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          centroided="1"
          msLevel="2"
          peaksCount="559"
          polarity="+"
          retentionTime="PT705.96S"
          msInstrumentID="1">
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             compressedLen="0"
             precision="32"
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contentType="m/z-int">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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="419"
          polarity="+"
          retentionTime="PT714.942S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="465"
          polarity="+"
          retentionTime="PT732.179S"
          msInstrumentID="1">
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             compressedLen="0"
             precision="32"
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    </scan>
    <scan num="508"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="588"
          polarity="+"
          retentionTime="PT743.511S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">853.180541992188</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="649"
          polarity="+"
          retentionTime="PT744.817S"
          msInstrumentID="1">
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="581"
          polarity="+"
          retentionTime="PT750.675S"
          msInstrumentID="1">
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             compressedLen="0"
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          centroided="1"
          msLevel="2"
          peaksCount="631"
          polarity="+"
          retentionTime="PT757.912S"
          msInstrumentID="1">
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             compressedLen="0"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="442"
          polarity="+"
          retentionTime="PT759.252S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
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          centroided="1"
          msLevel="2"
          peaksCount="613"
          polarity="+"
          retentionTime="PT774.794S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="449"
          polarity="+"
          retentionTime="PT775.956S"
          msInstrumentID="1">
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             compressedLen="0"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="638"
          polarity="+"
          retentionTime="PT777.218S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
             byteOrder="network"
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          polarity="+"
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          peaksCount="509"
          polarity="+"
          retentionTime="PT785.669S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="437"
          polarity="+"
          retentionTime="PT791.561S"
          msInstrumentID="1">
