU2NEPspTNFu6KlQ+0HKkfEgT5D7bZwRoHjq0PuJ5BHzyyeQ+6jEEZiSHVD8A1ARrF2+0PwiilHM438Q/HUi0ddx41D8nIbRmUluEPzp/dIoHxrQ/QHUEezARlD9DxsRtAGkUP1Gs5GztNAQ/cZ70XxSedD+GLwR0/TSUP41lFGlX3IQ/ljIEajFAFD+hVGR5Kqx0P6bAlG7FYhQ/qsyUchzjRD+vq9Rqw5LEP7rrVJVRwjQ/wrBUkVFrpD/K3qSC+vh0P9KJVHG3q+Q/2FUkYeQPZD/jHXRu0jvkP+pe5Ht65sQ/9vp0cHCoRD/8x6R08o7UQADWFGkwfMRACeFkcrqxhEAPduRwYgZUQBTXJINUD4RAFrYkaXbOREAdcMR0rMsEQCG1BI7cBWRAJeSEeQnwBEAuKtRrveLUQDF5JH9LHFRANUqEeMN6FEA6oeRwqRb0QD1hJF+DCKRARVSEcHlXlEBJrkRwpmYkQE3OJGTfs2RAUXjkfzWoxEBTIqRykxr0QFlHhHbSsMRAXfqEdsa2dEBhJIRu+7n0QGYKdHysvpRAZwAEZspB9EBri+Rq5xXkQHGSBHCFFmRAfJUUbl9QFECAkcRsIA5kQIcjxFZDkMRAjdjUiEtKtECRXcR3viX0QJU5JGopPnRAmmpEZIMxVECdVsRuYbF0QKA9JGFbVfRApNIkd4AIFECwzhRY/2U0QLVtJHnPscRAut8Edmc+NEDA7mRx0oL0QMRuxIFsZuRAx+BEcXBPpEDLKyRu9duEQM9tBHXysVRA1A5kWMe91EDWacReEZckQNnVZH2t6XRA3Y1Eb2pC1EDhB/RV/PskQOSwpGstdxRA709kdwNMxEDxqUR6/cVUQPOABFmTubRA+xikcUG1FED/vER4BGnUQQSsxHp0zWRBC6WEev2VlEERoARTzhaUQRX9lGpX4dRBGbDElM6a9EEb2oSJ0290QR3ShIBwrDRBIa2ke+yb9EEk6GR1X2AkQSg9ZHYdp9RBK6FEd7cmtEEzSHR2P4fkQTYNJFcHe8RBOL7kXQnXNEFBUgR5syGkQUeuJHBLbaRBTygUdFyP5EFP1URhMOckQVTcBHE6NcRBWPUUfHxqtEFfReR5JFx0QWGBBHtuxzRBZDyUa6iQJEFn2HSBQWwEQW+EBHurxgRBcj3EfxQShEF0r0RqBeaEQXWjtGo1JnRBf3XEilJ2pEGCAARqq8tUQZDw5FrADnRBlBFkfZkSxEGX+qR3N6cEQZy5JGqzO1RBpabEemhIVEGpeAR+9Su0QbMSJHbsfRRBt4oEeckKdEG5xGRtLeBUQb8JFHpX2sRBwlSEc07QtEHP6WSM3xkUQdG+pIZJY+RB2YoEXMGm1EHh75SB/hbkQeTCRHGchnRB6U9Ecub19EHsn6R5Xqs0Qe7KpG19H/RB8z8kf73QBEH4voR+sXTkQf3/ZGVMpuRCAXJEc6Ai1EIFlQR+DU/EQg2LJIkccrRCEDPkgZF8NEIZspSG4E7kQh2pJH0oVARCIR/EaIGF1EIoUYRxS7oUQiwzBHnnlgRCME0kgsjuhEI0VTSAKg8UQjguJHoML+RCPDUUe4OZJEI9HtRhZ8KEQkMIRHmuFGRCRa20dJsHNEJJMgR4fAJEQk3WRH9cogRCUsykfjb25EJXaIRwZ//EQlr2JH6SD0RCXRKke5Q1BEJimwR3RdGUQmfcZILdkbRCa2bkaeLglEJyg0SLPPoUQnOABHm3QqRCddiEc+AiREJ4JuR+JLCEQnwlJHMJn3RChaVEci+bVEKKVuSHYZ1kQowrpHB+XARCkckkabfmNEKVHWRns6MUQpt8NH9DRwRCnmU0hGeANEKhsqR8qMBEQqOABG1nDERCrwuEicw4NEKx/aR0xavkQrLrdGUwAaRCtbNke+8pZEK6bIR57uGUQrxTJE5fyDRCvum0gGZKdELDzoR/rZWkQsgKdHMpa4RCyjLUd0R/RELNhmRpxSlUQtBHJHC1BmRC08EEe5DAhELZiGR56dT0Qtw3hHc2pgRC49BEdUanBELmmRSGl5RkQun4hIj5exRC7gBUae8ItELyuiRy4jtEQvWjRGjhxyRC+W/0dlNAtEL6AARlEzdkQv2hBIR1hORDAa90b5X39EMG0yR/rthkQwtzpGP4MWRDD0fkfSP9lEMRxiR8S0vkQxROBH1HtjRDF23kdsWdJEMZ5fSAFNyEQxw6hHjDdmRDHfmkcKcZxEMixpR8C/NUQymABE1KgYRDLS4kcWbT1EMzMiRRQLoUQzarZHTqTDRDOQZEcOQuJEM9u7R3iNZUQ0CbNHqEXwRDRbCUf6V39ENQMMR7NSBkQ1Kr5HSLvERDWF4UgMA0BENe5YRwZqK0Q2n3NHfhuzRDbckEUL+vxEN6CfRsHJGkQ35P1IHk7qRDiBmEiLXS9EOLQARnlbt0Q48a1HfgQxRDkj/kcDneREOWqkRvDws0Q59w5HpTI8RDoc/EaIZyREOj2iRiRfu0Q6nbFG8Go2RDrcCke9dWhEOx9IR6/wEkQ7fjVH5C/jRDugE0dm76VEO8Y/RwtFd0Q8NghHIZwaRDxWrkeVm6ZEPNDuR4vTmkQ9OxdJEg+PRD1euUgl/p1EPdlhSEIqEkQ+PYZG0QgpRD6bdUe+5J9EPsiORjcneUQ++vVHAkCzRD9dA0dvn/dEP5ZvR3hEQ0Q/5AdHp2ezREAfMEdF0TxEQH63R6VNBERAv+5Hq4yJREEhqEdpy69EQTN6RoOOzkRBWntGlV9rREGx90bDb15EQe5zR1Kn6kRCJ7lIcDwNREJN+Uekqm1EQntERrupKERCsXlIO0/GRELzPkgIupFEQ08MR+OLA0RDdJ1HDbZBREPuZUb8Ep1ERD6nSI9l6EREZNNINcxlRESa7UartP1ERMjmRU0ZeERFGptGitb6REV3YUeWG5BERaf/RUGx+kRF4WtG+6zyREYbuEdpzgRERlYxR2YSAkRGdABF9fOYREbBTEhLr+lERuW9R6rNDERHGCBHPrY2REe98kcZvD9