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</peaks>
    </scan>
    <scan num="242"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="16"
          polarity="+"
          retentionTime="PT357.69S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">811.044128417969</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          centroided="1"
          msLevel="2"
          peaksCount="307"
          polarity="+"
          retentionTime="PT692.955S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="502"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="547"
          polarity="+"
          retentionTime="PT737.045S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">840.4912109375</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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    </scan>
    <scan num="532"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="433"
          polarity="+"
          retentionTime="PT779.196S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">521.441467285156</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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    </scan>
    <scan num="550"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="694"
          polarity="+"
          retentionTime="PT803.722S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">875.071838378906</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
             byteOrder="network"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="507"
          polarity="+"
          retentionTime="PT805.751S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">643.653747558594</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          peaksCount="606"
          polarity="+"
          retentionTime="PT806.969S"
          msInstrumentID="1">
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="746"
          polarity="+"
          retentionTime="PT808.33S"
          msInstrumentID="1">
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          msLevel="2"
          peaksCount="373"
          polarity="+"
          retentionTime="PT809.686S"
          msInstrumentID="1">
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          polarity="+"
          retentionTime="PT824.92S"
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          polarity="+"
          retentionTime="PT881.957S"
          msInstrumentID="1">
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          polarity="+"
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          polarity="+"
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    </scan>
