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    </scan>
    <scan num="266"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="19"
          polarity="+"
          retentionTime="PT393.483S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">684.346618652344</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
          retentionTime="PT699.667S"
          msInstrumentID="1">
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contentType="m/z-int">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    </scan>
    <scan num="513"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="374"
          polarity="+"
          retentionTime="PT753.324S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">528.934936523438</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
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          polarity="+"
          retentionTime="PT776.987S"
          msInstrumentID="1">
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          polarity="+"
          retentionTime="PT800.533S"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="629"
          polarity="+"
          retentionTime="PT801.677S"
          msInstrumentID="1">
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="704"
          polarity="+"
          retentionTime="PT802.844S"
          msInstrumentID="1">
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             compressedLen="0"
             precision="32"
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          scanType="Full"
          centroided="1"
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          peaksCount="435"
          polarity="+"
          retentionTime="PT804.043S"
          msInstrumentID="1">
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             compressedLen="0"
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          polarity="+"
          retentionTime="PT807.917S"
          msInstrumentID="1">
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="480"
          polarity="+"
          retentionTime="PT808.805S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">636.423461914063</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          centroided="1"
          msLevel="2"
          peaksCount="595"
          polarity="+"
          retentionTime="PT815.493S"
          msInstrumentID="1">
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             compressedLen="0"
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          polarity="+"
          retentionTime="PT817.723S"
          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="+"
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    </scan>
    <scan num="604"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="423"
          polarity="+"
          retentionTime="PT871.138S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">789.344299316406</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="626"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="431"