ESA6wR+JUJkRIWghG/cBRREiDpUcs3OhESK5FRt4vz0RI3nhG6DEqREkUpkdN5/VESZ7eR0cBz0RKMQRIgVuqREpqVEeqMoFESqvqR7uv1ERKxEJHUJRPRErqjkaXvdZESx16R8J8hURLWhxF25GRREwio0d+09FETFYJRlbl8URMzpRICFzfRE0AoEfx5uZETSmVSG5XbURNWCFHPl7eRE2GEEcFzz5ETccMR4GwMERN9llGoFUCRE4ZzkcWBsRETrG9SAEz70RO74BIOwI8RE9zakeNb8lET6auRz5xL0RP+StHItz3RFA2vEeahotEUNnIRybj0ERRFNJIF3QYRFFjDkfKAzREUa63SASODERR71RHk9iXRFIbpkg4aV1EUoksR6hZfkRSuipHjWDPRFOFcEek5GpEVB2gRxcCL0RUSkFHhF9JRFR0G0dqw5FEVNLVRz8b9kRU/4hGpXTsRFVgHUa8nwFEVcBUR4ZP+URWAn1GnpebRFZFWEer1ldEVsozR/2FWkRXcvJHmmdaRFe/bUfCiwNEWAF8Rz8YAURYJ+BG+d2oRFhdiUbhOxxEWNOzSCslA0RZJT1HlRRqRFlYNEagrdNEWZ5sR4C7wkRZ6ARHr+2URFoZNUa6AHJEWmUcRoG0xkRamjRGkhldRFseo0ZhibxEW2EBR0AeakRbshNIkR/NRFxFGkadL7dEXKjRRzJ88URctNtF1TC3RFz5uEctbshEXUEvR9i1kURdaUxHS+xjRF45L0cHT05EXoMtRrI8IURfCUVHRkLbRF/VW0f+G6pEYBjtRxNz4URgiThG1W8XRGDmoUbg0mFEYR2zRgPL7ERhYLFHUcugRGGqQkcId41EYiFdR0f/FERiYQhGZj5nRGKNTkenlVxEYwN5R5Jz2kRjIABFKc9BRGNya0eKjmhEY8VnRe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    </scan>
    <scan num="662"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="684"
          polarity="+"
          retentionTime="PT942.171S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">757.373596191406</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="494"
          polarity="+"
          retentionTime="PT943.46S"
          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="375"
          polarity="+"
          retentionTime="PT953.118S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="680"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="539"
          polarity="+"
          retentionTime="PT966.577S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">879.328979492188</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          polarity="+"
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contentType="m/z-int">Q04550aXybJDUVTKRnVca0NTJXVGrm/hQ1QadUYxVilDVh4DRiIo7UNYlJxHfCg9Q1sqUUb4iY1DZC3YR5lfOENrAbxHlpaVQ3IzREYm+8hDcyaKRlrbKkN1OdpGTSXKQ4Jp9EWL9NFDg1InR0TLBkOGmc9GEFZEQ4dHHUYyDrhDiIIkRpET20OJaq9HP03WQ4uVJkeBFTRDjA2mRpwJc0OOEkVGgWWEQ5B2X0cEVUhDkLAARoW0MkOQ929HHRgxQ5GZ2EaX0Q1Dk6SyRkG5zkOUUJBHIcHZQ5SoAEVWxehDlxnyR612okOXeMVF5+W1Q5iieEa/wvZDmYyGRwDqEkOajLNGFzEKQ5up0kd6ZZVDnzAARMYOK0OfmldGtTKvQ6CSTkcqbiBDoQpMRoWDHUOhfPFHdB5OQ6MqAEVApHhDo6iURrQWxkOkGJhHLqQKQ6YoNUe3669DqhXoR7OSc0OqkABExg6eQ6xcg0YnFJ9DrTnyR9Aj50OtripHFfW7Q66Ww0gVNvVDrugARdsRBkOvfsxHIT7gQ7CRxUYyqh1Dsa8HR8GUl0OzHh5HDcr0Q7RtHkcdNLlDtxykRhjgmkO3o7RHq8F+Q7habUaXEe9DuKg/RgaG50O5nE5GHBmdQ7qZZkXYCIJDvC0MRxQ12kO8w/VHItwiQ70mJEXuHctDvw1WRkpIF0O/9uBIYKbLQ8BVAkcKOKVDwMEMRcUL8EPBIipGFI74Q8GVuEbXlr5Dwhz9RfrOXUPDkABE9ZGhQ8SVW0Yo2ZJDxp79R2WgzEPHsK5HcownQ8jaakdRs4tDyYboRsTR8EPK9oxHiAcJQ8tCkkbE93hDy1ljRhDGtUPNmghHBfHVQ87yWEaL39pDz6kbR1JRM0PQKShIFrcxQ9CcSkZKJNxD0iiPRq49lUPUs7FHDQ7IQ9aluEcjUmVD16zGR8DD8EPYGj9GJgkdQ9irB0aJfDlD2d3aRtNAp0PaYhpG18uqQ9quo0dpAJ1D3JU8RrHDD0Pdm6ZHp/rSQ94lRkYN7AND3ps9R21h6kPfH6xG51jPQ+EwVkc9GBBD4XHZRq1SJEPhuNpF6+KFQ+IyAEZRMT5D4rTASHIY3kPjK2FHAoyhQ+OdkkcJJ0lD5DJCRxCo4kPk4ABE/cmKQ+WyokfdXbVD5hmISAfCqUPmp/tHzWd3Q+dsiEfqVmxD6J5TRzt+MkPpUABE9742Q+sx2kcbFMFD68LfRyKeSUPsqjJHelkYQ+z97kblF11D7jCAR+XI4EPup2hHMR4HQ++890W3BNJD86KGRwPruEP0L8xHPdXdQ/SbuUdis9RD9S06R0sOl0P2H2dHvQnjQ/ZymEbc1P1D96j3R0krvEP37tFHiVPzQ/mnFkbn9ttD+637RoAHZ0P8KKhILXYiQ/ylmkbTKqFD/T5rRoUjKUP9fttHSB9lQ/68LEcNHZxD/zK9R019tkP/6zxHEl/IRAEWmEZS1VdEAVNKRyRiykQBk3pHEV0eRAG7tEgF2MFEAedARzkxkUQCGiZHrwV+RAJSS0c4UyFEAsZsRszp1kQDUmhGFhKYRAOFqkcVf31EBAZNRzIcXkQEhqlG/6MQRATXnEea0lBEBSd0Rx8d3UQFbUBIMFueRAWV4UeBwCJEBfEMR3ttdUQGWYBGvOzsRAbZRkaJ2sFEBxjhRYzcO0QH07JHQyODRAgRPEcNEv9ECImQRzseMEQI0txHGyjKRAkbbkeUBfNECVkeRccVYEQJwuBGNaJHRApKuEbANqBECracReDD7EQK9MJGHH1oRAwMAEUeoilEDFZoRkzuFEQMmkRHINwYRA0dLkcLVQpEDUSxRwT9eUQNnQpJEntnRA3g3UgS+lhEDiUqRx/MJUQOVFZGN6BVRA7L7kay6VFEDx++R7UBK0QPU9ZHdOU8RA/aCEgSrx9ED/eERrR53EQQHjZHXVE/RBBCakfCpXREEZpcR9TQfUQR2R5HXuw+RBICeEexJgZEEmAsRryLSUQSiHhGcHvjRBKzUEaihwpEEtd+R2EQSUQTG0BGlTWJRBNRBkTcOCpEE6F6RzCwrEQT4jBIYJxvRBQcDEd0A9dEFKY4R+D4VkQVUMZGnan0RBYdrkc70RBEFlnYRt639kQWlbRFwTehRBcklkeDhe9EF03eSBji3kQXkOBG5v1aRBfWfkbzwMtEGBilR12Pz0QYQWdG4tyMRBhb6UYUIsZEGK1UR4hFhkQY6gZHODTrRBlX+kaHxH9EGXmmRfqxikQZ+ZBHi2y5RBpN6UZiWmJEGntoRzEajkQa1axH2F9nRBsNQkaSdSlEG2DwRfRObEQboD1IOILyRBwR+UcXWHZEHG0IR1Z0s0QcrzpGvzLPRB0T1kg0/ApEHUkSRxUWO0QdqhJHIR1VRB3fLkZYhndEHhnSRm7UHEQeRp9IFwaKRB7J5kmEeZhEHvcIRhrU7EQfHJZIYwDhRB9YEUeQkF5EH6QNR1DEhkQgGRxGrP1PRCBmTEgfPs9EIJqZR5yCjkQhJDpH9+SmRCFbVUc0z1pEIZFCRxpaCkQh7FJHFH10RCIijEeXmgREImAcR9DC1EQio9JH1VKtRCM/XkjGn0pEI30CSRlQS0QjjABHmtM+RCO3JkdD3RJEI89sRyINW0Qj8otHJmPfRCRSPka6fzdEJLYERy5xWUQk8NpHnBnlRCVHJ0fsbzREJaj1R7FmM0Ql11xJH295RCYcMEiX8uBEJmTaR8pSDUQmogJFvlY0RCbXWEaY29dEJ4GpRzHOPEQnv/hHlt+FRCfwAERM3t5EKEF+SAAUtkQobAhHXC7yRCiaf0cuiKdEKPKgR1Df/EQphChJaAlHRCmzn0kEUyhEKdfARj61wkQqGuxJSas9RCpY+EiQ7ppEKpFkRxFf3UQq+MpHYU+ARCsuJUYogYdEK1q/SB8SUkQrp2dHLA/mRCvDekcNSv5EK/9TR6IhRUQsK8hHPJ70RCyQykYRZRdELMHsR71eSkQs+/VHrWT/RC0mykeoSQVELVwURqTRmUQuRq5JskARRC5r2Ej8uk5ELp6fRrn6H0QuqfBGpQ0/RC83Lki7t71EL2ECSEZRUEQvlAFH+I/wRC/X90fKon9EMAPKR6sZjkQwYIlHnELARDCuj0fcdFNEMNz2RoZtqkQxMKVHeGNlRDF4Q0fGVPJEMaEzRycBrkQx3jxIltr6RDIdNkbJZONEMmQxR5ot6EQywq9H3zFrRDLxhEhmhLhEMxpcRzsD20QzepZIKAVQRDOvlkbsDNxENAe1SF6VUUQ0KGpIL8UhRDRcC0gMYnVENOk9SJBgtEQ1JW1IBUPxRDVn5UaYfGlENZyKSDHHtUQ2HX1HAmwBRDZURUYVvZVENq+mRbcZ/kQ3E5lHlOrGRDciPkag2IREN5pvR5OGJ0Q4H2RHS36WRDg8SUZrxfhEOGNPRd86aUQ5OxhIDW7pRDmmVkbea4lEOi5eSHumt0Q6cr9HwakDRDrRP0fPm1ZEOwAARQg0rUQ7WMtG3du4RDu1H0d+m61EPFtHRtQw4kQ83BhHMFvdRD0vgkfVHzhEPYq4SAANVkQ+CONG6RT4RD5gH0eZojxEPpgnR7w1JkQ++spHe6SwRD9bfka91pFEP4zFR4K5CUQ/uOZHoQX/REALU0evM9dEQJeOR56940RA0EBGFL57RED2y0avyVhEQR5uRwkmu0RBcS1HSRz/REIJBUeVAjFEQoCXRwPRIURCpqNGZ261RELZUkcQVHhEQyA5RzprakRDhYxHGpXkREPtZUdLHZFERCQAROHwUkREYT5GyWbjRES6NEdJol9ERc0lRyE4F0RGPVhIH8fkREZtWUbhjKNERrO6Rv+6JURG9DVHNWVHREcUAEVx3uVER06oR3xvbURHgexGWrz3REfhyEbWijdESBdJRtdkD0RIUoJHTQurREjZbEatMtdESQtDRwOD80RJVghGGpbuREnv+UdVF4ZESf2xRnzOi0RKKe9HjND6REqdv0dl4RxES5lbRd7FWERLwEtHVqfRRExG00cmUM1ETK0uRxxlqkRM3KtIF2gyRE0JhkdIQFRETS4PR8xJ9EROCo9Gt1YnRE6lcUa0OJpETsceRvYwCkRPV5FIAO99RE+dHEdoeAtET8vdRycikkRQRkZGhjh1RFBxe0daDrREUOi6ReCycERRgNtGYPlbRFHNNUcGv91EUiN