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          centroided="1"
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          polarity="+"
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          centroided="1"
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          polarity="+"
          retentionTime="PT375.172S"
          msInstrumentID="1">
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             compressedLen="0"
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             byteOrder="network"
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</peaks>
    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="35"
          polarity="+"
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    </scan>
    <scan num="476"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="535"
          polarity="+"
          retentionTime="PT698.412S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">880.607666015625</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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    </scan>
    <scan num="500"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="481"
          polarity="+"
          retentionTime="PT733.103S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">839.553588867188</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          centroided="1"
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          peaksCount="590"
          polarity="+"
          retentionTime="PT767.888S"
          msInstrumentID="1">
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             compressedLen="0"
             precision="32"
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          polarity="+"
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    </scan>
    <scan num="548"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="493"
          polarity="+"
          retentionTime="PT802.592S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">643.81396484375</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          polarity="+"
          retentionTime="PT813.53S"
          msInstrumentID="1">
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    </scan>
    <scan num="556"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="454"
          polarity="+"
          retentionTime="PT814.89S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">980.456726074219</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
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          polarity="+"
          retentionTime="PT837.951S"
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    </scan>
    <scan num="628"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="473"
          polarity="+"
          retentionTime="PT902.87S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">710.871643066406</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="333"
          polarity="+"
          retentionTime="PT940.934S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="663"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="354"
          polarity="+"