          polarity="+"
          retentionTime="PT899.488S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">849.462524414063</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          msLevel="2"
          peaksCount="672"
          polarity="+"
          retentionTime="PT908.758S"
          msInstrumentID="1">
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    </scan>
    <scan num="635"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="358"
          polarity="+"
          retentionTime="PT909.626S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">474.384674072266</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
          retentionTime="PT914.383S"
          msInstrumentID="1">
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    </scan>
    <scan num="650"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="402"
          polarity="+"
          retentionTime="PT929.01S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">756.800903320313</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="490"
          polarity="+"
          retentionTime="PT940.676S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">681.262390136719</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          polarity="+"
          retentionTime="PT941.998S"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="396"
          polarity="+"
          retentionTime="PT945.05S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">582.530395507813</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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             byteOrder="network"
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          peaksCount="799"
          polarity="+"
          retentionTime="PT946.345S"
          msInstrumentID="1">
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    </scan>
    <scan num="664"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="523"
          polarity="+"
          retentionTime="PT947.615S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">780.965087890625</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          polarity="+"
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          polarity="+"
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    </scan>
    <scan num="684"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="378"
          polarity="+"
          retentionTime="PT972.539S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">897.436157226563</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
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          polarity="+"
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          polarity="+"
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    </scan>
    <scan num="698"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="540"
          polarity="+"