2SADcOkRSXG1H3SmuRFK5NkcGwUtEUtzLRnQPpkRTGUNHHAQ0RFNNAkjC91xEU49+SEIpFERT2OtFpzPDRFQMNEc1D29EVE/vRnZWJkRUtqZHn6PqRFTfEEebUu5EVRh/R7DOukRVYuBHVAkvRFWlPkcAKNlEVd/vR7+xAERWMBRGwRV6RFZhmEdV6PREVqadRye4l0RW4sJGIyVwRFc5+kdCH+pEV2NzRzREqERXnmFIKJIjRFfjZEc2zDREWAW8R1V5FkRYhBtHAyMIRFiqPkawCQVEWRz1RiPQ+ERZXOpGMDrERFnBn0estt5EWeoIR4GUMkRaJUJH28A/RFpqW0dbxYZEWt10SAxcykRa/J5HmtLfRFsoWUdWRQtEW79bRmGncERb8FZHV2JLRFxJikbOiGJEXHIqRseaCkRcptZHHbXkRF0TGUclMI1EXSDDRkNCkkRdV2xHr9a1RF3VsEeguaBEXiAFSDLkNkRecTZHF5OeRF7ElkbaAOxEXv9DRwNsgkRfHxJG4etpRF/CDkcBn7tEYCLmR9sSvERgz0pHdDIdRGD1j0bTGCtEYSMyR/DAF0RhT7xHwD4lRGGnpkY3ufZEYhf9RrsziERiff1HrY9IRGLiR0ZIK5NEYxcLRttPgURjThZHHKIpRGN5LkaE2HhEY6TCR8JwfkRkEipHGFOZRGRFSkdGjglEZGcpR5jQQURk0qhHIGptRGUXPkffOANEZTQqR5tiMURlUZ9HGrodRGV6hkdBbslEZbc6SE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    </scan>
    <scan num="740"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="578"
          polarity="+"
          retentionTime="PT1047S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">697.285339355469</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="447"
          polarity="+"
          retentionTime="PT1049S"
          msInstrumentID="1">
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             compressedLen="0"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="722"
          polarity="+"
          retentionTime="PT1050.26S"
          msInstrumentID="1">
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      <peaks compressionType="none"
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             byteOrder="network"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="381"
          polarity="+"
          retentionTime="PT1051.57S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">653.796203613281</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="752"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="417"
          polarity="+"
          retentionTime="PT1064.45S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="758"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="453"
          polarity="+"
          retentionTime="PT1073.24S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">716.165100097656</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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    </scan>
    <scan num="1202"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="145"
          polarity="+"
          retentionTime="PT1671.79S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.739044189453</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="154"
          polarity="+"
          retentionTime="PT1680.28S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.541046142578</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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    </scan>
    <scan num="1220"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="189"
          polarity="+"