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          polarity="+"
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          centroided="1"
          msLevel="2"
          peaksCount="574"
          polarity="+"
          retentionTime="PT796.712S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="633"
          polarity="+"
          retentionTime="PT809.037S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          peaksCount="728"
          polarity="+"
          retentionTime="PT810.256S"
          msInstrumentID="1">
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          centroided="1"
          msLevel="2"
          peaksCount="509"
          polarity="+"
          retentionTime="PT811.482S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          polarity="+"
          retentionTime="PT816.077S"
          msInstrumentID="1">
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          polarity="+"
          retentionTime="PT826.118S"
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          polarity="+"
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contentType="m/z-int">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    </scan>
    <scan num="596"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="387"
          polarity="+"
          retentionTime="PT861.088S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">653.733703613281</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
             byteOrder="network"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="664"
          polarity="+"
          retentionTime="PT862.996S"
          msInstrumentID="1">
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             compressedLen="0"
             precision="32"
             byteOrder="network"
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    </scan>
    <scan num="598"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="403"
          polarity="+"
          retentionTime="PT864.257S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">565.142395019531</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="602"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="404"
          polarity="+"
          retentionTime="PT869.849S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">653.742431640625</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="614"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="515"
          polarity="+"
          retentionTime="PT883.661S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">720.792724609375</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          polarity="+"
          retentionTime="PT888.007S"
          msInstrumentID="1">
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="713"
          polarity="+"
          retentionTime="PT909.231S"
          msInstrumentID="1">
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          centroided="1"