          retentionTime="PT945.06S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">541.7763671875</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
          retentionTime="PT948.838S"
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    </scan>
    <scan num="668"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="464"
          polarity="+"
          retentionTime="PT951.695S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">682.885986328125</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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             byteOrder="network"
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          centroided="1"
          msLevel="2"
          peaksCount="592"
          polarity="+"
          retentionTime="PT952.827S"
          msInstrumentID="1">
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="535"
          polarity="+"
          retentionTime="PT955.202S"
          msInstrumentID="1">
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             compressedLen="0"
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          polarity="+"
          retentionTime="PT959.802S"
          msInstrumentID="1">
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          polarity="+"
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    </scan>
    <scan num="710"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="305"
          polarity="+"
          retentionTime="PT1008.69S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">551.205017089844</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="375"
          polarity="+"
          retentionTime="PT1025.71S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">952.148315429688</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="365"
          polarity="+"
          retentionTime="PT1034.32S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">952.410827636719</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="734"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="445"
          polarity="+"
          retentionTime="PT1042.53S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">678.337524414063</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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    </scan>
    <scan num="746"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="410"
          polarity="+"
          retentionTime="PT1059.66S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">696.698425292969</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          centroided="1"
          msLevel="2"
          peaksCount="458"
          polarity="+"
          retentionTime="PT1068.28S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="973"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="333"
          polarity="+"
          retentionTime="PT1352.7S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">550.05712890625</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="1225"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="201"
          polarity="+"
          retentionTime="PT1714.21S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">665.033996582031</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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</peaks>