          retentionTime="PT1697.55S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">510.149383544922</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="1238"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="178"
          polarity="+"
          retentionTime="PT1723.38S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">735.640502929688</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="1250"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="192"
          polarity="+"
          retentionTime="PT1740.7S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">710.199890136719</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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    </scan>
    <scan num="1256"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="155"
          polarity="+"
          retentionTime="PT1749.29S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.771057128906</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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BGQKOYRKLmgEZDDTREox9lRgUrpUSjc0VHB16hRKQSd0ZcH8BEpEnMRhOqdkSl+HhGmot6RKeMv0WkyDxEqRWYRY3HjkSqmpRHI/QHRKs/Y0b8x05ErMURRjsP/EStSplGfaFqRK2ZU0YT925Era1/RkIB5ESuMrpGUVfPRK6as0Z+tS5ErxSYRXjAEkSvkO5FQ2G3RLJPEUaMLY5EtCSHRfPQcUS0mSFE0e14RLmQj0U3/VZEugqdRoUIJUTBH9NFo4cnRMPGekVO+zBExBa4RnZIj0TLcn5FYnQ0RM0y10ZjZSZE0jEjRSBSakTVKPFGHSiCRNe3C0YlIPpE2v0QRnYuE0TseZxFg4TRRPFXiEZrnYdFCJTGRwMKhw==</peaks>
    </scan>
    <scan num="1262"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="211"
          polarity="+"
          retentionTime="PT1757.83S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">548.295654296875</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="1316"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="178"
          polarity="+"
          retentionTime="PT1835.87S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.420837402344</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1322"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="248"
          polarity="+"
          retentionTime="PT1844.86S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">634.382934570313</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1328"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="224"
          polarity="+"
          retentionTime="PT1853.5S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">632.427001953125</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="163"
          polarity="+"
          retentionTime="PT1862.11S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">859.608093261719</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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</peaks>
    </scan>
    <scan num="1346"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="194"
          polarity="+"
          retentionTime="PT1879.79S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">734.831115722656</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="1352"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="143"
          polarity="+"