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          centroided="1"
          msLevel="2"
          peaksCount="473"
          polarity="+"
          retentionTime="PT946.559S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">738.095153808594</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          polarity="+"
          retentionTime="PT949.892S"
          msInstrumentID="1">
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="560"
          polarity="+"
          retentionTime="PT951.111S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">776.66064453125</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          polarity="+"
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          centroided="1"
          msLevel="2"
          peaksCount="738"
          polarity="+"
          retentionTime="PT963.202S"
          msInstrumentID="1">
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             byteOrder="network"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="487"
          polarity="+"
          retentionTime="PT964.277S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">811.303344726563</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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    </scan>
    <scan num="718"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="675"
          polarity="+"
          retentionTime="PT1014.52S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">826.577026367188</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="440"
          polarity="+"
          retentionTime="PT1015.86S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">746.498291015625</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="662"
          polarity="+"
          retentionTime="PT1064.26S"
          msInstrumentID="1">
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             compressedLen="0"
             precision="32"
             byteOrder="network"
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    </scan>
    <scan num="756"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="430"
          polarity="+"
          retentionTime="PT1065.57S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">855.9111328125</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
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    </scan>
    <scan num="760"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="351"
          polarity="+"
          retentionTime="PT1071.5S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">846.945861816406</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1244"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="142"
