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</peaks>
    </scan>
    <scan num="254"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="22"
          polarity="+"
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</peaks>
    </scan>
    <scan num="266"
          scanType="Full"
          centroided="1"
          msLevel="2"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="287"
          polarity="+"
          retentionTime="PT676.224S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="479"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="567"
          polarity="+"
          retentionTime="PT702.619S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">862.543273925781</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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    </scan>
    <scan num="505"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="524"
          polarity="+"
          retentionTime="PT740.126S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">796.368041992188</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          polarity="+"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="469"
          polarity="+"
          retentionTime="PT763.101S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">512.015625</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          polarity="+"
          retentionTime="PT764.647S"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="538"
          polarity="+"
          retentionTime="PT779.75S"
          msInstrumentID="1">
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          polarity="+"
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          polarity="+"
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          polarity="+"
          retentionTime="PT791.464S"
          msInstrumentID="1">
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          msLevel="2"
          peaksCount="509"
          polarity="+"
          retentionTime="PT798.556S"
          msInstrumentID="1">
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    </scan>
    <scan num="551"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="553"
          polarity="+"
          retentionTime="PT805.271S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">643.769775390625</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          polarity="+"
          retentionTime="PT806.506S"
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          polarity="+"
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          msInstrumentID="1">
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          polarity="+"
          retentionTime="PT809.211S"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="652"
          polarity="+"
          retentionTime="PT815.508S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
             byteOrder="network"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="751"
          polarity="+"
