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          polarity="+"
          retentionTime="PT723.615S"
          msInstrumentID="1">
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             compressedLen="0"
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    </scan>
    <scan num="506"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="451"
          polarity="+"
          retentionTime="PT740.95S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">834.205627441406</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="489"
          polarity="+"
          retentionTime="PT757.507S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          polarity="+"
          retentionTime="PT758.767S"
          msInstrumentID="1">
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="481"
          polarity="+"
          retentionTime="PT760.057S"
          msInstrumentID="1">
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          polarity="+"
          retentionTime="PT775.335S"
          msInstrumentID="1">
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          polarity="+"
          retentionTime="PT782.36S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
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          polarity="+"
          retentionTime="PT802.967S"
          msInstrumentID="1">
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="467"
          polarity="+"
          retentionTime="PT806.935S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          polarity="+"
          retentionTime="PT807.782S"
          msInstrumentID="1">
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          polarity="+"
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    </scan>
    <scan num="558"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="467"
          polarity="+"
          retentionTime="PT811.372S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">648.882507324219</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          polarity="+"
          retentionTime="PT820.67S"
          msInstrumentID="1">
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="573"
          polarity="+"
          retentionTime="PT821.629S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          centroided="1"
          msLevel="2"
          peaksCount="455"
          polarity="+"
          retentionTime="PT823.931S"
          msInstrumentID="1">
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             compressedLen="0"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="619"
          polarity="+"
          retentionTime="PT850.512S"
          msInstrumentID="1">
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             byteOrder="network"
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          polarity="+"
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          centroided="1"