          retentionTime="PT1888.45S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">746.013671875</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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</peaks>
    </scan>
    <scan num="1358"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="166"
          polarity="+"
          retentionTime="PT1897.46S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">878.488220214844</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="1370"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="210"
          polarity="+"
          retentionTime="PT1914.72S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">620.526184082031</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="192"
          polarity="+"
          retentionTime="PT1923.68S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">548.481018066406</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="137"
          polarity="+"
          retentionTime="PT1932.27S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">556.393859863281</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1388"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="129"
          polarity="+"
          retentionTime="PT1940.92S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">995.148742675781</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1394"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="204"
          polarity="+"
          retentionTime="PT1949.89S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">621.193359375</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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    </scan>
    <scan num="1400"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="124"
          polarity="+"
          retentionTime="PT1958.44S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.391723632813</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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HeikRAM/1Grr5pREBp9EfA3ClEQKIiRqxBh0RA4ddHA2/EREEqO0a8iKlEQW4OR4TLYkRBp1JGhm6SREHI30a2xJZEQihZR8N4lURCfN9GRQSrREKpZEZyv0ZEQuUhR0ApIkRDLQpHD7w5RENXcUe4XMtEQ5cxR3QjI0RDqJBG+/FjREPho0dvMnVERCkYRwB/dUREZ/RHA0miRESg9kX//uNERN9+RqOo/ERFIYhHLg2PREVYrUXEZdZERazvR6rM3URF83FGmw44REYlmUeTRopERnCDRr2Yk0RGrB5Hz/KpREbtpEd3gflERy2zSCQhlERHdCJGzdRFREeeYEbY+KhER+EAR0UANURIFftGF4EeREiIFUf5jM5ESLX0RtGhh0RIyKZGr5S6REjyH0bX+Y9ESSSDR6wZhERJUbVHjxtAREl0o0cGh3hESbo2Rp/XXkRJ6nNHD9KLREo1rkcVRk5ESm6tRqCMHkRKoQJHYvYCRErTHkemrh1ESz/sRtSovURLVIVFFz07REutP0efX3pES/c4R1x+fURMKABDxOSkRExOw0eL7oNETINkRw16Z0RMq3RHpqd9REzpREeLZXRETTnFRryUOERNcmFHJ3+XRE3oe0gC5vBETm1eR268REROl4NFh+phRE7qokdrK6lETvQARhDcPERPJkdGvyaBRE9j2EYz6spET4xmR0soEkRPw9BHhaYlRE/0okeuvU1EUCxQRv07qERQaXNGhBr4RFCyO0cnF3hEUOJ+RobdOURRCU9F1DH0RFEsq0bxpH5EUYCNR3LxO0RRpNtHn91HRFHriEdjzh1EUh38RyqUDERSdTNFiCV0RFK6Ekb9wUtEUuzcRl3wv0RTG8VG+HMNRFM5UUZn/FpEU3GqRxYqGURTsatHHJ0fRFPxcEbt/b1EVBwbR7hZzERUVWZGjZ0IRFSPa0bo039EVKzaRx8C1kRU7VRHI/dCRFU5aEa6K1JEVe3MRlfk5ERWL35G8FTfRFY9QEWhFQ9EVnjtRjrjkERW7GhHll8IRFcX4UeNJ61EV08CRsOIo0RXo7pGQkIARFfBH0ZuZ2VEWCajRxPW3URYZwZHO+qNRFii9UaQJ+ZEWOI4R3veS0RZH+1G9MTBRFlhzUb7gTJEWbv8RzTEvERZ9hxHfVxFRFox00YOkuFEWmM7RxfTYERarRxHCvmNRFr24Eef+SVEWzt2R+km40RbbYJHOfsORFuzHEZX1kREXDT4R2UrIERcgehFfM06RFy9yUdhv/JEXPATRv1v7kRdKG9HTdghRF1ceUgUfVpEXbOHR06a/kRd85dHWQd+RF5Oq0esDhZEXnT/Rt/o8UReqj5G3xYSRF6+hkas6PpEXuLYRzORsURfLqlHhhqqRF9c6UdMAvpEX7K8Rw7i/ERf9oBHdMO1RGA//UXZYcREYHtCR0NZH0Rg5l9IA6mlRGEJE0bsedpEYUGSR4bx7kRhgGpHg0T1RGG8EUflGlREYfIwRybPsURiE6FGFZAoRGIzxka8HwZEYocpRo5iTERitpJFgPasRGLrikeDNmpEYyn6RlzCskRjbV1HGv4kRGPGJkYboNZEY+//RM8FAkRkOrlHZ8QFRGR8TEcxEhBEZJ9XRyQobkRk8sJHhHcFRGUqIkcZkylEZX0JRVlwpURlpg1FRlP9RGXZzUblI/BEZf5RRvWZ9kRmJd1IHjxuRGaQ/EeNu9tEZrR2RtfhI0Rm8aZHGg9DRGc1PUfnbk5EZ13ARugGVERnt35GA38xRGfzvkcQTbxEaDDVR3oVEERoZnRGW7WrRGixQ0fTGMJEaOP2Rm2tXkRpNkFHv/qARGlohEcPE7dEaeseRgXRT0RqORZGDpBLRGp9AEWjBaBEaq3FR9+AuERq4yJGv4YCRGslF0VvVjlEa27qRvCkbkRru7dEuE/ORGvqckdky3BEbA07Rx0xzkRsOrRHSyVNRGxmf0eZzPBEbKnWRr5NtkRsyytGmypFRGzvQEc9WK5EbQwARboqSURtLrBGXyX5RG2GdEY1YSlEbbEAR4mRX0RudoNHwS9eRG6uQEcsEltEbu2WRktaVkRvItBFwgyJRG9roEfp2nFEb8YARW4QF0Rv+FpHFPlxRHA+W0Xso7pEcHNzRyY3u0Rwu/1HIWI+RHDhCkga6FhEcRTRRzKQ8URxO/hHkrHqRHFtsEWIZqpEca0CR8pdzkRx/hJGy5NFRHIj+0bzNs5EcnVfRgdm+0Ry3+5G7anCRHM1wUeAgjFEc3l+R5X+xERzq3VGqN8kRHPziUe6AV1EdC1mR5iadUR0ZeZGCR4LRHSTNkZmvbxEdLZNR5mSbER08YpGgA5yRHUthUeaD/9EdXmwR3NLBER1qENHrRVTRHXhl0cKw91EdoowRxrWyUR2qABFKk6aRHbdsUVp5zFEdwjxRp8XgkR3RjNGMLXrRHd2Z0aBt5pEd718R6h3j0R3/L1HVo14RHhKVkYV8StEeIe8RxQh4ER4uV5HmPUoRHjP4UcDkqJEePZ7R0phjkR5g55GII2PRHnDREdhUhJEefhCR0YE3UR6OO5FwjWbRHp4M0aD0RFEerGbRpPDLkR6785HB2x5RHs0NEdNPeFEe4HQRybcaUR7sSJHDKoMRHvcF0W9yXlEfEzTRiiwaUR8eZ9GYnxWRHylmUbpwdhEfN2lRtVA8UR87YBFXlikRH0syUYFEWlEfWruRx7QiUR9jVdGWxxORH3BOEca/sFEfjWYRoj190R+cABHg5n8RH6sv0c3eF5EfvjYR1c3+ER/K2lHCOZSRH95i0cPfYBEf7qcRrpd4kSAAfJG2KG4RIAez0b3cYlEgE6SRx+uDUSAYQRG8zIVRICAtUZTAW1EgJVPRrBa/0SAowBGFC0sRIC8EEczNGtEgNmDRzPj/ESBCo9GwRDMRIEuwEad3X1EgT9FRlza6ESBXTdFL9sdRIF2dkaQaQZEgZjsRwpsqUSBojBFQQoVRIG8IUcKkEJEgdB2RiwKoESB7ZBGvxIrRIH/oEaA4m5EghQAROihJkSCN7ZGi4HpRIJ2bkXEuYJEgpkNR1fet0SCuEVHY6BJRILbMEccDZ5EgvWKRjSsG0SDGppHCFyjRIM2zkdBCu5Eg1EORvqKdkSDd95GlhaFRIOa8Ub5lPpEg7uNR1OEi0SD4HxGjJRZRIP61kcY98xEhEAqRs846kSEexhGuWxsRISWg0cmi/hEhLMURwB1uUSE319HCB3ARIUCSEaSqLZEhR6tRsRbp0SFV0FGG/yzRIVu8EW3x+NEhYiERwMu00SFmsRF3qpxRIXbhka7vTpEhfUKRuDbnESGHKBGU1r1RIZDlEZbbR9Ehl0AR2qMRUSGgKpGqKPnRIadtEYpxe9EhsSuRuZQHUSG3MhGPrsdRIb7LkW+s/VEhze+Rydbz0SHWjBHJ6OzRId2REbRNXhEh7EMRuB3tESHyBxGrX+ORIf0iEaU34hEiCyeR5cfr0SIOyRGuVAkRIiR0kbtskBEiLW2RlNSE0SI3KhFqphjRIlGcEYCPxhEiWqPRsg/y0SJm+9HKZ+pRInBCEeAmpVEidLARf0fo0SJ8OVGrW+1RIoBakZ3/91Eih73RrNZkUSKOVZHB2RERIqCokah5+lEiqlTRiXulUSKv6dFiGRiRIrUKEar5exEivNTRoYQ10SLBQBGJVUURIsfekapc+5EizY6RsK00USLcopF98vbRIurjEWdZVNEi974R47MUUSL9MZHhJg1RIwbpEb5twlEjCPfRhbUiESMPaVF0Ne1RIxXckX37rBEjKNpRqRUZ0SMw7tHIJ1vRI0XfkbcozJEjVFURymzHUSNpxBF1kz5RI29dEaBuctEjf2YRrzdfkSOMbBFVAy4RI5kwEa6pQBEjq5ORyggqUSOv99Gn+eNRI7TZkZO4yNEjvLAR4GgukSPGqxHkaxfRI9CAEZon21Ej7xyRd5SAkSP3DZGdbvQRJAHRkXZbChEkC+ORtmUI0SQQTRG7fBiRJBUAEWd6b5EkJmgRmjmnESQ81hG92x6RJEI3EcYJ5NEkSAAROWVJESRYI5HIgw4RJGNFEZqLPBEkaLmRoIgK0SRx2hGcCfRRJHb6