          msLevel="2"
          peaksCount="576"
          polarity="+"
          retentionTime="PT947.815S"
          msInstrumentID="1">
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             compressedLen="0"
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          polarity="+"
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          polarity="+"
          retentionTime="PT979.731S"
          msInstrumentID="1">
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          polarity="+"
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    </scan>
    <scan num="698"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="405"
          polarity="+"
          retentionTime="PT988.772S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">740.761169433594</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          peaksCount="535"
          polarity="+"
          retentionTime="PT997.999S"
          msInstrumentID="1">
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          msLevel="2"
          peaksCount="736"
          polarity="+"
          retentionTime="PT1042.55S"
          msInstrumentID="1">
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="595"
          polarity="+"
          retentionTime="PT1045.46S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          polarity="+"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="434"
          polarity="+"
          retentionTime="PT1048.33S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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          msLevel="2"
          peaksCount="673"
          polarity="+"
          retentionTime="PT1055.83S"
          msInstrumentID="1">
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="464"
          polarity="+"
          retentionTime="PT1057.15S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">1044.399291992188</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="495"
          polarity="+"
          retentionTime="PT1061.53S"
          msInstrumentID="1">
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          polarity="+"
          retentionTime="PT1062.71S"
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          peaksCount="450"
          polarity="+"
          retentionTime="PT1069.93S"
          msInstrumentID="1">
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          centroided="1"
          msLevel="2"
          peaksCount="511"
          polarity="+"
          retentionTime="PT1111.34S"
          msInstrumentID="1">
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             compressedLen="0"
             precision="32"
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    </scan>
    <scan num="1238"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="153"
          polarity="+"