          polarity="+"
          retentionTime="PT1738.7S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.639862060547</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="229"
          polarity="+"
          retentionTime="PT1756.3S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">544.452209472656</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1262"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="189"
          polarity="+"
          retentionTime="PT1764.93S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">654.387023925781</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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ZGLwtQRK8mrEZqjo1Er+ODRirfRUSw4L9GtCvDRLFFdUavLohEsjyBRrWY2kSyUABE+B6cRLKWBUcvt5FEstkbRs5CzkSzHMBGUeeVRLPDFUcGy21Etq6+Rxua6kS2/d9GrLGaRLgelUXu14REusJhRfF2R0S7DWlGDR1CRLtdD0TPtTdEvUjFRj0r00S/hKVGxKgIRL/7MkaJ2kpEwg0oRVzJeUTCPq1HeoyIRMLAxUYhjEpEwuCrRaYSE0TDiQ5GAbkXRMRaykceozhExK6xRw8dpkTIdGZF//qiRMjAukblrWVEybt5RzsaEkTMBM5GAEhiRM6gAETYGOREz0TDRX7wzUTTuCBGpXpIROE/80ayMd9E7lk1Ro4qTUTux4pGCMVnRQxckEZG+/U=</peaks>
    </scan>
    <scan num="1310"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="111"
          polarity="+"
          retentionTime="PT1830.68S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">884.880187988281</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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</peaks>
    </scan>
    <scan num="1316"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="147"
          polarity="+"
          retentionTime="PT1839.34S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.803375244141</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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</peaks>
    </scan>
    <scan num="1334"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="164"
          polarity="+"
          retentionTime="PT1865.61S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">715.946411132813</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="146"
          polarity="+"
          retentionTime="PT1874.21S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">452.971130371094</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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</peaks>
    </scan>
    <scan num="1346"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="120"
          polarity="+"
          retentionTime="PT1883.2S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">777.182312011719</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="1358"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="129"
          polarity="+"
          retentionTime="PT1900.45S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">452.820343017578</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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    </scan>
    <scan num="1370"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="137"
          polarity="+"
          retentionTime="PT1917.75S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">559.812438964844</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1388"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="95"
          polarity="+"
          retentionTime="PT1944.02S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">913.612060546875</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">Q0kr8kcDYYtDUDMoRgi2YkNRIwlFUG0uQ1I5BEZ6s7RDUw73RIQyD0NUFCZEwqGpQ1VIAERQyTFDVztuRWCWekNXuNpFWgfXQ1hknEZkCrxDWwlpR2nwBENdMzNFdIRwQ18XM0VpnPNDYBMHRQT1j0NhOLFGMYdxQ2Iso0YDqsxDYxhoR4sbvENlM0xGn+w8Q2kqokYlV0hDawaXRrvAS0NtRSpGdnZzQ24IGEWppVRDbxL8Rj9ZJkNzSnZFZb2bQ3c1LUXqzshDehqhRhixjkN7GgtFgzWeQ30k3kavSUJDfi0eRyrvJ0N/K/VFhB61Q4A9bUZkrdFDgKMIRUOYzEOBqTVG4lX5Q4Kn7UZI+TBDg6I+RME8okOEpvFH2Y70Q4UdakYjFbBDhsO4RbgUskOHtKVE8s80Q4kyAEXQbYNDiZKxRlqrvUOKrXRGTgcaQ4uYzEa86xVDjA4XRjqWDUOMYndHE1GGQ4y4AEVLhbpDjSwURw/s/EONlXBHXta6Q43rLEYx5UJDji5uRmvE1EOOqIZGcE/8Q4+c8EWXUbtDkChVRxXKFkOQmN1F+bF5Q5KRWUW7vBlDk5IDRpPjj0OUnUVFjN/kQ5Uxq0Xw6CFDlVKiRVuEA0OVm4RGl6G1Q5YNfkbSAr5DlppWReywXUOYMbBGBC74Q5ia/EbIkFFDmpHaRqczxkObMWtGA6AZQ5uqNEcF29VDnCOeRRxLjUOcrSZHye4KQ50fFkYcQQ5DnbHCRRkqBUOeqmVGhxjFQ58oxkXXTEBDoHPURKdlMUOhBkNGrTrCQ6GCq0ZVXdFDoc0GRabdoUOiswtGNfyFQ6O6WkbSU1NDpJ9eRi2z3EOlr/dHtIvhQ6YkYEcLbmVDpoz8RoJm0kOohWJG4h5JQ6k4rkfOvQNDqa4OSBiSx0OqJpZIAec/Q6qmAkdCFXdDqyJ6RfCWFUOrmzhHKjHkQ6xO1UcKXvNDrLWBRZiEEkOtcgBFs4wWQ62+6kWW9Z5DrqJqRpHiFEOxHrpGT9n6Q7GuakeMvytDsjmURvryzUOyrvpHtKlQQ7M6kEa/Rr1Ds6vYR2vk/kO0f8RGGHmBQ7S/QEbOQ+FDtQYoRmPjcEO1onBHJaI6Q7axzkTfJklDty7kRjToIEO3sHNHnI0EQ7g88UY4HVpDuLoYSDDVpUO5OkpGmtt2Q7mt5kedq3VDuiY2R1C6SEO6cLRGycvMQ7r4QUWHwt5Du6zbRaK1lkO8I0dGdUlUQ7yVIEZTw5FDvUXIRg1VFkO9qAhGDFjiQ77EZkSYy51Dv7WYRrv/REPAJzhHZuxKQ8Cxx0UKyYpDwUUoRic+2EPBqmJGlvStQ8OyZkZKMZhDxDy8RZFIyUPEoeVHJzwSQ8VRw0cN4SRDxm+AR4BNbEPGxyJG7xRzQ8cj50aXgkVDx6+ZRhCdGUPIKjxFGx36Q8irC0a/RsFDyTyGRncuSkPJtYtGqf2VQ8rrIkbDiIBDyzYWRznsCUPLs6RGqK2EQ8wxIEXE49ZDzLIeRhtAhEPNI5pEm75kQ826LkcI4cxDzw4gRzWuukPPqAlHSlqIQ9AY9kZg27VD0R6QRwlWuUPRqghH56ilQ9IngEcplThD0qrtR2h1dEPTBxZGvdxWQ9NygUahrEVD07UaRgqPhUPUyMhG4DI5Q9VgxEb5P+dD1bnGRwIBAUPWNCpGMI03Q9a5GUZUmI5D1wxLRia9qEPXlFVG/dEwQ9gXkUeUWZND2LXwRu/bM0PZG6lGwLqtQ9nKuEY4ntBD2i0uRUX/LUPaxX5GQ+jWQ9swQkXDf8lD26iARlSeqUPb9zNG0drJQ9xIAEUfxuRD3MGxRTsKbkPeM/BG5/neQ96lbkau