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</peaks>
    </scan>
    <scan num="242"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="32"
          polarity="+"
          retentionTime="PT356.885S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">578.843383789063</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="248"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="28"
          polarity="+"
          retentionTime="PT365.7S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">829.353454589844</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          msLevel="2"
          peaksCount="607"
          polarity="+"
          retentionTime="PT728.773S"
          msInstrumentID="1">
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          polarity="+"
          retentionTime="PT751.804S"
          msInstrumentID="1">
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          polarity="+"
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          scanType="Full"
          centroided="1"
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          peaksCount="587"
          polarity="+"
          retentionTime="PT779.067S"
          msInstrumentID="1">
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             compressedLen="0"
             precision="32"
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          polarity="+"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="560"
          polarity="+"
          retentionTime="PT783.743S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="636"
          polarity="+"
          retentionTime="PT795.953S"
          msInstrumentID="1">
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             compressedLen="0"
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          peaksCount="651"
          polarity="+"
          retentionTime="PT809.798S"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="698"
          polarity="+"
          retentionTime="PT810.99S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">872.129577636719</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          peaksCount="472"
          polarity="+"
          retentionTime="PT812.228S"
          msInstrumentID="1">
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="571"
          polarity="+"
          retentionTime="PT818.431S"
          msInstrumentID="1">
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             compressedLen="0"
             precision="32"
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          polarity="+"
          retentionTime="PT824.241S"
          msInstrumentID="1">
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="720"
          polarity="+"
          retentionTime="PT825.324S"
          msInstrumentID="1">
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="356"
          polarity="+"
          retentionTime="PT826.41S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">476.631622314453</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
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          polarity="+"
          retentionTime="PT846.599S"
          msInstrumentID="1">
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="618"
          polarity="+"
          retentionTime="PT889.391S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          peaksCount="576"
          polarity="+"
          retentionTime="PT920.39S"
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          polarity="+"
          retentionTime="PT941.746S"
          msInstrumentID="1">
