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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="7"
          polarity="+"
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          polarity="+"
          retentionTime="PT707.638S"
          msInstrumentID="1">
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    </scan>
    <scan num="483"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="514"
          polarity="+"
          retentionTime="PT708.99S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">850.083740234375</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="432"
          polarity="+"
          retentionTime="PT716.29S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="454"
          polarity="+"
          retentionTime="PT725.998S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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             byteOrder="network"
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          msLevel="2"
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          polarity="+"
          retentionTime="PT727.297S"
          msInstrumentID="1">
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          peaksCount="529"
          polarity="+"
          retentionTime="PT734.425S"
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          polarity="+"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="590"
          polarity="+"
          retentionTime="PT751.664S"
          msInstrumentID="1">
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             compressedLen="0"
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          polarity="+"
          retentionTime="PT762.023S"
          msInstrumentID="1">
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             byteOrder="network"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="438"
          polarity="+"
          retentionTime="PT763.109S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">705.876159667969</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
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          msInstrumentID="1">
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          polarity="+"
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          polarity="+"
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          polarity="+"
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          polarity="+"
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          polarity="+"
          retentionTime="PT802.68S"
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          polarity="+"
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          polarity="+"
          retentionTime="PT811.829S"
          msInstrumentID="1">
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          polarity="+"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="524"
          polarity="+"
          retentionTime="PT816.71S"
          msInstrumentID="1">
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="534"
          polarity="+"
          retentionTime="PT824.497S"
          msInstrumentID="1">
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             compressedLen="0"
             precision="32"
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          polarity="+"
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          polarity="+"
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    </scan>
    <scan num="570"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="714"
          polarity="+"
          retentionTime="PT828.345S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">965.507751464844</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          centroided="1"
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          peaksCount="666"
          polarity="+"
          retentionTime="PT833.247S"
          msInstrumentID="1">
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             compressedLen="0"
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    </scan>
    <scan num="575"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="492"
          polarity="+"
          retentionTime="PT834.409S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">769.038146972656</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          polarity="+"
