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</peaks>
    </scan>
    <scan num="242"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="23"
          polarity="+"
          retentionTime="PT358.295S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">991.583068847656</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="476"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="549"
          polarity="+"
          retentionTime="PT699.791S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">880.65869140625</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          polarity="+"
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    </scan>
    <scan num="494"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="319"
          polarity="+"
          retentionTime="PT725.804S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">830.72607421875</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          centroided="1"
          msLevel="2"
          peaksCount="515"
          polarity="+"
          retentionTime="PT752.461S"
          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="443"
          polarity="+"
          retentionTime="PT755.841S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="595"
          polarity="+"
          retentionTime="PT769.832S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          polarity="+"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="364"
          polarity="+"
          retentionTime="PT794.546S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
          retentionTime="PT804.299S"
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          centroided="1"
          msLevel="2"
          peaksCount="518"
          polarity="+"
          retentionTime="PT805.514S"
          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="362"
          polarity="+"
          retentionTime="PT815.702S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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          peaksCount="713"
          polarity="+"
          retentionTime="PT820.991S"
          msInstrumentID="1">
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             compressedLen="0"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="426"
          polarity="+"
          retentionTime="PT822.333S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">605.046203613281</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="515"
          polarity="+"
          retentionTime="PT843.475S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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    </scan>
    <scan num="608"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="534"
          polarity="+"
          retentionTime="PT880.676S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">720.831359863281</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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    </scan>
    <scan num="627"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="368"
          polarity="+"
          retentionTime="PT905.22S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">710.616821289063</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
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    </scan>
    <scan num="668"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="448"
          polarity="+"
          retentionTime="PT958.749S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">682.637878417969</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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             byteOrder="network"
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          centroided="1"