          retentionTime="PT991.665S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">740.815795898438</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          polarity="+"
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    </scan>
    <scan num="716"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="501"
          polarity="+"
          retentionTime="PT1015.42S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">826.527770996094</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="421"
          polarity="+"
          retentionTime="PT1040.43S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">635.7041015625</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="454"
          polarity="+"
          retentionTime="PT1056.78S"
          msInstrumentID="1">
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             compressedLen="0"
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          polarity="+"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="610"
          polarity="+"
          retentionTime="PT1059.43S"
          msInstrumentID="1">
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             precision="32"
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          polarity="+"
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          centroided="1"
          msLevel="2"
          peaksCount="401"
          polarity="+"
          retentionTime="PT1062S"
          msInstrumentID="1">
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          msLevel="1"
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          polarity="+"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="495"
          polarity="+"
          retentionTime="PT1074.09S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">696.893981933594</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          polarity="+"
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contentType="m/z-int">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</peaks>
    </scan>
    <scan num="1162"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="123"
          polarity="+"
          retentionTime="PT1631.49S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.616302490234</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          peaksCount="86"
          polarity="+"
          retentionTime="PT1657.32S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">764.269653320313</precursorMz>
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             compressedLen="0"
             precision="32"
             byteOrder="network"
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    </scan>
    <scan num="1240"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="242"
          polarity="+"
          retentionTime="PT1744.64S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">478.593475341797</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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    </scan>
    <scan num="1356"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="121"