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          polarity="+"
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          msInstrumentID="1">
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contentType="m/z-int">Q2E/t0TZjfFDYk77RWOP+ENjXuhEyreaQ2joG0Q7LK9Dak4HQ4R6SkNrU6VFESJZQ22Dx0ShiNtDby/nRIcWeUNxS3RDxOVHQ3Q6M0VJP3hDd0MHQ7579kN9QT1D18wpQ39SCkTHeLhDgxoDRd66OUODpxVE4plfQ4QoUUVxTzxDhRmaQykRgUOGJvdFpdyjQ4azM0Psy8NDiai3RR72mEOKHXVFobdZQ4ulhEQKCFdDjKT1RPlE7UONsD5FZNo6Q46lPEO9tRdDkiMNRaCiYkOTKo9GAbjJQ5Soq0YHtzFDlTjHRXWjnEOWnp9EeNfkQ5iiE0Ut3UBDmajdRkcjE0OaM+dE8iTRQ5q9L0S+wBNDm0VvRFs1E0OcIjpEqEgbQ58oEESKPKNDoLmnRc3Y0UOhoDtFB5o5Q6KrrkbwnDFDoyymRs99OkOkueFESJhDQ6YPy0SnDn1DpyB+RctkQkOoKLFEKqlKQ6ispkSBATBDqSR3Q7/yfkOpqTlFl3NWQ6urUUaPyWBDrJ1DRGAAAkOupElFlFTYQ6+th0WpuuRDsCHJRaKEgEOxKL9Eh/IoQ7G53kUcMjNDsqheRMFYDUOzketDtmNQQ7SqzEWXHSNDtaHDRYM4jEO2QWtE0L0TQ7coGkX8nVZDuCt9RKw6bkO5HnJDpGqiQ7mu0kSWDxRDujFDRctIMUO8uGFFTvuFQ72beEXlnzJDvkjLRZZaEkO+m89EidzzQ7+nC0P+hN9DwDN3RYHu3EPBBVdEFc5uQ8GnckSfel9DwrRSRPVlLUPDlgVFrNq1Q8RSN0VdeU1DxTg9RmqUt0PFua1GBhqGQ8Zgn0UEiwhDxrMzRHDmlUPHn8dESKBjQ8i8UkQtj7dDyUAERUT4S0PKjWxFdl7QQ8uafkUQysdDzDpgRWnNdUPM3D1FRKgZQ80zM0SaxSNDza/ZRgwRqkPOPslFPHsgQ87BX0Rjx+1Dz1ohQ2vIxkPQnlNEEJjeQ9FJI0T4BtBD0b65RaOIdkPSn0dFH3oTQ9Oov0XCfXJD1DMzQ0Lqi0PUuW1FIupdQ9az20VCC11D1z84RDh+30PYxeJE95oaQ9k8dUU9OjVD2ctuRKVtzkPaOmpFN3wiQ9rT10VwvKlD26wbRLjp8UPcqe9FI7MTQ922VERWDfRD3m0qRLIdb0PfLdVFY/sHQ+A0H0W4AZhD4PiWRR68+kPhMWhEkvrwQ+IjGEWQiTdD4smcRcXyWEPjOUZFqTjUQ+Q4v0Uo4ZZD5cL0RULq00PmPIFF1Hq5Q+gyO0YR+s1D6MFrRWuUt0PpQPFGBcajQ+ojEkWflcRD6rlpRYc53EPrRs9FGwX6Q+vFIkYpH1hD7K3DRVSgBkPtOcRE8WD/Q+4d3kWepzdD7q60RpqzBkPvQhJGFrSuQ+/I3EWJgf1D8FlrRRMEd0PxLVhF54T7Q/G+00VgXVlD8nIGRQssOEPzUitD5RH6Q/QufEQTSJxD9LZ1RJpkp0P1NnZFP5vTQ/W7J0W/K2JD9qE9RWTdW0P3q5pGcc18Q/hy4UWkqOZD+PbFRXMMT0P5dENFgkueQ/suykQpeBND/C5rRHu1sUP9MTtFCwO8Q/5E20VT9tJD/0LjRMUNM0QAGWpFSX7URABhjEWrw/9EAKfRRPH+KUQBbxFFnEevRAGsr0TqGOJEAhPSRKNX20QCjkdFNY9zRALgsUQJK4NEA0gYRYAQzUQDpPVEqGSeRAPhUUSgVh1EBJxaRMXqOkQE3X9FIwizRAXi3EWrrotEBkDrRa3O6UQGkOtFLZ3IRAa/G0UsNe9EBxTmRdTagkQH0CRF24ycRAiuFEXq8QpECNufRPirh0QJJQ9E+ySrRAlzJ0XEqBZECh4bRlGZ7kQKY0xF2jUwRArkvUWA3ZlECyILRXYSjEQLoatEJ4jIRAxPskWGE9REDI/vRCLaB0QM4tJGSFiFRA0iDEaPSpNEDWmkRUgfr0QNm2xEd9CPRA4Q/UVXn9VEDqOVRoILlUQO4ThGXCCcRA8qg0WtLIZED5KFRbuJvEQQHBtD4HiNRBDgV0OEHIhEEV4iRgMw+kQRoWFGFbAxRBIMbUW2nL5EEruNRPCsjUQTHDdFxVhyRBNngUQyl+ZEE/XPRaF3EkQUnhtFlPoJRBThLUUqwWVEFUV/RTgfREQWInZFtLjYRBZqY0VJwbREFx20Rgx4l0QX0olFj7vWRBhTcEWY561EGIO+RJq41kQYvp9EGDqZRBkqxkUEOchEGWoERK1qoEQZ21tE+RZdRBqmJ0YGJ1ZEGvorRCyhd0QbUXVFFjNQRBucPUP9CgtEG+N7Rh8uDEQcjIFFah2xRB0Wx0Vo8JpEHd/RRZ5j+kQen2NEsZAPRB81W0Vf9l1EH5NDRRvonEQf4GJFLgsBRCA0J0YM5Z9EIJhPRc83Q0Qg6JVEPMLCRCEpqkTO3s1EIWzERBYgbkQh6nxFqZwqRCIzGkVwT3hEInnZRaQdVUQjiu5GCGEtRCPipUYZrvhEJLRvRdoKDEQlA5VFshkcRCWil0WovB5EJeyZROmqwkQmaC9F79v+RCbmKkX3qPdEJx6DRWS1TUQn6hdGPIFsRCgn6UUdhkNEKKdwRg0Uj0Qo9TNEpguKRClZnUWA9aVEKa8JRLnhckQp859GOAa9RCpZ40ZuxB9EKq+nRgIMhEQq9vtFWVAyRCukW0Ve10VEK+THRUkIJUQsl/1GmnSaRC0gzkaQZ2JELWGMRhy+p0Qt7aJGoG5kRC4t4kX/G1xELmtQRi4L0UQu33tGr44nRC8xG0TgcTxEL3MpRbPNfUQwA3hGhlbMRDBEN0VCZ+lEMHldRRfaKEQw0idFgBmFRDFciUZTw+xEMbjaRkjd+EQybb1FP4tkRDNgzEYGDC9EM9U6RhJXMUQ0XtNGdEO+RDSlFkWtFKZENOPhRiIOwkQ1KOtFORZpRDVqq0UUy0NENiR1RcQDpEQ2i3BFoSryRDbX30WvaZxENy3zRVbMfUQ3otRE5UZ5RDfoaEah4x1EOCnoRRjMokQ4ZYJDrnmJRDkJ7kYBYshEOVPdRYYKMUQ6JWxGSW8rRDp4B0aAuGhEOs2uRebQyUQ7IXZEtWqeRDupUEUJrDNEO/MzQ4MY7kQ8ftNGq6ZgRDzCjEUjgChEPSKjRXf5okQ9cBlF1JR/RD3Ey0XSPl5EPiRSRYnJvEQ+lydGh71bRD7bqUW2EiVEP3mrRW0tnUQ/+QZFnoDsREAcukUaB2JEQF06RPzwokRAyElGhaeVREEAN0ZfbyREQX6YRg0xgURCEFZGjszHREJlk0WiY/FEQyMQR0tFNURDbPJHAh55REPRRkUWmmhERE/PR5BBp0REhb1GHNSeRET+wkZhvthERXYLRy3WXURF5PRHjpATREaAX0eIEVNERuX8Rwa3KkRHa6pHQiskREfbUEWhdQlESLsgSC6zE0RNaRJEyfeqRE2rKEUz5i5ETeZnRFvxJ0ROyD9FIU+JRFCts0WqHjpEUOQ/RSUWW0RRYGRD1a1DRFGeKkRPPAhEUhUHRUHMJURTnadFWU1+RFPmJ0SBT5FEVGITRZWIQkRU5VVFF3qtRFVpsUXd7cREVujaQ6Z+qERXoU5FNuPnRFg1OkWlbw1EWKULRGKLwERY5/dEKWwfRFkpckP6ywBEWbSlRWnJPURaYXtEjWgIRFrBQ0V4wwJEWyCBRXlvz0RbqupFj5s1RFxfnEXvqxtEXK/ARlyzJURc6/NGYSORRF06skUxkv9EXZuRROXazEReWqZFg5QTRF9t4UZChrdEX68dRprM9ERf+x1FfurARGBlTUNu2W5EYOrtRdgFwURhMvZFa6hqRGFmZ0SG8L1EYaOoRW5lVkRiaXhF0ZNGRGKuPkXhXctEYuj6RRUidURjLFlFIPp4RGNpMkSyLmpEY+rlRh3STURkLVtGLNyGRGSa30U9NJdEZOfdRC4oxkRlPO1ElQDRRGWhUESCevNEZjJrRIWXwURmnStFe5V5RGcm5UZtZBpEZ6YFRXt1J0RoVZ1FDtjJRGj2mkUZXKJEaVCqRci63kRp7DJEjI/bRGpWZ0UpZ1FEapvXQ69kHkRrasdEkifeRGvz5UWvyOJEbLavRVS560RtI2NFps3rRG1ryEVpiX5EbiW4RYsdr0RuqdBFqy1URG8d8EP/WTFEcC+PRQ9Y6URw6RhDhfehRHFnC0YCJ4dEcaiKRTEGOkRyHrhFFtgqRHKsg0O3sAxEcumnRVgXW0Rzt1dEDNzqRHRql0V03ZpEdLIQRTvoWER1KcNFzPoURHWgmEUJr0FEde0XRgaW/ER2LhdGM5BrRHZ0o0U6kuZEdyUlRNo9w0R4Y/BGZuLrRHivHUXaRn9EeSdNRcUcXER5kgVEdL6eRHnmZ0NK37JEeimtRN6iLkR6ug1EnqAJRHswR0Saj15Ee27PRjwSxUR7tjhFRYd8RHv+O0QJ/MREfLA/R2fFWkR881JHGUPcRH03ZUZNmYZEfYAqRCL5I0R98O1FOogkRH4vp0XOQJZEfup7RRicuUR/LlNEYy5lRH/sj0bhqUVEgBmrRneHA0SAOqZF7NWBRIB3f0V83H1EgJy2RZqsvESAxgdE7iu4RIDhn0NE4y5EgVKwRdbLWkSBeYNFredORIGU80WVewVEgdr7RJdxt0SCF0ZEnzFVRIJhmkVgl85EgpHNRXPPs0SCzJRE1WeqRIL4MEUF9yJEgxwbRRSYk0SDdEtFkbGiRIOV7kX2oa1Eg7maRJOTO0SD2ptFaBeMRIQbLEWlK8VEhFrWRZlv+ESEmgxFjoFuRIT26EOFaltEhRz2Rf4m70SFQyBFqjoxRIV4mEX9rjhEhdnaRnE5rUSF/C9GN7i5RIY4uEY1iMBEhnl/RffERkSGsoZE/cSERIbY10SEMPNEhvoWRKpWIUSHOVtGJYUiRIddu0ZT55lEh31BReAXIUSHm3NFBUwzRIfWo0UfCjJEh/mBRX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    </scan>
    <scan num="671"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="433"
          polarity="+"
          retentionTime="PT954.763S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">823.680969238281</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
          retentionTime="PT998.752S"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="306"
          polarity="+"
          retentionTime="PT1038.17S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">635.378173828125</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
          retentionTime="PT1047.5S"
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          polarity="+"
          retentionTime="PT1048.76S"
          msInstrumentID="1">
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          polarity="+"
          retentionTime="PT1051.08S"
          msInstrumentID="1">
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          centroided="1"
          msLevel="2"
          peaksCount="387"
          polarity="+"
          retentionTime="PT1072.7S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1247"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="128"
          polarity="+"
          retentionTime="PT1750.59S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.693420410156</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">Q0gzRkWwU/JDSRu+Rw0u/UNLOiFFzudUQ0wrAEabtcBDT0duROj5bENRIKJG7UJRQ1I5JkYt1ihDUxgcRg6++ENVS4VGhwmdQ1dYMUYBOVlDWTm8RlkYsUNbF7xHmdocQ1wqMkXHEcBDXS5rR8+1xkNeOjlFcP/+Q18jZUXM0nNDYCWVRpo2gkNhJCdHAz71Q2JHHEVbUBhDYy42R0XVMENkCqlHA6ibQ2UozkWzFPtDZo9LRn7BL0NnUqZGsbmGQ2k/U0ZUsu5Da0MsSBXqG0NsWz5G4TFDQ203PUXO+ONDbzpAR4kXWkNwTJxGS+URQ3FVZEaHlsNDcjG4RzwiYkNzT55GIC/EQ3RDjkUQYIxDdUJdRu67zUN3J+RHH4dzQ3gVCkbxVABDeR0ARwC0oEN6M2VFgr86Q3sdPEdpZK5DfRMIR2kke0N+BLtG1HFVQ38VxEYhqR9DgJlXR5aqP0OBIv1Hcg6mQ4Gu1kcYTnRDglpnRupmNUODChRGcGf3Q4Ofw0cqQglDhFdWRYrc6UOEsm1HYgggQ4Ug9UeZX55Dhac1R2P6akOGm65HTsLSQ4cslEbBLT9Dh5l8Rjf9MkOIGZBGV5FlQ4jVKkaRQihDiTSsRjD4P0OJlX1G+On1Q4oiGEYym+lDipq+RwMq00OLFEpGYmusQ4umuUdMPrFDjCLkRtD7oEOMnmBGVRhGQ40tFkjLHmVDjbAxR7pdMEOONKVGksCiQ46UAEXJpzNDj6JTRhoymUOQAFJF0FAdQ5COuUbsLp9DkYVYRiiW4EOSMUVGw86uQ5KZU0dDJydDk6QeRm3ThEOULWNGWlwiQ5TOJUcSRVxDlRvdR0VPSUOVjohHGi6tQ5Yo5kZjrlJDlqsfR4BnQkOXIP1GIcJSQ5eeREZ2NXpDmKUgRyKjJUOZr49GyqN5Q5omo0WbyF1DmtgERwHcXUObKOZFNrqWQ5ueYEZ1CCtDnATORim7u0OcJpNFSGVsQ5ylbUe2DcNDnRxGRkvnRUOeEeVF5L4mQ56w5UaQfC5Dn1/QRO/ZuEOfnrtF32apQ6D6bEbcAtxDoZceR6GhkUOiD99F3UpuQ6K66Ec/74xDozNNRbR6h0OjrIZEwVBsQ6Qe8EXReZFDpI4aRyv6V0OlMhlG0k9/Q6Ws+EfcLvxDph3KRq3ctUOmpMpG1cwNQ6e4dkaJh8ZDqJdgRq+4JUOpJopGm8t5Q6mk2kgEKQRDqiGyRvusO0OqjhBHyoqeQ6sflkaEeRlDq52aRsTuBkOsJTFHKVo3Q6ykbEcx0wFDrSsERxSH80OtZPRGblL6Q62wAESwnzFDrjJ+RhC3s0Ous01HVpbqQ6+A2kYy0FtDr5YiROGjIUOv2f9GYPeRQ7A0NkY2mLhDsKEUR4kA1kOxMFJFIfQKQ7GeDkdzzxBDsisbR7JHskOyq0VHmOYVQ7MaFUYFArhDs7KgRlh8rEO0GzRFxJiEQ7SAZUWVapJDtMTXRhQPGEO1FGpHIcMwQ7WpZkUeOzFDtqzmRs0J/UO3ljtGtusiQ7esSUV7IzlDuB6QR1g1E0O4uqZHlkFvQ7ksWUZHzutDubg2RsUzC0O6I+FGm9bKQ7qrzEa6QrBDu6t8Ru1o/kO8LYBH3B4MQ7yerEduDepDvS0WRdy6FUO9tQtH7kKPQ74ncEZjTlxDvvUoRtt9X0O/qcRHhzWuQ8Awe0eZer5DwLLcRke5h0PBMoxHcvZeQ8G6okc7ek1DwiDqRz+dakPCoNxHD+JnQ8MyHEYFBURDw6dbR6meKUPEOYBF3aP8Q8S9NEav5WBDxPgARb3QuEPFx4JGqwCUQ8ZtxkhSPXJDxrW6R8MKdkPHHzNHNk0bQ8eq+kckIvxDyB0oRuTG8kPIp4pHYIamQ8k2VEc+UcdDyZpqReKbkUPJ7ihHKR4LQ8q0xkYgtxFDyxvORbLynUPLnl5HNKNiQ8wrWEZzWatDzHYORpxrjUPMs9VGTM1WQ80qWEcC/SRDzYqlRqvf+EPN4Z5Gx7scQ84ov0cX2M5DzqzSRsV+ckPPBkxFzGP6Q8+eGkgD8Q1D0CbvR4zLD0PQqQJHNFAPQ9GqekftqNhD0tZoR2eks0PTWpBHXodhQ9O52EaanPVD1B9GRxD0AkPUMuFFtuS0Q9SyQEbYZHlD1Sx8Rr4aB0PVp/ZHcJROQ9aYekc7SERD1yoERpG8QEPXkDBHdnKvQ9gYHkd1XjRD2IsjRv+kKUPZNJZG6q/7Q9ms6kcCJNhD2jsoRv9pakPap4NG3YtuQ9siUEWTFS5D29IvRlkTYUPcS7pG9pqYQ9ysjkdNwRJD3TXORmQBm0PdrK9HBl22Q9471ES4YSBD3orQRu1+eUPe16FGXoWAQ98s1EZMKIVD36y3RnwVtkPgxxpGtdNbQ+FvBkbWzihD4bUDRzD2v0PiDnVGodQJQ+K53EiDj/5D4vQSR+cRekPjPYZHNms2Q+P6+0clIuVD5LK7Rwq3vUPk+rdGpDYmQ+WSpEco7xFD5hW/RhDJXEPmhWNGpJBAQ+d/uUeCa3hD58gARU3WnkPoL1dGEBPFQ+h0OEc6czRD6OPJRnv3xUPpKixFgdjoQ+mrSEeK0mFD6h6WRipoNUPqlyxGLJKaQ+s/4kXB3zND66THR7DjNkPsK4FHFbfgQ+zvqkYkGchD7T4CRp7evkPt6qpFq0HBQ+4wFkXE5xBD7ow1RocgyUPvMihHA0g6Q++4wkdT1rlD8DKfRpKXVUPwvTZHLVLrQ/E8/ka9CsND8bMnRaO6M0PyMzlHAlufQ/OsykbKme1D9CbERvbb0kP0oZFGpo0rQ/UdB0YlUBpD9eH2RcJpkkP2uDlG67rhQ/diVkYhMT5D97sJRx/GREP4OC9FZuGXQ/i5IkdM/9lD+ZcjRpE55EP6JilGEMrMQ/q30EeKbmZD+y7GRhTliUP7q6NG1/SHQ/wP2UdemvtD/LOOR0AfN0P9LylF5z7jQ/43dEdXi7ND/vUjSDls7UP/SNlGlsKXQ/+0i0eX73lEAAm8RtAZV0QAqCJGW/VARADhAkaDG3tEAPFsRcaxu0QBIBhF41ngRAFYkkYSOTVEAX7QRkTpvUQBolRG41wGRAHQxkYuC3BEAgwqRgd66kQCSSpGrpQKRAKf6EfgGC9EAsoaR8kytUQDCRJHs9QNRANZjUc33SREA6nMRcQl+UQD12hF4JMqRAQldkdTObJEBFuqRfuaZEQEjhhGgEhnRATRXEdx3hZEBRyMR49McUQFWB5Hu7H0RAV8AEUGUHlEBdrPRvDRm0QGD2hGoDJpRAZfeEbByatEBnmRRqD6C0QG+zVHgcReRAcbsEbjbXpEB5k4RklKskQH1hRHF7ceRAgiYEduakhECF3WRdluNUQImXRHCgVyRAjOJkbmqXZECRvaRrwFe0QJXVhHk8YMRAmUAEUse/NECc+KRo3HGkQKER5GRtIgRAo+1kceY8pECo8gRjm1fEQKxepHJxPSRArpzkZxYspECyQmRfMG5EQLmpxGxcXvRAvbkkdE5NJEDAd0R2LAQEQMKABF8jhJRAxZAEfmGgtEDJ7iRiZP7kQMvQhFViEKRAzm2Ea6hnNEDRi4RsRb20QNSoJFi2oDRA17k0c22ONEDaGmR4jFakQN4F9HenZoRA4QWUWII6BEDjtORwjca0QOZIpGxeCqRA5+UkYnP41EDqB/RTcqsUQO21lGNu9oRA8Zfkc7s+FED2BpRlplOEQPpwpHCDeaRA/UKEb7W6tEEBv0R/5+x0QQacxHeBNARBCrQkdGGkJEENnCRkrLZ0QRHl1GT4pURBFaOEdFlSJEEZmaR4+dvkQRuHNG3QqCRBH9dkehrQZEEiwbReymgUQSX6RHKFpKRBKxlka+sIVEExwAR+VW6UQTSgJHx4q1RBNckkdAZNZEE6YYRxBa5EQT20BHg1hARBQSwkbyv6lEFGKtR8S3h0QUpbBHXMmlRBTit0a9dCBEFSHgRzossEQVYXhHVhRBRBWBlUap1cpEFeDMR2SytUQWNsZG/0dfRBatjUeNs25EFuBYSCBMm0QXJJZHgmV5RBdjdEYcK4ZEF24+RSjiM0QXnJFGWE+hRBfjbkeRlRlEGBfGRxAO5UQYVzFGxSZSRBi+90gNFpJEGNwARnltIkQZI+JGZouXRBlb2kbD1JJEGZlIRkMZZ0QZ2khHQ4r2RBoZnkaYaRFEGmqFR5jJU0QamdZGnUjVRBrWekeWTnpEGxmcRxyW60QbS0hHKmlwRBtxVUXlwdlEG5cORja4ekQb4ZFHkBaHRBxbdkcVQdhEHJViRzeyTEQc5FJHPoP3RB0jb0ci2eVEHWISR5HNUUQdjLxGx/O2RB3lN0YpTFdEHjoQR1kwSEQeW/5He5bhRB6cqUX5ByJEHt4cRs6wT0QfHmpG1APgRB9fqkcb8XREH6feRpuDzkQf6URG32dNRCAg3EYnU3VEIEkQRoAw9EQgbchHLcY7RCCeIUckPBlEIPJcRedqYkQhHTBGStV4RCFlFkdDkMJEIZFYRwEqXUQh5elHDk0pRCIW1UbOTHBEIieSRkwTCEQiVFRGDkT0RCJ4uEWVLvREIqHiRqMGaUQi4zpHTbGvRCMEUUZhF9JEI2aWRgiO/kQj7wxHjshaRCRBF0chF65EJGOvRfX4DEQkp29FR6KPRCUfZkbww+ZEJVTORoMf8EQl3w1H18OjRCYkX0fB/YREJlvIR2HfCEQmnw5GeqBVRCbl5ka7huFEJxkqRwcGqUQnXDZHLR8HRCe0hEaqdhpEKDLvRjsNOEQoQK5GEIJdRChlI0bs2VVEKKJ8Ryd6rUQo7ghHL0t5RCkePEZtSBtEKVazR2Dg4EQpiaRHeOhaRCm3BEe847VEKeDMR9PaC0QqIEBH3b99RCpcSEfWXXlEKpugR3z26EQq6gNHG/TwRCsk5EawLmBEK11JRySNfEQriQZHnFHZRCup/EcNb7ZEK9W+RxXK/UQsC0xGrCfERCwzIEbZb/VELGlgRt+AZkQsjfZHMjLYRCzd8UfZglBELS4TR80120QtiwNGlv+hRC2b+kWWWARELde0R220TUQuH/JG9ySjRC5Ux0ckY45ELmmoRjej4EQuoNlHDnBrRC8m6kc6gPREL2kfR+i7kkQvgWdGo+OsRC/D3UeKMKdEL+X1RuGQcUQwWPxF3XK1RDDGmUdLDZpEMSmWRuM58kQxa2BGvQCeRDHVK0eEdqxEMjLNRpd0M0QyYM1GvwgERDKH+UXlzaJEMrWQRzHY5EQy5/RHjKq8RDMnYUafLKJEM2RpR4hLNkQzoT5HgTFXRDPiCkbvUbFENChhRyQCuUQ0UwpFlUTNRDSJoEam0WBENLH6RyC9qUQ00otGooqfRDULr0c5cQJENV/YR1rmRUQ1qNRGeEA2RDXn70a7aiVENieCRrobAUQ2WYVHF4UqRDbA30ai+4ZENuGhRhrq10Q3FSVHMiY+RDdbpEceZrFEN67RRgsm60Q34q5H1gBKRDgmi0esO1dEOF/7R1WeUEQ4m2tG/pV3RDjhiEctorJEORSARxIKXEQ5ZxFG403IRDmU20b3yS5EOcp7RqxlQ0Q6ExhHJkyWRDpocEaVZjREOplqRmUbYEQ6wt5GojytRDroakWLyVJEOxNnRdq+u0Q7aZVHa85GRDuzbEcY2g1EO90aR7qpckQ8F9pGqXPvRDxMWkbsF3ZEPKTfRnTG60Q83tRHUe+PRD0rCEcMvwREPVlrR876hkQ9byJHKNqBRD2dSkbdnmxEPe7oRs4okUQ+JgFHfPE/RD5qDEb3l4REPqO/RwW6O0Q+8FZHAiRCRD8VIUakwG5EP2TQRye53kQ/gn1GnuLURD+r1kYwM5ZEQBa0RkunH0RAXixG+XGfREDe2keBjMREQR2kR0dS+URBWM9GZ+0nREGeEUaPQylEQem6RoAb3URCIHFG8lYPREJXcEZZOZNEQn4aRoMagERCoeJHL7BSRELp/EbiCgZEQxpmR1QWJERDK3RGnlgXRENxqEaPVeNEQ6OZRfuVikRD2xpGeKk5REQfyUYyPxVERF5ERWuNh0REm2VHA6h2RETax0btQyVERWZQR1g7X0RFq7pGA1l+REXLoUaST1hERfsERwSBC0RGNcRHJcdJREZndkZZMxhERrFmRJ9r10RG24VGZf0DREcly0dzxGlER25sRvkXIERHphdGxECXREffbEYDGT5ESCofRdsEJkRIjnBGwTNeREjNDEXVjjlESPrdRyd6MERJLONGsjTVRElrn0ZXIyxESaisRrA9qERJ6TVFk1DRREoumEYY8xBESnamRoWpVkRKpBBGtPyERErpeEaAIgBESyK3RfU6OERLVpBGgok9REuprUhKBYRES+31R45hVERMGhpGMFZNRExe+EbMU0NETKn1RlcQ5ERM9RlGgdoXRE0yBEanOc1ETWSPRP+/x0RNr5ZHjTPSRE3jrEcPLF5EThWRR4nqb0ROOSZGMELdRE5gAESueU1ETp6WR4cbHkRPCAJHMrFBRE8dBEbWruhET2uzRyrb9URPqBZG3ebjRE/iHkYG7+1EUBFARqIHOURQO65GS+DrRFCkiEcXI+1EUM6+RsfKZERRAapG6ly8RFEl4kZoMuVEUV1iRwO6kkRRsKZGyCUiRFHeP0ZWfgtEUhqNRrR8gERSYyZHlwiARFKgREUz7/pEUxhwRm2PNURTVsVFmZFmRFOMlEXfX11EU+JjRjxqT0RUFrtGm8gVRFRFhkc0wtxEVIEARoo0skRU2wFGrSYHRFUOGkb+eLtEVTAARZklo0RVqxpHj0ofRFXkJEb9UHFEVgkwRdy96kRWLixGLA53RFZocEaoPftEVqtARsVSSURW5D5GC2ODRFcYLUeurTJEV3K/Rm58u0RXxQ9FhwMwRFfoB0XYjVdEWDadRuFTL0RYapJFbPQQRFiiJkZiKKNEWPIBRiCcWERZNLJGzaUjRFmzy0boSHJEWe4gRy+UpURaNxNHGvuiRFpUAEWJVs9EWnc1RwjGpkRanjdGtmUURFrskUaGsudEWyaWRg7EX0RbZtNGpKJjRFulw0Y38vNEW/U9R1NuR0RcOiRGwSpfRFxjPkZWZ39EXLAvRoAvuURc8TVGjq4URF0iyUasE3dEXXfFRvw/g0RdmvJGlcTVRF3wHkY5QhxEXnOVRwdzMUResatHPkRGRF7yFEcqXudEXym+R+UQXERfduZGibEeRF+ZT0YG8ZNEX7uHRrWYg0Rf7mlFT7J3RGAwj0anBnBEYGc7R7ij6kRgq2ZF16yZRGDbBkaT4/hEYR4kRS9W4ERhnjJGTcMsRGHqAUZ0XwFEYiprRtOFdkRibrxG8ULzRGLABUbX+dJEYvx3RwwpLURjMkJGmTtPRGNCx0WcWBtEY3EZRsCmsERjqWJGLZk0RGPf00cKEEhEZE2qRmnOpkRkdTRFZ1l0RGStmkYsLfFEZQW1R2mb/URldgVGK0JzRGW3fEaT80dEZfFkRmkDhURmMAxGhh1wRGZn+EW79/VEZqrbRrOkqERm5ONHBYqnRGcKn0c/CrtEZ6w9Rl4ex0Rn63dHlVb/RGgnIUby021EaHYzRmBDXERosYtG5rwNRGjizkYDPPFEaTaORuGtPkRpcrlE7VujRGmZ9kWyiQREaa2kROFkfURp3QVFSm4CRGo/FEY3aCFEaqEXRTFccURq6S1GsbWJRGsdAUZHWp1Ea0SURq1BHERrcEBGz45BRGu9ZUaXXN1Ea+ysRlebqERsML5GuniGRGxaOkalLapEbJ9MRsW560RtBjlEkMeKRG2qs0eEW+1EbdapRe7WskRuMwxHUqKZRG6idkatX0NEbtOiRwi3uURu+jlGCPCIRG8++kVyUHhEb7YrRtSavkRv+ZRGbQAaRHB5jEYK9RdEcL2GRnDrC0Rw9ChFyJHWRHE9bkdiIyFEcZk7RyeoIkRyBahGaac1RHIvo0cJAKdEcu29Rxx0ckRzK/dGkaYVRHNOQ0Xp4ONEc3BaRppAVURztTtGrzqbRHQZOUYqlxFEdCcDRQQmSUR0ab1Gi0QsRHSmPEaWi4hEdLWWRVmHk0R1AqZGJfMgRHUrNEalhHpEdXB9RveEgkR1tCFHHxmhRHXqVUc5fYpEdiJARW+AOUR2YORF+bYWRHaVlEZZpnREd2ToRcL2aUR4EiBFkMwTRHhv50bsAdFEeMDURSgDkER4+2FGvxaoRHkt4keHmQNEeVs3RvN8dkR51o9G1L7gRHnsZEWewpxEejxvRxg1hkR6ZSRGsa68RHtNMUaJIFpEe7idRmoFwER79StGxmWBRHwyU0XpfTVEfGwARXzY4ER8vXBGXm3rRHztqUazH2pEfV3NRy/G60R9toRHI0F/RH5n2UXiJI5EfqcKRp0jHER+9s1GF8vPRH+s+Ea+a+xEf93iRww9j0SAF9RGqRAARIA0CESm+eZEgHVMRk0SEESAiQBHDWlLRIC9I0YN34tEgNz5RyOmyESA77BGc9oaRIEM5kaa/c9EgSruROhV5ESBRnRFmmYqRIGXQUccadhEgap6RlcR2USBw09F/mYQRIHbbkZB7wdEgfxsRts1XUSCGkxGIIC3RIJ7PkWiqjJEgpZARt50FESCsT5HGj+pRIL3MEUW0xJEgxMmRT9qzESDUqJGUh11RINwTkeECO5Eg7CLRlXSukSEIIBGulTORIQ93kbfAqZEhHigRui6jUSEpjpF2vS3RIS32EXn7K9EhODGRaGRKESE/O5FKo9MRIUTNkbaEB1EhTaSRaGrAUSFVFNG0mLoRIWPkEceLbJEhbyfRlq83USF0xpGxXg/RIYgyEY+IBBEhj1ERwX1S0SGdl1G3RI7RIaQZEX6WzFEhqSKRXTVA0SG8LhGcwhzRIcmqkaxENpEh18ORy64aUSHdghHFwEDRIf4oEZq+CFEiBj1RoLx4ESIMzJGUtMCRIhOvEcbPppEiQvURZeVPESJHbJG9CyPRIlA8EZpO6tEibOERaEAfUSJyohGzPS0RIn+aUbxf29EikBuRYJMTkSKfldGTOLxRIqUm0bvhexEirAPRrNvSESK2JtGWuUqRIsqpkciyNNEi1uQRqYLd0SLfHhGrMDYRIuiXkZ8RedEjFcMRS8vLkSMuaBGhbGoRIzqrEXcDMZEjQESRUhToUSNEyRFVbcdRI09Ukal/BZEjV7mRgZ0oUSNno5GMtU7RI4C4EZd3mFEjh6eRqLn3ESOgSpG5fMMRI6amEUX6XJEjyldRYV7c0SPPLpGpOy+RI9ugEbfGN1Ej41YRwyL00SQENJHYb/sRJBqhEaTjwZEkUwARHSo3kSReipGUjg0RJGzVEWpFfFEkqwyRgNaHkSSwd5FPVutRJLlVEYpSutEk/mWRg+cpUSURbhF3cnSRJTKaEVsa15ElT92Ri57w0SVXqJFKXhQRJX2YkWoNSxElhRwRSjBs0SWLvpF1Vx2RJa2K0a48vZElySmRaU5U0SXgGBGLG1vRJfcvEZ8psJEmEhQRpmMUESYW71HDp6qRJjFSEbTmpdEmPQKRxUgOESZD4pHlwz9RJk2nEWjLTBEmVayRn3ndUSZ2upHMTeIRJoQokWfDcpEml3TRYCTgkSacphGtZh2RJtVNkWD2uJEm3VSRlp+J0SckSZHByMoRJyxB0WIfGBEnNB7RlbPdESdZoBFAHqnRJ3PAkYYQDNEnlqmRxOgZESe4RtGo1HqRJ9emUa96PdEoCS6RvR/TUSgf5VHEpUBRKC4hkZXsLtEobhjRgrCZkSiUpxGGDMZRKJwtEY5fTBEotYARJl7m0SjzsBF3ICHRKPoqUWrPbNEpdwARKMc5kSnr3hFoxI+RKhjfUWgWE9EqWbzRJ4jXkSp5KFGGUxIRKoTOEUrrKNEqmt1RyiQh0SuBzZGKlutRK7lSkayMBVEsxt2RoGC+ES0ggBEiwvRRLjbbUYq0xVEwRW9RwUa70TOmFRGeQTJ</peaks>
    </scan>
    <scan num="1253"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="131"
          polarity="+"
          retentionTime="PT1759.15S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.415618896484</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1301"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="125"
          polarity="+"
          retentionTime="PT1829.14S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">454.179229736328</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1337"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="144"
          polarity="+"
          retentionTime="PT1881.33S"
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</peaks>
    </scan>
    <scan num="1355"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="116"
          polarity="+"
          retentionTime="PT1907.57S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">452.828796386719</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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</peaks>
    </scan>
    <scan num="1361"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="129"
          polarity="+"
          retentionTime="PT1916.23S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">509.817047119141</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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</peaks>