          msLevel="2"
          peaksCount="794"
          polarity="+"
          retentionTime="PT960.004S"
          msInstrumentID="1">
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          peaksCount="432"
          polarity="+"
          retentionTime="PT1015.07S"
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      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="460"
          polarity="+"
          retentionTime="PT1022.97S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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    </scan>
    <scan num="722"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="418"
          polarity="+"
          retentionTime="PT1031.34S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">952.035583496094</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          peaksCount="484"
          polarity="+"
          retentionTime="PT1059.62S"
          msInstrumentID="1">
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="393"
          polarity="+"
          retentionTime="PT1065.52S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="752"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="428"
          polarity="+"
          retentionTime="PT1073.87S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">696.982360839844</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="968"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="217"
          polarity="+"
          retentionTime="PT1353.93S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">556.403747558594</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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BE9In3RMfBokZODoREyBk2RJ5750TMDIpErxaFRNXSXkTnA4JE1vJpRpaEWkTfPn1FZ5z4ROEHZ0V2oMhE69cYRMktL0TtPoVFdfLN</peaks>
    </scan>
    <scan num="1220"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="112"
          polarity="+"
          retentionTime="PT1716.01S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.530853271484</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1244"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="119"
          polarity="+"
          retentionTime="PT1750.51S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.652252197266</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="1310"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="186"
          polarity="+"
          retentionTime="PT1846.63S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">635.543151855469</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="1316"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="179"
          polarity="+"
          retentionTime="PT1855.64S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">596.323120117188</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1334"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="137"
          polarity="+"
          retentionTime="PT1882.25S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.061004638672</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">Q0lj00a7d1BDTCP4Rory4ENM6QVHSt8tQ1D35UW2pR9DUwvVRbppakNUNb5GYtHIQ1YT8EWcl6dDWTQRRvI3DkNbF/pHMXBiQ1004Ua9pKpDYRNyRhxi2UNjMwRHCWA/Q2Q+pkcEXJNDZTNeRsiuakNmVFtGOikCQ2oi7EYXXKNDazjeR8aRv0NtRhRIAhmIQ245kUZHQa1Db1KrRob2hUNxJ0ZHJ5/RQ3NaukaLJrZDdUlGRgZ+kUN2N7lG1alfQ3c+8Ucruc5DeEuBRhfGP0N5ZGBGzpw9Q3oq50YALBdDey8eRkw3A0N8TFVG7PExQ30rsEdTyp1DfxdgRxETI0OAHP9GnavZQ4CtwEb4osRDgQVuRbJ8NkOBtmBG6X1MQ4Ib2EXmXMRDgpzbRe/nZEODKiVGeoZWQ4QSSUXKtZlDhKXnR+TmhUOFJoFHTI+mQ4adA0bnN0RDhyvyRbQpK0OHmvNGVI+GQ4ij9kbdUfVDiayFRwY0W0OLm1tHekM5Q401VEaFYAlDjaR2R8w4RUON9x5GskZgQ44oAEUrVrtDjsQORyx+7kOPMeRGvezXQ4+tU0aalMpDj9gARbPmn0OQikVGL/ChQ5IFrUWnV2VDkp3nRvFatUOTEHFGo87mQ5OXMEakTTxDlApwRurmFkOUq0JHpKqiQ5UsAkbah0BDlahaRz/Mk0OWKotGnxTKQ5ad5EW207lDl1qRR586KkOYmzRGEFXYQ5knTUYTAahDm6vZR62H/kOcCABE1cMIQ5yjeEgsDQ1DnSSkRzWQT0OdqZBH0o6VQ54ugEYqK15DnpYvRa5fIkOfIh1GnDr2Q5+hHkcNwvVDoJwOR5SyTkOhEWRFjCsLQ6GEgEXCcIZDohXGR5axk0OiqcxGJEhTQ6OZ8UdDOD1DpCJGRtIcNkOkomxHGEM7Q6Ub5EeSosJDpaoSSGFi2EOmHYxHMLXnQ6aBREZuVUBDpyI2RtAFG0OnpQZHRoZnQ6gj/Uc3xRZDqLFURrzqe0OpLNpHoo+3Q6mqgkiBcW1Dqi4aR/JeZ0OqnexGDvyaQ6sNOkaVaKtDq49BRl00qUOspjtHXXuSQ60bOkZENMpDrqQARp+M3UOvNShF6ZStQ6+kmkVMo9hDsDoARumPPUOxMyZHjyJ4Q7G/uEdd5gFDsivaRmhCIEOysahILl01Q7NB6UaYJbBDs6R8RjpDqkO0w2ZGY7lGQ7Uo8EZthAdDtZoORJaE3EO2GABEsLinQ7ZkHUaaNOhDtrTkRt02E0O3IV5E6lRTQ7eqLkePB+NDuCIzRfhyLUO4tT5IAWo3Q7kyCEfV+aVDuZo6R4EuBkO6Kj5HisCLQ7qoq0cEWNdDuyUeRhYOiUO7wkpGMbkpQ7ww5kbKF4dDvIzWR8fKl0O9DCZFUTsgQ72oSUbqpDRDvkoORpFMVUO+qTZF2UUlQ78/YEVfKa5Dv6+7SDO/oEPAMgBHUvnpQ8CzoEbRmXxDwRwGRaflnUPBtAZG/YZuQ8KwckYP0BJDwyXpRZ8rl0PDnf5Gn+ugQ8SWGkcuj29DxcBKRjkuR0PGLqRGhjlKQ8aBqEfaXoNDxqIMRtZEwkPHqR9Hu5VYQ8gznkaB+5NDyJB8RrT+DEPJP+5G42ccQ8mO0UU7h+tDybMgRgA4hEPKnlJG2z7BQ8sWkEblmw1Dy7ORR1ake0PMOUFF1GbWQ8ysE0gE3YdDzRjmRiZDA0PNxPBG1DudQ838uUaU/NhDzkSrRuYBVUPOkyRG53WAQ88naEcZxxtDz6iMSAl6fkPQBnlGd6pcQ9Ce2kcKIUxD0V5xR0zGzUPRr9FIGfjpQ9I+eEbO3RpD0qvQR7ppb0PTO3BHa4/OQ9OapEZQEiBD1DVARwhsLUPUsLxGHMRBQ9WaNkYayFxD1gs3Rs9r40PWsaBFjFjxQ9eb7kdrNrdD2AxYRc03sEPYbUBG/3E1Q9kr2kUCBOJD2cbURyqMg0PaM7JGVVZ7Q9qyxkdXM4BD2zsGRreB4UPbpBhGTd26Q9y4MEd0TT1D3dg4R4WFvEPePplHHaaGQ97FLEa2CTtD3yjTRrp4U0PfarZGSXzdQ+AjqEcbS0BD4JygRYtuoEPhpRxHfDWIQ+IRFkdmPthD4rpaSKkJmEPjH3JIEUAqQ+OYCEcj1GND5MocRjuXgEPlnalG2zYeQ+YkW0c8fz9D5riERkGjRkPnOf1Gn1NOQ+fceUa+klFD6Gy5Ro4GGEPotvJHKwgcQ+kYTUZO8/xD6buXRry6VkPqNPhGWcuzQ+qrXkVBFjVD6yfSRl6JxUPrvnRHc9yQQ+xa30bDV5RD7L14Rrdou0PtFFxHCP8UQ+3KHkfurexD7qQYRtKQGEPvJFhGdBu0Q++9mkYtSCxD8BreRpUld0PxH3RGCelDQ/E8UEUgx1pD8bidRqrNKkPyNy1HD0sMQ/KsDUa3VuND8yneRiDzLUPzpPxHdYcPQ/Q60Eel09hD9KAARXoTk0P1GHVGrXSkQ/VvO0Z7ioFD9igARKMjIUP2pqlFgqYBQ/dM+kas2fdD97TmR4HaY0P4l+dHVRxsQ/kEpkdE2j1D+XwwRlVYmEP5xRhGwHjTQ/oVZEantQpD+zWcRhUh1UP7tDtHpRDuQ/wQ/kbuYw5D/F2vRo9eakP9LAhG8tJIQ/3GWkZo4/RD/h5BRnkM2UP+tvdHj6FMQ/9z2kcikAlD/+8bRiIulUQAHOVHG2kVRABAwkagPxhEAJjCRZHi/UQA3uhHRO8MRAFRyEaF4YZEAdLeRv9go0QCDBxGpDBDRAJpWkcMWTVEApXARkBKPEQCxaJH9U7ZRAMASkd4NbhEAyXCRr+6IkQDWDpGleiERAOj7kdCalxEA/TSR3tv2kQEJaZGPQhnRARdDkeDpIFEBJ0yRrjGu0QE1DBHicEwRAUZOkdsrqlEBVnpR60gnkQFoz5GwXhuRAXc9UeFUvtEBh1pRjZThEQGYN5G6MMhRAaOUEcQkHFEBrIQRl3ycUQG3qNHKRqBRAc2Mka7GflEB15TRp/Ku0QICcVHj0ZKRAiYAESBJydECOS0R21RuUQJJNRHAoesRAlV8kdEI7xECWI8RdJOR0QJ1g9HwHf3RAnmdkaf9QNEChvOR1grYkQKXJFHXseERAqYgkaZy49ECuTWRdWXLUQLFc1HkP1+RAtbUUWilP9EC50vRmCN9kQL2eNHhJiARAwUrkdvp/tEDGZzRynkxUQMpONHDrCsRAzdEkZIZU9EDR5DRu72vEQNanpHN9oeRA2oxkd+w01EDb2YRmlwaUQN3wRGf0ZoRA5qvUbbZpBEDqRURwz2/UQO0ilHAUfiRA8FXUb4ZTBED1q3R4A39EQPpohGQd5fRA/h5Eh9OX9EEBucSCnDQEQQY2dIkeX1RBCfYkfjoCFEEMvWRuAv60QQ6ctGU9FcRBFT9EeiOshEEbJeRrR/3EQR1e5HOUQVRBIZJEbXt+xEElXNRwLLOUQSl8tHN6lnRBLPOEZ49yhEEvHQRrnws0QTHxhGMhhkRBNGxUaFrmVEE2nfRsII70QTmthHAPduRBPPNEeVAdREE+l7RfT32EQUFDRGpXOORBRbcEewRP9EFJmsRoYJU0QU15RHsAoWRBUhIEegDypEFXmaR2SPAUQVm8xGoGzsRBXODUbjmlREFjEYRvyR3UQWY4ZHFfFiRBaarEcWHaxEFuGISFArCUQXJghIJEe2RBdnwUe4TxtEF9H2Rwq3vUQX655GHhkPRBgdhEdFALVEGIDQR7yKV0QYoEBGlAEiRBjfJkcIqL9EGR/LR1SHz0QZXUpGa7ooRBmdYkb10fpEGeRdRtIE2EQaFDhHfOXORBphhEfaaJVEGq9IRzTcaEQa5YpHuS6wRBsilEggzKtEG1+WR8tifUQbbMpGzNhvRBuoiEfDDRNEG9jcR4ohsUQcW95HDTRfRByWXUepTk9EHLxiR3pQ/UQc5LJGJ/JSRB0WR0Zng0pEHVZeRk/cKEQdnFxG3g9LRB3WO0dA6G9EHiZYRo3xt0QeYj5H9TBqRB7V2EdrZglEHxWMR45+q0QfX71FqGO0RB+dskckGjxEH90FRzvQsEQgGulG+DL1RCBmSke1r/hEIOPSR4kV5EQhJrZHvF3RRCFdkkcZ5yNEIazmRkDOzEQh25FHRQMRRCHmjEYDaPpEIiDSR1SJ8EQiYv5HXpyIRCKfWkXC/ZhEIvIQRRN/MUQjJdtHbUBORCNLAkeXKeVEI27MRy0pH0QjeaFFqeitRCOIVEXMADVEI7OAR201QkQj3StGaEHWRCRBmEdQzANEJG3QRlv26kQkyLhFlbhIRCVWM0b3u3lEJaw4RqovB0Ql4G9Hrr5oRCYftEgNhMVEJkr7R5iN8kQmaaVG+6PcRCai3UcCPdpEJtlyRdWRkEQnFixGqCUxRCdbBUdB3UBEJ5+KR5i65UQn4rNHjyjRRCgTukaQf3dEKF9IRem2gEQonABEteYdRCi9VEaalVBEKOfWRniMiUQpHKhF8AHiRClTpEdzRAVEKWRCRflHTEQpn6JHQZN2RCnk0kgy3HdEKiQ6R05qEEQqWBRHhLLaRCqx80flfJ5EKtlOR15gxUQrBpxG55yiRCsqjEbusDFEK1m/R8/j90Qr4E9HMk1GRCwmAkeWryxELF6eRyCEkkQsc2RGiARTRCyU8EZVHRhELOO4SEddrEQtH8ZHXLX0RC1niEchajlELZ1QRp85R0Qt5YpHHEsARC4dvEaHwK5ELnTjR1DU9EQunYJHr9/KRC7szEcX2ylELyrIRiJnLkQvZyRH6a8pRC+fPEfQyQ1EL+H6RzCKY0QwBbJGzjgoRDBUmUb3HUxEMJdSRwXcMUQw2oBHKPZORDEm1keDCN5EMWRAR1eo5EQx1Q5HcfTsRDHkAEaFSolEMiQARH7lgUQyZ4NHEUoWRDKMr0ZQSg5EMuObR9GXMUQzJLNHggVKRDNd7EeSjKVEM507Rrd0bkQzphRFjJf0RDPdH0aJnrBENDBMRycFaUQ0bf5G0EpZRDTIGEdGJGpENNtSRkey60Q1LBZHOsoQRDVpckcY27JENeJERtwEtEQ2BkpGrgsqRDYr9UcKN4FENmSERsrkpkQ29pZGSkm2RDcukUZ+0rdEN2ahR3FRHEQ3nRJGbtj6RDfloEex16lEOCvfR4qJO0Q4eQJFeRkqRDinR0ZQUqREON+aRgX060Q5SJdHk+uhRDlx5UXbX8VEOaUqRqNuDUQ58ABFBvJnRDobg0cfmoFEOlv8RekQSkQ6p2hHR8FjRDrdNEedi51EOu54RmMp80Q7KIRGZd1ZRDt7gEanuQhEO/DTRnICN0Q8JiRIEdnQRDxnRke9OpFEPJCJRiUpb0Q84OhHNU8nRD0JQUbMc8dEPTAARYSSiUQ9WyxGiuWERD2+TUanrCREPfADRyKijkQ+RiNHYUqtRD5qhEbxEYVEPpXxRjbtxUQ+u0FHhXbmRD7xJ0bgR6xEPymqRtHFa0Q/k5NGIHPaRD+nt0WhCGpEP/g6RuvfY0RAI/VG2rqvREBnSUcCGK1EQIxIRxJaS0RA3DpHCF69REFij0dEHuFEQa/cR3WZvURB7EhHbv/RREIlwkePB71EQmGfR6S6XURCqatGIaBSRELhm0gVq0REQxcvR4X0J0RDaCNHtcIzREOkqUdgJlJEQ9JDRn5ssURD9ABFX1QxREQ71kdFzYNERHkvRiGI0UREpJlGv82cRETo/kbCAoRERTtkRsj50ERFZmxHHSEkREWrcUd4DxVEReKWRsJkiERGKyJHd41iREZuKUa+XylERqk0RlK+EkRG7OdHkD3pREdjt0eZEQpER5PWRoWHj0RH8oNHJDMvREg6CUcnw6VESG61RqBVlERI2udHOzLpREkl3kayKrVESaGrRieWfkRKBFtGfqkaREpFNkaDkVNESnSiRVRzyERKqMRHx4B7RErZSkct1aNESw+uRnuYnERLLABFmnf+REtarEZxtrBES6QQR9R1hURL3E1HChV4REwU+0YcBoxETDYXRoleUURMZvlHe8TbREyTi0dCmRVETLfrRgnQf0RNApRGplHXRE0t5UeJG6tETWnqR4eOh0RNpAFG9ljxRE3omkd4AD5ETm3+RxGkV0ROgZRGJTozRE6+fkeYoiJETuUjR0ee6URPChlHpmr3RE89iEbvmgdET2LzRg34SkRPrDhF7icQRE/ikkZNqHpEUCLuR/dLsURQcz9FtB42RFCrs0WOy8dEUOodRtz3h0RRN4dGTyA0RFFw1kY2jJxEUa9CRj0iG0RR2N9FhQwJRFIdrUejaY1EUmd9R1y0I0RSpnxHGn9hRFLjCEeGVA5EU0p9R5bZSERTd5hG0SK1RFOaLUX24ehEU+uGR1zLuERUDetHMHqCRFQ4e0Ya9wpEVGqbRrPof0RUeRBFxft5RFS4t0bIpUxEVPYXRjU3tURVIFlFukBnRFVrEkbzzhtEVZyfRpler0RV57hHdSOPRFYp0UekwatEVuTQRbAHSURXLwNFsVGqRFd64kcZK91EV7/wR6CuhkRX86xGofTPRFgyk0eSu8dEWGwcRtbTW0RYwU5GPymsRFjqK0bMC6VEWSGWRuSqCkRZU0BHDWJIRFmiFUYirL9EWdfTRri9fURaezBHAS8QRFqqMUatSOtEWulpRy8ZD0RbIt5HZ9QpRFtoEUb9k+tEW7r6SIfZt0Rb4apHS7yQRFwfi0VrcdhEXD+aRioFvURccVJGIXGpRFy9N0d0mI1EXPEvRcVPmERdKkJG+plDRF11XEcR3n9EXaylRrGFmEReGT9Hd83gRF5huEcbvx5EXp6UR4yn3ERewABGAkWHRF72NkeAqINEX0MFR8FlMURfgs1HLK+LRF+1ZkakSnREX/r3RqG8QURgLsFHAJ93RGB6WUbCq99EYOlRRkyNHURhOLdHYnkaRGFqMkYzNzdEYY6eRxDJxERhvABFDaatRGH0wEafMolEYjuLRkR7HERidt9G5LfpRGK1jUatVkdEYtTaRs+N40Ri9n5G3VdJRGMpxkdbHFtEY3PFRhn/8URj9zFGkQR7RGR1mUdt2DdEZK/8RwY9JERk0LdG6zkVRGT21UcHU59EZUUGRr/MPERlVABGXeT2RGV6x0c2klhEZa/WR03aw0Rl1eVGqvzdRGX7vUaGvUFEZrIqRq8ZtERm91JHHaZmRGcpFEV7y9REZ2yPRvt4gkRno8lFvJnGRGf+skVcbXFEaCunRvUKf0RobP9GlT9PRGi3a0dSgKZEaPj7R0yEGURpNlBGkKsdRGlrcEft23VEaYUOR2j5bERp8YdGvHA9RGofVkbugntEalqQRyruB0RqvvRHFtGeRGr0yUUa1bVEazcCRpPL5ERrbDdHEBQJRGu4RkegrdNEa+5nRzWeSkRsGGNGGuJlRGxEMUYNCoZEbHZVRWUPqkRs6RZGse2kRG050UaNnOJEbWKORlOoaERt6OBHg2oXRG4z6UZfrrpEbllLRhxWwERuqI1HD1cvRG724EaqD0lEbyj1Rya7oERvvCdGXlqZRG/mXkaJ6RhEcAiHReOidURwOWxFmoxPRHBtO0U6YeZEcJZ8Rxb4nkRwwlpHJiunRHD0zUdpeS5EcTzgRhwS/ERxa0BGCtOdRHGxF0YUNYxEceY/RqXlQURyWUBG0XErRHKxNUa6LxdEcw2zRocLBkRzc61HFQJhRHPnEEeZD/dEdB42R4A/eUR0dsJGbEsLRHS1ekboG29EdWd8RwYq+0R1jqNF+DsIRHX9JUcVoqxEduVGRikNnER3EfxGuDmVRHeWP0YsLyhEd8uJRl0vdkR39jJGM6f7RHhSDEdjc79EeIsdRrnLlkR456ZHcP/ARHlxX0bu7CtEegnvRtRYskR6N9lGJ/KgRHqCU0cmBx5EerhJRqsdTkR7LABEjiR0RHtpY0cePUJEe+tZRoxGxER8J1RG934pRHxUhUdpYS1EfIDiRi0DCER8uoxFKU35RHzvYUaDYlFEfUTxRkwCsUR9q/dHMCF5RH3bSEcK4D5Efh1WRwfvdER+fi9GKqY6RH7IwEYi+ktEfv+MRk5210R/KSpGax14RH9zzkeCz4NEgAAIRv1ujESAD0dGoEiZRIAjOkaQbNVEgDgmRlRtKUSAmLJHLW/WRID6hEcBOaNEgRtiRoAFCESBOhRGzU3fRIFVIEayC4lEgXuXR7eI7USBnntGHXBpRIHGgkYGDTBEgd66Rl22x0SB+3hHOcoiRIINXEeinZ9EgkEURYCZ2ESCg5hFajUfRIKxMkcM8rpEgxcMRt5I4ESDMSJGRVMgRINDmkarBqVEg9mBRseaWESEMt1HEAjURITQhUXmhwxEhO/0RyPzOESFHUJFTZ8XRIUysEaucwdEhVMWRSa5JESFwOBFG3w0RIY9lEbOWM5EhxiCRleI7USHnZNGGqzcRIe2yEcQmmREh/6kRlzcYUSIHaBG6etwRIhWOEZPU05EiGVgRVHkLUSIg0xGkKi2RIie7USIiOFEiMImRo46ckSI095GMaFwRIkWnUd0Gq9EiTh6RrSGT0SJkPJGNl7hRInFiEW+3MpEif3XRvwDAkSKeMJGrZEbRIqNLEYXZa9Eivb1R02WB0SLYH9GkKzSRIucokbl67ZEi7TuRiN/FkSMFJBFFrKpRIwndkbVjzpEjLyfRQqd+0SNAK1FrqngRI0c7kXHAGJEjUFGRm44RESNgIJHMOUyRI2hwEcwEKBEjbIARcD75ESN1Y5GKsY7RI3u5kVaMzpEjhylRqvZzkSOXURGpkD+RI6ASEcLnrhEjpYARR6F7USO1MtGaMtGRI8qmkaG2jREj2JmRjzd5ESPd7RFjBnGRJACcEVAkO5EkCqnRejA80SQTbFF9iDpRJBlekXJQthEkQckRkH4GkSRLQlGuFefRJFBPEZUJG1EkZqXRgo51kSRtyxFraCWRJHGfEVrSpNEkf5aRW8XW0SSeE5HAkb5RJLTrkar4kNEkyeWRq5enESTmXRGi5DORJO8dkU5xXZEk9P3RgaObUSUE6ZGXHO4RJRAgkX3MdtElGZoRWkjfkSUi25GGO6QRJTytkagT6JElRWNRoJ+n0SV6oJGr5lPRJYB5EZHQYxEllsnRx2N1USWeS1GjowgRJaNAkcvN9pElraERgmXb0SW1s5Gm6E5RJbf3kV4UHBElwsXRm2KHUSXHTRGf98QRJd+ZEYvZztEmN6aRhGurUSZhGFGDUTURJnIp0aHGllEmhdxRPNndUSaOXtGNQhlRJpizEbZQR5Em0GpRgP6WESb15pGPsn3RJyPCkX9QjVEnSSERpegpESdP9hFJh6QRJ1hHkXHQGdEnmRhRiYCYUSeuSpG70R7RJ7/Ska9BlFEn4aCRcdA/kSgc59GibcLRKDHEEavTqlEoO64Rpyam0ShP5BGC8ubRKFo70SNxQFEopcPRKXj6kSjhuFFNxuZRKQI6UVf6nFEpil5Rq5rGUSmgx5GgazbRKacZUZaK5BEp0IERnD2o0SpBGZGEfFIRKn/2EYAcZNEq0PPRZZjq0SshQdGZ4NARK08aUU+HaxEreaSRUXTMkSukGdGPyj4RK7GIEaeSv9Ers55RSkNukSvmnVF5xzzRK/wsEY63XdEsPjLRblGyUSxJQBGuSseRLFamEZ3ZU9Ess2bRk6lrESzWTBFPXmkRLgxN0beN5NEuUR7RqaXwES6yRtGj93XRLxWZEYCWF1Evx1NRkFBO0S/SABE9pw3RMAonEYdJrZEwKdgRl/RwUTCmgBEqbRSRMW2s0XS6SJEyPKGRUWfUkTJlFtFhROFRMoQlUZ7Js9Ezq8bRiU86ETPC2NGXJ6jRM9rTEaUK4JE0MTcRwhKDUTcqFtGgRBNROWA0EUvL8FE5cFmRgMuM0TrrQJGlvAmRQMlZ0Y9pKg=</peaks>
    </scan>
    <scan num="1340"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="111"
          polarity="+"
          retentionTime="PT1890.9S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">878.639587402344</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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rfgkQ8KQRGxxlsRDxdL0eBz5BEPJ8QR0uN/0Q83+FGm6D/RD0XkkbQHcxEPYV/R1LyckQ9qABErsxXRD3oCEbNsa9EPhgARMZJlkQ+Z+NGtpTNRD6gZ0akyyJEPuicRwJSmEQ/PUlGkqynRD9S1EZdFSBEP3h6RWEtPUQ/rQJGnuHWRD/pYkbCgKNEQFv6RuEgRURAnoJGIl5eREDbCkZQj2tEQRh/RwifbERBNkFHAYZQREFdwEcjIllEQajGRsCAJ0RB2xRHLE/NREId/kcE6H5EQpKhRio/2URC6M1GgeXiREMtOEaf6n1EQ3UmRyd4t0RDq8NGF2jJREQbIEeSMLJERG55RZJFXUREq6RHBm2MRETcfkbmWe9ERPWcRnE+YkRFIUNHRnkWREWAVUcQjVhERa4jRnHLbkRF5NBGO10VREYwTEdlBgVERpnqRuVjUURG7QBFXsfjREclmUbrddpER2qeRkDcAERHsNlF0RarREfpkkZjkFNESAorRckerkRIWLtGh8XhREjl/Ec/b8JESRlzRnVSY0RJqnJGM6BUREn1j0b6CzJESjAXRpEzJkRKcsVHA1NjREqvVUcZhohESuxnR3gI1URLIjBG7KBNREuzXEdckS1ES+s5R2sUVURMMVhG/uWURExRikQ5o19ETHRcRchTOURMpDlGyiH1REy6l0YRR+pETOrrR0raL0RNNKxHPbS5RE1s3Ua9GR9ETd7ARxECLkROBF1GD4dFRE4s1kVeEgVETnQBR7RflEROy9BHCeeyRE8iykc+0ohET2EpRrcmpURP7FdHgjzyRFAqTUarAEZEUF73RJeKHkRQtgVG87luRFDhaUegUplEUTUKRwke1kRRYudHNtG5RFHq+kbMQCJEUilAR4CAwURShkRGixn5RFK3L0cz2YtEUy7ZRrGvokRTauxG2rDfRFOWzkWUuGZEU+4mRjsfiERUJZdGkHS4RFRj2UbmAmFEVK2vRRhNP0RU7GlG/A+SRFUbtUascZ9EVUQARQanWkRVpShHDDMIRFXNGkZHpaBEVgbrRt51PkRWeBNGgDzgRFakLUYuRilEVtVqRWsoekRXAOVFd3IhRFcpdUZL97REV3tYRsfYmURXsxlGvzq6RFfuP0a3Fv9EWIe/RudDw0RYt79HGll6RFju4kbm/8tEWTAARJGWxURZeQ5GaL4yRFmjDEazNSdEWa83Rb+31ERZ7HZHKnItRFoS/UY0TK9EWjrJRe59Q0RaZu1HFXOLRFrAX0cBs9JEWv5LRIEhIURbLwlGyE6LRFudkUaRJEZEW8JxRbhA20Rb+hpGlFt8RFwqK0Wq7GtEXKzuRzEqxURc375GdfZqRF0khkeRz0xEXXaFRs5KLURdrWFHHLm7RF3xhEcr57xEXnd4Rxj6aERetLJGoK4cRF7FhEWAUQpEXvDIR1suGURfVNJHQ3JtRF96C0YUhnNEX6qVRqU3r0Rf2IdFF55JRGAcNEYNyJ5EYFZMRlZys0Rg+YFGMzrKRGFBYUZS//FEYXIgRfh5s0RhvLVG3qQ3RGHwUEbVP41EYi4xRzStAURiacZHAZw5RGK2WUdNq8REYu13RualxkRjItFGaJCCRGOS8UavSWhEY+34RckGHURkPRRHaLnfRGR1Wkex+LNEZLdHRvOwFURk8gFGJifWRGUAI0SuzolEZTyURydld0RlghZGDWISRGW+/kYUc6pEZe5VRzkJ/ERmKctHQxmWRGazukbOTx9EZrwARdyc00Rm465Gyzd6RGdCMUa6i8pEZ7z5Rq8pBERn5tBGzKOqRGgkhkbqSHREaEwARU+xVURouBZHN5FjRGjmtkc9IDFEaTnxR92XykRpbaVHIwiERGmVqUatN+dEaaK4Re9MOkRpyGlGPdctRGoZJ0aMGgBEaih8RVMk70RqgNxHNzSQRGqPQEXe6PpEavcqRyjs1kRrQVtGz5bYRGtzD0bj7ulEa6mtRim5HkRr8aRGtrz0RGw6t0czlUhEbHTvRvQyOURshzFGCSK0RGzOYEdw751EbPlORmHFkURtLtZHEYrLRG1Wz0a2FN9EbXn2Ru/fP0Rtp19GOa2/RG37EUbnhSNEbjzmRzHeZERuzrhGsWdjRG7600aNJrpEbzRLRvUlP0RvsTpHGOz5RG/u4EZz1UlEcDyWRnI7TURwd3BHCGIPRHC3WEWyfiREcPqcRq92+ERxN+ZHTOABRHFyF0ZcgrtEcao+RqlaZERx4A9GBDgMRHJgi0Zsu4lEcoQARWtG00Ryrv1GMbp/RHLwgkcLPDdEc0BgRcJvLkRzcZBGn5O/RHPE20dxYT9Ec/FcRvappER0RoRG4daGRHRup0abGuhEdJWqRocWU0R0uylHVts4RHT0DEaP6aBEdTPsR2ZO+0R1cjdHVwe6RHWwrkcTQUBEdgnxRrqetER2f49Gmt8URHa6j0bOoEtEdu4RRgZ8KER3Lm9Gw8uaRHdqhkbLh/lEd8H5Rly1k0R3+H9HDVK5RHg2jUcxzY5EeGJHRi0eHUR448JG7yuyRHk0qUayschEeXMCRwdS0kR5wSFFN0JnRHny70XRAMdEeoBIRepSkUR62PFHdxyoRHseb0S56l5Ee02rRo2Z+UR7faJFk4e7RHvOUEaRsGlEfBJWR2VrwER8b/5G/foaRH0A60c09yBEfUFPRj3wm0R9cutHN+GiRH3J6EashUdEfeulRtaoRUR+JUdGFBETRH5ZbkVGU+5EfncORTDXSER+v4xGeGvRRH7tPEbJ/UZEfzfeR1ZH20R/ekVHHaI3RH/AYEZxJ+REgADYRxd590SAFuRGyBDzRIA7DEbNFmZEgH7vRa6v8kSAkMxGZAUgRICxpUYDw1VEgMITRleGKUSA4pxGhW3TRIEXS0cEZ3JEgTZ+RoAT0USBkRZFMHaJRIGiakWX2DhEgfrdRzhN3ESCGtZFiWysRII5mEcZ1+REgnbxRIiUxESCjcRF4poNRIK6skaBXJdEgtMLRyNsPESDBwBFFLZyRIMclUYnQ2VEg0AyRtB740SDjEJGt7shRIOkYkacuDtEg7YYRd57f0SD4OJFQycbRIQT80ZzVV5EhBryRUcL3ESEL4BFt9wWRIRKTkXINl9EhIeARZFrJESEordGAhg0RIS21EbpWyVEhPLeRkrMoESFEyRGgiicRIVCjkVw/6JEhVl0RcnIgkSFgl5FNR4JRIWYqkbyxxpEhbgkRojuEkSF969GmEfZRIYepUXuJ1NEhlqwRotbn0SGwMJE6AujRIbiekbOrslEhxleRQ26pUSHNjNFwwWLRIdTiEanaUhEh3oKRsjcJ0SHskpHVvCzRIfFE0d9JQJEh9yORd3RM0SIL/FFqmPvRIg7kUUbXJFEiFnsRcJ1NUSIsXJGL0ZgRIjeqEY4lpxEiR0IRY8DoESJXr5GwmdlRIlvREY6R+lEiYcyRp/aaUSJowhHGgo7RInTakZlV0NEifyeRoCK+ESKVqBG15nGRIqPYEX1vc5EiuS6RrUUFUSK+3JGQi9TRIsncEarb5dEiy3aRXZILESLRoJFmLwCRItklEZCa/hEi3d6RcOK/kSLln5HSzS7RIvExkdB5XREi94ARSSgx0SL+p5FEOzmRIw7GkUWPFZEjGe9RhXnbkSMfABEuKw8RIySkkZTpfVEjNmeRiHpx0SM+btF/5QeRI0SoEa238REjSzaRqTSB0SNTMhGpkpsRI182Ebr6QxEjaCVRqD7i0SNu7NGxLXbRI3qiUXJDK5Ejk3SRq5HVESOWYhFyYthRI6XWkaLf/VEjyC8RJf2iUSPQCpHjVgpRI9mLEYB+4BEj5veRuYSU0SP9pBGYlx4RJAlYEWcBAFEkFlWRsZF5kSQeolFyQwfRJCd5EaLtnVEkLjURmSYqkSREjxGF4C9RJFZAESg421EkYGERp4T8kSRoGtFhQj4RJG2ekW67tFEkfVERPLGDkSSFXJGhMC/RJI+lkaQjYREkqswRgJ3n0SSzc9Gitl5RJLVH0VWXplEkvt2RVt87ESTM1RGoU6CRJOUu0XoznNEk8B4Raj3o0ST421Gc8OQRJQFxUXUxxJElECwRoGus0SUg1pG3NHkRJS1M0b5nD5ElQSSRptH20SVOL9G2I9NRJVWuUcI5FdElW/0RtZhGESVmJ5EycrtRJXrJkZdCKlElj2eRvGGV0SWQyhFup5JRJZ7dEXmUdBElqMQRinkeUSWxD9HHn1DRJc5eUaieepEl0qNRjnI80SXiphGraYrRJe8akWHARhEl91KRqWQf0SYfmJF33nXRJi+tkXeJVBEmNdNRS4ckESZBq1GdOp6RJk1+UbSxIxEmUM+RiYrVUSZf8pGhAIcRJmZX0api7VEmdHNRnJmUESaWthFjkpPRJp6mEaBerJEmqNJRwzaH0SavRNFqV+VRJrldUX2BHdEm0qqRhED2ESbXflGG9u7RJuMwkTYAiREm6IWRZPhikSbwZxG0FWlRJweaUbTec1EnFFXRf3HjkSchQBFQt4sRJ08ikZGmKdEnbSlRmGmu0Sd4KNGZKsfRJ4uAERqisVEnnKoRy+CiESeljNGBVvIRJ7ljkWm86JEnyHrRik0k0SgpQJF9C7kRKFJd0Wb2LFEoXSZRjNeqUShrgBFA7PERKG+mUafiHFEoe7lRRRc/USiP1pHKMxzRKJjPEVq1NBEoqKxRyi3VESjteZGKrTSRKP6ZEWFAM9EpBPARuAzjUSk3n5FYd01RKVbe0WvqQREpaenRebyOUSlzwZGDSUBRKYlR0YuUVNEpkCjReZ7B0Smil9FtnyoRKcYtEYoWEdEp4uERkweG0SoV4RGJiTdRKifAESKxhFEqUN9RSLuL0Sp725GfmFzRKoccEVagRxEqsp7Rh5cqkSrIU9GEP3QRKtfhEZhBL5Eq+YmReESaESsTJxG5ci2RKzgVUaJTtFErRSNRZRtLUSuIr9FsM8PRK6KPUYgh/ZErr6iRgjUKESu4N1GYnr2RK74tUaM7cREr/+ORZK3JUSwYIVFz3bRRLDIn0afaJJEsPqRRi2ZQkSzI8pGlgsjRLNsnkUbigFEtKOFRmUTXkS32CJGl2QjRLkDTEWZ+lVEunfZRYmZT0S8t9tGWLeVRL9YhkVyzJhEw/EeRf1L2kTIn3RGHMvNRNBGcEWRAy9E0OXPRhbrukTR5oBFXma9RNICpEXSOINE2ZKARZKay0Tqlz5Fuh4jROuFy0XxjkVE7EYARKiG+ETzBm9GLcyrRQVyj0Uxf1w=</peaks>