          polarity="+"
          retentionTime="PT1904.83S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">907.186157226563</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="1368"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="124"
          polarity="+"
          retentionTime="PT1922.01S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">509.659515380859</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">Q0kTYkXMAwtDUR3gRoXIyENTPbhFjoPPQ1QzAEV61a1DWQNLRgZDHUNbDBVHCxZDQ18UkkYs8PtDYT4NRwaUikNiQDxHESEuQ2MoS0XfKAtDZEMSRyhOJ0NlVi1GY3gaQ2Yd4UVXjuZDaVAARKcBBUNqCGJFKCoVQ2sGTkb0ol9Db0VvRhQmBkNyGfVGJA51Q3MoeESHQC1DdtnxRcvhUkN7F4dGsyT+Q3yxkkaN4DNDfgqlRqeWh0N/QY5GklrGQ4Cn30X1vzBDgR/bRe9CPUOCeGBF35V6Q4SvvEdQOghDhSXoRYyMx0OFlXRHGpdzQ4YSV0ZlgBVDho9ZRq1TNkOHq9xF2SXfQ4ieVkV8wJxDiqOrRL5XQUOLmyNGuGLBQ40l0EcDaFNDjap4RnrMuUOOJCxGQedzQ46vRUbnBOBDjyaKRbV7tUOPqq1GcSc0Q5CDHkciElFDkRT9RlmQUUORiZ5FxoGFQ5KwWEahkehDkx8cRZCU9UOTqiRGx06BQ5Q0r0YrT15DlLXgRw70jUOVG/hHIuEuQ5Wxt0Wl6VlDlhehRfzt6kOWkshGcW3GQ5dxSka8XVRDmA1ERakreEOYoYRFY1Y7Q5mSaUY3ZIlDme3TRotbGkOasjlFkNX3Q5sq50ae+DBDm5pwRvura0OcojBH2O+uQ50hfkaIFBFDnicJRafsikOfhOtGR9NaQ6AtLkXnj9ZDoaIPRvYvF0OiOYFGJVJdQ6Kg9Eb2yJ5Do6l8R4U0T0OkQcpGqPFrQ6SnQ0bcU99DpSuKRhbJMUOlsc5HGK6jQ6YgnEbgE0xDprt8RjLDhUOoKdZFb4CrQ6kx/kcJLnZDqaeqSDoe8kOqI5pHQJ7sQ6qCDkckuFBDqsNZRqZn3kOrhWhFfS8PQ6waUkaCd1dDrFfsRhi/JkOtJ99G4rjEQ64PSEb/951Drpy4RtDqfUOu/clGRfk5Q7AlIEXLQGJDsKY6RxKcdUOxIiJHvtviQ7GRSEYqLH9DsilwRk2uyEOyngxHZxPWQ7MmzUcbsmBDs6DARJRYnEO0FABGqs8dQ7ScQEYWbkJDtTP1RbeWuUO1iY1GWHo/Q7YHfEcizjZDtqIlRlSXbUO3OY5FDSLlQ7ezWEe82ZxDuB2eRili90O4tO1HzxICQ7krykcZtspDuY3ARsHLWkO6KBRHUWQdQ7q9FUZGdXtDuyoeRhveSEO7lR9GnuPUQ7woAEU4KnRDvS9cRzTLwkO9tM5GdrJKQ772tkVlQXRDv6sLR+fL3kPAFkxGUtLfQ8ChAkaNFg1DwTgARIr4pUPB2+pG7oHKQ8KisEbsIqRDwx7tRcaLx0PDqABEgPMhQ8Q7kka28chDxJ0hRy0tQUPFMipGeI0FQ8W7P0aXWY9Dxm7sR/BImkPGxwhHOa1+Q8b4SkcFaOVDxzxkRoX4mEPHqklHTdNCQ8g3n0cOKfxDyKHYRvwgXkPJNO5Go/C5Q8mj1EcjCnlDyf64RiyO70PKUABEmj2hQ8rJrEcPR+dDy6iERxXgaUPMKoxFacGDQ8yqFUZMjk9DzavYRxlHY0POHSNGK5rsQ86t4kYhfdlDzwsURjd8F0PPlnJHbe/mQ9AeIUcOpIVD0MnkRwxUhkPRGcBGaPU+Q9GwUEZ/5v9D0i2YRbtvN0PSfVNGYrUdQ9LgnEdQp7dD07AARJeojkPULRFE78xpQ9Sq9kZFp5JD1S3IRpyHbEPVrzlG1kNEQ9YlzkW49CVD1oqcRuFZWEPXKj1Gnm6qQ9eYOkc3ZrJD2CECRtbINkPYq2JE1VytQ9mXJkc9S0RD2pc0Rh6TJEPbNThFhhBsQ9u9ukeV24tD3CfuRqi0k0PcuutGa7yxQ92reka8d2ND3jt+RxO1wkPeorxHT7Q3Q98V0kYWR79D36gmRw2nq0PgpLBHtK8aQ+ENtkZVxTxD4cBAR1PUzkPiPfNG5DTAQ+LDykfIq7ZD4uvaRvPyg0PjWwZHWwaYQ+UzYEYJ2XtD5aHkRVzjY0PmI0pHCh+mQ+al7Ud9XiZD5yWKRxP8iEPov0tGeWPOQ+kg6kcC5PtD6bMWRwuyfkPqDTdGbBaVQ+qbN0a/Uy9D61JQRr0GXUPrqihHJcP6Q+w7I0Y4NR1D7KmIR0PfBkPtMjpGqROSQ+2feEXNKbVD7jLRRVUlUUPukABEgveuQ+80QUavdblD8Ha7RwO1r0Pwuw1HSmt8Q/FhIkbHqTpD8bvJRwiE0UPx90tGwkZtQ/KZpEWaAOhD8yweRyGleUPzopVHM6m0Q/Q3gUfV7IJD9LJvRvHnW0P1KrxFdVBWQ/Wp6EZ8BRxD9iAARJJZTEP2rUVHIY9UQ/c2okYahu9D966zRwEBcEP4RptHQfxcQ/kCMUYkw7xD+UgXRc/K8EP5so9GslkjQ/q1Ukcuzx9D+yhoRsSPpkP7sQNGkcXNQ/wmh0aY0RxD/JRbRxE3XUP8+INHb57nQ/08BkbKfpZD/co2R1mcokP+JqdGpK0WQ/67Y0fW5gRD/ye0RvpVY0P/uQpGDXGqRABaukcpfJNEAOT4R5a51EQBGhRHQQAPRAFZlEX+C9pEAcwkR0PS4EQB/hJGULfLRAIj2UWUp6ZEAlzWRo8h/kQCoBBGjy+tRALXUkfjSQNEAyQ7R03xc0QDVu5GIZqaRAOhIEZOe9FEA9sURRQL40QEHAtFmv6CRARYAESK+hNEBJjgRVlObkQE4XRG96IPRAUaCkfCsYpEBVS+RuezXEQFooxGsBkrRAXde0XHfRJEBhloRhx89kQGXKpHH/wBRAaYX0aNGDREBtXWRp6IrUQHABxGWi0NRAdZgUbKUDdEB5kgRyL30UQH2aBGx79gRAhIukYVBdJECJ8zR18GOEQI0p9HfshDRAkfukdCmedECV32Rq1Aa0QJmcBGZIVDRAnam0bDVblECgnTRiSXM0QKMBJGiG5JRAptDkdqAEtECpeERyfLKUQK1UtGgVp9RAri4UVnjnNECyQARIr5x0QLdMxGxpt9RAvekkghKLlEDB2mR0LmGkQMWYZHJwOORAzk5Ede2fFEDR/8RqptBUQNZHpGgKvKRA2eiEbN2xREDeCIR29k00QOGhBGEwBJRA5uxkaXtYhEDqU2RoP8EEQO2xFFkU3iRA8gAkddt8hED1eYRz+Bk0QPoyxGTgGuRA/e1kgEhz1EEBrLSDyTUUQQYZhIpaiHRBCfvkegkM1EEN/vR3282kQRKUJGNbGNRBFaVEcftFVEEZe2RmnCXEQRyWRHRGvLRBHY/kYx3B1EEifaRxRfREQSWjNGlAr8RBKpoEafMyREEvBuRonwHUQTIc5F8dG9RBOnvkanR9BEE97+R8pZN0QUFilGx3PbRBRcVkcphTdEFKjQR00HpEQU5AZHZL7KRBUiBEdb10dEFWZ4R4IuOUQVoUZHJlBERBXgKkZyya1EFhqyRh4tvkQWZndH5kPJRBafREeEgd5EFuMeSEG4QkQXITBIA5JhRBdfhEbllwVEF560RhEFEUQX4rpHCsRgRBgcNEX+Y2FEGHAWRpJuPEQYlXhFPQCQRBjbCkYu8aNEGSMvRx05ckQZaOxGmEYYRBmhQka7onlEGfpFRo8iLEQaYLxHolvVRBqdCkeczDxEGuWqR2fYE0QbGc5IMLmVRBteYEgZ/txEG4aYRrebeUQbtBlHiFHURBviMUYv4ZNEHAq2Rn0IeEQcXSBHWxosRBzVSUcYpiZEHREIRyRLq0QdV+xG0MccRB2BmEaZVJhEHbW2RqiTOkQd3k1GqTwpRB5lUEXpCZFEHpZ0R0nRC0Qe5VdHBcziRB8aXkcmJKlEH2VJR3EgeUQfrBBG+LXuRB/Y+EYK4EtEIAW2Ry2PBUQgINxGzhL2RCBdkEdN4iVEIKNhR15nnUQg3wRHDX5LRCEflUaTh1hEIUR0RjzXikQha8ZF4ID4RCHZdkf771BEIhuiR6/CgkQiY2pHTF2ARCK/IEdc5JxEIs/3Rcw80kQi9ABGCWv9RCMjvUa2hExEI2oaR52F3UQjnDtHgtmoRCPXZkWSkIJEI/wIRq84IkQkJJBFntyNRCRa7kZnsPZEJH+ARwtsDUQkpuJGrDZsRCTjt0eEEdhEJRLNRmz9RkQlMABFKNLcRCVeCkdP/J9EJWlCRhNmoUQllDxG/PEJRCXgpkgD67JEJiIISGXDvkQmZthHxo+nRCauVkXgRmtEJtlbRyykOUQm+ZZEpb8iRCdiwEamIKREJ6d2RmO5ZUQn1SxFlUvURCge9EXmHUFEKIINR5WmOkQoqABGdUYqRCjlnkayVrlEKSEvRsBkbUQpYcxH9j/MRCmZ7kgDf0FEKeYORvl2xEQqHaJHSoMlRCpkbkhWvW9EKpsiRw+9JEQq2lxHr7+oRCsWWkdFEwhEK2MmR3MKpUQrnk5GmAE8RCvlTEU+f3VELBzgRhBf+UQsSNZG1uxFRCyVwkWoWF9ELNz8SBVDTEQtHwFIE4vhRC1pJEeDvpBELdNeR4U6vEQt645GtsKqRC5g1Ed+8P1ELpuxRhQdS0Qu4ipFE0KdRC8S+ka7pRZEL2ZhR4aasEQvoRBH+ZMuRC/g0kYyPgVEMC4QRfxGkEQwrzpGhEFARDDnhEc9SjdEMSPGSMAAnkQxX9dHsaTtRDGkaEcs7ndEMbFuRdqfgEQx5HBHcCVwRDJBEEbjdR5EMmpHR0GgQUQypUdGnP/8RDMlgkcEcStEM14SRzHsc0QzoKlGojjDRDPd+kaCw59ENDF2R3SiqUQ0bD9H8v+hRDSuD0ba1jFENOQPRyfrQ0Q1HuZGxn5lRDVaR0TSMyZENed1R2KHz0Q2IoRF1xwRRDZo7UeXK/BENqWuRsESrEQ25PRG2E3xRDcrvUes/HFEN1ycR4MaUEQ3miFGOCH+RDfmFEgmBlBEOCOxR5LeBkQ4ZtlGnkdpRDivWUcUcGVEOOpYRqbOlUQ5LVJHY6iWRDlpwkcOFHVEOaTeRnXIIUQ5+uhGKNlfRDoGnETIn1VEOi3qRmzjFkQ6pG5HUUD7RDrdS0axQw5EOxwNR0DUHEQ7PABFqO5TRDtp10blJyJEO6LARWRcz0Q75RFHDN6gRDwqZEgbLv9EPGddR0ceDkQ8pBdGQraJRDzjpkVPPR9EPTA8RVnyvUQ9V8pGMuMFRD2g8EU50jFEPfAMRttaKEQ+NdFErnQjRD5sf0ZCo59EPqBeRpi4/EQ+67tGs2o0RD8wJEaj6G1EP3fZRoeD70Q/prpG5dHLRD/pWUdCn6NEQBU2RtwDq0RAT/ZHDEUTREBgoEWMdwhEQIwiRpXcR0RA1BRHbwZiREEaikadGR9EQWS9R8zd/0RBoLRFZx6fREHfH0Z3nX1EQhKnRv6oQ0RC4nlIGBk5REMoEUd8YYpEQ2iXR8oT0kRDplRHBiLoREPqNkcQTrlEREZyRy1ZDkREcIRGsesZRESvGEXhcUxERSVoRqBpC0RFaPBF/QkfREWkiUct/1NERerVR4B35URGLClHBAwBREZip0afWGNERqWvRtYqrERG2Y1GmhS2REckmEfgeVtER2jhRxmXR0RHoMVHA2/VREfbmEaeB0xER/XoRnIx/0RINhJHg7sCREiOq0dP5zVESObDRwZ0OURJDrJG4ztAREk1sEafm7VESVj5RrE4/0RJrFtHl5FNREnwXkeIuWVESiInR1Gbp0RKaFhFXk5CREqXtEapU4ZESvIZRkoEbURLLM1GwkIhREtnWUYjrGFES6j+R/8f9kRL68JHiksqREwdvkccaSBETHEbR0x5KURMl7NHMtbDREy6Akc51MJETN3/Rs1y1kRNFjdG6/l8RE082kZjvPBETWUgRoBKZURNs/lF+AbrRE3w8keBHpREThkiRsND6EROWyRHC8+TRE6geUbv6OtETvSMRofsj0RPSZVHGIvYRE9sckbxWnVET8X8RoQCBERP759HNaKXRFA+DEacDX5EUHmdR2g3QURQr1JHHlZ+RFDoakcJGwlEUS6WRrwl4ERRZUZGIRGvRFGql0aJJzNEUdfsRmLFxERSKE5GrOq+RFJfm0cEgapEUrQGRzPRg0RS69dHHgvlRFNFR0eOpC1EU3BHRhSx9kRTtQNGjcNURFPj10XHbUtEVFENR3vO3kRUZ35GNz6wRFSVw0cNpL1EVL3VRc40HERVAwxG6rQ8RFUlPUY9LLhEVWKgRjsZKURVqZJFUPgTRFX1j0YqOWJEVitbRs1yzERW77hGgWnXRFcbH0ZEv11EV3EiR1Nh80RXtq1HAcONRFfr40aqoNhEWB+lRgt76ERYe9pGvu9GRFi3Xke1TndEWO07RpT2+ERZIalHdX4GRFlzKkb6smtEWZwARIiqC0RZ6JlGsSVPRFp1i0adkO5EWtBJR5giFURbCG1HhQT6RFt3H0eyEB9EW7MnRtOUTERcARFHFylcRFwnCUcA4SREXFxGRqArNkRc53NFpq+6RF0yzUcIbAREXXDRRko8q0RdulhG/jW5RF3jkUab3LREXgLgRccsWEReK8FGp7wLRF5za0djbcVEXsK6RhgubkRe8zVG9SZjRF8hkkdSVf1EX3TdRYQnnERfyyVHOT52RF/tRUa/35hEYBSvRj9CM0RgOHdGMKVbRGB2iUaceqpEYLpLRvl/G0RhE9RGYQEoRGEk60W+mKJEYV3eR5kU1kRhgONHEVB7RGGxS0b4fzdEYe3kRcjtJERiMQxHATyORGJ1t0auxXBEYrY9Rvr7F0Ri6rRGJKdoRGOAYkb5B7xEY7XARkb2l0Rj7gdHDhfQRGQurEcbhKtEZHOTSCN1+ERkn3dHbNL0RGUjf0YAATFEZUksRxKu2kRlbIhGLVtkRGWry0cttv9EZicDRXnKuURmfGBHN7sLRGayUUc66uJEZud6Rp+r10RnKw5GrfMbRGeoTEejyM9EZ/fnR8nW1kRoLRJG7DtBRGhwMEcUOoJEaLZJR7vEK0Ro7GlGRXUIRGkt6UdhKe1EaXKrR39X40Rpk3ZHCYsxRGnxekaKI8JEaiOUR8dQpkRqitBHIez3RGqyVUaOT6hEav2qRsQb9ERrNSRG5lGBRGtaI0WOm6FEa3lVRfMNd0RruhNGtelZRGwqTUbrszhEbGtkRx259ERsu4JGjLb/RGzbYUZR/41EbQI6Rvl5b0RtKtNGqVaPRG1Y8EcIG1xEbYkJRg2z+ERtpNJFIeMmRG3mOUTXD0hEbglpRcz4hkRuNWdEzqBvRG55+UcK9/hEbqgtRldK40Ru8i5HzkyRRG9DLkd0ytFEb1LoRk+fEkRvdbdGtukWRG+U70Ycx5lEb9UaR7ZcEkRv+MRFB0xsRHBCnUcGL+9EcH+PRsdpzkRw6UdGyAJMRHEAcEZTngZEcSmTReBCdURxYzFGt84jRHG2aEcQVNhEcetgRk65NERycVpHAToyRHK5fEeQRg5EcvdVR9CL0ERzOAVHcIDaRHNo+kY1ZBNEc7HlRgM2OkR0HrZHVLfWRHRVnUbFjPJEdH/ARf19IUR0tUxGiHTrRHTwA0blobxEdRQ/RdjhBER1XQlGndoDRHWagEaKpdxEde6PRx5TwER2N+lHRcJmRHZkAEVEjZJEdwELRfYG60R3NHpHhuNkRHd25EYaKsVEd7xORuxWQER4NdZGu0pkRHhhfka4PhpEeI6HRiAQ6ER4v6RGfXwCRHjt9Eb3ADhEeV7HRnoPxUR5nkFGGu0KRHnyaEWgbiJEeiQARI0l3ER6SO5FMhBXRHp950aK++JEerSLRh8RIUR621xFEcAwRHtp50Z8z9BEe5FaRzN2ckR7y61FqEsMRHvzZ0YlsHtEfE0CRhUPzUR8qYtGFKsfRHzMoUYFjxVEfSPHRkjEkkR9eW1HCrvARH2e00Zp2fVEffP8RoMTmkR+BtlF73GPRH5YSUen4apEfriTRv2g8UR+92hHXpnBRH9JdEVeGStEf3VKRg1CAkR/xh9G9mQkRH//wEcCAyFEgFoARgBXOESAdbFFNy5HRICssEa3j8dEgOKhRpZOdUSBA/hGYQ9lRIER6UX5QpREgTloRwVoqUSBWAZFug0qRIGAm0a0oUdEgZzUR2Z3H0SBsDFGTpGARIG/XkZ4b89Egd60RdngRkSB8wBGQQ6mRIIsqkaZFShEgkpWRkkYvUSCXwFGLnz7RIJ4qUbVNh1EgrxiRs23y0SC4JVGnGPtRIL22kcg0ZhEgwbGROJS/USDQV5Gg8kBRINZ9Ua3Lm9Eg3ApRqkF3USDmxlGgUYARIOy+Uczb+dEg80WRaCnR0SD4ABEdmuhRIP7yUcBeKhEhDk+RbQuJESEWABErpWQRIR1LkSvgZFEhMcMRcf1mESE7Q1Haw77RIT90kYNMDREhRcbRvKKIESFNs5GTfBiRIVfqkcOCSBEhYPjRoPSp0SF2BpHBtreRIX8vEZDLXZEhiaiRooiykSGQhhGT0wyRIZYQkVGqvdEhn6SRXmguESGmYhGaXFZRIazMEU1w+ZEht0sRSx7vUSG