    </scan>
    <scan num="1344"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="134"
          polarity="+"
          retentionTime="PT1876.59S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">471.594421386719</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1386"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="179"
          polarity="+"
          retentionTime="PT1937.45S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">679.451416015625</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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5GMu+MRMQIqEaIXGxExHKiRbX/pETPAM5HFRPVRNSE7UYi+6FE1rGZRltkrkTaKydGy9HqRN90wUY+NIpE4BlmRjJ4pET0nvpFfGU/RQctbEdFkKk=</peaks>
    </scan>
    <scan num="1404"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="131"
          polarity="+"
          retentionTime="PT1964.01S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">510.090759277344</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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nobURBn9BGxNe1REJGx0ccgIBEQntIRzMH/ERCtfRFl3+PRELhVkea/9JEQyuuRzXYkkRDR/pG3PQ3RENpa0ZNqZlEQ7//RqjXPUREGtZG1CadRERhC0ZlFXpERKSmRoIuy0REyABEnPZtREUtJkaIPXJERVykRwAoakRFiLZGB2wgREX0AUZmYxBERiRXR1TT10RGakdHiLzbREajAEY07q9ERuTsR0SlD0RHJwVH5cDOREdpFEdSQkRER6M3R0UMt0RIDWFHIxUSREg3XUWTZGRESKAPR47Nc0RI6BZGitzyREkShUZTkuJESWrSRtrTh0RJ92JGxhAGREo00kaHgAtESnAaR48ug0RKm49GNhVpRErtx0bauy9ESxI2RbD0O0RLbQ1F4BHXREusEEgXUSRES+FKR2TinURMLvBHeZ2rRExiyUcYIBhETJqcRndRT0RM7UtGyF4MRE0SVUXqdZxETTWcRwtFykRNYxtHb8ylRE2bLEag+l9ETeKISBQLAUROJLVGyRU3RE5mTUbU+9tETn72RZq8kkROxRhGUeBmRE781EcWu4pETyiFRo6eIURPcT5G7PCWRE+tW0aJFjJET9vFRyJcJURQBvtGgCHXRFAvlEbmfoZEUGtpRpsZbkRQi+lG8++3RFCtHEZnTQdEUPu/RxtJhURRKTZGLBXkRFGJdEaRLJREUfeuRuR/eURSK3dHaBmZRFJqWUcvfVhEUq4aRwGIOkRS32RGgQWaRFMeikYd0ydEU12KRvcPQ0RTp5ZG/vg0RFPSTUX1AQtEVCKxRwZ1VERUXORGm3QVRFS1GEdqEo1EVOaHRweoPkRVXvJGi26PRFWujUcgoClEVfHPRpU0G0RWYUlFXn1TRFar0EbcTGZEVtHFRtBcZ0RXL95HGCDsRFd48kavPcVEV6vKRw8c0URX7xpGh49CRFgkxkavuslEWGZnRu7MSERYt31GLS8IRFjmc0cG9k5EWTSoR2CJDURaAIVG2n+2RFpC0UaDtk1EWn8nRl5gXkRaoopGVI/WRFr3xUc03AtEWxTxRrcwaURbO5hHWRwORFty3kbIKAJEW6KyRnI1jURb9nNG5kZLRFwYQ0dyY8tEXGnRRz5PmkRcsTVGqeu5RF0CJEcGh1JEXTAARQDXiERdaeNHZg5YRF22wEVGTo9EXesARzjeskReIvBGB1dQRF5Qz0edVtxEXqaBRm1L+kRex89G+X2iRF76IEY951hEX2K2RscuT0RfjENFcRJ4RF+5b0XVWFtEX+ogRvtUZkRgphRGtSDGRGDR9EWF/mlEYQp6RzNqSURhNY5GkP1PRGFujEa8QOREYfYiRk0nEkRiOBpHNG/+RGJ9XEdk6mVEYrB9R09W/kRi/rBHTsISRGMpt0YqgjpEY1siRzTBbkRjqsNG7yB2RGPeLUYNV55EZCCZRm61ZkRkd3ZHcPkDRGSrOkZYTvZEZO7lRnVQIURlC7JF+iDXRGU/Lkau/CVEZUu7RVmdvERlejpGvxWyRGWOkkVdkT1EZflERyrN+kRmHpJGcVxBRGZHXUZH2wFEZlSGRXYQZERmojtGIZ9PRGa9NEWNzS5EZ2GdRoW3f0Rn5fZHHnBPRGgvbEdEJA1EaHP5R09GckRoui9GlT5TRGj6hEb6LCNEaSasR4TI/kRpeiJHIdzkRGnBJ0Yqvd9Eaf+YRz8OMURqMcRGnjO7RGqAUEa33ChEartCRTr/2URq7ZNGtn5tRGs5U0cCYIJEa2GvRt0RjURriatF311ERGvVEEY/fohEbA33RxWEi0RsXhZHtUibRGzGXkcDIHJEbO2mRfu0/kRtMZVHMcFnRG1eJkcMuvREba0/RgSRh0Rt+cJGf6SPRG4txUaOHHNEbndWRvYUzURupXhGpPYeRG+8vkeelUREb/buRotpe0RwPsRGYRNRRHB7h0asLqpEcK25RuQY6URw7HlFjqd0RHEyhEXaw15EcXjMR0+0m0RxrV1G8cwCRHHOiEZ1noZEcjlKRpZJE0RyYNNHQTJxRHKucUWh4wtEcvgARNiGA0RzIT9GBGnWRHOCckcf1LZEc75PRs/YiURz+aBGg+TkRHQmr0b5F7tEdEgARMoHYkR0aoFGDs3kRHS//Eb5hcREdO9wReRW1ER1LhNFk6VyRHWD6Uc1GLNEdY1xRd3SR0R1uEdFcim/RHXkMkarPj9Ediz1RiKNqUR2d41HCg9GRHa850YPsqhEdueMRkAjqkR3UUhFnvZ1RHeTHUakztJEd9BARfM1s0R4EU1HHPHcRHhAAESnLOJEeH5NRb/ZEkR4rXZGBBO9RHjtNEdMfEdEeTKkRp/5RUR5of5GId57RHoZ5kUjsApEenyZRvAYN0R6uW9GisHVRHtG00WgeOhEe2usRk99xUR7s+lGq1XSRHvx4UcKhY9EfB9oRuJsEER8RqlFzfWNRHx4rkYmAB5EfOPCRrvsJkR9ap1F+xdGRH4hV0a0gBxEflAARIOkRER+ruBFhe7lRH7noEccFSVEfy01RU1Rw0R/Yr9GgbWdRH93DEZKey9Ef61ZRsv81kR/9vpGDp3vRIAi0kbQKdJEgDyQRaDWGkSAeH5F921YRICUjkY+luBEgNFzRuv9UESA8u5FJ7DwRIEzKkY06XVEgW79RstjjkSBf2dG0dthRIGaZkat39BEgbdeRqgrJUSBy1hG3a2ZRIHqmUakeLFEghqcR0p8pESCmvpGr7WxRIKs2EZeDaNEgvOSRrKV6ESDBzBGhIIcRINDLEbQt95Eg2dgRgmwukSDfgBEt9rnRIOVQkamYwZEg/qNRiHz5USEGmxGOFXnRISclEasoIpEhMPSRkNPj0SE1fJF2ZwHRIUDO0TMRAVEhS97Rdexn0SFyalGmQtjRIXq70TqH0REhhfeRpsZx0SGMXJFu8CURIZXukcYGzpEhnxeRwAxFUSGkChF9TIbRIa7VUbnGi5EhuJiRYltUESHR/RGSq6/RIdQ7ESPuFZEh2aZRhxh/USHggBEwNaWRIeemEVcyFBEh7LORfKzI0SIAIxHBjDLRIhCFkW8O4BEiKFQRgrzf0SIwXJFrwToRIkBkkYw5VlEiTK2RgJyKESJTURGmBwDRIl88kcNLJlEiZSlRmWydESJuwlE7cwDRInrmkXi6CBEii2IRTZhqESKPdFFhROCRIpOkEalqqtEirU2RqPnKkSLI0hFqF1MRIs77kZ2RBxEi4vyRms490SLpkJGmeY+RIu2FkXPajdEi9KpRijyk0SL5+5GK3PlRIvvHUT5Dw9EjBy0RrDgUkSMPGZFyiwwRIxoLUaobgREjROERpgNAUSNIxRGei+2RI0zkkZXLE5EjV9TRnF7E0SNchxGedpKRI2DuUaIMSJEjZuvRxLuRkSNxABFv1zjRI3+SUYiWfJEjj9SRpbXAkSOfx9GJCVuRI6Y50aW+MpEjrnIRsvyHkSO8f1GxXEvRI9FHkYnkN9Ej21ERwwMNESPwNxHAlzZRI/eg0XHgL9Ej/qqRboz5ESQRF9GFlVKRJBgi0Y6zDhEkNqsRlzkC0SRfGpFFiHdRJI2QkaKfhdEkmkMRuYqrUSShPhFiAwYRJKiV0aXAQhEksCaRSJvrUSS1FZFochnRJMcZkZWSR9Ek36uRk0S7ESTsm1GE2IoRJQ/bkXc6QVElF4nRzSx4USVTXFFo1AWRJV4vEXGY0tElZ9vRdobCUSVugBEn/SPRJXi5EVcrd5ElfnwRx8aBUSWC19GDdB/RJZ/l0W9tmRElrqvRwDlU0SXAZtGDcWvRJcg5kZzQp9ElzWERrlAzkSXRF5GBhH3RJeCc0W9MXhEl9+uRpPmo0SYBuxGQRwpRJg6yUb6N/5EmN6URkj3uUSZGrJGMMEZRJlpdkZO5P5EmYJdRnuAWUSZ35FHEgn2RJn+l0Zpuf1EmwDJRiJ2N0SbXXVFv71SRJt7hUbUutxEm7EpReA7RUSb9kZHIISKRJw6pka0Dz9EnPy+RNv4N0SdK+NHHiOzRJ0yIEYVshFEnWUPRq1nVESd/ABFgh7YRJ4mgUarxk1EnkBkRY188kSeWzRF1sbdRJ64kUYWOudEnyj0RZE1qUSfvN9FdUzeRJ/th0bh4MZEoAddRYPx6USgSclGpw3xRKByGUbH/EJEoLUARNUJmUSgyQVGo0QORKDqR0buDOBEoQY8RlDigEShIHxEkdVORKF/A0bn4gxEodwARcjLxESiOdtFxuT7RKK8+UX0GlJEouMARlLm00Si9etHEiOpRKNap0Y8MEZEo5moRlBjc0SkRMJGiu7gRKTCjkYI7PxEpP0uReMfNUSlGoVFoHofRKYBmkUmHjxEpmUbRgTCokSmxmhGCee0RKdmnUaiykxEp/X4RtvVQESoACJFi8UcRKg+oEZ9T8xEqScRRlS+pkSpZABEgLw3RKmajUYsaatEqukDRlw74ESrSYVFnqbSRKunX0XJQPlEq77MRgnlykSsBRRGJ4AYRKwxckZGpBRErFkbRiEWI0SuCztGgJM3RK6utkYuy8pErtlsRfBbTESvLrdF91mQRK9gZkXAENBEr6hsRYj95USwjXpGFZCqRLEpR0Wf5thEsUxERqGFDESxhpFFNnU8RLG+qkbMoPFEsd+cRa7mnUSy87FGgnodRLOiDEVEp+5Es+DPRatWrUS0yz5G/x3cRLTehkZW8aREtcAXRaJE0US3jgBElXjFRLkInkbjcqtEuetPRd5vC0S6CBVFoKevRLtSpUZlqh9EvPmPRbO1BkS96UhFwaDaRL+bhkXp/fdEwm13RWAk1UTDgl1Fx/9YRMRZc0WdMFlExRUfRhbLb0TIoXRGoLp+RMySq0YwtXREzPZyRTYiCETP6qZG8J42RNV9ckWzPHpE49KIRQbB/ETq0W9GNvqFRO2wq0Zf3u1E75NQRgG9/UTv5rtGu2PbRPQ3jkaxx0VE/1oARI3+9UUB+MJF9z6URQjbcER1mO4=</peaks>
    </scan>
    <scan num="1416"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="123"
          polarity="+"
          retentionTime="PT1981.35S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.324066162109</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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