kaD+o9Eke9uRr++R0SSgylF7KphRJLlskb1pK5EkwaURsL6wESTR/NHR7xARJNfdEbeSRFEk3+YRxxVVkSTtMBGiWoPRJPZtEbJhBFEk/VKRv+zYESUDiVHLzZVRJQkV0clztVElH3oRpLIGkSUoExGi3aSRJS/EUSaC4tElPafR4bo2USVGahGl2kRRJU5V0Yi0fxElVh7RroKf0SVoLxGUPQ7RJXIZEYE0bBEleKoRm+s9kSWBAZG8PBhRJYhgEbjQihEllCnRn9eZESWerdHD6eARJaQTEWdRG1ElsEqR0Jsi0SW/29F+PMURJcuhkbmSMVEl11lRa0Jj0SXc6ZGrnXURJevPkY/wiZEl+RGR1QCWUSYBfxG1JLIRJggZ0WXKzZEmDh4RzDXjUSYXoBHoWdxRJiCvEa0ME1EmJUaRrcElkSYpa5GkyS0RJjZO0cvxKhEmP76RVyTWkSZYVhGD2DdRJmAmUaPNkZEmakYRfYjQESZ5kJHKdkKRJomgkYp5jBEmmSQRjG61USagLRGuFvRRJqhGkXxh9ZEmvaURU7WbkSbYJxGXFtrRJuASEbPnBpEm5y1RueiVESbwC9HAx+FRJwYrUcPJ1NEnEcZRzwXyEScYt5GK8AYRJx62UZvs9FEnKRoRyjpGEScv/FFulVsRJ05tkaFgaJEnbt1RlCys0Sd8a5GmaECRJ4kVEc7Y+hEnjGoRn1y9USeY5NHFXFJRJ54AEUeFwBEnqZsRjnRmUSexf5GxK/GRJ8AwEcEBvhEnzUwRcxolESffWdGh+R0RJ+mpUc7TuBEn7gARjWU8USf2L1GVVAdRJ/5K0aTd9ZEoBAAROdFjkSgQoRFqIPyRKCMbEZDDTNEoKdoRtd750Sgt1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    </scan>
    <scan num="1406"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="195"
          polarity="+"
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contentType="m/z-int">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FGE+09RKpJ60W7IFFEqxtqRjc6aUSsOydF/Dv7RKynqUcGREpErOMXRgjas0SvXylFU0w/RLB9jkcg4AFEsOLwRnH5yUSx8nBGCiP8RLZe1EZwlLhEuYiuRtHcs0S6xu9Gbf8JRLsErkaGpdZEx9CURpouc0TKvp9HIcuSRMshpUdWwdZEz6U1RbTRRkTTTcJGI7w0RNbjqkbDo8hE6PT1RTAO4ETxin9HRkHdRQQ67UZfMrM=</peaks>
    </scan>
    <scan num="1412"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="118"
          polarity="+"
          retentionTime="PT1975.75S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.624481201172</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1424"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="165"
          polarity="+"
          retentionTime="PT1992.97S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">510.330047607422</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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</peaks>
    </scan>
    <scan num="1430"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="138"
          polarity="+"
          retentionTime="PT2001.64S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.843688964844</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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ZFAUVDRNH080XIUfpE1LJmRcllRkTcirBGM0NBRN2ssEYWf3tE6VWoRpjR/UT13O9F49KbRQT0/EU9U9JFBQJMRfLw10UOJFhFsNByRRf4NkUQnEc=</peaks>
    </scan>
    <scan num="1448"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="105"
          polarity="+"
          retentionTime="PT2027.89S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.696350097656</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1460"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="91"
          polarity="+"
          retentionTime="PT2045.52S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">1025.32666015625</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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