          retentionTime="PT816.749S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          polarity="+"
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          polarity="+"
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          polarity="+"
          retentionTime="PT822.951S"
          msInstrumentID="1">
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          polarity="+"
          retentionTime="PT824.217S"
          msInstrumentID="1">
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          peaksCount="382"
          polarity="+"
          retentionTime="PT825.506S"
          msInstrumentID="1">
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             compressedLen="0"
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          polarity="+"
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          polarity="+"
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          polarity="+"
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          msInstrumentID="1">
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          polarity="+"
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contentType="m/z-int">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    </scan>
    <scan num="593"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="356"
          polarity="+"
          retentionTime="PT861.069S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">674.605529785156</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
          retentionTime="PT887.124S"
          msInstrumentID="1">
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contentType="m/z-int">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    </scan>
    <scan num="614"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="439"
          polarity="+"
          retentionTime="PT888.341S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">674.528625488281</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="413"
          polarity="+"
          retentionTime="PT909.844S"
          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="653"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="458"
          polarity="+"
          retentionTime="PT936.191S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">680.623413085938</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="660"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="458"
          polarity="+"
          retentionTime="PT945.571S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">628.990478515625</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="699"
          polarity="+"
          retentionTime="PT952.96S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          centroided="1"
          msLevel="1"
          peaksCount="683"
          polarity="+"
          retentionTime="PT1000.28S"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="451"
          polarity="+"
          retentionTime="PT1017.62S"
          msInstrumentID="1">
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             compressedLen="0"
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          centroided="1"
          msLevel="2"
          peaksCount="542"
          polarity="+"
          retentionTime="PT1035.11S"
          msInstrumentID="1">
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    </scan>
    <scan num="755"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="394"
          polarity="+"
          retentionTime="PT1077.2S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">697.238220214844</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="959"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="258"
          polarity="+"
          retentionTime="PT1341.47S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">521.332702636719</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="1163"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="138"
          polarity="+"
          retentionTime="PT1634.77S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">510.153198242188</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="1223"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="113"
          polarity="+"
          retentionTime="PT1721.98S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.606903076172</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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</peaks>
    </scan>
    <scan num="1229"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="111"
          polarity="+"
          retentionTime="PT1730.89S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.570159912109</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1289"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="138"
          polarity="+"
          retentionTime="PT1818.94S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">510.053100585938</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1307"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="123"
          polarity="+"
          retentionTime="PT1845.18S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.563751220703</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1313"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="117"
          polarity="+"
          retentionTime="PT1853.75S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">452.655029296875</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1319"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="126"
          polarity="+"
          retentionTime="PT1863.04S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">647.1982421875</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">Q0hTjkUZhclDSRgVRpZM/ENKEqdG9ToQQ00ZR0ZoHdNDTiPdRQU0lkNRNAhGwnxHQ1IzmUYWcr9DVEeiRZbUrUNXOFJE5B2jQ1kpVUXKs9ZDWyQaRpaTRUNdpHFHKd0NQ18kbUVI5xxDYQT9ReH7PENjGolHEKNcQ2VUjkZ4EJZDZykpRvcYzENpSa9GFBz+Q2pZ5kYwyFlDa0ESRb6WRkNuVUtHQTG5Q28kREbTAURDdAsNRohbjUN1KABFKfsLQ3cr9UbAxD5DeKqvRrciVEN5Qz5GdcEUQ3y70EaTai1DfUQ2RlRt1UN+PJFGlgOUQ4Akt0b98YxDgKHARYhxsUOBNKpGLIVlQ4GiNEciBWZDgqajRrZF/UOEtGxFoBPvQ4Ui0EWtjsFDhYftRa0qAEOGHkFGDnfsQ4ac70XGo/BDh7IsRb1RB0OJBulGt9yjQ4oaukbzrpBDiqpHRr0mnUOLohdGnfV/Q4ysmUXmo0NDjSDZRmqZhUONp4RHpHzQQ44gAUXXdN1DkYI0Rs5SrEOSjKpGFTHaQ5MqmkcbdqNDk37mRqwIwEOUHK1FxinFQ5R7ikZCrQ5DlSXMRrxGu0OVrVtHEDiJQ5aOP0Xv15JDmCpmRjLYcEOblnRHhhLQQ5v/PEZR7PtDnJz6R+QTLUOdMmBG/wKUQ52ZdkXBtHxDnqT6RfP2K0OfbHBGIGh9Q6GVpkZ8KSZDobl9RXKVmEOiHixHHtMBQ6MR1kWp3cpDo50jRpvg8kOkrk9GcpaHQ6WsGkftbEVDphoJRs8w3UOme1ZFv7QaQ6c5dkXdYOZDp6NIRo5vqUOoM9xGqeJ8Q6i12kcaqVFDqSt8R2ejFkOpse5IWruQQ6ood0gFQ5xDqpq7Rn/vAEOrEv5GwFcHQ6usl0XPQRxDrBo2Rs7WPkOsqv5GrG1uQ60vWkXyfKxDrXYOR4l7LUOvdhBGht7YQ7BGxEcS73RDsSYIR5M2CkOxokRGDZwRQ7IzXEbYbdxDsre0R2Khg0OzLW9HRdO8Q7OhpkbhOs1DtbBwRkqbo0O3DABFHi3fQ7eyOUfNG61DuEmuR02YpUO4q4NH4QvKQ7kpakcYfjlDuamgR5wpD0O6JcpHdqsvQ7uF5EYOafxDu8kDRUWrikO8MWRG7ahAQ7y0e0bcWmZDvbrXRomHZkO+k7VHBhAhQ76ovkWTey1DvzFwRTWVPEO/vLhHuVUAQ8AsJEfphBNDwKluRxsQ40PBn8BGW5OjQ8KVfkap5dNDw61XRrMFMEPEPW5Gbz6BQ8S0iEaSubVDxSoORLGEIkPFshpGV1BVQ8Yhe0bOFkpDxnLYR+LmlkPGtR1HeIboQ8cIAEW6gtdDx6hQRlIcnkPIsWNHjNSyQ8o16Ua7m65DyqGoROVSykPLLRVHIHzNQ8ui5UcZYr1DzMUTRjS5sUPNovpFp2Z4Q88MfEbYn9pDz6LQR6sas0PQG+hHM/C4Q9DWmUW6outD0YtMRmYmnkPSLd9GahEBQ9KxQEgWzUBD0ySsR4fT8UPUvaZG60/xQ9UY0EWxI3JD1ah4RzTxrEPWNa5G0tIBQ9aX/kYQrBtD1tNeRYDck0PXI+1Gu+vGQ9eOhEdKichD2EciR01SJkPaqupHKE6BQ9s8OUaRknFD27zURjEyO0PcNE9FutM+Q9yk0EWdYU9D3XkgRqkAqEPduRRFlFoKQ94xfkaFNxhD4ATXRwhWz0Pgj/RHYbA6Q+GjSEcbYWpD4kCXRxQbC0PiuQdIiYZgQ+L/hEdx7K1D48qoRi+tTkPkxiRGJfrFQ+Ww60alm3xD5dvmRgOEGEPmIoJFF6vDQ+adOUZK+1ZD5zMjRsNPKkPnn/dFiOoEQ+gRskYXY0lD6LAFR/m4wEPpLCJG0BKLQ+mzRUbiNapD6kwARIPzx0Pq0mtFQk3zQ+uvy0dVwFlD7EFpRnUKZ0PssbpGpZhfQ+09iEbdHPpD7aL6RxGnO0Pus4BEhFcaQ+8/kkdhNqND76mqRnz/b0PwBUJFknwdQ/CuD0WAdaBD8TznRyh1tkPxuwlHAt8bQ/Ig2UXW3m5D8sTYRnGPR0PzlT5GyNKNQ/SrJUTwl+pD9boBRiuEA0P2oK1GlBH6Q/gvpUcVGaBD+LPwRoC3wkP5REtFnEcOQ/mq6kcEU+lD+iINRMR1WEP7LopHGQSOQ/wXmEbRZgND/KoxRsuJhEP9tqJG9aKjQ/6+f0g3F9xD/zK2RhFzcUP/tetHH3H3RAARKkbekCJEAFmMRi9RF0QA6VJHEu8yRAEUdEYhMflEAVsoRbrp/kQBnX1GQjdiRAHOKkaSC/pEAewARSqn7EQCMOJHDVj3RAJt0kZ9D7NEAp7LR1q1pkQC0oZHkB8KRAL7UEaZhHBEAyX8RfP260QDWUJGaEt+RAOhUEfBQ9VEA+U+RoekjUQEHvBF1+SCRASdq0a1xEdEBNReR0l4JEQFHzhHY2htRAVWkEeyKE5EBaD6RdIa0EQFzRRGZtZhRAX1i0XkesFEBhtoRg8kJkQGWZ1HL0EiRAailEXfe4ZEBsriRddyekQHYCZG7tTcRAhRIUbiwRNECJl4RVJH3EQI2qtGP9MwRAkaJ0cDTglECWksR2VYs0QJgUhHDh9nRAmwAEVO5ZlECd8eR37+P0QKX4dIJ2zWRAqomEd24LxECtnERiTJZ0QLKj5GiXQRRAvXNEesg1dEDCAARJgVJUQMSxxGHOoGRAycAETluYJEDNhQRpJqYkQNB4NGINXiRA0scEaUKRJEDVy0RrUcoEQNqRBGvGDDRA3nrEc1HchEDiIgRgw3gUQOmEJHiHxXRA7i6kb1qhhEDwRERdkF+kQPL0NHIJ60RA9fCEYMkkpED+DYR5+2lkQQIA1GcRz+RBBjGUhKMcFEEKP0RrvPy0QQ3n5GgIElRBDvLkYOlAhEER2QRmvde0QRVWNFkY5PRBGgYEbKOP5EEdreRvXUg0QSFVJGw12GRBJOM0a1D6VEEmgORfIqekQS4vpGOubTRBMlFkXTkbREE2HBRlWo4EQTc7hFkUs5RBOaQEcQraJEE+UARqT7YEQUHrRHjeChRBRdCkc1fvBEFJraRwUsZkQU3SZG9TqZRBUgA0c7hz5EFWElSBhndEQVpGJHNRWuRBXvkUc5fXBEFi3sRnzrNEQWX1pHiOwrRBaflkbMbY9EFt7mSFtQYkQXJZJHs3diRBdgvka7EqNEF+vWR//TkUQYHVhHoUdKRBhIjEZUSv5EGIWJRuNtwkQYsABFDfdnRBlZFkYAnQFEGZ6ZR+TFAUQZ4OhHnAGHRBpi7UeF6GNEGqKQR0BHBEQa3YxIL1XwRBsYGEdm6BNEG2b+R7Dn+kQbnsZG00ePRBvo2kcukQNEHCKLRpaWYkQcWWpHOVHTRByhEEbAVSREHOspR7n7K0QdGGJHX6xFRB1Loka1oclEHd7xRr8ACkQeB3hGI2rVRB5o6kYV855EHqs0RqQEhEQe3mVGTmAwRB8S1kZ3ujREH2JZRwbIGkQfqZRGXrsFRB/a5Ec3DshEIB7zRwqb4EQgYRtH5OPhRCCb5kcToVdEIOE8R28lI0QhJZxGpbiyRCFVlUTwsztEIaC+RaMA6EQh135HFDFZRCIe4kXQla1EIl/zRrW7C0QinDBGoda4RCLQ3EcUzsVEIuF0Rj5GTEQjF65FxCxTRCNobkauG8lEI77IRoCis0QkI0dHCDHORCRn6EXDtrJEJJ52R6rurEQk0DRHifVmRCVCnkWvKlxEJWm2RmWiCEQlqT5FzQQGRCXghkedEE1EJhcgRp51r0QmK3xGhnbGRCZSukYfFSREJnQARI9DckQmpixG1PZlRCbhekWIJDlEJx4ARUaSOUQnXopFsT5IRCeJKEaQDNlEJ7AARPMqnkQn225GnkpnRCgBuEcuv5BEKCjTRl0NjUQojqpGXwHbRCjGSEZVqYVEKOhMRlNC2kQpF7hGKm6DRClNS0c1rFBEKWwrRqqbCEQpnYpGchFyRCnqxkeFffxEKh6MRvX+CUQqaFRHmA2tRCqjXEdsLslEKt17RhQEt0QrMRJGpS6cRCtkpkdGWJtEK7XCRtgLT0Qr2eJGmKXERCwelkcEtaJELG0yRoAIyUQs3UtGnC4ARC0I+kMjqn5ELR1YRP6MEEQtaCJGrgVIRC2bD0cQeQhELeJoR6Ae0EQuJoxHY5pLRC5d8UZO8n5ELqlhRaZc7kQuzLRF6tPuRC8gV0c9ADREL2caR4CLJkQvrsNG/y7JRC/kb0gsHtpEMCUuRzNku0QwdipFLDRBRDDF9kc69vVEMO4ARkfzI0QxJThHBxtFRDFV/0ZLTzNEMXwARHFBpUQxr1BGshkARDHgFEchDh9EMiBfRkuY+0QyX8BGqO1nRDKnj0dOU2tEMtGrReQPJUQy/7xGDbJ5RDMmQ0b3GwtEM1tkR0sT80QzogFHD+ETRDPXIEVQmxJENAEwSAwGlEQ0Zi1G6vEiRDStTUeDKdVENOasRywCo0Q1Pm9G4oXlRDVcAEWhwBhENZ4TRiXvrEQ17FRG1z09RDYfa0dYpOlENiqCRema7kQ2ZRhHesZQRDam/UYliitENuAVRs6gykQ3LPlG6GMPRDdiSkcU++9EN7rYRzD0EUQ36JFHZgKIRDg4u0fHn0tEOGpXRxYqhUQ4kx1HO/fGRDjiyEbQyuNEOR4FR4zjTEQ5aatGZW7QRDmq50cwE69EOdoQRuiRzkQ6Vt9HTIIVRDqyCEeI4QtEOvg9RbyN30Q7JgBGkEwyRDt0O0eXJJ9EPEC8R6ZZKUQ8XRxGqJXTRDyjEkcIKX1EPOPRRxLmZEQ9BHpHbr0nRD0vkkbGDaZEPWQARKGlRkQ9peJHOIqpRD3wtUbbGpxEPiv4RrOwPUQ+YFZFPsaLRD85XUbEI2FEP2+tRiz0AEQ/prNHThWMRD/s/EWT1lNEQBjKRn8gakRAOZxFpbduREBj3UbvRc5EQLF2R1zr1kRA4o1F9XhpREEo6UatdEVEQWMURuJC9URBpN5HxS5DREIB70ZyxLREQiPZRt+R8ERCXVBG0nRtRELknEcqarNEQwYzRnz1IURDMIxGH+mmRENecUV7fv9EQ7AARKGlDUREDvBHjwDVREQ2qUcr/G1ERFZrRnJXyEREgLhGjwiZRESls0btOglERPNSRq0RDURFHPVHVOZ+REVMMUWp+NFERbPDR6FZAERF435FnlPiREYfkke8QZNERiwARj7Mj0RGaQxHiMB4REaocUfQHDVERuEIRgAul0RHE9RHIWGiREco6kaPpWhER2ymRs5CmURH3sRGY9zLREhpNUYZtAtESKoCRsMlYkRI4QZGt+yQREkCxkcLhrJESU4wRyAvoERJevxGK8rKREnY1kXMxRZESim/Rx1qYkRKZeFHN4kEREqjJUVEIH1ESvc7R2pXrERLQABEnwmwREuxTEfLHDJES/FLR4zk70RMKABFDVxkRExvoUd3HkBETKpwR5vqwERM6a9HMKpyRE0oS0aJ4xFETV/FRb1xpURNmVNHr58FRE3ZiEcpDWtETfwARPOJk0ROOiNHR+j4RE58Rkahs0pETq4SRo6o3ERO7OhG1Fs7RE8h0UbIIf9ET3E1RseSIERPpBVG5CvURFAKXUaljg1EUDJcRm+toERQq/xGb5efRFDrpkdLzYdEURgeR2hnykRROIZG888kRFFpSUXVAZ5EUaXaRuYrkkRR1XhHDXmFRFH0akaD04BEUiO8R3XPKkRSNxhFymlXRFJxcUZwvuZEUq9ERuC1/kRS7sdEthyuRFNlH0ZbAJ9EU6VORvO9P0RT7WdF0G6iRFQRu0XepsxEVDk0Rw2gdURUd3lHjJR8RFT06UZYxmhEVXEARsRCV0RVtKhHYKYpRFYdc0eZTrlEVm1qRz9QG0RWo7tGQc7ARFcqyEXHeaNEV2OfSBD9bERXp4VHPxmwRFfxoEcd36ZEWCi3RwsjIkRYT71GpnhWRFifc0YBjFlEWNu8R1aKAURZIZhGiujTRFl8AESxQOpEWbP4R6U+YERZ4b5Gty1oRFpKsUYUnoFEWm3PRa+95kRam39HIZdhRFq6WEZntHJEWuwARKsm7kRbIddHTm5RRFtFAkcaLW9EW2w/RwtbVERbr5VHUivHRFvueUcioohEXDFeRpbMOkRcdqlHIySPRFyuo0ZlRy9EXT8VRlbnbERdfmZHSqTERF2sNEa9evREXcQARbuHe0Rd9/lHHogpRF44J0Yar/NEXodoRwyESkRet25HuOHgRF742ka6bsJEXx6QRm8v10RfL/hFfULERF98mUcwzRpEX+59RneMqERgMR1GVtvtRGB/WUeHdsdEYL2FRb5ufURg7U5Gk6aERGEbD0ZC69