          retentionTime="PT855.994S"
          msInstrumentID="1">
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    </scan>
    <scan num="596"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="430"
          polarity="+"
          retentionTime="PT860.856S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">674.420288085938</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="328"
          polarity="+"
          retentionTime="PT868.773S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">674.444519042969</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="594"
          polarity="+"
          retentionTime="PT883.08S"
          msInstrumentID="1">
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             compressedLen="0"
             precision="32"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="447"
          polarity="+"
          retentionTime="PT884.314S"
          msInstrumentID="1">
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             compressedLen="0"
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          centroided="1"
          msLevel="2"
          peaksCount="603"
          polarity="+"
          retentionTime="PT885.601S"
          msInstrumentID="1">
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             byteOrder="network"
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          centroided="1"
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          peaksCount="765"
          polarity="+"
          retentionTime="PT886.935S"
          msInstrumentID="1">
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      <peaks compressionType="none"
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          msLevel="2"
          peaksCount="356"
          polarity="+"
          retentionTime="PT888.288S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
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          polarity="+"
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          polarity="+"
          retentionTime="PT920.139S"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="582"
          polarity="+"
          retentionTime="PT921.26S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          centroided="1"
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          peaksCount="505"
          polarity="+"
          retentionTime="PT941.653S"
          msInstrumentID="1">
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          centroided="1"
          msLevel="2"
          peaksCount="655"
          polarity="+"
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    </scan>
    <scan num="669"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="462"
          polarity="+"
          retentionTime="PT949.897S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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             byteOrder="network"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="691"
          polarity="+"
          retentionTime="PT951.998S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">812.176574707031</precursorMz>
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             compressedLen="0"
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             byteOrder="network"
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    </scan>
    <scan num="671"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="427"
          polarity="+"
          retentionTime="PT953.335S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">800.323608398438</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
          retentionTime="PT978.247S"
          msInstrumentID="1">
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             compressedLen="0"
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          centroided="1"
          msLevel="2"
          peaksCount="443"
          polarity="+"
          retentionTime="PT987.787S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
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          centroided="1"
          msLevel="2"
          peaksCount="456"
          polarity="+"
          retentionTime="PT1064.25S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">872.461791992188</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="465"
          polarity="+"