    </scan>
    <scan num="1373"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="127"
          polarity="+"
          retentionTime="PT1933.53S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.320190429688</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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/gpEQ7wY1GhAFLRDwj/keijyBEPEk8R17Kf0Q8a31G2gOKRDyrEEaRHehEPNlzRi6oSEQ9HS5G1LAuRD1gc0d3jKREPYk+Rkja8EQ9sSZFCZrPRD3//EekcyhEPiT5Rxc6NkQ+ZKhH0MUTRD6nIkb0WPZEPunURzmA5EQ/OYRHCnLARD9ra0aJDVdEP6LMR0GtyUQ/7PFGcWkjREAyIEbsB/BEQGpDRRizSURAjmVFV9ztREDUAUZ56BZEQOCuRTvXF0RBFIdG4SscREFnSEdMvl5EQetKR4NrHERCX/dHgPSEREKamkeKEH9EQrsDRppzO0RC4dlHQ0ofREMJ8EaWuBFEQzU6RnfEW0RDYm9HLD1qREPAdUbvnvZEREk2R5ismUREaohHbMqlRESYq0WSgg9ERN3rReE9r0RFJTFGgaoTREVnlEcLkxhERa5PRmSu40RF32RG7hZJREYpA0ctdGpERmldR2vqA0RGm+hG4do9REbi20aIPlFERyuTR0wHyERHaZdGVkVaREfmNUaOVMRESCVCRvNxX0RIW0BE2FR1REh+i0SGm5hESOqCRqPLrkRJMfVGkWedREl7HkYad1VESdRJR2VwmURJ9TlFxO2rREouTkb8EkpESqreRxiX4ERK4WlGly1rREsnqUZyIN1ES2URRbtYIkRLqyVIHsmfREvuhUeWeNVETCmgR1BC3URMcCJG2T2ZREyIhkXDXlRETLVdRT29PURM9r9F6hZPRE0v8EbwOGhETaYiRvtcZERN6LZG1n+XRE4Z5kcU7WVETkvORpfJ9kROeLxHShpzRE6kiEbonJ1ETt5QRqA3BURPaKlHCxeCRE+YAEUilD1EUBCWRwi/X0RQaXRFKqS4RFCJ+0Vq79JEUOo2Ry7DGURRLipG45TgRFGzQkaMEkFEUf9ARlxFXERSR7ZGfFsyRFKFjUZUQFBEUtkkRnaR2URTUu5HQwsbRFNth0aF2wBEU9nfR4LMNERUNtZHJ8MSRFRogkaah/FEVM4QRl1BmERU97VGkr3CRFUcLEamRqpEVaQKRyZyokRV70hFcOe9RFYmxUYT465EVpsORpdGVERW475Gl2SpRFdD0kcezfJEV26zRllde0RXmqtFWLSDRFfNmUZSI35EWCF7RsGvN0RYeARHDwj+RFivCUYXjqtEWOa9R0INZURZMddHHaf+RFlvOEYpcThEWapGRweNXURZ21VFlNo+RFott0T7jNpEWmnlRyg7S0Rao0NGJlyCRFr0I0bg6N9EW2xkR58eHERbk0tG8be4RFu+GkdNijxEW++fR2FNa0RcQulFjV4rRFyMxkVu1iJEXM68RaaSA0Rc9fJFzNW7RF01EEdgnSdEXWqMRZBaOURdtU9GyLWBRF3qzUYPW01EXjSRRrl+jUReZFFHGneRRF69l0bAb0VEXvgGRpVHkkRfKp9HgoJFRF9myka5jX1EX4bdRbMN30RfsbJGHBdXRF/ziUbyC0NEYCoMRJtnW0RgfvJGYklYRGCpqUXl81VEYPIcRwJ3RERhJstGwCmVRGFo8UXC5nNEYbpMRrxcrERh8tJHBvKWRGItHUaI9FhEYnU8R6D20URiseFGZE5TRGL2AUbDCLlEYzeYRq6izkRjcqBGz1EyRGOJ6kaUeUREY8uwRoONXkRj8dlFomJ9RGQxzEXo16JEZGRfR4DZ5ERkomtGvGkgRGTM9UaGC+pEZPWcRnEII0RlH2VGIGeGRGVFVEaLhstEZXX9RiEbXERl1wVGZj5PRGX5zkX/jOdEZjT5Rkx/n0Rmg8JG6J6hRGayL0YL0MpEZtdlRchgoERm979HAltuRGdoEEc4CdREZ4+WRqad/URn7xZG7M1BRGhGT0cN9ahEaHP0RycIdERounhG9w3hRGjqTEaMF19EaPuqRUFE3kRpO4BHCusURGmGGEYJm3hEaeM3R5AK5ERp/JJHUCMORGo0bEUGq3REal+wRbmbo0RqgShHSbO8RGqng0bMPNxEau+xRqP/J0RrDElF81ysRGs8XkaqCf9Ea2N5RlMyu0RrgABEzp5QRGuzYEc9k2ZEa/PARxfRaERsQB1HezNMRGxooUbaR59EbLyDRopVgURs0LFFtLYARGz8xUapdvxEbSmHRpZNB0RtYZ5GKC0pRG2yuUdkjtVEbe1xRI9QYERuMh5E9XVuRG5VgEa6jT1Ebn1wRpbzHURuuXFF6EV1RG7lq0bjJT1Ebx+MRzYg+0RveBhGWdguRG+r+EZwHGdEb+bmRrjGH0RwAyNGHBAGRHBypkZ/DL9EcO5ERmU2hERxHilGC1j2RHFDw0bzXOREcYFwRk6siURx2UlHXm5BRHHwJEXVpaBEciMSRqlVHERyYwhGH/2ZRHLDe0a3ZXlEc2i2RjqUb0Rzo/pG3ntaRHPeQUd1ocREdAQARaLRw0R0ZehGZqcKRHS6OkdXGWZEdPSBRs3ePUR1LSFHkWb9RHWySkcQz1pEdfL7RodN3UR2NOhFrMYFRHZ2ikWF0axEdrzIRi1tXkR3RSdGM8NXRHezTkbPgktEd+ZxRYWQrkR4FkpHPphBRHhVvkaFXnlEeJVPR0xn3UR4yipHfytBRHl9sEWVF3JEeczpRW7DCUR6IUVGgbQeRHp28Ucs3sZEerEBRNlGmUR7BIdG+AhaRHs3Kka0kXREe3HMRgEu/kR7wVRGefhSRHv8wEU42/VEfD7DRv+Yi0R8qa1HChXKRHzerUZGWhdEfTeMRp5GOkR9SFBFvrlNRH1uTEYY7hBEfbYMRxGdSUR95vlGg7YfRH4CkkZNXmdEfjBTRy+9HkR+bIpGi+WHRH6NJUXm9e9EfrQURo/RD0R+6eBGO6CvRH8MAETN1UxEfzSIRubWnkR/efRGBhCsRH+mk0WYGL5Ef+/CR0+CE0SAHmZF1EbKRIA24UaC02lEgFMMRZgWtESAY4RFgcfIRIB2XEcW1gZEgJncR1BG60SA4I5GYqfxRID+fkbGGtlEgT8+RmF2Z0SBVu1GvHHYRIF54EVsZgZEgaIQRruD80SBvhhGVPuuRIHcAESUMD1EgfDlRyxKwUSCF5BHOyJ5RIJCgUcAp49EglvhRyFxxkSCcl5GpO4hRIKVhEcHvrZEgrBCRywu+USCxqZGX52tRILaSEZHtv9EgvtgRUdLpkSDOgBEn8k1RINPXkWs5jZEg1imRPricUSDjMRGVLsIRIPMqEYS3qJEg/SvRos9LESEH05GuVhVRIQ7fEYJ9JlEhFwmRrVNMkSEhphFDyeLRISX4EUHTR5EhLp3Rb8ATESE1udE9rZwRITucEb/4lhEhWTcRVBz5ESFjwpFQtSARIWkvkWPY9xEhbemRlR9DESGD9lGH6glRIYkIkcm6UBEhj0MRr4bB0SGXpBGsKoTRIcwXEYi23REh04pRdS8uUSHdwhGFh03RIe9dEanBpdEiAJ2Ro2HzkSIKZJGiomGRIhAPkUlPt1EiHIgRY3BbkSInHZGZC1GRIjYikX413JEiTFjR0wIcESJSD1G8mv3RIl/uUY1R5FEiaJyRQA2t0SJw9BGzaPtRIn8mUazE9xEiiywRqKpCUSKR/5GGhtzRIqApEa8AkFEipP3Rg0BXkSKpa1GFPBoRIrxTEWoFVlEixcJRuGmskSLl3hGZt8WRIvbcEax9ohEi+f4RiHrIUSMBABEiANoRIwdGkTRkLpEjEYoR53sVUSMX9pHC4r0RI0JvUX7CbJEjSMKRcknf0SNOjRGfa0+RI1aukb99vZEjZIWRwBWmESNwHRFzCkIRI5DnEY/XBZEjnjSRiG0PkSOsQBGnzQvRI7fbkbEOuhEjvhmRj+aM0SPOf5Ggt2qRI9kYEcTA5xEj30aRoC1E0SP1aRFSHzKRJBk8kYTn3BEkJGgRkIqEESQpRpGyWdYRJC6NEaxyTREkO0RRHWXbkSRAGpFzrZNRJEjZEZyYpdEkTeURh52Z0SReTRFi2mARJG2oUeA1CxEkd6rRrRyd0SSKZBGBAPURJI7iEXld4BEkmrdRuMz6kSShHpGsa5YRJKbLEbSirpEkq/sRm5ceUSS3OhE7XJ5RJMZYkWzQDdEk0B8RauFaESTrgBE6iy0RJQLOkWr27NElDiMRvmNF0SUVTBGfOi5RJSZmUZW1BNElLEwRk+bdkSUxAZGjJXGRJTZYUaEXdlElUFtRo7VmUSVX3hGpWDPRJWfMkW29rtEldbBRxAtxUSV8jRGSOBTRJYHYEZmFuVEliF7RgdqZESWOTpGlJ37RJZQQEdSgRJElqKORdh/DESW35NGCCcjRJb5HkZ5QE1El0DURYkA/kSXsJRGIT73RJfD6kaF7iZEl9YARAWVQUSYLjxGYyekRJhHEkV8tfJEmLaQRZD+hESY3WdGcZuuRJk4jEZgvmZEmVs2RrTPfESZf1dGuB9sRJnsgUWvuIBEmkJ4RoXLiUSagK9FkIytRJq1HkX/6cREmxsiRjUh3USbc1RGYuJ7RJuKB0W1GZ5Em6E3RhmtDESb3QtGIo4PRJwDiEYssy5EnDqERPSie0Scx8xGklHpRJz5nUYPgaFEnSrVRwpFnUSdNFtGPaZZRJ1R+UaI1/xEnaKmRkiUQ0SdvvJGVQTpRJ3kkkacS7hEnflERjTT20SeJ4JG+QviRJ5DuUYb8ZpEnmFaRhTs1kSeqaZGvF5uRJ7FGUckZrhEnvZjRadf5ESfFoxGB5yURJ9ChkY15XhEn2ZgRp5Y8USfg9dG7/I6RJ+siUXtXMREoGSzRheYskSggP9GmZ5fRKD2oUaSpb5EoTAkRkDUh0ShgplGaqK3RKHImUVvaZNEorZ+RUs2+0Si9XVGYPV8RKMXNUaFpMFEo8lERTSpI0SkHK9GijBVRKSPuEZ0CaBEpMKCRhFBs0SlJn1F2z6PRKVFpUaDGtBEpZa3RMics0Sl3HxGoUPERKYRGkY2IQdEpj8IRjAVskSnJqJGL1LxRKewfkcTO0xEqE6aRVi23kSoX/hFtodSRKiE1kWP7jBEqMGBRqHI8kSpBi1F13MhRKlOokbezc5EqWsgRrg/4USphfxG48CyRKmbgUajkPNEqdMwRw+wG0Sp9JxGkxgMRKomeEVkD89EqmSyRfQO3ESqh19Fh7iYRKqfD0UWTMJEqtY4RjFsaUSrh0ZGirXJRKuxCEZF++pErABmRgMBHkSsFtFGJfuWRK058UanhldErZh4RZBSbkSuHUVGU0vJRK6CskcKZPNErpvfRRUJukSvAIlGrh5mRK9Bw0YGFc1Er50ZRZ+YRUSwVOVGA5aeRLCRFUXZyyFEsL7xRQrKO0Sw4UlGDPvnRLHdKUVIGr5Esh2XRsAxYESyZVpFiXWkRLKehETdKAZEsuxoRWhCfUSzgptGk5PaRLO8skVCF09Es9ptRgApP0S0ZQZFE+LLRLWGOkb+Y5VEtsRiRalgI0S3PoFG5fzMRLgtnUWJCJ9EuLbzRkx3vES5HVBFDI/WRLlBPEamJaBEuVQARTS87US5poJGCnlURLnJlkZlHrBEuiSPRrXr0kS62ZpHBLbkRLvPlUYSJ39EvD6YRMPt+ES9wbNGiidgRMAuJ0VkwghEwGawRii2M0TGCIhFhjKCRMa6rUcDPt9ExvqpRk25sETHlStGstrBRMqLVUUYjMhEyrV/Ra9jcETMX8BGQsqjRM68YUVMIAFE0PDpRbAbgUTRBotFViWyRNOpq0WR4PNE1jjvRW7qZETfQgBEhtvpROIxpkbbKjFE8P5jRf3PKET7iE1GA4+nRRDpwUcLHQxFFGdsRqsg0A==</peaks>
    </scan>
    <scan num="1385"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="123"
          polarity="+"
          retentionTime="PT1950.84S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">647.315063476563</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1397"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="122"
          polarity="+"
          retentionTime="PT1968.18S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">510.092193603516</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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lFdEmYRMrmZ0XkDMJEzCZgRUqWTkTM6RVGLxJ8RNAHO0Sntq5E0pJ4RpiFvETTauVFBCtlRNvN5UXASKlE4VTKRbn1EkTiaUhE+953ROXNlUXSWzNE56lPRgoyXUTvWGxFnmzcRO/YYkW99lNFAypvRcm1zg==</peaks>
    </scan>
    <scan num="1403"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="113"
          polarity="+"
          retentionTime="PT1976.8S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.500885009766</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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