          msLevel="1"
          peaksCount="647"
          polarity="+"
          retentionTime="PT855.931S"
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    </scan>
    <scan num="596"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="752"
          polarity="+"
          retentionTime="PT857.267S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">843.061584472656</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="546"
          polarity="+"
          retentionTime="PT858.606S"
          msInstrumentID="1">
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             compressedLen="0"
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          polarity="+"
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          peaksCount="546"
          polarity="+"
          retentionTime="PT861.164S"
          msInstrumentID="1">
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          polarity="+"
          retentionTime="PT875.421S"
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          centroided="1"
          msLevel="2"
          peaksCount="557"
          polarity="+"
          retentionTime="PT876.677S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">650.482421875</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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    </scan>
    <scan num="614"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="461"
          polarity="+"
          retentionTime="PT879.882S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">674.247009277344</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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    </scan>
    <scan num="620"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="431"
          polarity="+"
          retentionTime="PT887.404S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
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          peaksCount="702"
          polarity="+"
          retentionTime="PT915.736S"
          msInstrumentID="1">
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    </scan>
    <scan num="645"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="436"
          polarity="+"
          retentionTime="PT916.72S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">628.240966796875</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="603"
          polarity="+"
          retentionTime="PT925.17S"
          msInstrumentID="1">
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          polarity="+"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="494"
          polarity="+"
          retentionTime="PT947.121S"
          msInstrumentID="1">
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             compressedLen="0"
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          polarity="+"