          retentionTime="PT1071.51S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="534"
          polarity="+"
          retentionTime="PT1111.95S"
          msInstrumentID="1">
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contentType="m/z-int">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</peaks>
    </scan>
    <scan num="968"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="261"
          polarity="+"
          retentionTime="PT1345.85S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">521.6435546875</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="249"
          polarity="+"
          retentionTime="PT1354.49S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">535.69921875</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="1064"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="236"
          polarity="+"
          retentionTime="PT1483.17S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">510.360931396484</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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    </scan>
    <scan num="1070"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="206"
          polarity="+"
          retentionTime="PT1491.83S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">697.629577636719</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">Q0gqIEYLaClDSTLIRwnor0NLLo9G8meqQ00hq0cDaotDTxwVRhnXfkNQOm1FX7M9Q1Ezp0XUSDFDUiocR1AnJ0NUWJBGC5jQQ1Yks0ZJnyVDVx26RyMEZENYTSJGTF/pQ1oaUUYRW4hDWxIBR1B6ukNcGlxGQSkjQ10j9Udd4atDXhwiRjI3FkNgVSxF/5XuQ2EV0UZEVQNDYiw9RwWTikNjKqVF4iWnQ2Q76Uc0/JNDZSotRthkY0NnE45Fp81hQ2kgxEYT9y9DaxMNRpfN6kNr+t5Glw/zQ20WSEYeKMFDby9dRzJfvUNxQhdHCQnYQ3MqZEcCiptDdErrRsxfgUN3O/BGPhoHQ3k8CUYY2CdDfRvuR5hWCkN+G8dG5w98Q38ibEd3CplDgQgARFv/7UOBkutGpZZRQ4IiCkaLCaVDgpVBRqOsbUODIitGRs4jQ4OSvkXTegxDhB9ORoX8PUOEpuNHiQsrQ4Wrekb9hIlDhhEeRV+J2kOGpNBGByDmQ4ciEkYd6ptDh7A3RjMhDUOIGJRGWNfTQ4k3pkYG4ZlDiZrnRkMzC0OKE1BGA8BWQ4qh+EeqrFpDi5upRyvZDkOMFAxGvv0NQ4yWSkW8KX9DjRQ6RjYAIUONnDJG9RGNQ46UnUcqQBVDjs9yRU/W4UOQJcRGNybnQ5CgBkaE/RtDkRSCRYJPzUORnDxEaaFOQ5IXWUYt6Q9Dkp7XR4hunEOTExlGu764Q5OydkafFpZDlCUaRt60NkOUmFpGmnwaQ5VRikcDwbJDlaRuR18xIUOWKzhGliZpQ5aPdEZW+clDl6IoRTluskOYnZNHSgNUQ5kIAETgCQVDmZuCR0gsSUOaIZNGKlb1Q5qvH0cBDp1DmxidRx/7BEOcBIpGh/JtQ5xaaUWlRkxDnLAARDoaMUOeLPtFFGCSQ5786UZ7wJNDn0rERjI4FEOfibZFregDQ6AbaEaO3BlDoITaRt0B7kOhhodHopxEQ6IdlkbvHrBDoqXVRmeikkOjIlRG9dlQQ6OWG0dwGNhDo/TsRjDJuUOkvMRGmAVBQ6UNCUVkJ25DpY5aRxtYskOmG9pEt5xCQ6a2MkefmyxDpx+YRmF+R0OnkvpGrvgZQ6gAiUTbJBRDqILMReF/2EOpEsFGvwg3Q6mlnkdW025DqiTdSErLEEOqfkJHWByIQ6uykkaiezZDrAX5RajP4kOsTLVFhjpiQ60rykdsSpZDrYkdRoFOB0OuqxRGS0qiQ6+NdEad8nhDsC0GRprDLEOwrzdHFKDNQ7Eh90ZNLX1DsbgORi+GiUOym95HpmbsQ7MjikdF08dDs6Z2RpmwK0O0Dx1GFw7bQ7R0CEaonFNDtSQgRirNY0O1rSBGr3X0Q7aonkbYSvNDtxOYRlJU4EO3ouxFVR7dQ7is2EXrgIlDuZXgR4Rjz0O6JsFHjlQcQ7qgFUUJwJ1DuyUYRgf2z0O7qlpFl7eOQ7wimkfqPlxDvKmER4sULUO9oIJGHehXQ74iPUcWoG5Dvr2rRicAYEO+0hFE7Bn6Q7+qhUYIJbxDwBJKRqMQnkPAiV1GN1EzQ8EwzkW30O5DwZ5kR1vN8EPCJshHCZSbQ8Kd+EZqmyVDwyQARppuKkPDuS9HZjaHQ8QrAkeMiI1DxJ9aR6oCCkPFMDNGZLpdQ8WsrkYREbhDxfQeRi0D9UPGdn5Ip+imQ8a4x0gh1hhDxvweR6YtpUPHQABGPZ63Q8eeIkcmMzZDyBISRWHjrEPJM1JFq+EUQ8l4Akbj+3NDydosRnEG90PKmsNFrQeEQ8r02EbBPgpDy8U6Rlq9R0PMSppHJiOFQ8yijEcsu/dDzVyiRq9wQkPNt4hHIZjMQ84W+EbeajpDzp1dRhObu0PPoUZI3WE2Q9AiMkf9c71D0NNAR1LP+0PRMKdFJHrzQ9GvNEdyTntD0jS+RdjviEPSqs1G0Mx+Q9MtNEZAOh5D06oQRhtbQ0PUKwhF1fiOQ9S8x0WgUn9D1T4CRjjUrUPVqitHRgjGQ9YoeEcbquxD1k24Rg7yREPWur1Hb57XQ9bc60a3UqpD1zPiRdZAvEPXn7hHg+c6Q9gcDEcrbJRD2Jc8Rk4hnUPZDBBFwZgcQ9mTnEegpuZD2jQlRgUUQkPatBxHrXLyQ9r56EbeYktD26g6RiG+1EPch0tHGI7DQ92fIkfLrYdD3h6KRqCyZUPerQVHwrNzQ98ejEYJwAtD37b2RhEt/EPgEi1Ght56Q+CY/kb52wtD4S8zRrwlhEPhpSxGmoHHQ+H2NkZ7ekhD4jjvRg9i3UPiufpIs5CdQ+MADkht/JdD4z3hSArdyEPjtWRG7GeYQ+QpjEaeCTtD5LgsRwRY2UPlPTJGgEQyQ+W/UUdT67VD5ilxR5sH00PmsO9HmI7iQ+cM2kc3sFBD56jWRj1wz0PoLSdHcGSfQ+itFEamP6dD6SzIRr7fUkPpsIxG0HHiQ+ojykWOyvxD6qFIRvGEhEPrKz9GBhuUQ+ux+kZPakZD7BtoRyzCy0PsqABEhTjdQ+0yl0bh/yxD7iseRinTe0PuyXFHrK/BQ+81n0aeFPdD75itRb2ARkPwiURG39PiQ/E1tkYx0chD8a6CR3MpV0PyB/9Fk3hLQ/JVz0awxRhD8tsVRwINZEPzWtVFhY5+Q/OkAUd3HH5D9Ci9R2MNn0P0k1FGzvulQ/UdP0YXC/ND9dLoRyDgG0P2Pt1Gco2ZQ/atykd1s+pD9wXlRqyNMUP3m3FHAefuQ/gmy0bAabZD+LRDR4v7AkP5NTNGBGdqQ/mvBEYAvBpD+h5SRuVNpUP6rYJFp7ytQ/sy6EZ3qr1D+6kjR0SXFkP8Kb5HlcPlQ/yhn0aNCtFD/S0DRqWpXUP9uAVG6felQ/4yBUfRjt9D/r0eR3wTlUP/CHlHp7WxQ/9CS0cHP5ND/9/bR4pHvkP//71GJ+NrRAAjEEaBXfVEAFa/R5FDSUQAlFJGNTbCRADdx0arusREASe+Rs39xUQBX2pGMo8xRAGUAEQu+TBEAdIaR2jn1EQB4cJGE5v7RAIOVkeqtX9EAlrmRtysjkQCkfhGelIIRALOsUgXWupEAxCERzbnMkQDTytGwcJFRAOJBkar+6hEA9uyRzV0MEQEFftHQpSxRARI30cQxo9EBJH6RyhcY0QE0lpHGz87RAUU2kbuO1xEBUkIR0PoCUQFoZpG42ANRAWx4EWUP/BEBhFuR7yzcEQGU61HZHwURAaGoUYRrz5EBuUyRgZfzEQHFBxHFDLiRAdWrEeDyXBEB4bdRnATw0QHpABEVGZKRAfT2kZUej1ECBoTRymy9kQIV/BHkQFIRAiX3Eazq+NECNJQRwwfSUQJGf9HtAq4RAla0EdGc2NECZs3RpIBekQJ53RGoSibRAoU/kdA++lEClqSR2rb80QK00xGktmTRAsJb0aLcaJEC1JER5PJREQLuA9HCiBdRAxeEEaBWKxEDK+eRv+MIUQM7PhHo3UMRA0c0UdAhJ5EDV8gRyUe7EQNnE5HK/GmRA3ZgEdYgA9EDjICR0ajsUQOWaRGsLIKRA6X7kdOyi1EDtsvRzEXnEQPCCZGlosMRA8r1EZmHCRED1cgRqrWlkQPoAVGhPvQRA/RGUdnBGhEEBm7RwZvDkQQbvZHJHbaRBDMPkakbqlEERVdRpISOEQRVBpGx6b6RBGb4kbNfJxEEdtCR50o6EQSGrNHtatmRBIyHUZeRblEEp2MR4pxT0QS9+5HQ7miRBMm2EcP6yVEE14/R62Z0kQTm/pG16mvRBPYbEbC43JEFBsaRsVNRUQUWBZHnc8dRBST6Ub1Oz9EFNjURZPubEQVLr5HMeU6RBVZNEZjnJ9EFYSKRXYOBUQVqQ5FFGDURBXgn0dvczpEFfGPRldNv0QWOb9HNudURBZlmkZpC+JEFqFcRhugGkQW22xHfPRZRBcebUaWvDtEF1UwR13BxEQXlbBGRxX6RBfLZEZorndEGBjyR4tsSkQYWSZGmpLqRBjeEkWNN+tEGRM0RyD/KkQZVxNGR2wYRBmLJkcVrJBEGd40RuGASEQaFtNGmxFsRBpPXkWzV/REGlnqRKrQVkQakKRHN4Z6RBrcg0X8gvVEGxdIRhcPmEQbY19G30vDRBuc9kcADNBEG/QCRzkRrUQcIlJHDd3xRBxRwEbMzdtEHHruRt2yN0Qc5CpHLeXQRB0KuUbxueVEHRvQRb/hmUQdWxtHQtggRB17akb9tXJEHZu7RzUt0UQdw1JGnl2uRB3/x0ahMwVEHh+sRqiMTUQeXbBG+d3TRB6NlEZaeNdEHr3+RqR4j0Qe4YJFwgzeRB8Z8kaw0RxEH1nKRv9rwUQfmRNGKaVeRB/OlEcQh35EH/KtRo4HhEQgWUpHAa+PRCCk4kan/y1EIM70Rchl8UQhGCRGvqswRCFIMEcXF8tEIYHnRrLal0Qhl9pFvQKiRCHvBEbpkIFEIh7uRvm7cUQiUupHEGrgRCKV20Wvz3VEItcFR5w5jUQjD4JG6GS5RCMZdEW6Lt9EI1juR4yCdEQjgARG+6D8RCOjokcPe/1EI9BHRkrShEQkAgxHJBIvRCRA3UcVrdlEJHA9RsQVi0QkputHAJl0RCTcZEcaOVBEJSS0RrjIy0QlVPpGQ7nnRCXVJkaJZLJEJf0HRx+jaEQmTqBHFbGlRCZgjkVq9nZEJqEyRmYLwEQm2sZHUq8FRCdCREclra1EJ2tsRqhiI0QnofxGOpAdRCfVDEbFyF5EKBqGRs1cXEQoYfJFzhs/RCiFKEchpBJEKK++R19ImUQpAepHKVCURCkiBUbHtTtEKVfCRv5BiUQpmixHuR8CRCnjcEfUYDxEKiVeR4xS10QqXjJHfo2FRCqh0UbmYCZEKttfRumEb0QrFnpHBS29RCt8qEeqOEdEK9s8Rn0jYkQsFiBFnMXCRCxaxEbw+0pELJ0aRx6OlkQs3mJGduEWRC1HZ0aKVttELWhuRckpMkQtnW5HBQBvRC3U/EcLP7FELieyR47W8kQugxlGvJwgRC6uSUaI8ChELtPoRrx2RUQvHPpHGe0uRC9hUEfN3gpEL6X8R5v9rEQv3PxHT1X0RDAY4UdAj49EMEIsRsyQhkQwlj9Gi0rjRDDN6kaqdZtEMNsgRSypqUQxJNBHGzwtRDFUvkcdPvZEMZPeRuX/n0Qx7NJFBzW4RDJO1EVPOwREMoU5RwMgJkQyzeNGt65aRDL4X0WnAitEM1qtR4etiUQzfRpGtQpPRDOhpEdl94lEM+j7RzfhSUQ0Hl9GMMh0RDSOUUc09UZENO9sRopdD0Q1LvhHG56bRDVDFkbDzddENWQARcouM0Q1mypHaHzkRDXShEbZfmRENgndRgH2iEQ2KD9Fq+5pRDZWtEX3LNZENqEERxQlcEQ24lBHpCmXRDcPOked46pEN2hnRx0S50Q3oddFfsUiRDfjjUft9xREOCD4R0rAKUQ4V1hF3SdoRDiuV0acP9BEOOZORWUMwkQ5GGFGDXAZRDlUHEa3LG1EOZkCRvQCEEQ52aFGq7pkRDoT4UcsSZlEOlrWRxI8k0Q6mMZHH8r1RDrOgUUxf5REOyVFRq3S/0Q7XyZGlfCORDuUD0c3YvxEO+RLRydKvkQ8HulGiFGlRDyckEbOWr1EPNbrR6Z7ZEQ9DztGgY4mRD1XV0bUmyBEPZk0Rm3maEQ91oBGKdc2RD4SnUYygEpEPloURpwxqkQ+rVdHADBQRD8lUUaG53xEP1OIRj6FBkQ/kaFGs4m4RD/EmEb+6/ZEQBe3RrLMQURAZqdHGdDQRECbE0afBKJEQNrURr6D30RBEOVHAK42REE4ikbTET9EQXMnRxyeJERBpORFl5PkREHs4EZNy3xEQiEtRph8EkRCZABHBrHzREKZ1UcOuSpEQt9/RqIo5kRDBW1GuGg0RENB+kbLpClEQ2HyRs7fhURD63BGP3pWREP2EUTa3Q5ERBv1RmPI7UREaYhHhPJ2RESfm0cEu3FERNraRmw5+0RFOPZGtMBmREVinEbZW5BERamQRzjphkRGDp5Htn4OREYxy0bf7/tERmFhR1zP90RGpcBGx99jREbTtEY51I5ER2hRR6im/kRHh+1GeAx6REev7kdv1CNER9AARJbfDURH9YRGj8WoREgiGkcre+NESGcMRjQmWURIn5NGecx5REjWdkalGl5ESR11Rl20ikRJWBlGGr2KREltvEWUdstESZf7RU9AuURJ+KlIDOzAREoi6UZCclRESqDrRxUhaURKzKJG01fkRErt4UYPzsdESxnsRiNPsURLaYdGDlYnREuuRkfAAl9ES+n6Ry8o/URML0hGwMFcRExlYUapriBETKOFRq+NUERM3IlGuaTDRE0ZDEZTXBRETVMeR4MIOkRNYh1GmXciRE3fb0a2jQNEThzdRu3P3kROcwtGQdhfRE67oUeWaWZETudPRsekKkRPW2VHf4qhRE+kWUaDfKdET/HVR2CTRkRQKjdH4JInRFBq6kThkAxEUMq+Rgbn6ERRAppGWDlBRFEkt0YpI7pEUWoQRb+DV0RRnx5Fox97RFHmoEda8yhEUilsR5Svx0RSZk5GJ0XoRFKWOkdhsMtEUtGkRjR3x0RTO8FGJiuNRFNfkEaPDWNEU5obRy12n0RT/a1GUu/GRFQfwkYg70JEVJBoRsfJBERU9PNFTNYkRFVmoUYnROREVY7LRrK+8ERVsABFjAzzRFXhB0RyZ2JEVjZmR6CYykRWfLdGrN51RFarv0ZPh2VEVtfwRr0q8ERXGilG1fHyRFdfyEdIYj1EV603RvaQBURX4Z9Glf+qRFggiUdy8Z5EWF3vRw/i8URZEo1FoJmvRFlVN0X85C5EWbLCRxrUP0RZ5ABFO2opRFohhkcNTmxEWl8lRpn3LERai65GoI0hRFqtz0aziGFEWyu4RqT+4URbXx5GC90FRFucrEZ4buJEW+IeR8nr1URcGQdHHIkaRFxApEaEcVdEXHUWRoRdk0Rc4IhGOT3yRF0SM0ZBB6ZEXVkcRnAv/kRd07VHas4bRF4KbEZT/PtEXk/URiJ+cERemxNF1Kb2RF7pWUcV10JEXzNLRzivU0RfYP1HJN+3RF+Y00bBYThEX9zXRnZ8bERgHnVGdzDfRGBph0aRlRxEYJmgRdrqNURgzO5HPjERRGD/V0bDPI1EYSuYRhmJZURhae9HskKNRGGjTUWWjMREYd43RqSPIURiHt9GmhXiRGJ2RUbfrAFEYqvKRy+nlURi16ZHCE3GRGMKlEc5KVdEY3E6RjQd8kRjoehFuU85RGPsM0UdychEZG3uRZZFTURkwSpHMc8XRGVlW0Z36JhEZaHVRKhAeERl/0FGpCAIRGZk70WFpYZEZpU2Rd8whURmzfVFJPqgRGczb0bi2kVEZ2g/RirRYkRnoNZGgYllRGfookc8balEaDINR1D98URob9JGKv9HRGjkREbTC6ZEaSdnRo7uRERpXs1GJnaLRGmZZUcGwz1EadsHRxHuYERqGwJGhr4+RGppmUbDk3pEaqHvRxgNPURq6R1GbCYdRGseikbcNMNEa1jLRuk1HkRrh95Gwr2jRGuo/EYGGwNEa92bReRE2URsW3VHEO+VRGz+v0bSgUxEbVvMRlaSkERtqttGlCJCRG3cf0chafxEbiTaRacxvkRuUcFGbqVgRG6bVUZj55NEbtSzRxyGIkRu+jlGRo2+RG8zu0d6sEJEb19BRSCVp0RvsVFGiecIRG/e8kXfPtVEcCl8RyX88URwVABD4L4ERHCkzkXx2aNEcO4cRe53XURxIX9GJgAORHFv5kYkQ9VEcZcVRho7O0Rx6zRGuXW1RHIfQUXAsPREclXYRk4PIURyytBGANz2RHL4akTcxqpEcyVeRRKol0RzUzBGPir5RHOH60T49x5Ec7WjRkhq5URz6oFGks8VRHQ4AERswAVEdGHQRo1L/ER06BxGsyPkRHU8iUa1sQVEdab2RmKnh0R1yj5Fz6HnRHX2J0ZOcTZEdiWwRkm53kR2hQtG5PawRHbdwEX+5EVEdyU4RJx5gER3VT1GNeoLRHgK6kcITb5EeDf/RHvUhER4dbJGid88RHiiCUa9rBlEeSJGRjjrSkR5WkVGsQJHRHmi1UZSh4ZEee1MRm6FhkR6SO5FPFktRHrFt0YKDHdEev5zRpzEYkR7PNJF0AlDRHtvdEZXAD5Ee56LRbTBQ0R74wlGxBBaRHwswUZBDWBEfGF2RcgVOUR8nUVGT4JbRHz9+UZxreBEfYWfRdtySkR932hG8CYKRH4oiEbNyiNEflQmRkq0pUR+haFGyLMdRH62mUYsRUNEft5dRgn1lER/AilG7RgORH8slkVzL5REf+bQRetKmUSALIZGpfmjRIA6AEVUg+tEgFYsRtj7AESAfHZFwgJ3RICnKkaCO61EgLPkRZJoM0SAz0pGUpFVRIDpBkaIVn9EgRS8Rur8pkSBNLpF4avBRIGHEEV1WyxEgaI+RCIxYESB6U5FrlxxRIJ070UY5kdEgpePRwCB/kSCsR9F6uOeRIL7vUX0PpBEgwi+RbBLg0SDM4tHD+u+RINGFkW8lKBEg27WRg+NuESDt2pEpjtuRIPYgkVuwQ1EhJzeRptehESEyxRGB6myRIVysUUxNmVEhZ91Rhhs7kSGUMNEjVIbRIatIUUM4CxEhvK0RmVxt0SHeVZGXg7eRIf3bkVOWZVEiA3YRKjnBUSIbsJGgj1PRIjUt0ZgiAJEiQM2Ro/zy0SJHmlFwc87RIm5BEYdaa1EidbmRjJIb0SKlGZFjr+yRIrk0kXvAXdEixFZRgzapUSLTbJGNJCuRIvpjUXNpKFEjBKZRmD7ukSMRNRGwkQqRIyEh0Uz+3dEjMaiRw7Y2ESM8gxGeEf4RI1QpES9EQ5EjddCRaG0jkSN9DpHLJbbRI4MAEVAF05EjsuaRdv+eESPF0xGphFNRI9JmkeDoR9Ej3nIRvE3NkSPtG5GRJIKRI/RIEXeFpBEkDGFRoO/LkSQTQRFoFkkRJEwkkV5yg1EkbdARptOZ0SR5ZtG0WQ8RJLSlUWEZwtEk21QRNJd0UST0LRGKUTQRJQSgES8fLNElDKoRjk7NkSUcmpFYAvWRJUzuEZ5o7NElXOdRZBMIkSVqoJHCUmMRJXtJ0Tuh4RElvbLRlKARESXi9BHFqaORJhrV0W20CZEmI6uRkd5mUSZcgBELvyhRJrAJkb/jwdEmyS6RgXj/0ScFqVGmhzGRJxaa0V5qpxEnRllRetvWESg7PFEdJjdRKHpZ0WNEOhEolh6RnCp1ESi7H1GRPPKRKN3T0TGvFFEpSEARHcESkSmZWhF2j0KRKe9fkWdi/JEqReSRqbdy0Sqmo1F0ye6RK2fdUY6BuRErmN4RfQIH0SyXqtGSZGGRLR+AERb+AFEtgcQRSb2/kS3bwNFfccTRLgVfEaQSs1EuzZuRan0uUTEPqdGGP37RMbufkbJqadEzYIARJBb2UTTsT1EmBS5RNREMkdjX3VE9VrxRYEfmkUDRwpFlHGa</peaks>
    </scan>
    <scan num="1172"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="133"
          polarity="+"
          retentionTime="PT1638.31S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.769927978516</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="1196"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="171"
          polarity="+"
          retentionTime="PT1672.67S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">510.019073486328</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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</peaks>
    </scan>
    <scan num="1220"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="87"
          polarity="+"
          retentionTime="PT1707.79S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">860.18896484375</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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    </scan>
    <scan num="1256"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="125"
          polarity="+"
          retentionTime="PT1759.87S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.4970703125</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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</peaks>
    </scan>
    <scan num="1310"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="126"
          polarity="+"
          retentionTime="PT1838.35S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.540954589844</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="1316"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="138"
          polarity="+"
          retentionTime="PT1847S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">523.243041992188</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1322"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="141"
          polarity="+"
          retentionTime="PT1855.64S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">831.430358886719</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="1328"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="126"
          polarity="+"
          retentionTime="PT1864.32S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">841.740417480469</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1334"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="163"