          retentionTime="PT1731.85S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">510.284820556641</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="1262"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="141"
          polarity="+"
          retentionTime="PT1766.41S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">664.990112304688</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="126"
          polarity="+"
          retentionTime="PT1844.63S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">863.636596679688</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
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</peaks>
    </scan>
    <scan num="1334"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="159"
          polarity="+"
          retentionTime="PT1870.28S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">595.638427734375</precursorMz>
      <peaks compressionType="none"
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lGTFhmRMfoiEWFjU9EzGuhRbLMK0TSmfVFl/FWRNVvWEaHYwlE5N+dRaKwjQ==</peaks>
    </scan>
    <scan num="1340"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="137"
          polarity="+"
          retentionTime="PT1878.93S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">553.101013183594</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1346"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="156"
          polarity="+"
          retentionTime="PT1887.59S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">677.757507324219</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1358"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="166"
          polarity="+"
          retentionTime="PT1904.87S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">666.7060546875</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1364"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="121"
          polarity="+"
          retentionTime="PT1913.48S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.398956298828</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="137"
          polarity="+"
          retentionTime="PT1922.08S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">779.75732421875</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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</peaks>
    </scan>
    <scan num="1376"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="116"
          polarity="+"
          retentionTime="PT1931.08S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.703186035156</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">Q0jzxEXv9LdDSzOgRgPB80NMZoRGJ9+qQ01EaUXVfr9DUSR4RYxPlUNVBKFGiANBQ1Y6FkboPAVDVxXWRw67vENbIyBHjNcNQ1xbikXYcFxDXckgRu8ZnkNhGnBGbz/LQ2MqrkYwGfdDZGmZRoqhTENnCxpGlL3hQ2kTdEXO2UBDaz81R8SnMkNtSpBGncUIQ3EMDUaMMklDcjRiRvkleUNy9kxGzw0cQ3VU1kYL7QBDd2RERp6BCkN4XD5FfkhEQ3kQp0aEtCtDehtORrSM7UN8HtFGuEPMQ30s0kcfZP9DfhGORilGkEN/VLRHGRCUQ4As80YKYHFDgKYwRqxIRUOBjvlGnLCyQ4Oqg0Wx5XVDhK3SRsreekOFMeJGyFEEQ4Wf0EVU9NtDhw0yRwl9QkOHsVZGkxD9Q4k88EZMqzNDiqGeRqa7J0OLp61Gy4TZQ4wZokSL2ylDjKEMRjwiU0ONI2lHSQS2Q42e8EcDmFhDjh0KRcnTPEOOsXBFEXj4Q5AnFkbLwMVDkRKqRgJEx0ORlMpFhyQTQ5IYk0YyPNNDkoz3RPL8e0OTK5NGsArDQ5QOZUb71KJDlI5wRcwNekOVFy5G0bOLQ5WGgEaDI1RDlyzHRoRHEEOZk1lHB569Q5tAHkcak+RDm52lR9Zs8UOcEfxHH3lwQ5yql0essIdDnX0ORiYyQkOeF2JGiCstQ58elkY972ZDoLqIRs0BGUOhhYBGKRfWQ6O0LkYC3OBDpIoMRSDq8EOlpzFHFrj6Q6YKSkZH0UxDpqCsRfq2OEOnHElE1CfDQ6ejl0aceexDqLT2RtBuEEOpOphGxyQRQ6msLkiM/ORDqi+MR4ddL0OquERHVSdKQ6sYAESzfLBDrCFkRSuLXkOslDZHQJDqQ60lHkdVus9DrqvURNq7qEOwnMRG3gZYQ7EvnkeWiNlDsaqYRmX6HkOyF/hF4dQeQ7Kupkgcb0xDsyh+RjKsH0OzopxG1Gg0Q7RyKEWSCJ9DtRJSRlVGBUO1ul5Gj7+pQ7asEUVm0FxDtyHYRo3gjUO3rhBHotk5Q7grCUcnj51DuLZlR6C4GUO5NWJHEA0VQ7mZrEfPNFVDuioOR4IWKkO6ljNHicVXQ7uXckXo0nhDvDN2RsGBw0O8qnNGyuA5Q70tG0WN6vhDvbckRdiQbUO+qwVFR2OMQ7+tCkekh29DwCcwRiQYSEPArU1HBjH7Q8FPYkcjaDFDwa+QRWAs+EPB89FFmSfGQ8Jen0aPEx5DwqQZRjNgd0PDroZHcVfRQ8ScekcToi5DxQ4cRudk9UPGbj5IKhjdQ8a8bEdtAytDxxhwRm4eS0PHr3hFzPuBQ8iWEkYBzuFDySRsRqZ6fkPJxxlExsKDQ8qxvkaJH81DyyJIRpNmW0PLsQxHeaJcQ80ehkU3ihpDzaeERjxStUPOFJxG7fDdQ86nX0ZTxAlDz1xLRr9XbEPPrBpHAKIgQ9AhqEcI2slD0JMGRfHYEkPQ/5BFMQv7Q9GMnkdM30FD0hXRRbE/bEPSpzJHD9jXQ9MjCkVWdstD05VGRwiYn0PUWMxGON4EQ9Upp0ZT8eVD1bp/RpqBCUPWMoBHFNF7Q9athEcI+GdD15XmRn/WN0PYGnJGRm9eQ9iueUZATZlD2VpkRtDEDkPZ0UZGQTa5Q9qcgEZClhtD2yXXRryBVEPbqhBE6ArDQ9wFsEWIAXFD3SJwRiMekUPeMjFG0D/YQ96YKUcxDFVD3yJXRg7RB0PflvJFtP2oQ9+5DEUr/BpD4CwARMSuHkPgnLRHYGSgQ+C52kYPRkFD4SqVRpdUUUPhpM9G6fYeQ+K+K0fncI1D4vbER7iNhEPjQ41HD8seQ+Ow5kcXk+JD5GrARrognkPkyhFFxY2vQ+Ut9EZ8NhVD5aT8RomQY0PmKgNGLZ4zQ+apG0bhKiJD53VmR4NqqkPnr5NGakJ1Q+g38kbOa7tD6TlhRoiKrUPpmZ1GNY9HQ+qo4kWlvf5D6yd9Rqn4RUPrlktGrc+4Q+yXsUa2dD9D7WXMRxp40kPuX2ZGIoEMQ+9+2kbGpZ1D7/oORwH1rUPwfa5HJi7iQ/E2VEd21RND8byyRwRmREPyrL5F15dJQ/MaY0ZHcthD86gVRueS9EP0JIhGTXHyQ/SijkaUT/VD9RJ/RjiZ6UP1rQxHdy/eQ/bPpkcHWltD91A9RiJNGkP33RFFD6VkQ/grGEUVQhdD+SJORn6beEP7LTtGCw0AQ/u7mkeKAHhD/DCzRokeF0P8o0ZFC0IzQ/0QkUYSa4xD/bIDRjPiVEP+OvZHGEKCQ/77r0cHcsFD/8rDRpDgLEQAI0dHKiifRABXHkaiN/hEANRfRmiZAUQBGMxGCeASRAGl9EVK3IFEAf3qRpTFw0QCXZZGS10pRALSUkgmmzJEAwP6Rxjq6EQDLdJFlDwnRANncEaiSStEA6JSRwGdYUQEXcZG0HE/RATThUeEzCNEBTS+RxhR7UQFXHhGPnE1RAWS+EZj8KpEBbQARIj7fEQF3V5GDirfRAYRXEWHN4NEBmHyR587OkQGmr5Ggs4rRAbpjUdmOpVEBxikRr9Mg0QHP09GKIQWRAeZBUaoG8lEB9rwRzOATEQIHTRHKfLFRAhe3EZ9La9ECJYVRsLP90QI3w5HA/tlRAkg3kblselECWBqRsIRUUQJnpZGeSDcRAnlGkeMXidECh2ARne12UQKUYhHi1XcRApqrEaFMnFECpD9RsWqkUQKuaZGD6gxRArkFEa2u99ECyVPRc52zUQLnrRGNotLRAvR4kcIDGZEDBnoRoecu0QMWURG/GPdRAyGekYCwQFEDOGnR2U2+kQNGgpFs8ACRA1jsEdxTKREDZ1CRfH8F0QN3oZHLxgKRA5WmEWyLYNEDpseRyvbdEQO3BpGD2v/RA8WGkaJHM9ED1kuRqMrl0QPlVNFd8v6RA/a/kgsojZEEByqR7chwkQQYMJIRoxpRBCjKEeFqX5EENuURx6wUEQRDmZGftzDRBExfkcQF6pEEVh4RqB4mEQRmMJGldQkRBHTc0co1UJEEiHMRs/AX0QS2ixGA63PRBMoCEbPU+FEE1DKRe++bkQTmfZGQiu0RBPm+keMRj5EFAQARj9ww0QUYeZHv8ULRBSVFkZFfHREFObgRygy80QVIn1G/4tbRBVbpkfhNcpEFZsuRxAslUQV2l9EpDewRBYli0aElIhEFmoXRujEtUQWjcpG3xSdRBbpKUhWRkdEFyDURtgoHUQXX8JHoqcZRBexYkbi8FxEF9yLRv18wEQYFtBG7PgMRBhi0UdF2hxEGN6IR0rFqUQZEwhGFAX6RBmtb0c9O8BEGeT5RwZitEQaG8BGSUG1RBpjMUea185