          retentionTime="PT948.478S"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="477"
          polarity="+"
          retentionTime="PT949.843S"
          msInstrumentID="1">
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             compressedLen="0"
             precision="32"
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    </scan>
    <scan num="704"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="464"
          polarity="+"
          retentionTime="PT995.506S"
          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="734"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="355"
          polarity="+"
          retentionTime="PT1036.09S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">635.358093261719</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="417"
          polarity="+"
          retentionTime="PT1060.75S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">715.764221191406</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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</peaks>
    </scan>
    <scan num="1214"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="127"
          polarity="+"
          retentionTime="PT1690.23S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.513122558594</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="1256"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="220"
          polarity="+"
          retentionTime="PT1750.72S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">544.377197265625</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="1262"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="183"
          polarity="+"
          retentionTime="PT1759.37S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">533.114929199219</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1322"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="193"
          polarity="+"
          retentionTime="PT1843.33S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">634.750610351563</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">Q0lLkkXAXFpDSxv0RXjZ9UNNN4tGNvnkQ045oUXrDqJDTyOaRgLPgENRZKtGG5/cQ1IXdkZKSWZDVzK4Rtah5UNaWPtGhrU9Q1s4IkY+W/JDXQNQRhveRENeU7lGjihAQ2EciEYsgFBDYinDRuAyUUNi/95G1hwLQ2QJ5Eb9snFDZEUWRXl4FENlEyBGQnhyQ2g0GUbjXktDaz0yRt0SJ0NtP8JGrnc+Q28jx0Wm/sJDcRzSRwt0mkNzdC1GspCzQ3VDyEacmBlDd14GRv9ODUN4UWNGpuqRQ3o1ckamTudDezTfRtYxakN9JYxGyVNSQ34ZSEberuxDf0oZRvh5FkOAp3FGApoFQ4Gi+0bJS1tDgp2ERbuaAkODuABEorlpQ4SiMEhJB1JDhSvkRyTms0OFktpFf3BIQ4YRuUYGItpDhq0QRrWRzEOHqRBFj7qtQ4g80UaFEhhDibK6RjIQlkOKFehGH0vyQ4ucX0b9gpxDjBwoRRr6dkOMl+FGlipYQ40oIEeXZnJDja2zR6SsfUOOMg1GjyjYQ4+UzUUk9dNDkKK6RwrCg0ORLK1F9qn5Q5GPrkYyaUpDkonHRUspCkOTGh1GIwpyQ5OUHka7bBNDlBMHRhUOxEOUgyVGN0zgQ5ULkEdPOqRDlURuRrHD20OVl0pG8VXUQ5YcL0XpzE9DlpL4RqVi80OYwWhHEwOdQ5k3bESD9I9DmocIRp1mzkObmLlGsQd+Q5wWU0aXT5FDnFSFRtNhdUOctqpH4RyqQ50yIEcgjOBDnZ4NRlxVjUOfHtxG9N+OQ6E74kaaVe1DoYz8RslF0EOiM2VGnYB1Q6KinkXnSjhDoybJRqIJtUOjoSdHvgHPQ6Qpikdg9UVDpLqwRijnwkOlNsdFlDLRQ6WuOEeoRB1DpjlMRrQulEOmrY1FoqK3Q6clgkcIkkdDp6BmRc8qMEOoEvJGSmeNQ6kxBUeuYGpDqah6SBWA/UOqKghHUoHWQ6qUJkc8GppDqw38RxMLu0OsojBG6vWvQ60NIkYaND1DrVMdRy7VsEOuOdJFy2SQQ66TrEY7AJZDr5aYR0okJEOwn7ZHX8baQ7ElZ0fQ4QNDsZ2VR31J90OyLEJHLYOgQ7Ky8kcOC5xDsyr+Ra79jkOzssJGWdUwQ7UuLEbcbxNDtqQuRsExWUO3tm9GVErrQ7gxu0WrfKtDuKseR882qEO5TC9HfKW3Q7mrfEanZuhDuiALRsfoZUO6k5hG00L3Q7tV+UdgVn1Du5lkRq1ieEO8BI5GRYToQ7yNhkduZWFDvVosR1uAd0O9qaxGXPSJQ765oEWFErVDv7PuR7kUHkPAD75F/MBAQ8AqyEZ3XLBDwMdERiCwwEPBqiZGgrfaQ8I1CkXR2iFDwpmGRtc0oEPDLMRF84Q/Q8OqJkaLUTFDxByWRSjyDkPEuZBFVFkXQ8UzZEWBvEVDxZNmRfT290PF2XBFSHDIQ8ZyTEiDz61DxrjFR/vfwkPHKABFaMyKQ8eppEgsNIVDyCXlRfOno0PIjuBGvOT4Q8kwqEcaPxJDyaPKRaZiDkPKoZJGpgADQ8sClEdScoVDy7TER0XkHEPMNexHIyCdQ8yWbUZgPe5Dzb3LRqTqK0PPMXJGcikvQ8+Y7keya9xD0CSwR79FxkPQeYBHIfv9Q9Fi0EbrZLtD0a3yR4SlEEPSMlRF4YGMQ9LA+0e1+A5D0yqARnIl4UPUOyxGHnIQQ9TLKEbgRilD1bG6RWYvBUPWMjxHApDjQ9a2TEdw/i1D1yiSRu+A6UPXnd5H9SbhQ9gerEaKvVxD2HufRtYwykPZIcBGp4DHQ9oVLEc4oFlD2qeQR2ZEM0PbhhlGLU0pQ9voCUZhAXhD3LPYRw4JPEPdKSBGjFisQ92peEc6B01D3hc7R2iJZkPes2ZHHs9wQ98la0dLnfBD37IiRQeymUPgomhGg9TbQ+ESREaSl+hD4a8KSJNgkEPiLFhHqzlwQ+KuO0iR5HlD4vtkSBBILEPjQXhGyHYIQ+PB20WgAnxD5DR/RlCWt0PkmZ5FkiqFQ+U3WEcTg5tD5a7vRpfMvEPmI/5HkT9UQ+enp0bs1kpD5/PvRxnT+kPoqJtHoBT5Q+k5YEZZNQZD6YcaRjmBeEPqPr5GkfgjQ+q1l0cl5UBD6ywvRrVjqEPrq/FILbl4Q+wzEkcfxORD7P2wR3qbQkPtV1pHL5OsQ+3Tr0aKW8VD7jeJRj8DYEPv1w1GEAtUQ/CvHkbbeDRD8TzdRwwvh0PxroZGk879Q/I86UYlmphD8yNBR5N/hUPzrAtHiVbJQ/Q08kdBWrRD9MCURosn9kP1rPRGYr92Q/YkdkcgUvlD9rUrR4l1BkP3Ui9Gt/SCQ/e3M0gW/CVD+Di/R5A4DkP4yRVG8K7kQ/mwEUYL5yxD+nbqRxAPQkP61jFGmX2iQ/s+gUWRJxJD/BqAR0aJD0P8iutHBnoWQ/1SPEWUmR1D/bPWRx5pvkP+qzRHhOdNQ/83CEdOmD5D/5MDRoBrekP/9E1GnJdcRAAe4Efqik5EAE+wRyLWiUQApQdGm0VRRADavkhEU9hEAR0NRsrenkQBVkpHQXzbRAGXHkV8IoxEAhWMRfqeCEQCZBhGuDSaRAKTSEYfoalEAtTWR10FRUQDDlxHLCeJRANXzUc4MntEA6N2Ry2yPEQD3ghF+ydHRARihkY/IaFEBJqjRmuc9kQEzr9HA0T0RAUY8EefmnZEBVtvRx8Os0QFy7JGxfqFRAYWcUa6NQtEBlLORy55rUQG3DJIlscSRAcaQkemAv1EB11QRmFTwUQHoS5Gi7elRAgeKETzp+RECFjGRZcP4kQIlMhFRbJdRAjghkewHgZECRSMR38OxEQJX2FGYEs1RAmVNUclK5tECd5VR1ToFkQKIddGl9xqRAphPka6TrNECqUoRnSrzUQK6YhG7l+9RAsi0khGtUNEC1ysRzJF+0QLos5GtO5qRAvZ1kfRYKdEDB+6RzQa/UQMLcdGWHmCRAxdnUbOUG1EDJmiRj/ssEQM6MJHFuSvRA0s6UWZBi1EDWgGR6g8vEQNnoxHBtbkRA3iEkWHwhREDiicRe+6hEQOVsBGGSTJRA6cjUauss5EDuNWRnXcXkQPCohHDimdRA9l80cvXkFED5yERTzfPEQP2qVHAIH7RBActkgj26hEEGUMSClR1EQQp+pHNW2SRBDbBkcgTRZEEQt+Rxo1EUQRZMxHKmFbRBGZQUackBFEEeF2R/3WcUQSGshHky8YRBKgRUabT8lEEuD6R4vkn0QTKhdGLQYPRBNaakauNiNEE5J3RweyTUQToFBGg+xCRBPiaEbUBQJEFBKWR1IGHkQUWMpHvnpMRBSR9EWUgqpEFN6ER5YWV0QVI2JHLfuwRBVdJEdf5JdEFYtGRvtHkkQVpABF9bD4RBXY80e/re5EFiO0SF9cf0QWXJRHsVR2RBan+kWc7ChEFt4uSKeeJkQXGudHzo/xRBdZqEepRQpEF53cRnkWuUQYX/9GAzHQRBidGEWy3yZEGNKuRq2HkUQZIiBG8vY6RBlSREb2z/JEGaRYRrPgoUQZ22xGgs6gRBoUAEbTtsFEGjJoRfQNTkQaYGxHqvNGRBqdx0cB7EREGtkQRyss8EQbJAhH6ByGRBtackfEhi9EG5Y+RY0mPkQbwvRHKdMiRBwhMEYW5W1EHGZCR0