JEYXqKR4TzIkRh5TdHLGgZRGJrnEaw+yREYqKtRocJdERi7tBG+0QCRGMzq0YODZ1EY3nPRyKn9kRjuStGE03kRGPv70bNDThEZBk5RwKioURkeDRFTgUcRGS1G0dL7WdEZQddRoFUEkRlRfJGqmBNRGVsAEUGdjREZZU2RzsMukRls7ZHHTxuRGYFpEc29IlEZjeBRxzap0RmWABGO77CRGaEx0bchrxEZsoARroL/0RnJC9Gr/RLRGc/PEYYRLpEZ2xKRhLOL0Rn7EpHEvYeRGgwvEcDp7tEaD8mRarDP0RobxpGiQR+RGitKUbh8VJEaO+cRtEs+URpNJFHFUZgRGl9TEa96ItEabMtRtPs7kRqAftGCR48RGoxm0W2J1REamHIRzyWHURqsg5F9R/YRGrtVEbE8+tEax8VRpteaERrR/tGowdFRGupDEYWiJBEa+4jR45oMERsPUNGhWsvRGx/A0cPvcZEbLL3RzCJUERs71ZG99daRG0xkkaK8A1EbWivRwv98ERts7tHW7K/RG3lVkX2X+hEbiGYRxQSq0RuY/pHCVL6RG6ORkaQSlNEbra3RtVSUERu/7FG4ZdkRG94GUbKOCNEb7gvRyT8kkRwEWZGiijVRHA700cOGRFEcHoeRru4eERwlPlGZI/fRHDHbkZyl/pEcPYDRmXRN0RxQZxGulTfRHG95UduIWNEcfmbRoBryURyK3ZHBYG8RHJlh0TLVlJEcq7mRjhsqkRy9fFGoBX8RHMzFEd/vjhEc3LLRszOX0RzsIBGuKBgRHPqlEeYlfFEdGpAR5q27kR0veVHDzf0RHU/tkcXUP9EdYQ9Ru/s40R2TwJGHz+bRHcDgUdmMxdEdyNURqT0BER3bjNHZJd+RHfA7EUvrOBEeAU7RiVE4UR4PwxGPvfXRHhxa0bjLphEeJpRRpyyo0R43SdGWjpVRHkxr0Zc7IBEeVlPRcuB4kR5ivtGmmvXRHpzP0Za+tpEevS6R71op0R7JcBFnqAoRHtj/EaZgglEe4iPRbwcPER7uLBGNqcHRHv60kZxxZNEfE1ZR5U8qER8ceVG1psTRHz1u0b3OsZEfV8cRnxrfUR9tjxHRXWjRH37q0deFMJEfhQARfkyd0R+YUxHofOrRH64CkaG9j9EfvZZRpiTNER/MItHiI8PRH91nUboMM5Ef7SHRiDsRkSAAABEduShRIAYAESgksZEgC8dRs4lYkSAXORGok1oRIB3nkZD6hdEgJ2CRo4F80SAuJBG68B/RIDK4kYZgl9EgR1ER0CM8USBLVRGivJjRIFkaUUvezhEgYOERr7xB0SBnQZHg4b6RIG7mEZKMqJEgdkuR1CWT0SB6IhHLeRaRIJ51kcBxc5EgrOwR2LhkkSCwgBFzsltRILa0kXgZtpEgv2IRojA+kSDISpFOkqgRIM4ika9fRlEg0rTRm+f9ESDeX1G27r9RIOoVEZ0yZJEg8DSRln/O0SD4v9GgGIDRIQgekbFHPZEhDr8RpEwjUSEgGVFlG9dRISUCUaOLnZEhMKbRwC8hkSE1+ZG7f+GRIT5w0Ycu+JEhQ/QRwc6WESFIypHPUFIRIU8AEVTuqhEhXBiRW5Wb0SFiIBGinxZRIWdLkcvtLREhdNpR22qG0SF+jBGLnEmRIYbuEcLLtREhjzQRsJgQESGhWpFH6Z9RIbWhETziJ9Ehu9kRuXpF0SHJR5HLGNMRIdAiEcM7ZREh2FyR3c2rUSHeABFr1fARIeg8kbcpkVEh7j2Rs/uaESH4wxHBsx2RIf1YEc6OKFEiBSLRrgw5kSILSBFilKHRIiYekcYEzREiKt6R017mkSIwupHT4E5RIjbHEXRLE9EiR3sRzcdq0SJjZZGOHMSRImqVkc7P29EieJ6RpqDxESKK05HQCgnRIo+lEaMO1BEin5bRgZbeESKu/pF1fVmRIr4WEcP8gdEiyV4Ri5nokSLScJGSVczRItfDUYr+ZZEi3rCRq+4fUSLoQxGu1xNRIux/kZ4qYxEi/8aR41zSESMoHxGj4D3RIy6+EYWVDtEjONsRjiUVkSNFSBGt3BBRI18S0XcRnZEjZt7Rs645kSNvSxGP+NyRI3amkZaTaFEjfUfRuEQYkSOHGpFhTCwRI42nEXP4CtEjlchRpIP+0SOfwtHG04RRI6SP0bUj+BEjuy2Rij3ekSPICVGot0tRI9c1EdR8AREj3VGRaLcWkSPstZGPX02RI/F3Uc3WohEkCR0RgQ3r0SQWdZG3WmwRJBkakZvJttEkK5mRZUCvESQ3uRGYhaMRJD9JEX95CtEkTAsRvZsKUSRqy5G9IDURJHlnkaQmXdEkkF2RaUr30SSXRxF++O3RJK7ZkYBObREkxk0RcPP2USTOvpF3r4TRJNfYEZL9XxEk9yeRO/a6kSUImRGpHbYRJR3GEYMx5ZElJE2Rm05J0SUtp5FlermRJTR90bgq2RElR/kRmLP40SVKLBFu1cqRJVnCUZdO61ElXveRqsI/0SVnIBG5LEERJW7U0boIa1Eld+kRfa5tUSWEmZGDbMIRJZJNEaLzQJElmMaRSR3AUSWex9G93v+RJafPkbpsYxElrgCRns+JkSW4pBE4bH3RJb8skadVfpElx6uRfVG4USXOiFHBpQmRJekk0ZWc4hEl76qRebkgkSYBB9GNnOqRJgsvEZd/U5EmJ7HR1JWJkSYvEpGKWrKRJjwYEXlTCNEmRTKRfPFRkSZSrxGR4/uRJnDT0asJo5EmccxRZLLZUSZ/GlGlrWJRJoGY0W1hO1EmlzXRmnVWkSaeMFG8FQRRJq6nEa3osdEmtqoRngEKkSa+XZGEnmuRJsjDEbPNu1EmzxfRwyJmESbf7dHISw+RJue1kb3zfhEnB7oRxDmpEScXsBGNyXNRJyAv0bE/rFEnJJkRpCihUSctZJGVqBIRJzk1kal1DpEnQjwRsKUpUSdNyFGz/XtRJ1KAEWowC9EnVy1RySu/USdgABEka8PRJ2Z2UcZ3bZEnbfbRY+