    </scan>
    <scan num="1358"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="122"
          polarity="+"
          retentionTime="PT1916.86S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">740.641723632813</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1364"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="101"
          polarity="+"
          retentionTime="PT1925.83S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">963.952697753906</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1376"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="166"
          polarity="+"
          retentionTime="PT1943.16S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">621.16845703125</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1382"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="135"
          polarity="+"
          retentionTime="PT1951.79S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">752.615905761719</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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kibkQ8eABEWk9/RDync0cc2PREPN+CRxr9N0Q9IN9GqGS3RD10c0Wx11dEPfadRj/+xUQ+HNFFld6aRD62zkdaKglEPvFrRTvutkQ/MbhGOCmLRD9ex0Xch8BEP6OhRg23zEQ/6N5GlR/bREAnFkZh3olEQHFnRglIyERA3r5G8zKiREEm/Ua0Y29EQVRuRhwEfERBeNVFEjiPREGmMUaUKZ9EQfbLRszVFERCPS5FjQCoREJr60TOZExEQp4bRYUYJ0RC5NhGFdFIREMPWEW3kntEQzdbRrhqG0RDoNdFWL6ZREQ9vkafqApERGQARQpV+kREv+xGIu9/RETMd0V7gQZERRDARnwY9ERFcA5HROKlREXeLUaptjRERijpR77aOERGXsZHDW4eREa/tUZccQdERvmHRcMuakRHKqxGIE0eREdlpkdv8aFER5X2Rp3ivkRHyxVFUH9SREfr8kWYLPJESF4URuXWpURIqRxGwXGVREkBZEbOiSxESUG9RvZT9ERJaINGWAnRREm7aUbRxGFESfYFRlSaY0RKSgBEVCutRErzEEZVVChESy6TRg5k3URLqGpH4beZREvz0kb2KlZETCjlR0Z3NERMYAJGkDVmREyaN0aDUbBETLZGRd9Uy0RM7RRFsRDARE0gvEcFgf5ETXK2RquYP0RNrUVG7A69RE3h+0avUR9EThowRa9x+kROZvVG1m8bRE6qfEadBURETw4tRsG6C0RPaU1F9IrjRE/rh0bIHV1EUClDRaGqEkRQZddG1eWXRFClU0bk0wdEUNjsRMJmrERRhY1HIA0ORFG44kbBTmFEUeOjRuj9tkRSI0hHghTVRFJmZEZDBh1EUnTIRQ2p0ERSpUlGdVMgRFL7/UbWXBxEUxzZRg/eDERTTrNFy3kkRFO7nEcFt6FEU8ynRZptu0RUEDVHRdoGRFRIlkYXLGxEVKjMRsRuxkRU9v1GjLUxRFV4dkaYJWREVaWLRdcKw0RV7WdGim5CRFYjl0YUSXZEVoBKRqm6iURW44lGTzugRFclskYk99REV4J8RxDWR0RXqEBGlrr+RFgI70W5svBEWDLrRpG/QERYcOFFmgayRFjr6kdn2Q5EWTpcRhat/URZWjJGDffiRFmbbEU60S5EWd/ZRsMGNERaJmRF02uYRFp49UdMNfhEWrixR4k0XERa9q1GupYORFst80eoMGZEW0h4RcrXRERbajBGN1qLRFvBRkX+Ay1EW+5IRUX2AERcE4BGkL8tRFw61UcVqnZEXHmURE0ekURcuD9FojSYRF0WCUbKbyZEXVV6RdShikRdid1GNS8lRF2920WF7PNEXfJfRgZI+UReNkZFqOYRRF5kPkY9p45EXr9wRrWEekRe/t9Gw0zuRF84uka7a9lEX0YiRZvm00RfcO1FyK3MRF/VBkXOouBEYASHRNVZAERgRThGyW78RGBwTkVWDVlEYJobRW7CMkRgvXhFR8hnRGDzcUa/ri5EYTL6R4aZPURhc7JG63tGRGG6IUaDMxhEYganRsp50URiOxZGcRvFRGJzuUarvzREYoAARZdAEURixZtHptJgRGLymEaQ/HlEYyt1RXEp60RjVK9GpMWhRGNy1UZLNw9EY6QnRjWx0kRj+25G1at4RGQ/+0aMW4lEZHNpRjDfO0RknZ1G8UW7RGTKfUY0vLpEZPurR2Ek2ERld2RG2Ti1RGWPeUYUN29EZernRRyVvURmPrBGSCvpRGZkfUWrWOlEZqmbRcUgY0Rm23lG8ggoRGcVA0Tw+eREZ1a2RreUokRng/9Ep0VERGfwy0cCOHFEaCvCRw/CgURoaNpGSIRGRGiWJUZlOx9EaRMrRrJXj0RpN/1HRtJhRGlqd0YYjR5EaawARC+k8URp6qVGgfQNRGozL0W9oPlEamP+REo+0ERqi6pHFOoiRGqlb0YKcdVEazrMRotxokRrVyFGOnNERGuAE0a+emVEbBtIR1mpu0RsdcZGc1x1RGysBUbl5JREbO3CRZr2AERtO6JHtaiBRG10mEcM67ZEbbSvRXhSX0Rt7BJGEfKHRG5MRkVe+ahEbnmuRUr10kRvGPdFGNH4RG9b5kZHfnZEb31gRf3cXkRvtWtG1KgARHAnBUaT0cZEcGISRQPFZURwraBHDllpRHD1N0aLL7dEcSMGRuIFeURxamtHQhxfRHGXBEX2ZJJEcfPRRZb/CERyXPxFS6u/RHKBS0U/Z/dEcrV6RW8QmERzbaVHCDnYRHORyEY2motEc6PBRWv3gURz1W9GbKBBRHQD/UUSyGtEdC1uRg0fZ0R0ertGs197RHS1Wkc+9cVEdOAoRbMkt0R1OAhGy3pfRHV9JkW5HrpEdb6WRt8XZkR1/wBG/BG9RHZT1UagPG5Edpa2RkiHCER2znNHAX43RHbvbEapBU5EdzHHRnYeSkR3c+xHSDOuRHfSU0YRJRxEd/v+RCqOU0R4PzRG0OGzRHhrY0bmufpEeQ04RgjN4kR5cOVGB9jcRHmq3kaQT41EegW5RbyzB0R6PyZHAclvRHprdUYq9ldEeqR+RjXfHUR69AlGzvI1RHs+60bUYO5Ee2VbRpMSr0R7twhFo475RHvd5UWaszdEfAGCRwOPOER8QtZGdTGNRHxvQ0V/OF9EfJWIRuaCAkR86ZZGm2+rRH08n0akj7BEfWlJRqwkjER+GXhGbhu9RH5480ddViREfsTVRt51LER+++xFXjxZRH81W0all5tEf3M6RuTSWUR/v+hGIvvrRIBZ8kYWHm1EgHjqRXTE7ESAmzxFl8svRICy2kb+D5hEgNJQRTzZ9USA5ohHEj2bRID6vkaJmLZEgRyQRaMIuESBO3NGGZ3jRIF0lEZr7qNEgaNqRpOO/USBuR5GX7ArRIIgREW2tMZEgjk6RgShwESCXoVGr315RIJ7m0XFLKZEgpTyRuJ6xkSC1+pGgEEtRILtvkXSm8ZEgxkcRaKzKkSDUnhEyU+ARIN/JEadgUhEg5DmRfJRyUSEJABEhtRURIRQ+EXttwpEhG8sRkp5NkSEgThHFe0oRIScAkZNGL9EhNFQRg00t0SFAVhFkle9RIUfvka9ltxEhTkHRlvMjUSFenpFjKk+RIWMAEQmWyZEhbXmRpFHKkSFul1FftJARIXM5EYOzShEheP8RpFbj0SGFqJF2qyGRIZSvEYP87hEhn/mRlxeaUSGlUpG7wnORIbbW0Z0HmREhwIARHUinESHHdRF0JLXRIdCukVE91JEh2GsRoKmEkSHdXJFoIczRIeiuEbsUOlEh8LkRh0LoESH28hG+q1yRIgQYkVV1R1EiDeBRkkzVESIV2ZHE7yiRIhxDUYCbzhEiH0CRS1wmUSIoZJEyF8DRIjWrEWrj8REiPR/RryqnESJHodGHtxtRIldXEX++AZEiZdHRM9blESJutxHDKO6RIny8EYnJBpEigYARQDIg0SKNXZF3uFQRIpdtkZ8lnNEinokRJG2h0SK/W5GxmC5RIs+skZDDJNEi1mqRbiId0SLcwBGltMqRIuTbEYUzeNEi7bTRaI3B0SMC1JF5LD1RIw0aEVRFkFEjFoURjsz/ESMgIRGbetsRIyt2ka5GtNEjSCWRMgLO0SNQOdFSsgeRI11LkUTIuBEjZGMRlOIXkSNo3RGNOYtRI4goEadSUtEjjcoRlesFUSOW2xGN4P4RI6CoEZ9RK9Ejqp2RX9C3kSOvupFplYZRI8bwEZeVu1EjzjxRSAbsUSPn7FGgM0MRI/WYkY+p7ZEj/YURx6y60SQE4pGvfHxRJBCkEYeRghEkHgARC+lZESQuOZGZOH9RJDdXEWFofJEkPCqRoGlp0SRG15GoDcZRJE7ekX5G5pEkWakRroUO0SRelJGu4IMRJG3bkWtUzxEkeRiRantkkSSAIRGHZp5RJI1+UavNZxEklXARrbWB0SSbUdFClIMRJKLYkXrd+VEkqMQRRUNN0SStatF6UkrRJMh4EYQykFEk7OQRdrzFEST4qVFm9z8RJP+YEVTxtpElCQgRlYfdUSUhwxGB8PiRJSYfEa+nu9ElM0URo8XsUSU/RJGGw3vRJUXeEVmhRJElX2DRaKjlESVnmJGxvxaRJXBOkS4/ttEldLfRlMBekSWAZ5Go6xIRJZqVkZg65tEloQARGjh10SWnjZG4lTZRJeNJEbL8zBEl6myRP/r4USYjtJGaLiVRJiloEYcpB5EmL7XRW7GHUSY4ABEfwxfRJj0mkYG1txEmSFjRojsqESZOq9E6RgJRJpG6kXx5k9EmmNMRZgRMESafL1GOSrXRJrknUXcUdhEmysgRtOvNUSbVABGmyf4RJtol0YoIiJEm6GkRssSlkSbyKFGQ0xQRJwXc0Zd5OFEnHx0RQESwESdQ0JGhs9zRJ1hW0ZiellEnaSHRtRHCESdv4JGgbLlRJ34f0bWU7VEnujiRlk7a0SfJfBFQMeARJ+mdUXNYE5En9kQRLdr+USgRhBFpc/KRKCbcEU7J2lEoPCwRT5030ShHQ5FzElQRKFTqUXIJq9EoYVKRcbJX0Shl5NFyh4dRKImqkYC58dEomzpRbdYcESihWVFfGUYRKKmx0RNBVpEoscuRZjm6USjHcZF5pm7RKOiHkYp6fxEo8LTRMrgZkSj6X9GTi5wRKQ9FEYvZl1EpIXIRTwVDESks1xFST6ERKVPIUYWTz1EpWh3RhktFESlmo1FhcGgRKW/2EZ3Nx9Epc1BReqCvkSl4MFGiPttRKYApEX45/tEpr6/RgpJt0Sm9xxGEcwsRKcKikUUJsxEp5CZRjRphESnt5xGAythRKff8Ecv3rREp/6rRfYucESoF+lGHEzJRKhuAERy+d5EqaklRkTPHUSqBphGQCZdRKpZP0XhtKFEqtKCRh01RESrpr1GimyKRKxBOUXCiu5ErYalRbLdEkStpmhFJrV/RK64YEVdmDJEsqeERo4gLUSzlF1Fs0KrRLOzRkbWgl9Es/KKRqCSgUS3DbFG0L24RLlzykYEQGZEuqKxRfJvV0S66FpFmGgkRLwoWkaZHkVEvX62RLBPkkS+IWBGgGLsRMFmhEWp8J5Ew0Z2RZyspETD+ZdF3HqRRMQCWETIS5dExOtURS7/qUTFlJZFVL0IRMdknUX/qwBEyQLCRiHlYUTJeXxFVzXKRMrpLEXAaYVEzOFxRgO7mkTOvgBEUtOYRNLYg0ZQ5RpE1Ez2RI72uETXSzJGD1ClRONQqUZ2Ea9E+Uz6RN4QJkUHWs5FE2gBRQu8oEXfAN0=</peaks>
    </scan>
    <scan num="1394"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="201"
          polarity="+"
          retentionTime="PT1969.49S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">620.800415039063</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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lGYtAIRMWEaUSkWa9EyxXIRbxkh0TQqX5HCDkJRNoPLEXV3kVE3cG2RYI6r0TkCshF2P/pRPJgdkXD4FRFBBeURMzZmA==</peaks>
    </scan>
    <scan num="1400"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="143"
          polarity="+"
          retentionTime="PT1978.14S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">595.1611328125</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
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          polarity="+"
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          polarity="+"
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