QDmkQcoTVGFRaSRBziwkgrH61EHSJrR941gkQdVK1GvGK/RB2pAkZ5/ttEHeNaRo7NOEQeHX5G/gvkRB5lIEcE5f1EHqgQR8c7LUQe5ghHjoLIRB8sOka3KYFEH2QPRg3TWEQfkHBHQnHRRB/RbkZVBytEIAHqRp5Ui0QgJXlGYuPBRCBbnEeCgE9EIJvDRiqn90Qg3ntGFxHURCEZxkebvFNEIWLKR0G6FEQhoPlG4sL/RCHcuEfuF5VEIhbYR5BB2EQiYEZIEn4GRCKYHEdWzI9EIuXyRy9W5kQjJ35HBT5FRCNcLUfMgNdEI382R5A2P0QjoABGJm+zRCPrZkcTR2hEJDMkRpotTUQkXs1GyiaERCSbCkcWUnVEJOUtR0U65UQlVT9Hq3C+RCWSoEdt22NEJdv2R5EoPkQmIExH/+NfRCZfAkeJWUZEJqLuRqbLrkQnKyZG+98RRCdcCEaGDaNEJ5GGR9qELkQn8uxHDHzcRCggJ0b7YytEKHOIR2JrlEQooMdFmXHgRCjixEafcRhEKSAMR4aSxEQpWxNHEy/IRCmCjkcdP9BEKakaR0OYAkQp5fVHgbE5RCoh/EeBG8hEKmQKR0TQO0QqmulHRF+6RCrCtEdaSWJEKuBKRwKUvUQrIzpHCOTgRCtlGkauigFEK5b5RmQtIkQsIOhHhbpxRCxk7EUn3EhELKaER6cR2UQs4aRILOX0RC0kskf376JELWG/R06HLEQtncRFgE5RRC3huEc6BXdELjm2R9FlcEQuYABGFki8RC7gzEcgr01EL2BaSAvNhUQvn39HXWGNRC/kNkczjFtEMCI2Ruqd1kQwYb5HiOq1RDCoO0cIRpJEMOVYR2MaBEQxI+RIY/frRDFijEfYy85EMZPkRlyxX0Qxyz5Gq2y3RDHgFEWFMEVEMiIyRxsio0QyWdRHkrAtRDKnwEbk4XJEMrpYRZ5aBkQy5blHOv6bRDMh10d4P79EM2NxRwRE80QzqOxFNN3XRDPa40cJqD9ENBueR4EgPkQ0d2dGzO3pRDSiw0cagX9ENN88R2zw8EQ1K6xHCxhZRDVgIUY3ot9ENZllRlwJ9EQ18QlE+rniRDYo5kdIxv5ENmVyRo/vNUQ2rGRGpwTpRDbaCUYDynhENxcGRlL9YUQ3ZwVGffZlRDecO0UE3SJEN9nCR2m21kQ4JFlHlsriRDg7dUXxixJEOGcRRp/tAkQ4qHxGSp6BRDjk5EWRlH1EOSK9RkiobEQ5au5HMF0TRDmY70Y9uiZEOeGyRwPxAUQ6IUlGXBx7RDpaQ0aU5nREOrj0RnD7BEQ67GhGC+eJRDsqO0aqUGBEO2tGRntLkUQ7iBpFjUVIRDwl7kgGqUlEPFirR1fdA0Q86JBGss8ORD0c1UUwTJ9EPVogRuipoUQ922NFjxXBRD4PG0W5PuhEPlqiRms2RUQ+tnZHgBQoRD7mwUaIQ0lEPxbSRzUsXkQ/djRGkmJFRD+yQkak5IFEP9+QRvxGc0RAHktHiLW8REBk7UWvjBFEQMEaR9OKkkRBCrtGRv8qREFdOEaLpzpEQaAARHWHh0RB3g9GtyUxREI/LUbH3iNEQmOtRrxE30RC5utHzvDeREMm80aqg5NEQ16KRiGqS0RD7S9FQG2YREQdekaCQuFERFxNRyh0A0REfG9Gl1QMRETitkbOaAFERWKURwKwrERFc9VGPQ+TREWvE0ZwlAZEReBeRyRKwURGLHRHvZb+REZlV0d0JB5ERqFyR7zVmURHJHBH6xugREdbg0ctNARER30eRqsIVURHqfZGsZUwREfmjEbB23RESDloRvyyaERI0qhFqDueREkcjEemz3FESU8fRekL6ERJ2ylHMnbYREo1S0cisSFESnehR1tszURKqeVFUxL2RErRqEaudelESwyRRjZxsERLpvJHcagJREvrc0eNSWNETCxDR2vLuERMVHNGMlpsREx0AESSOH9ETK+JRvsXaERM9QBH5bfYRE0gWkZU5v1ETbeyRsLX0UROAUVHgupvRE4o1UePI/tETmdGRsq45UROqs5F09xCRE8dZUdJI/NET60dRqudqERP6lRGm6b7RFArtUb6QPtEUG34RiBKekRQxRVG/89IRFDwnkanzhlEUTCbRuP4FERRcTVHaEL5RFGjzUdN6U9EUfwsR2iCi0RSLKZHXM/KRFJa5UeDDwhEUobkRu8KnkRSua1GKVHnRFL0kEYEplpEU04KRxWvTERTjjZHClgsRFPskEb9rSREVG2FRs+WGURUrLZHReLURFV5/UYO4cFEVad9RuHYUURV7mlG0t/qRFYiO0bUpyVEVmuiRnot/ERW2ilHChZbRFcmv0bnFPxEVzj/Rc4c10RXcC1GgTruRFeXWEboPgxEV8+URzqdLkRYBHNGj/asRFgxgEaFXBFEWHmPRjZzYURY3ZpHgZGARFkDAEbjH2lEWSaPRbeMiERZWtlGV9Q2RFnXDUatvoBEWgeoRhRTw0RaOsxHNAT9RFqMH0bVP9ZEWw89R5MeA0RbPpNHDO6BRFuKU0dmSH1EW7taR6esVkRb5AlHXrHmRFwGIEZq60lEXDfiRczmOURcbqxHAu9YRFyfXEXK4KJEXNTSRzhHLkRdJj1GWQsIRF1/t0aRWS1EXa7oRslt8URdzABFOnnyRF3/pEdORPlEXjLHR09JxkRedIlG7qugRF6ge0eHKMJEXsEYReIcUURe7rJGOoETRF8fakYaD31EX1WGRiE3xERfj1NG+kSCRF/g20bXznxEYCUxRswdW0RgcO9Gtt07RGCqtEe1HWJEYOVoRUIZEERhPGlHO9BoRGGH5UceqSlEYbKiR/NFkkRh5P5HAEK8RGIOHUcGGJlEYj8GRzCwPURibRdHhaluRGKlZkeDVxtEYt3DR3jq5kRi/ABFQvn5RGNAGUXwnHJEY4EaR0nhcERjp9lGy3IPRGPmlEcxdFdEZEzjRd99MERktBxGjoJfRGT/OUaTIHhEZXHIR5hTL0Rlq25GIjtLRGX2QEZOy6pEZiytRpG0QkRmSABFIxsJRGZzT0aGAGlEZsrbRcyhiERnLvZHlTfQRGdzZ0dZe8JEZ6sHRkvbTERn9ZZHOSAIRGg4AUdTpZ5EaF0TRkeCuURouZNHkesHRGjwK0bN2zVEaTzLSBDx+kRpdc1HxJLVRGmls0dvUyNEacyCRptabkRp8I5Fw2k4RGo5iEaGGE1EaoprRnxRbURquqNGgTbARGtttEaiYwZEa8EzRzKawERsbDdGytyMRGybkkaB3F9EbNv0RpV3DkRtAKNGdzA7RG01X0bR2/REbXMcRuofbkRtrYVHDfPhRG31LEbi9nhEbmIjRoPt0URus1VGiZkKRG7tREYKPWVEbxotRlcuPERvegtHoKQZRG/By0eD1mBEb/osR2aQ9URwN1JHfHOGRHBVKkdRANREcICQRi/SpERwsnlGfFu1RHDl+kZYL9pEcTqfRwBNV0RxdB5G/ezERHGzd0at+HpEcf1LRxEamkRyRCtGtVKYRHLxD0ZF4HtEcya/RYuUHkRz/V9FIxe1RHRF5UWRSZJEdIDKRzN9DUR0nkxGa8J9RHToREaTs+REdUFbRu+awER1UBdFe2IbRHV1KEYMTQhEdaaERxois0R10QhGK64sRHYouUZV1AdEdnX+Rxv72kR2565Gw7gJRHccOUXkozdEd0LERtubzER3ebNH6zPsRHeph0awmC5Ed+9RRr6pFkR4IqZHRXkeRHhwfEZeC41EeLH5Rtgt4kR4+L5F4H4cRHknj0aMkUpEec08R4LGPUR6KwhG22mURHqXoUcUcSFEevErRu1o0ER7PRtGD13VRHvAxEXeDnxEe+J6Rha5XkR8KCRGpD4zRHyRFUbScFFEfMVNRsjlxkR8815HDN5zRH11T0cBOudEfbvLRlEaqER99JFHAOeXRH46yEYjAcNEfn48RgZLaER+pe1GnzKYRH87PEdF9WNEf3DRRy//2ER/rlJGYe07RH/P5EXzea5Ef/fBRhIqmESAHJNGugKvRIA7GUV9HjBEgFKWRx5fkUSAfGlHDA6KRICbiEcC+MpEgL0iRpLehkSA3ZdF82rjRIEBfEbWXrlEgSDGRzPoc0SBRRVF+oCGRIFdzEbeaupEgXXSRg+r6ESBnX1HYntfRIG7akd+zcVEgdU8RznNnkSB5QFGAmFORIH39EXs+XlEgjEYRj0KiUSCWqFGjunYRIKgnkbHZT1Egr5qRecLn0SCx/pFdHAPRILy4UUyDlpEgxIURwJjoESDO2tGt3CjRINVkEW3u1hEg3ZyRlZZckSDk8xHF/tBRIPaxkcN2JlEg/39Rt6EHESEMrJHJwFCRIRZHUbjt2BEhIR+RpRhaUSEnlpGFzM6RISyLkVBVhVEhOa4Ri37CESE/QJGNRb8RIUZpUaZQRVEhTsERobZk0SFmydFkDAKRIW/KkTUkpdEhdmtRcMxzkSF+TBGqFWKRIYUVkfw431EhjXCRl/b/kSGXH1HQ4pDRIaE+kYSoUxEhp0ERz+f3USGue1HaGt0RIbS7EbuDW1EhvUgRgvPr0SHEhJGJWIbRIcuT0c5y7VEh3hFRx6+fkSHmKFHlrgKRIfAnEaWPotEh9QbRdYCMESH+3pGpK11RIgg80WwTsxEiDTlRoiuPESIXHxFvc0mRIivekdgUQREiNLaRzWnxUSI57lFsu9WRIkYREbcI9JEiT50R1Zm8USJWqBFtaLXRIlxDkX6jblEia1mRY3b7USJvjRGWj97RIndwkZ9dXtEifpaRY+WZUSKJMVE4UfBRIo+kkUY/whEilxqRcXIIkSKgHVGFqESRIqg6kaReFdEisGJRp1ElUSK3ABEl6n+RIs3ekcBUv9Ei3vfRbXy2ESLqEVGqbA6RIvCa0bql3REi9ZYRrtp60SL+UJGZSxqRIxxMUVmbuBEjLyqRd4MyUSNHMRHLIZxRI1K4keLJvREjV6eRrvcHkSNd1JFj9y+RI2I9kW/eM5EjcEpRkzUEESN/LVFjn3xRI5vbEaZHyxEjnjqReFuw0SPOJxHKfzuRI9WmEamXTpEj4XQRsFe2USPmqJGeMFSRI++z0WlHzlEj9ehRkLqRkSQJdFHQ+mXRJBKKUaY+e1EkGzxRmxkV0SQgMRGyemURJDazEWVWY9EkSBBR0ism0SROypFtBEGRJFw1kaY4MREkYDURiDyBESR6QJG1KgYRJIxRkaPbRdEkkEKRt+Ld0SSYZxF+e3GRJK9R0Uf1cNEkyTbRpQXiUSTQeJHIwvdRJNqXEZzKVdEk4WERho3Q0STwRRGfqmsRJPonEZ/XDlElEJ1RSJLBkSUfJJF1jULRJSZGETJc8NElOCyRrI5UUSU9wxGgFnjRJUqikXOEy1EleEsRhkf9ESV9sZHbqDsRJY/rEVha7tElpZIRr8HJkSW5OxFXDxdRJcB5kaKYvVElwbZRWMNnESXOQpGJE64RJgjaEZgkRJEmICtRjGu9kSYmupGHdhKRJiznEbEhTlEmOd2RjEVYESZRY1GckovRJmR6EanK49EmagARH+gi0SZwmNFkd+sRJnd30aO14dEmfAARVP8UUSaPKdFyXE8RJpX5UXhpYZEmt9fRrbuekSbD5FHCwSaRJuX10X4KlxEm6y1Rr32LkScOcpFrb6nRJybaUZzW6VEnRt8RzX9mUSdQU5GshUZRJ14aEVi+mpEnZ7pRRFRDUSeHXRF1vFeRJ6Wh0Yo1LhEnuz8RvW+KESfJGpFiTx6RJ+DiEYt8dBEn6OfRaAM00SfwmBFUPOpRJ/fIkX2tW1EoESPRZSXcESgXmxFJZXgRKCGnUauNdZEoLhmRS43kUSg7qVGrRuLRKEidkWNvYpEoUK1RbJ0YEShu4dGw9W3RKHkqEaCMQNEokrHRsBWuUSi4K1G6bZVRKMdzUUzv6tEoy3LRoZWS0SkPs9GH4cJRKUUAESKRwdEpZvRRe27P0SlubNF4Rk7RKYEfkWFGodEpnqyRfduGkSmjUZF3YTrRKdBCkTqzD5Ep8Q1RdE7dkSoQq1GI1hYRKh+2kbo0jhEqKrgRIzLz0So3sJGnwu2RKmc60TgytdEqbxpReYFlESq1ztF+7JnRKsAmkaiyX1Eq2WCRdzvYUSr6edGtmOZRKwMsEYSJbhErGW+Roz0VESsmOBGwX4QRK0CokaIG6hEreCxRkv1xUSu9dZGd0gURK8egEYHT/REr39iRk/5SkSweUlHG0aZRLLRXEZEMjBEsz2+ReQU4kSzZOFFNGybRLQfLkY2rn9EtGVFRilaZUS4jNhGCt4oRLowiUV0nX5Eu4GERfjWWUS8K8dFuGQ1RLxMdkViyC1EvNuTRp4t9kTBHKFGXT+uRMJ9AEThNE1ExnysRibeckTUEn1FVdOmRNSukkUCJllE1y5qRggo0ETn+qlF/a8NRP10gUZLNbhFDBGKRg4Syg==</peaks>
    </scan>
    <scan num="1334"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="112"
          polarity="+"
          retentionTime="PT1860.47S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">989.768859863281</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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    </scan>
    <scan num="1340"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="125"
          polarity="+"
          retentionTime="PT1869.46S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">471.066833496094</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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    </scan>
    <scan num="1346"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="171"
          polarity="+"
          retentionTime="PT1878.07S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">638.722412109375</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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</peaks>
    </scan>
    <scan num="1352"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="148"
          polarity="+"
          retentionTime="PT1886.7S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.243103027344</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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</peaks>
    </scan>
    <scan num="1358"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="145"
          polarity="+"
          retentionTime="PT1895.34S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.081939697266</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="1376"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="118"
          polarity="+"
          retentionTime="PT1921.55S"
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contentType="m/z-int">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</peaks>
    </scan>
    <scan num="1388"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="159"
          polarity="+"
          retentionTime="PT1939.58S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">664.576782226563</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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