PnESd7F1GDZprRJ4C3kZvyepEnjKtRu+qRUSeoddGDJO4RJ9Rm0YV5c9En22cRpHheUSfn6ZG9UZYRKACxkbsGQVEoAhRRZEMUESgGTxGX4x3RKBYD0WaFAJEoGeTRVuONkSh6a1GgRZ8RKLYqka/dTZEoxiTRhsMyESj/OtGeVTtRKRkAESReF5EpKlrRcLI3ESk5KRGvwYtRKUjxkZSsGZEpchqRms+gESl39dGi+lfRKYbe0aVwAxEpiS4RgQIkESmh4ZGxEiQRKanlkYneF9EpuI8RiAaTESnCoJGlCL6RKddnEYhNy5Ep4kfRfmpBkSn3xJGW5sdRKg+oUa0TJFEqIp3RhXLj0SoxWxFoq2VRKjjR0WWfY1EqdVJRyq7bESp5ABFoQtjRKofIEbvRUtEqrLIRvDKH0SrAaJGvOS4RKt8gUXEI29Eq9slRMALQ0SsB/lGI3ZzRKy42UWxKRZErW2BRfvmgUStuLVHYItFRK4K6Ua34p9ErmNJRkGLdUSwYbpG3YDWRLCFgUaunKxEsMFWRgQZOkSw/xVFLDIcRLJJxUZKEL5Es0DHReFQL0S4rmZFZZJFRLm4v0adCBhEusOhRaZzxkS8hWlGXzQ7RL02AESax+JEvk7kRfZtNETAcSVGMkVeRMG+qUYx/8JExPyFRjdYskTFGGhF3Hn2RMcjEkaQiS9Ex9DRRUvd+0TJcWpGhYIaRMso6kY7mPxEy0JnRJwdQkTLZr1GPdScRMwkhUdJ/h9EzE6dRkyPx0TQ8Y9GPb6WRNgVKEYQzwtE2OqvRgp+mUTb00VGHgAgRN22qUZbhC5E8R9BRoAey0T3llNGnPBFRQW3LkYQhnQ=</peaks>
    </scan>
    <scan num="1361"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="103"
          polarity="+"
          retentionTime="PT1925.28S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">719.973999023438</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1385"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="101"
          polarity="+"
          retentionTime="PT1960.18S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.390197753906</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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</peaks>
    </scan>
    <scan num="1391"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="112"
          polarity="+"
          retentionTime="PT1969.2S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.313934326172</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1409"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="82"
          polarity="+"
          retentionTime="PT1995.89S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">826.445434570313</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1427"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="100"
          polarity="+"
          retentionTime="PT2022.22S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">649.431091308594</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1433"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="81"
          polarity="+"
          retentionTime="PT2030.9S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">523.128540039063</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="1439"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="131"
          polarity="+"
          retentionTime="PT2040.23S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">510.511291503906</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="1559"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="113"
          polarity="+"
          retentionTime="PT2214.37S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">511.799163818359</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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