7z5GoI2eRIcOb0XBevpEh0LkRTOKYESHV4VGoKNyRId/w0baFF1Eh5nSRujAi0SH5ihFwu00RIf+dEYbEt9EiB18RdDuykSIPLRGSZWaRIhdQEdHksJEiKBkRfK+KUSIxTFFKLK8RIjX5kV3O5tEiRDeRo6NUUSJSnVGjnpMRIm3IkdHILhEieB8Rr26U0SKApRFN5ALRIodCkaIGDJEijlGRRD8qkSKb61Gr8swRIqFIkZy/cpEivSeRk1CKUSLBxpFkI09RIsb5EcQ46pEizU/RjYrbkSLcVRF9AUXRIuenkUZoulEi7VDRvlxCESLyyZGQzK/RIvnskbLSadEi/4ARKKkfkSMG2pF6KUxRIx0w0UvGW1EjJhwRVfWnkSMx9RG2x9YRIz/QkWlhP9EjSQsRotl1kSNV39G6GY1RI14Pka/ixFEjajGRumyyESN4zZF4B5TRI5mMEZuDTNEjnoARRb5fkSOlgBEdmwzRI7ajka6lilEjuM+RfqdeESPIxRGR42GRI89mkXGeKlEj2MORqTIMESPffZFiIaGRI/fQEa/DmREkAN8Rb2ZkkSQPz5Gapr9RJCRBkdTy6JEkPBgRv+eKESRGFJFLDyyRJE0iUZRcT1EkXLyRSflWESRvx1GNbzFRJHXjUZG1WVEkevrRmaftUSSH1JFw0MuRJI8iEW0cZJEknVfRblCGESStfZHDQJCRJL6QkbLsX5Ek3jIRLx4rUSToKNG3LeVRJPXvUZ1V+pEk+kTRdhfIUSUEHpGgYuWRJRAtkXYsGpElFPMRmpQNkSUna5GyiXZRJTapEY4t7tElPhkRqfdrUSVFN1GBN0/RJVGdEbytSFElXVPRglUCESVer1E6nydRJXmpkY9s4hEljybRy6+30SWVVZG7Wp+RJZmAEU/X2BElny2Rghc2ESW8KBFu1qRRJcgAETbgWNEl0MqRZrUt0SXf6RF56RiRJe9IkUTbr5El+DbRhO1/USYfOZFTOSFRJkF1kXNfkNEmSuQRhk01USZRNtGTxVnRJmvwEaXJ99Emf1tRf27zUSannVG7WJXRJr/UEa3FvdEmyscRNcNz0SbfGRFEkEdRJuTcEYZ0vFEm6c4RfNflUSbxeNGw/bfRJvisEaaZhlEnBjxRVV1iUScUp5FnZoxRJy5iUZ0tilEnOUTRoL3/0SdKTFHAz+bRJ1GgETIHp5EnXRbRWBYAUSeGThGtNS5RJ5lq0W/0BBEnoMQRqtOGESe3yRGLRvrRJ8YekY/f9NEn5F6RivK30SfzGxGsnoPRKAoB0WM131EoKLrRoVog0Sgx6FGeI6eRKFenUadgfZEoaBkRj4m/kSiH3VGIYk7RKJkhUWtJBJEopxpRaySXkSi6KVGiF21RKPZJkYhvRREpFMjRfcQUUSkyK9Gme72RKV2YkXQcZVEpaMpRqyLx0Sl0QdF9ph8RKYXpEdvld9EpltcRZOEukSnRsFF8GVXRKeYvkTaHoZEp8UNRWw+lESoMdNGfHSeRKhKZUU8b7REqb14Rsgv90Sp/uRFM4pjRKpAAESgEn1EqoSPRclN0USseOxGqCh6RK2EuEalx31Err6LRp1sckSu/VtGjxTnRLA+lkaEvQREsJhcRfRlZESxHuJGF5byRLQ8bkaPjWxEtYWbRuMecUS6gt1GboggRLsHJ0YmnZJEu0EVRRNBZkS7dQtG0onARLwIgEUCT/lEvvBgRhL3j0TBMyVGgzkkRMN8l0V45QJEyYVKRwJt6UTLAZJFhFzCRM1MnEY/mVpEzYCLRj3qUkTPBSRF/XMXRM/vnkYxeWtE0Q02RiVI2ETRzXFEyJvxRNIipUWExK9E0wsORhwsm0TWbTRGTMg4RN/SsUWXUdpE9NdyRdvWqkT70O1GC7+2RQCbREWpGpU=</peaks>
    </scan>
    <scan num="1386"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="119"
          polarity="+"
          retentionTime="PT1948.18S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">913.552124023438</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="1392"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="150"
          polarity="+"
          retentionTime="PT1956.85S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">681.05859375</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1404"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="139"
          polarity="+"
          retentionTime="PT1974.17S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">890.522033691406</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1422"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="96"
          polarity="+"
          retentionTime="PT2000.47S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">523.203857421875</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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