6k1D35NERrgF8kPf4yZHG122Q+CkxkdOwA5D4RvgRihZqUPhgblFq4GBQ+JHdUawxVtD4rm5R5mua0Pi+f5GwcrkQ+NBEkZoozND45uQRoAB6UPkQk1GDcDJQ+TJmkVT1ZJD5bmSRr8/lkPmKs9GStR8Q+a6yUZ5vWxD55q/RiKOAkPos1RHli4fQ+kkKEaGCrhD6bq1R6QsXkPqI1JHAk7NQ+qiu0YM2WND6zrlRbTDnUPrsmVHX5p0Q+vz/UaRPzlD7DxTRsq/dkPtS0RFpt9dQ+12UkVmJ01D7cXxRuYGLEPuM6dGkMlFQ+86NUak3q5D77r/RnLEwUPwR8BFGi1rQ/C5IEbowXpD8ShbROe0W0Pxr3pGC9U4Q/MSOkah92dD86n6RaQFDkP0FWhG+032Q/YxEUcAZwlD9r4/RtU2gkP3bshHzL60Q/fGq0ccLjlD+LIqR5UJXEP5Or1GUx/0Q/m6DEaRSqhD+iTNRtElYEP7MABETCqTQ/uun0aqSkFD/BsTRp2RiUP8tWhHgKwlQ/17c0YwVF1D/cB9RVE+30P+LAtGgKjqQ/61eEeLPQxD/vtYR5M1/0QAIy5F6E0NRABs+UXAsnVEAJfVRnjzA0QA1DpHNRf+RAEQ4EUsteBEAVgLRrE8FEQBlQZEl10wRAHEY0cNZylEAd3MRr8/w0QCKCFHF62YRAJf5EeXAFtEAsxJR5srfUQDLQ5G1x8FRANpCkUeZn5EA6KaRsLPZ0QD9SpGJoBrRARfrkWmfyxEBOfcRbYGjkQFF25Hi25TRAVdFUaVEa9EBZrjRrEUn0QF3gRHG5JlRAYZ/kcPIghEBlvMR4xHL0QHEcJHU4cXRAdcOUZCudBEB6YORQV7MUQITUZEqlVLRAjwCkbQzn5ECR9PRnkeg0QJZPhHPk1pRAm2HUcrrkpECedeRta3sEQKJcRGjWyQRApUS0c6+Y1ECnv8Rj6OgkQKpN5Gny2cRArrx0UuUp1ECx9IRnaVtEQLWeRGkPnqRAunZkWPW91EC9uLR2uUv0QMJGtHI1QlRAxOwUY26J5EDJQARGQqykQM/lZG6iGZRA0kikWRNDNEDWIlRxTRs0QNuqFHyyQERA3kPEcSBk5EDhO2RociW0QOZNxHV3n5RA6fjEa1AnBEDt4SRhTkJkQPCyRFHcMDRA9kaUczmYBED6NkRZWNWEQP4W5H90tXRBAhTkeyzvtEEGjGSFNcrUQQobpHZSeARBDlnEc0utxEES/kRrdovEQRW8FGSQoARBGSFkbcTQ9EEcBYRuYPmUQR6LlGEBKqRBIMEkYsHBREEm8VRonRikQS2QJFC4hBRBMpEkaxqdNEE3JgR0O6EkQTtURHjZBKRBPkmEcPkapEFCCTR0P/4EQUX5xHWU0nRBSbYUaeE+5EFOKWSCZ48EQVIu5Hk/kLRBVlAkcXhbxEFap2Rw4mEEQV59BH1UUvRBYo00ciQzlEFmENR4zgNkQWm4FGBV5SRBbhdUhBod1EFyGGR2/iy0QXbkpGbjRZRBemuEZisHZEF+MeRwyv70QYHsRFShiNRBhaA0dyx/9EGI2QReJIOUQYxfhFhFBzRBjsSkakJ0hEGR3ORy67ikQZTuRHEz6lRBmH3Edru/ZEGac+RsEzGUQZ6tJHF2hiRBohoEaCmDFEGmCER8snskQaom9Hi0nDRBrlHEdZrINEGx6IR4UqE0QbMbxGibvmRBtimUf1PddEG5lkRr8cY0Qb2ZxGd82tRBwJRUaFs7FEHDNYRihL5UQcW05HLkEURByeEUVN97tEHOtjR3Dj4EQdHe5GzfQTRB1XjEdoFiREHaDGRfoEvUQd7epG1e39RB4RvkbjiyZEHloQROx6w0Qeo9RHK2wdRB7moUeP9xBEHxG8R0qk70QfYrhHsGuGRB+f6EXa8SZEH+IgRTer7EQgHexFfge0RCBdx0eJpBxEIJ2uR6t9ikQgyxFHJjODRCEjKkXkYjBEIWCqRwpXekQhiw1GY5avRCHfP0dyNm1EIh8lRsdtTkQiV+BHjPRjRCKcFEcwKkFEIuO6RuvM0kQjJohG558XRCNra0eCPCdEI65IRzDJ+EQj5+5G58EXRCQQHEaJY/hEJCrURcmKwUQkcNBFjgcSRCSqgkbaXaFEJNXGR6X/jkQlIOJGFjO0RCVg8kcEhB5EJY0ERrsdxEQl0pxGnfwPRCXlSkU+Ei1EJiK1R3MybkQmZS9HMVRcRCajdEdGgihEJvV4Rrh4b0QnLL5EyXBBRCdgSEYA/fxEJ5W2RZ+tvUQn0clFk0R2RCgO1EXzInVEKGS/RrRKBEQoobZGzVJqRCjiVkSvf2BEKRvmRr5jFUQpgChHhsczRCmrGkagkw5EKeTOR5VIG0QqIANGoFjqRCpuhEb+epJEKqCwRlVIoUQq345HgCE7RCrpEEZFBStEKw7GR03hjkQrZbVHFwOERCuhJ0YeZ0hEK+NWRsN6iEQsCstHAxAgRCxv6kaGoSBELN8PSCLKg0QtHWdG/621RC1kOEc0aUZELaEKRPFgkUQt2aFHFWqsRC4CXEc072ZELlE9R28PekQujjpGtiTxRC6wNkYDAbZELt4oRtukS0QvG2hGFe7NRC9oFEfOe9BEL6O8R2OmA0Qv39pGvwYwRDBZRkV/gRxEMJpcRdWR7kQw5Y5HAaDeRDEjrUg6eQ1EMWQKR4GqR0QxnJBG1birRDHdtEe9LjtEMg4IR1+jC0QyZtRGonYgRDKesEaF8nxEMuU6R7ulqkQzFABFkgy5RDNHMka/FcBEM1vVRQZQ1kQzr+dFZ2PyRDPeYkcjF5FENBm/RqXoVEQ0ZiBH4tCVRDSsQkduUqBENO/3RxZgnEQ1HdxG9XAqRDWZS0YpOMNENecKR7GvPkQ2Ib9Ghik7RDZqjEclmDZENqFQRnpUQkQ26lRGlqLLRDcw60U0zCJEN2WtRkRTTUQ3oRNF0Jh9RDfnrUhLr7VEOB/CRwLVhkQ4SJdHEK0rRDhkAEWJMgVEOOc1RocoQEQ5JU1G2vEKRDmUWUbR5ONEOd5ZRwto7EQ6KQtHkG8pRDqU/UeXGEJEOr27Rs7Yi0Q65K1GbWbsRDsamkY2UIBEO2WURiRQ2kQ7rlZG0HCSRDvawEc/8sxEO/KgRmgrdEQ8KjJHv7eSRDxk4kcihmZEPKZ4RPj/kUQ84/5HA0jmRD0rYUecUftEPWMrRx552kQ9p4dHKXTARD3nCEZaZuZEPiTcRo9H+UQ+dzlHN6eeRD6f8UZipCVEPtzpReegWEQ/MxdGgJboRD9yz0Zj5h5EP5sqRmVwhUQ/5ChG2xeGREAW9EbC7lVEQGWxRdwx8kRAlRZG4mHJREDZg0eQ0KZEQR0kRjbk50RBX95HxpkvREFmTEaENvREQZwkRxSUPERBvmtEpv9QREH0ukXJCStEQiaRRmkWTURCSDpGIRqZREJr80aXcnREQuYzR2SEGERDKU5G5HF1RENTOUcAgyREQ3ZLRf5MQERD6OlFp3kiREQnlkcKlxBERF9aRxBVk0REkOhGhc6mRES890YzYpNEROsuRoo/rERFI/BGPXIjREVih0bFr3FERZ5bRzPaHERF7uRFdzMjREYvTUdzwKBERnakRsmphERGq5RGH+8xREbfNkbXYuZERyJER4ALn0RHXABDVZsEREei4kabCABESBGBRw7bcURIRtJG8gaOREhyF0XCNbdESPDFRk+NzURJMEBF8EjCRElxJEXKEjBESagjRnagvERJ2bRG/uKWREom8Ubfve5ESqkzRteHo0RK0MJHN4FOREsIwkX+nuJESyjVRVNjoURLZBBGAbbMREujyUfgt89ES+YrR0k++0RMLM9HGSEARExxYUbwlT5ETN8URlHX7ERNJutHKkBTRE10VEavEFlETesiR7P7B0ROJNNGlz7cRE5nGkWl8sJEToR1RXNpZkROrVlHQRZYRE7pdUZ3P1ZETyuERyEIWERPQORFyQ4VRE9mkEU1ZpRET7toRgksrkRQJKJHA/rXRFB7b0aoFXJEUPtRRoCafERRLbFGV59oRFF43kb/pmVEUat1RkkDt0RR43tFmIhQRFIMDkZblNhEUjBwRzZx6URSbB5HTXC8RFK1VEYedCBEUwkKRtTAm0RTGE9F9Xl1RFMoekUcbQ9EU2RpRnXq9ERTk6ZHikPDRFO0dUa8PnZEVBy0R2d+ZERURcdHbD6wRFRzFEYw2dhEVKZORxVWNURVDGJGNkqKRFVQpkXQqV9EVYq+R47EAURV7WBGID32RFZpL0adT3VEVq/pRyAyUURXBUdGSDqXRFcyEUZ+NotEV2QCRjRT50RXqPtGh9NiRFfR5kZIIgpEV/QARRvrIURYPn9HJYL4RFhM3kWjJGVEWHIqRkqX7ERYo3dGu5OcRFjrdkbnKNpEWSGZRaj2PkRZbR1HC+I5RFm5Pka3d4VEWi/DRz0uRERaXbVHYvQ3RFp4pEW4yyZEWsKKRqXgwkRbKHJGi63qRFtRrEd7grZEW4miRmy9skRbtVFHGmv/RFvgJEbZMrFEXAAAReA0jURcLX1HAd7cRFyiyEaT4Q9EXTINR3CIvkRdpP1Gky6KRF361UbG3c9EXiJ8RkFhl0Reef1GowydRF6tdUaKUmhEXufJR50o70RfIydGwO9MRF9vd0dEoSFEX5mMRkWjvkRfuFVFnbXkRF/rM0UpTItEYB02RxrAEkRgwz1FoV52RGDofUZDQbtEYW/LRzI0s0RhvMVFFSZwRGHmmkax7yVEYjz6RtwbWURia6dHa88pRGK46UZFmzdEYzgUR4wb70Rjbm1G0NpcRGOQWUaWN/FEY+3YRy3w20RkSIBHgn6KRGR5HUcVNBdEZLNIRl0erkRk6gZFPw+YRGUBNkUzMjJEZS6dRj7mkkRlZ7dHJ2tIRGWbnEciSVBEZcrERpXJm0Rl+pBHmxbfRGZH2kY12flEZqqURsuTskRm7q5FtnjmRGcm+kdOsjlEZ2+uR0K2C0RnrClGu1g5RGfol0asK2BEaCX4Rt45cERoX7xHNwwdRGjECkZhTKpEaO9ERt27oERpNsNG/sLzRGl1f0dfi/hEacCpRn58wERp58RG704nRGopQEYQp4hEamFmRJd2JERqkr1GqpdgRGrJxEaAQelEavK+RlpQ4kRrHC1GGiImRGtJe0aeGFVEa78/Rs83w0Rr8R9F26ttRGwxBEavhIhEbKzvRag15ERs7VlHEDIlRG0pEUc2g91EbVSJRnBXbERtdZZFgZsyRG2feEX/U1FEbcWQRj9VZkRuV9NF2EpSRG63P0dLuLNEbyNnRwqA5kRvMmlGF1RZRG9xkkVdfTNEb7aRRzXriERwP8pHCacfRHBgAEX57XNEcNIrRom54URw+iBGd1yyRHFbHkZTUqZEccIkR19AoURx+aRG+Of/RHIk10dJFNhEcnG9RLMBikRyl/NHC53RRHK5SEbvk2tEcuglRsc2YkRzRJ1Gv+EaRHN1REZoJ8lEc7NFRtVV5ERz6LhFDbhvRHQxv0dM2UdEdHLPRxTdIUR0onFGQEQXRHTQzUaTCtxEdPiQR0g2A0R1OGlGa3nbRHVfkkYZbc9EdYmERrlc1UR2N3tHCWFcRHZsN0ct1YFEdvShRpOg1kR3ASFFc5z3RHcojkYeceFEd3NVRqLMpkR3rqBGgCv4RHfmfEajSKdEd/b6RTben0R4OcVGt4w+RHhizEaJW+dEeKSTR1k8mUR4yvZHqZpGRHkLxkZcsb5EeUy9RczJ5ER5cqdFaNm9RHmgxUUzG+xEeelARpNhfUR6IlBG0tGsRHptE0YVCA5Eet6LRpl3hER7FVNGy3XORHtmSkYkm1BEe7jzRduqG0R8O5xGsJDKRHyjwUbeWe9EfM1dRroHM0R86D5GiEIORH1TlUY7XAhEfYkHRI9PEUR96/VG11PORH4oKEZNYnBEfjYFRW47/kR+YxxG8IFXRH6qo0bBduBEfu8KRlAp5ER/K8xGyAu8RH+3a0cWKjtEf/aGRL6JUUSAHYZGn3lyRIA8hkUl0M5EgHXQRjlaRUSAilBGrkD7RICu3EWORdhEgMFPRphmAUSA0YJGgnpFRID3UUYah1VEgTWYRoJrv0SBWKhHB1rxRIF89kZFcgREgZUXRzKDD0SBse5HB/eiRIHEnEW4azJEgdwHRq1Y0USB+8NG37qURIIg+kXdAKBEgj/KRlkSJ0SCedZGWFWzRILBMkZdMRBEgttzR5v/80SC+zpGPtuoRIMixkXfZWVEgzYCRHCEr0SDYuhGS6R0RIN+qEaRlV9Eg5WaRhz6n0SDtL1G8dFWRIP+mETC+FBEhBnzRsqwa0SENvpF0jERRISnikaHqw1EhL0HRsUAF0SE/WpGNBpNRIVdAETOfhREhY8lRj9IFESFtElHfOrMRIXFzka7HzVEheC7RrlxIESF/sVE5/JmRIYYV0Vi9ThEhji8RpnnKESGrFBFhEH4RIbCQkWTAJBEhtxeRow1FkSG94JGngGHRIdG8EXm6/xEh4NPRpsSEESHwXVHAf1VRIf6O0dXHEpEiDmsRrJ5NkSISOtGLd+rRIh+XEYo1l5EiLamRXuxMESJFNxGwhqmRIlEo0aaQr1EiXiwRpouaUSJy/ZGyKgARInkJkUaMZFEiiNJRlDW2USKPbRG7wWnRIpjmEZN2kREinreRegXikSKkdZGiRrvRIq83kW8QFtEitAuRasCIUSK6StGkSoWRIsvp0anwxREi11SRfwYfkSLcCZFXzSrRIu2UkdfEqJEi99iRXFz5USL+rxE2UeKRIwbmkaXaq1EjDTURkxw0kSMSD5F/B3wRIxYEUYSMiNEjHSMRZTAAESMkmJGaWoARIzCZEUTYi9EjN5aRgElw0SNERZGgypcRI09fUaUavdEjVQQRpaCFUSNmJRGha9gRI3BuEb6FRxEjg3eRxI1UUSOJcJF0qqHRI5egkXUnQxEjt0SRhPXYkSO+DBFd4jHRI8adUXtT1REj0BhRYT3KUSPsnRGT8YnRI/dkEccbphEj/JgRv4Qx0SQwGpFgXpCRJDyjkZbIEFEkQoARH34n0SRPVpGR184RJGVeEXSB81EkhB6RoyA/USSWJZGXksTRJKHN0WDWS9EkqZiRg3IoESSwLNGhGFXRJLfcUYjjeJEkvb4RgXLHESTGN1GJ5awRJNyAESgbmxEk54GRi7s4USTwWRGQuGBRJP7LkV3U2dElCkURQ5PvUSUa9xGrUCPRJTIkEYGUbJElN6qRm9+CUSVEFhHKZavRJUkQEXBchlElUjNRLVYFESVpZJGLXtzRJXJvEcuVl1Elhe0RrqvZ0SWcSdGibOeRJafrEWIeDdElsCURk6EJkSW9JhGCmhoRJdlWEVGMfhEl66qRdTf9kSYKqhHULaiRJhDi0Wziy9EmGC4RnKa/ESYtrpGj9c7RJjfbUaq5R5EmYRmRdzjI0SZwKtHIVfKRJnmekW+SE9EmnPURdqZ3kSaiP1GFa9JRJqoxUZeyddEmr11RwA0kESa+atGjABdRJsSukaP/uJEm3dJRYKxdESbwP1Ge2UmRJvut0cPbSVEnAzoRfJoK0ScMmVF0qLFRJxFnkbAjDpEnJg+R2bSYkSc5DlGoH0CRJ0ddkYjkcpEna5ARmTHKUSd4GZFD9HpRJ43I0ayLxdEnlMtRqy5SESett9FcUJ3RJ78cEWzT/NEnx+VRnxpx0SfintGDWlfRJ+fvUaMK8ZEn7QlRXi9UkSgHMBGpdaARKBhH0YRQSVEol6qRooe9USieuNGBO0BRKKekEYkYwxEotmnRaEqNESjMwpG+VchRKNLIUaONSpEo3eyRk5jB0SkCdpGhgtFRKRClkYqxuhEpLVcRaSNakSk1OVF+Sa9RKU0z0VOwBxEpX5qRY/B6kSlmZlGXkwORKX8dkZhKZxEpih3RXhq+0SmZGFGAHf7RKaLVkYWlVxEpzbpRi2AKUSncqVE08shRKhphkY/AoVEqIeJRgz1VESoqRNF9zU1RKjDb0aUBS1EqV9wRY0HDESpwSxGp9TrRKx8qEZH/ONErNoWRbftnUStCWJGerLKRK1mxkTrJ5lErejDRea340Su/OJFEeEsRLM3H0S9njtEtGa3Ruj7S0S1tYtF6MwDRLXIgEXWqNBEuirIRgZBXkS6YgBEhB48RL2nIUYDnnlEwEd3RYJ8uETBjQhE8iOlRMXGAESNLDZExgiERQcl/0TJvoFGTpXMRM5E/EXI4iNE0OUwRukJGkTUvABEcgQJROALrkZQ3gE=</peaks>