          polarity="+"
          retentionTime="PT1872.9S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">889.874572753906</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1358"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="118"
          polarity="+"
          retentionTime="PT1907.81S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.618896484375</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1364"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="117"
          polarity="+"
          retentionTime="PT1916.46S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">614.1474609375</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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</peaks>
    </scan>
    <scan num="1370"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="114"
          polarity="+"
          retentionTime="PT1925.43S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">658.671508789063</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1382"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="131"
          polarity="+"
          retentionTime="PT1943.05S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">509.776580810547</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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</peaks>
    </scan>
    <scan num="1388"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="141"
          polarity="+"
          retentionTime="PT1951.71S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">879.087463378906</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">Q0kkakTzjfpDShQzRnZuFkNLFrdG9jhQQ00UtEZhoqhDVxQ2RW85bkNbGMNGvmtRQ1wpjEZDB0ZDXRN8RcbHyENgNDFFsELlQ2IrO0athrRDYyfsRlu7skNkG0xFnmgSQ2UyxkacP6NDZkWkRf1tSENnNplGi2t1Q2g4KkWKyKdDaUMzRaiylENqW8VGT2rrQ2sZ1UeWQ2RDbEJORkKO8kNuSZdGdboKQ3GwgEa3kRhDcmAARSu4IEN1NOJHQrV+Q3c+XkYpJ31DeHaERejTjUN45AxFLqpZQ3soJEblkXhDfRweRxYDoEN94ARGY9K9Q38wW0Zl6uZDgKQdRnU3/kOBFThGa5BHQ4Iy1Uaq1ZVDg5IuRwQOXkOEJFFF5DQVQ4SzqEaiDhhDhSNQRph6qEOFneRFgf/EQ4Ys5UXBJgxDhqLNRhMOKUOHsHBGgRXiQ4gIuEW5TSBDiI6SRkzyE0OJDO5F7o+RQ4m6LEaob4BDip6TRt/A7UOLnNVG1DquQ4yd3kYqiXxDjTaIRlXfDUONsr9Gdw9RQ44jTUUREvZDjqygRywzwEOQlTtFobKBQ5GVq0Z55ANDkiG7RYwPDkOTqIRGOPrgQ5Q/6UaRuf1DlLJcRg8JeUOVEWZHfejLQ5WPXEaVyzNDlqcIRtIMv0OXkoNGDTHlQ5g4W0cMCvlDmK3XReflakOZndxGR3gJQ5p96EamNw5Dm51wRx899EOcFz9HFB2qQ5ymKkdidjJDnSAERwAVHEOdnLxF08iHQ56j9kZmfahDoAUMRmi/dEOgzNdFrXUxQ6GDm0eGEhZDogkHRI1TQEOikghGr4JOQ6OQt0aVcG5DpDPuRXGfX0OkpixGlZHOQ6W0v0cBAi9Dp77YRUWwX0OoBgpGPusqQ6iiU0aVZ/JDqTYCRmR070Opo7ZISXBBQ6ovOkfrmlNDqpAARZo3dEOrkgRGzWbyQ6xYukcSLPRDrKvNRac4w0OtBQRHQBx0Q61bqEb6UJBDrZAARgA4J0OuH7RGOR3mQ65g7kVhIjxDryAARIr1SUOvok5GneXGQ7B5mkWIB9dDsS4QR9xnQ0OxsNBGu8VcQ7IPmUaqARVDsqr2Ry3/qkOzIP1FpuFoQ7OtcEWn+fpDtZmARiMdf0O2p0pGbmrjQ7cajkWFEzpDt66ER1o+jUO4qpFHvgMlQ7kqfEch4c5DuagMRpEHVUO6mvdHY1yXQ7uKw0bWS5hDvCTsRhWlXkO8oiFGluARQ72Z40cTq19Dvtx0RyagRUO/qxZGK0d7Q8A98kY3KzVDwLLsRUL9hUPCLQZGtUD6Q8KtL0YHeQlDwxOGRSHGEUPDpupGHKp0Q8Sy7kcgB+1DxaG9RfDZFkPGBZdGCWaqQ8ZhG0gK/WBDxrKSR7Q4WUPHLfJHO6StQ8edKUbRKORDyCsgRpYXYUPIswNFwgD2Q8n9okbiXJFDyiAKRg70B0PKpKpHKwbQQ8shmkebGyxDy6DRRuKUeEPMpz1GZRBcQ80uHEaai0pDzZbERWRRWUPOKdBGzM4LQ861ikXgjMZDz5G8R5j2rkPQFYhHE4b0Q9CTb0eIXclD0ad0R1tzpUPSM09FyqBTQ9KfFkcrV2BD0y9+RsimvUPTwkJF5IneQ9QfnkZbKZND1KOfRs76rkPVKCRG1k1LQ9W06EbwNgxD1i2ARu5eb0PWjGVF+B9qQ9cSPkS9x9hD14voR4KnVkPYDiRHGaj8Q9ijbkdQDatD2Pj6RbkR20PZt5pFcJ91Q9oYF0a+TzlD2kO1RYBSZEPawOxGy7H4Q9tNJ0YTrutD3KGLRdWeJkPddHZGRz9MQ92ydkVpqvZD3jAARIodGEPemg5GTejrQ98hTUW3KXVD36VkRi4F0EPhlpNGhhLJQ+KzWkgAKfBD4vfdR68pzkPjPmFGeAH9Q+UdDEX/+O9D5VpuRdDVqUPl1yBGkfT3Q+YrJkZhlh5D5q/1RwuFN0PnEcpHBw7nQ+dQAEYN5sND6KK+RQMctEPpPXJGBwatQ+mtBkY7Sy1D6vRzRhqSe0PrzehGTHqcQ+wdAUdDFxxD7KERRnunzUPtG+dGlmi/Q+9BW0dbBQFD76y6RjlVoUPwOrhGNbNKQ/CiZkaiJHZD8N/IRcXrV0PxOfRGCYILQ/HEmkUqMR9D8jvSRgb5ZUPyw4lGMDJDQ/MkD0YUngZD84zRRmG9RUP0Qe9GzSQJQ/SVf0YEvV9D9RwARP5ut0P1qTpGt5mQQ/Y26UVZuvFD9si2RZWaAkP3K6VGRz46Q/ffdkYdvJJD+MrtRpt//EP5R99HE1c0Q/pFmEZk2qtD+zteRJblNkP7m+NGOEoBQ/wsi0cGOpZD/GxjRqHK8kP8vjpFwV7nQ/0u2Eani0VD/vbYR4vdwkP/PL1HDOxnQ/+pUUcIfsREAC0hRmoAREQAkSRGCkJ0RACwvEYEzChEANnARvYVkUQBXjNGCXCHRAGjYEWu1d9EAdzvROE/VUQCGJFGwjCrRAKIzkXfEeBEAtLqR6iAeEQDFedHR7aYRANN+EdaynJEA3guRyH6vUQEjshGxC16RATa9EVdwbdEBRUsRgoIiUQFYoVGYuSvRAWJ7EdQDKBEBeW4RvAYMkQGIpRGvIr1RAaelUYZ8ABEBufIReMB+kQHdTFHIMwMRAfuFUWJzrRECGeSRUN7aEQItrBGhXtkRAjcPkdnFwlECRboRkQ/rkQJWbdG/z/uRAmorUcIcxVECepgRrhRiEQKBoxGLkmPRApKPkZaosNECpWKRouNKkQK3hxFuhJPRAtVzEZgI+hEC60GRqB4LEQL2HtHYzzxRAwXkEdA0BBEDGNCR7oNLEQMo+BFKH9DRAzmQEY7lBJEDRaCRwZfW0QNThdGmGT2RA1w6EYU3IhEDaBERtsy0UQN1lFHOnmwRA4YZkdlm7NEDl44RkuhzUQOooZEkn1jRA7VC0cXG4lEDxQURtM3IEQPljhGdjZNRA/ZeUecy3BEEBPhRpeamUQQIphFp07ARBBhOUg1z1JEEKw8RthCkUQQ1wxGgKFWRBFKTEXerxhEEZiUR0OxYEQR24VG3L+qRBHp30XYGHpEEiUSRwgs/kQSU1FHHWxgRBKUQ0b1iUxEErfORvmyFkQTGTRFwbstRBPQ6ka4L8hEFB5dRwUNZ0QUaJxHDHSXRBSkSEWSQjtEFOULR1Gq3UQVFnpGkAvtRBVFa0cZh59EFWEzRrKg7UQVlSZHLdkDRBXWAkcED/ZEFhb6RsPL+0QWMYBGHBgYRBZZ2EcPz3JEFqQmR1Ihv0QW529HuWmJRBcfskc4nGVEF1buRu7LGkQXm/1HgXs6RBftHUYlp/FEGCMBRt4B8UQYRu5HVZKRRBjkqka34zdEGQzKRkRWqUQZ4BJGF1eJRBo/ekcBDzhEGntWRzBqokQaplRHCe6iRBriQkdGRqVEGyjaR1oIIUQbYN5HkJ+FRBubrEX4zIxEG8+tRorvJkQcItpGuRFkRBxcTES7ypxEHKPYRrpr70Qc1pZG0+ZNRB0bDEbzw95EHWTwRo/1lUQdmJhG5T9sRB28skcR+aZEHgX/RqaHjkQeJ1dF05kQRB5gDkZk4cFEHpsmRZywSEQe4UBG52WbRB8pCEchfVdEH2f3Rz+ZHUQfmfxG6F8qRB/T8kUKjllEIB2lRkILmkQgYzRHOAx8RCCipUUuxr9EIQI5R84290QhbABGip9ORCGssEa9Vd5EIeMgRxF2KkQh8rpGSsj0RCIaQkb5G8JEIm1MRwI6m0Qil0xHKlAsRCLtRkeYfcdEIyUERmWc70QjZZxGbBQRRCPi8kWGTCtEJCKWRiruMEQkpqpFwpbdRCUXZkayGpFEJWBCRjJqm0Ql11hHMMJ+RCXoykZyOHlEJiOwSBbZB0QmaWRHPBwlRCaboEcLjptEJuZkRtrY10QnIalGNO63RCdMG0XKDQ5EJ636RVbyqEQn0DZFvaK/RChXO0cijrxEKJK1R2AD/UQo4BBHSQHNRCkrukZHzUFEKUEmRiDkx0QpaVFHFBWeRCmlNEcrQ2BEKeK3R72EAEQqIGNH0r33RCprYEeJy2NEKqcyRy0320Qq27RGMsqFRCsrNEazb7NEK1/MRcdsrUQrmipGdWdcRCvmVEavOgdELCWYRt0A1kQsV9ZGFeglRCykukYfCbZELNveRnSlUkQs7QhFygwGRC0udEcYe+RELVkkR7oGJUQtqcRHEtUCRC3fgEcAYmVELiZ+R3WF10QuXo1HYD+nRC6eN0aNoRtELsJbRpSb50Qu8ctGt+RwRC9hK0eZTohEL5eGR5K1wkQvuABFsI9xRC/rDkcWlRtEMCkGRJ1vRkQwZHBHFALSRDCVVEWoSK9EMOSHRvRtLEQxIwRHQfVORDE1XEZB5EdEMWpERpPuSUQxo9hHHcdBRDHbrkcER85EMhFLRkkM0UQyleFHZcXcRDLzA0bzOxpEMx6xRtRbfkQzZNJG/8O2RDOj40YqhmxEM+VERlHxj0Q0bo5IK30jRDSqrUgPINRENOhqRdOIMUQ1G2JHKwEHRDVdE0VuaYRENYrNRedIk0Q1rJ5FJKIbRDXiMEcaGQ5ENiO8RuBNLUQ2YVVGd819RDaqj0aOztRENtxdRzhO7EQ3MUdFMRlrRDeaoUegYP5EN68FRf0l5EQ34qRG+qAsRDgpAEZoGqhEOGuSRrEpCEQ4rhtEkc3rRDkw1UdL3RlEOWGORirmdEQ5niFHxzDIRDoyUEY48VpEOmamRnrVK0Q6kNZF+WllRDq4ZkWy0VZEOu8KRlQlFkQ7PVFHElrNRDu490aIlR9EO+FyRkuEnkQ8PfZH1bD8RDx7sUdFZf5EPNa2R1RprkQ85BFF794HRD0XQEZPtNdEPYDdRXPV/kQ93NNFAKWdRD4o50cUFaZEPoVPRs1To0Q+09tHhJvmRD8AqEadJT5EP1ruRnLnz0Q/nj5FslFGRD/mDEbIi4NEQFu2RqKgqURAoUdHCHMaREEb2EcOIxtEQTTXRcesZERBaRlGvYFnREHaVEdDAkNEQl0cRhgpD0RC4rVHHMVvRENhZEa7koZERHBNR19BrEREzkxGbQ2uREUvkkZc1Q9ERVZCRt6lUURFnt9F9tRIREXuc0aTOVpERidwRrCuYkRGciNHpJE2REc1o0fBeDFER2DvRrz3d0RHroZGEHJ3REfXAEb5MM5ESBlNRoc340RIVKlGMNcwREjpiUcruUJESSONR2Lmi0RJbKBHR2JxREmmKkci505ESgcyRnHiMURKNnVGxsMPRErJPkcE7T9ESw20R41XekRLSwtGh1JuREt0k0Y2s/JES6tcSAqiLERL5YRHk+tiREwXxkW5t9BETF+BRoRCZ0RNJbFHAQKyRE1pwEaLnPhETbH6RunAB0RN6mVHO15MRE5IAkY+jnJETodoRk+vlkROuPFGlIyoRE7+8EdIDaVETwc2RhfxykRPN7FGocZZRE+dVUYD8/tET8nyRxXfOURQIx5GklYQRFBdjEaBFH5EULziRkQmYURQ31tGCaOmRFECcEae0T1EUTlIRojcvkRRnd9HAfXuRFI/W0ajcEdEUmbZRS8ni0RSnCVHExJNRFMb1kaxRzxEU0S+Rm3F/URTi+tHJmKPRFPVr0c6SMpEU/g6RhK/ekRUQgxF9r2wRFSR2Uag/qtEVNuWRzXzYERVGgBFbnD9RFVSv0bdW85EVZiIRv9eDkRVvE9GFBUxRFXly0cWMiFEViF0ReDDlURWbFxGRpVQRFeNZ0cPqDZEV8ZdR4R79kRYLnVGXppKRFh05UV4kr1EWNsqRe/klURZIOdGFL/nRFljUEZI3OZEWeGfRxguh0RaJYNHMrDFRFo9TkZfezJEWmZJRlZmm0RaqoVGT3h4RFtG/EbDw2tEW3fFR0XBd0RbrhJF1rC1RFvuM0fuIRZEXCf9RvvztkRcc3BFN4CTRFzi+EYlaHNEXQxBRodLykRdljJHKa20RF3CdEZXq+NEXfWGRrt2SEReYatGt24JRF6I5kXHC6dEXq9NRa225ERfAcpGLkqCRF/xlkboPelEX/06RaToq0RgcN1HoDdPRGDGUUZbfYxEYOnWRoG0i0RhlCNGqa1HRGHAx0XqSitEYe01RqrxCkRiMYBFvWIJRGJ3kkdv71pEYrG5RzeavURjUsxGObcYRGNyeUYZ9xpEY6RYRrhFi0RkPsdHCVnERGRnMEcrE8ZEZKaoRshVMERk31lHF0BURGUF70ZSbDtEZWKNR4kOf0Rlm7RG6z+4RGXK8kdAnHZEZi/+RoLFy0RmsDxHg8egRGcHSUbaRs5EZ7SnRnAb2ERn8UJHKqQrRGggTkcJObFEaH+UR1CZK0Row2BGJek4RGjsHkVW0tREaTRRRy4TcURpZgJF26pERGm3F0bs5cdEafxFRryU20RqMDdG/4y/RGpjoUcXzrJEapgJRhf5a0RqzAtGLJ7xRGsND0ZKp91Ea2J6Ri2sYERrscVG6hDYRGvtBkcsZvpEbHZ/RsA8kkRsuF5HB5xXRGzzV0azBMNEbRLHRe9TdkRtUUZF/0z/RG13z0VZFGREbb/ORi49QkRuAbRHg5B/RG41t0aLYbZEbkTYRaewQERubtlGaml8RG7CHUegV0hEbv1eRsOzHERvQxpGPGK3RG+HNUaZA01Eb5dwRbk4rkRwAWNHk4mYRHA2dEYvQhBEcIUeR0ESC0RwwtZFdWM3RHD0C0cmLOVEcTMyRlQGF0RxkF5GIBjdRHHpS0ecHkdEcjKMRxA/R0RyX5dG5z8YRHKy20cfBT9EcuJSRnWAcERzNedHiRh1RHOp40cSbOhEc8wARirpzkRz/59G0jT1RHQuDkYR+IlEdEgARPO3DER0hlhG/iL7RHSs90Y6KjREdO7IRdLQoUR1IZZFg2vrRHVgRUX7/QpEdY04RuI8zER2JSVGG2WjRHZ5DkY1ZjREdrY1Rc6kEkR2/dRGZGN/RHcvnkXV62FEd3zWRhC/KER3tXNGbR+3RHgaeEa0PexEeEmCRknzQER4g3pFTpPMRHixlUYQ4OtEePCZRtWaAUR5GyZGBxkERHl9zUckbPxEecpjRwt8rUR6AeNG8ZoZRHosAEU4ZoZEenEnRoiFOER6vmxFtDB+RHrqYEaux0ZEeyU0RtKek0R7qT9F0L85RHwpBUU9PnhEfEuZRSvmmUR8gS5HC9OyRHy1HkajiNREfL0hRVxVOkR9NKBG/IbnRH1t3EWhJC9EfbKTRb3D5ER982pG/XCtRH4UAEVk5U1EfkvtRecXiUR+d/xGg1OTRH7EI0aSzGxEfvkKRzV4ZkR/LwBHEh/5RH+CoUXuHZ5Ef8V3RPzy7UR/81JGjGqrRIARSkZISLhEgBiDRUbA90SANq9HF9IMRIBhWEaFSDlEgHK4RjTcrkSAhMhFjK+VRICdAEWsc8BEgLNORuF4DkSA3WxGLf9pRIEIYEW4giJEgTLQRfqX8USBRuRGguDiRIFaWEcbNHhEgXy9RnBRCESBm9VHP//pRIHIoUZp3CREgd5wRs7hS0SCBDZGKnvZRIIfWEZGGDNEgjWWRmpr6kSCZTNFU7veRIKA+kX7JeBEgp6NRlwmwkSC36dGpTuzRIL7IkZFn4JEgxeIRv/sjESDQOpGcNo3RINZXkZOzL9Eg3ZNRy2ZJkSDiABEdpY4RIOctEZT0wFEhCCoRZZAbUSEVf5GoFXJRIR7UkY0qQREhK0yRmHTWUSEvMJFRCT1RITe5kYInOpEhPqWRpTB5kSFL2pGY8YLRIVj9Edzz7BEhXNPR29Z4USFn7pGeu/8RIW19kaNuZ9EhgOIRpD3t0SGH2RF7cJDRIZr2kbGTZVEhoG3RwUdTESGog9GjeYuRIcMh0cF5mtEhzaWRi1ggUSHt0hHGH1iRIf/aEYXwulEiCKwRpoBSUSIRaZGL8uURIiAf0cG4nlEiKSVRlw2FESJBIhG5Y5hRIk/BEaeprREiWG0Ro3qyUSJn/hHLgONRIm4kEY8wrBEifSaRmSvgUSKMqRGogZaRIpbdEZL1+xEio3zRjTmtkSKnapGn+pQRIsOsEaHaJlEi0VERcphIUSLaPpGshfxRIvbhkXDZQVEjCOORaaf+kSMg2pGuTKjRIydKUYm5ttEjNcSRszL9USM735GMccRRI0TnkbZYWFEjUEuRiCbuUSNekJGnclYRI2OUkboZeNEjaIiRbjtKkSOGpZGjtlnRI5IqkY6YupEjpXqRskG70SOoxpF+ZKJRI7+2EXCVxhEjxW5RqcT40SPOZhGOSHFRI9qqka2nH1Ej3NsRZbFGESPwBtFojbTRJAsnEaUN19EkL2BRaPiVESRPYRGGGQCRJFfN0a8zLhEkYGqRpGMWESRpHhFvJ6WRJIHeETxojBEkiTCRWXnBUSSeNZFZRq8RJKmXkaG6cVEkr3sRkF6IUSS+BZFjsr6RJMjX0YSglxEk18ARJlM60STnzdGucMnRJO4hkYFPJ9Ek92qRhSiDESUFWxGLmnqRJRBNEXcLd9ElFysRkZynESUeYVGA6NmRJSc1EaBuslElL8oRYqBUkSU0wFFkj1BRJTufkVWGfhElQS2Ro32DkSVIwhGWPsxRJVArkbB0tRElZ8uRhNEckSVvRFFLLgTRJX+e0WTv+FElkZxRwAahESWYZhGTAzZRJZ3Xkaftl9Elqf8RecDbUSW4Q1GRo5bRJbyiEYP6LFElv0wRXHKUkSXOaxGie5tRJd04kXGTjlEl5jCRpPlTkSYP/hGIty5RJh7PEXVXn9EmPBwRwSk/kSZMd9G2lJERJmFc0aYhlVEmZoxRmCGPESZ0RZGuSCQRJoCiUb6NfREmlqIRv2cfUSagB5GjJnVRJrVjUavI8dEmxj/Rs4GX0SbULhGHcC8RJtqjUaC7JZEm8NRRokOFUSb9zRGPm2GRJxIvUalVCVEnH8fRsX6ykSdJtVEt0jYRJ1Gv0aLhXdEncV2RxCTG0SeM6VGOtqFRJ5ba0cAHfpEnplfRbucZUSe2WxGHtVjRJ7rrEbd83hEnv58Rq41aESfFU9FpxErRJ8vN0ar+DlEn4KLRcksqUSfpHBGPMkWRJ/bpEXsMq5EoIaARauh70Sg2qNGmnz5RKEWbkWDSglEoTcgRgcTMkShVcdGE9hRRKGlRUae79REobamRXZLRUSh8W1F9pM2RKIY3UbjSaNEoj98ReeuwkSibK1GdSGwRKKRKEWgkSxEosIZRjt6L0Si/w5HP0BQRKNfvEZAq75Eo715RsSJVkSkcThFHH3kRKSHm0ZX7ClEpNqfRtVvT0Sk7C1GAAwcRKXin0Yd5yVEpiUfRukNXUSmioBFSVaoRKa0n0Tad55EpuaURh1JBkSnWV1F8T8vRKfEnEYAX6JEqB0NRxX+skSoPK9GVuObRKiCUEc+YWZEqQd7RgE9V0SppmlFODOKRKnHh0bm40dEqeE/RYH6kkSqRmpFoVBQRKuDlEYSiylEq8BhRjX9/USr8qNGZd2sRKwpWEYQz+5ErEV/RoGyQkStjH5FWAmuRK3+kUYTVjVErhieRkfKr0SuvxFF18zQRK+9PkaGaZhEr+KKRcVA8ESwbthFhXP7RLDJoEbLNhREsR69RfRSDkSxd7RG4TrbRLGTMEU7YU1EsnzARL46k0SypK1FipPhRLLbskadrsdEs0lKRojaY0S0hEtHBhACRLTdVUWT+zlEtUFzRhz1/US1iQpGVj7JRLbm0USlT15Et6hmRf0o0US35KdHAsDHRLkIAERQeX1EuT6lRnUwM0S5krVHKDb5RLqeF0XCroxEu05pRROPX0S7dt1HGfIvRL3BhEVBBaFEvqifRbHYGES/xmlFxzyzRMHJAkYBby9ExIq4RTy9nkTEuI9Fk4+tRMcWHEYPhPFEyGQARNQMDkTPHx5GIWCsRM9yM0XIDoJE1K1QRbb2EkTY+vRGG8zVROWhZ0aFcwlE7CIARIVXU0TuKHtFRP/yRPF34kY/R9JE85cMRccwzQ==</peaks>
    </scan>
    <scan num="1394"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="117"
          polarity="+"
          retentionTime="PT1960.37S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.507751464844</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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</peaks>
    </scan>
    <scan num="1400"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="106"
          polarity="+"
          retentionTime="PT1969.38S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">454.066833496094</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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</peaks>
    </scan>
    <scan num="1406"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="92"
          polarity="+"
          retentionTime="PT1978.37S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.467468261719</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1418"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="98"
          polarity="+"
          retentionTime="PT1995.69S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">779.547973632813</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1436"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="94"
          polarity="+"
          retentionTime="PT2022.32S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.115570068359</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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