    </scan>
    <scan num="1394"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="93"
          polarity="+"
          retentionTime="PT1952.66S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">494.417755126953</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="1400"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="202"
          polarity="+"
          retentionTime="PT1961.3S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">621.534240722656</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1406"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="123"
          polarity="+"
          retentionTime="PT1969.93S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.371551513672</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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    </scan>
    <scan num="1412"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="171"
          polarity="+"
          retentionTime="PT1979.27S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">664.584228515625</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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    </scan>
    <scan num="1424"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="130"
          polarity="+"
          retentionTime="PT1996.56S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">523.496826171875</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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9Fzv/eRKrZW0WRuvBEqyCNRqVdPkSrP0NFhJhmRKtYx0W5d29Eq4N1RlIrgESrnmREw0FvRKvFVUXyqkNErDbfRZlAaUSsmqFF9+K+RKy5DUVlLM1Erh70RYIkOkSu2nNF+B6WRK7zo0Y+4YhEryh0ROFEe0SvsMpFdvXIRLDAAERIhDFEsXKoRfKtmkSxrpZFDMfURLMj2UTAq7FEs1+DRknQjUSzrmpFNsX+RLQ4m0Ypj9ZEtGC5RmUZzUS0pYpF1c+URLXjZUUdec9EtqKMRipOmUS23w9Ga3PURLezf0WHGnxEuyUjRe2ZSES9szFFNpAmRL42YEW7QdNEwA2QRVsZ8UTBbnBEh/dnRMIIfUWT0DJEw5ixRoJlTkTFJpdFzqF1RMY+m0ZghbBEx2TjRhdXtkTSI51GCk07RORisUU9wuNE8FBeRUVFgkUGIChE3FWU</peaks>
    </scan>
    <scan num="1436"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="125"
          polarity="+"
          retentionTime="PT2013.92S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">645.593688964844</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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