EGuuYR/bG2EQbHj5HhKvpRBtmNEf0opxEG6ZARyCp+EQb3nBGyIWERBwvREcPhzJEHD/sRcO/2kQcTfdGIf8LRBxzX0YAlnlEHJ4ERz1wIkQc4uRHU2kQRB0mU0U6BDpEHX3KRtd1QEQdnXtGkCDURB4gA0aqR+9EHmwWRsgp3UQengdGg5E9RB7XukfILd5EH0awRtnABEQfpA9HJYw+RB/mgUcOg1REICaURtu3S0QgWKxHkzBcRCCYAkbkrz5EISeURslvykQhU75GQH6CRCFwVEWQMfFEIcG8RtTSx0Qh6iZHZPkLRCIjD0dyEvREIl6CRt1gUkQi5z5HHAZdRCMtiEb1ZfBEI2DURp8sNkQjlrZHZvtxRCPc8EeseQREJBp4Rgyi4EQkQwBGppfgRCRnMkapLhtEJKNaR2Xf/EQk3XZGfrG+RCUpIEZHDgdEJVrKR5VEsEQljvJGlVynRCXbrUbBpH1EJiOeSEdAxUQmY6pHHg62RCapsEWNpedEJuFaR4ScPkQnGLxGDgaNRCdYvEeHP/xEJ6k7RRJG9EQn6ORHGlK3RCgcRUcPuFpEKFwnR0+avUQorjxGIGjQRCjmhUbP7b9EKTDuRfJIlkQpYy5ICeNoRCmmsEcrdGZEKd5vR+1lWEQqIFxHRUCxRCphs0ez+OFEKqkkRygZ+EQq2UxHOT9JRCsHVkbB32FEKy42RckOcEQrbgBHOEqcRCuf5EaSBkJEK9ckRynO3UQst0BGcGTsRCzmHkeePH9ELSPXRxT5+kQtZ4FHFnn6RC2lvEaLqHNELe4WR1yLdUQuHw9HAZ0vRC5ksUc1w1RELpn6RsQMc0Qu5spGOcTHRC9mR0cNttdEL6hUR5X5wkQv4cZHbADRRDB/7EboIulEMNtaRiW5a0QxIEhIHxqXRDFBlUcdcltEMWi9ReYBaUQxuWRGxIn7RDHm80eEB7NEMiXYRvfmqkQySr9GnoPcRDJt00alqLNEMqh0R1ytakQy4gpGiQc2RDMT/Ed5+ElEM94tR1yuFUQ0I/tGGPicRDRqlEeTg4lENKzcRwj0ykQ09E5Hk4ThRDUsi0en7iJENW8sRuOzlkQ12kZHFuZ7RDYR+kWBTzVENmZmRilumEQ2l4BG9JBJRDbtIEbfZcVENyVHR0gxOkQ3cjNG0RjaRDeeOUbbTKtEN+QWR5ezE0Q4InBGeU3nRDhi20ZlW0VEOKXERQBDpkQ47YdFgjVORDka4UaJDOdEOXKjRrTcoEQ5pJpG2K7TRDow4EbWraVEOmBvRc4aBkQ6qztHj5dhRDrvCEcCR15EOyJFRuo6zEQ7YPFGhux3RDue3EaRd/FEO9SZRuvjPEQ78AFGD4CARDwrIkd6r15EPGVOR3tI8UQ8ohlHIlazRDzcOEaSYyJEPQ1aRrm6JkQ9WtBHlpqoRD3rB0cxsuVEPiCRRx/0GEQ+WABEYhsZRD6c6kaz9ZxEPvehRv3tI0Q/Jb9HGxi2RD+KgEYvUBtEP6yeRplliUQ/3qhFAiBoREAo4EYkClhEQFtbRQpIAkRAmohGvMQuREDc2kb+LEtEQXI0Rxf2AURBr8RHAq8WREHopEacfnFEQjVDR4AeAkRC4BdHoJDTREMxuUco1P1EQ3HnRnmfg0RDppxGAhbjREROukZ1uX9ERI2fRwSgukRE3V1GihdiREVcjEddz7hERas9RwwI/URF9m1GacE/REYrgEfdFrlERmFHRwDikkRGf+RGqBrRREbBB0eHvYJERvEfR5GoOURHJltHqN8CREdwbkX6U9BER6YqRzmfKERH0JtF0z2lREgsVUYHnJtESGKxR15g6URIrotGy13PREj0ZUcdSElESStjRtGGyERJYtxG5BI7REms8UY5MfxESgr8R0awlkRKi9xGjHYSREqe8EWj16VESvNfRp/WQERLJv9FLb/AREteqEbPdG5ES4eZRnEPQURLq0lGrxfVREvv0ka0d81ETAaNRlyGwURMOKlHZuoURExsqUeWVFNETKxXR3/RW0RM+ZBFGlOHRE0jakeXQ0JETWLRRuLY7URNvKNHjzGeRE3t80cmmR9EThnxRoJe0EROcWVGr9U6RE7JHUdDJolETviJRarTdURPYqxF9L7yRE+GIkaO9apET64rRYpqIkRP319GUKtNRFAWfke0BedEUJUTR1hc+0RQ4UpHQXVtRFEHMEaQXnJEUThWRyWaEURRdf9F1vLQRFGhgEcElvJEUd50RNPwI0RSMm9FwalGRFJtPkb1Tr1EUqFuRrsWLERS4blGsJTTRFMZdkeQ3dpEU05pRyKWqURTmCBG8JS4RFP4p0a9mrJEVCi3RhCpBERUX1ZHKIcWRFSiUEc43fpEVM79Rt9F8ERVXMJGE2clRFWWU0cF31xEVednRqU8tERWZPhG/fGZRFaKAEY3+LpEVvraRj5zrERXIIBGHlIVRFdd2UaNm+BEV4HoRxpvaURXpNpGJ0SURFfi+kcKXwFEWBIgRs3QcURYOuNGq7pQRFitokasjWREWOQkRdKRUURZG9VHecTlRFlBUEcezLdEWZz4RjLeBURaFK5GsawgRFo1hUa1HaFEWl4oR/a+H0RapQpGioDORFsCXUbRcvdEW2ofR0Ys40RbqcNHJ3zyRFvuvkc8939EXCPGRtKHz0RcsDNGNiunRFzv2kegemdEXS5dRtFd/0RdYXNG72MMRF2VakYqb4xEXex4RqZT8EReNbBGwzuiRF5trkbvJrFEXq1QRyCcl0Re3NlFowaCRF8K00c1DelEXzJTRtPYPERfbr9FDSDzRF+uRkVBfVBEX9e5Rtpwm0RgTBNHUb/QRGBywEZV1kxEYK6sRv2HKURg1RRGaIsERGErhEaZrs9EYXBwRvXGw0Rh2lRGmfYBRGJq20c0+uVEYraHRybJAERi7DlHANqyRGMpl0eC0VpEY3deRhVxL0Rj3ExGsfOoRGQwxEankZJEZGt7RzDsSkRkrzRFv57gRGT4qEZSRf1EZTXlRjNtHERlhIpHnYotRGWyakbwJ0REZfmSRpy+Y0RmVRpGukalRGaqUUd4eMZEZuIfRyNTz0RnN4lGy7klRGdonUbWLqZEZ5f8Rujjz0RnvABFkMsTRGfyHEcr9OhEaC/9R2qHbURobMVHbplBRGh6pUYovm1EaMbmRoxPekRo+uhGTPm1RGkoU0cUt5hEaY6TR2Vts0Rp67BHEO2YRGogKkYQqMdEarn4Rra06kRq7XBG+qcPRGstzkclBOVEa2pORqAFsERrsHJGZX+nRGv6rkXnFHZEbF2ER07A00Rsf71GxhNNRGyzEEeZLiBEbO7URs9qhERtBABFQgkjRG1dzUcMcPJEbYAJRrfg9kRtrupGrvxuRG34W0cmuadEbmjFRiYe5ERutRhGJ869RG7ixEaFhOhEb1bhRviByURvoTZGE4MyRHAH70aesCZEcDHgRmtScERwb1dGcfZURHCO9kY2HZZEcMGDRbfuDURw8bFG1RmQRHEI5kY445xEcTWERfK7WURxogpHKgYIRHHyuka/PmxEcqFwRixS1URyxttHBQY7RHMJNkXpZZZEcyybRpbX30RzaV5G7dJhRHOaUkeHs39Ec91sRjJpaER0FcZG0j9kRHQ++0X9Bc9EdHUaRtrWiER0rWJHfjPVRHTuMkUthTZEdSVMRl0+7ER1b3VGv+orRHXA20YqZcJEdpr2Rw8fykR2vABF2AeyRHbiL0aCdvFEdyn9R0/2QER3cg5GsGeZRHfOvEbP3nNEd/RDR3uY+UR4GeBGORbkRHhkBEW09nBEeMD9RsOtzUR5MmZGnfoDRHleO0YgSlhEebLnRpiitkR5/e9GptN2RHq/EkcnATJEevTDRwxykkR7PkpG5NKMRHt0PkZE2WNEe7T+RyEVvUR75URGt5dqRHxDzkYieYZEfI1dRxP6F0R8t6BGjFINRHzxaUY7FiVEfR6OR0OkL0R9UB9GrcfPRH3arUbqqvREfhD1RfcAzER+MXVFs55PRH53TkcSahFEfqyGRpk+NUR+7l5G8jOuRH8xSkayk3VEf3SjR1yBk0R/qttG1FFPRIASGkcp8YxEgFx8Rc+VSkSAdNBFhbacRICVd0ax0kNEgLZcRw6u20SA0tBGP4NIRID7WEYqyZNEgRreRrbZ4USBOsxHAgQvRIFerEafd/xEgXmiRwgwyUSBlcBFwgciRIHQQ0ZND51EghQURpSGyUSCYJZGgI6DRIJ3TEdmqmREgraeRwXe80SC2hxF0OBlRIL0LEcrr1ZEgwl4Rgml4ESDMxNGbp6ORINVmEb9rwxEg4b0RkCcrUSDlvJGHGx4RIOy30afrNVEhCMCRgNLVUSEOuVHJum7RIRtUkXv+x9EhJ6xRjnu2kSEw+hGpRoYRITiLka4bXJEhP/wRqR7K0SFN0hG6NEyRIVYJEXBFIpEhXBeRr4G6kSFmjJG7BsORIYYekXLzTFEhj8FRo/4PUSGWd1GKCBjRIaAnEYRuUpEhpjMRnfTC0SGw4RGlK0mRIbVukZ3nPREhyHoRiH+s0SHUixGOMh2RIeTuEZ/hrdEh7G9RrMxBkSH1ghGEAGlRIf3wEWLYjlEiArtRcvWLESILxxGTuVNRIhlQkY5SA9EiH9BRmUMWUSItSxHAtqjRIj/fEcHDU9EiRuYRsPlKESJNthGjrijRIm55EUh9a9EidYARRQTXkSKH9ZGU78BRIpXYkbsrtJEimN1RW59kUSKf+RHBUWHRIsoAESTrUdEi1C8RxiEVkSLe3BFGdCtRIuZiEaVCaZEi6zDRpIv70SL1ApGUtjiRIv6gEbWzUxEjDeURt7DmkSMQadGKszIRIyZQEVw0AlEjL+GRwIRqESNG0pGUYsDRI1HEEZCx+1EjV8aRcRF0ESNg5JGIaS6RI3wXEYc4xFEjlPmRtfm/ESOwrJGO4OvRI7ZCEcHelFEjv2eRr2c5USPGp5GTNHoRI+C3UbAtHZEj7tkRhvakUSP245FpwBGRJACtEbThXREkDsORXyTh0SQWN5HLIHcRJCZTkaKAOdEkL7uRmaR1kSQ7zpHVh1BRJEDUEWC1nFEkWh8RmCS3ESRiNJGldVhRJGaHkYhkRlEkcZ3RYh07kSR4TpGthO1RJIQzkcsjRJEknRiRgKgf0STLpZGOzOaRJNXSUZUyMVEk2dsRi4CUUSThrZFVxsHRJPBekYN4A1Ek+PhRkCOUESUQu5GcIaGRJRRiUZDTp1ElJSERQL7b0SUsxFEljSFRJTdFEZTCmBElT9hRaklLkSVXKBGJj8pRJV+sEaC2RRElaOQReW9wkSV31ZGUHO5RJZUjEaS1lZElmZyRsXW+USWgcxGkDEVRJaWxEYeGzRElwPHRqKcq0SXdW5FvDQeRJeWlEdljQlEl9v6RdsyXESYHHpF6ssGRJiyXUXcL8xEmMfgRoOLKkSZFbJFiTTjRJnPSUZqapZEmhbaRaFNIESaQoNGU2RTRJpZzEYZDzlEmoFQRqfQkESau8FHF/awRJrfxkbhu6JEmvf2Rlh3rESbQX9GJ/EWRJurTUa2n/ZEm9plRhhzikScPuBF3UwNRJ0MCkXne2hEnTPMRnscBESdZKZGFLSNRJ4jnUWZvY1EnnsjRcBom0Se4lZGhic7RJ8AZEcd2U5En8LDRjMLEUSgOyNGgMunRKBQIkVDfkNEoKKHRs/FfkShH1hGH0NqRKE+eEZWOnpEoYM/RncNS0SiF3hF8VPrRKJSXUa49HpEomYARLTBRUSieyVGFXkwRKKZ60cs4kJEosSoRmL9bUSi3x1GgGZpRKPUgEcmm3ZEo9oDRbJyQESj+LZGVnBmRKQSh0Wg1btEpDDGRSWXkkSlH0lFpMrWRKVeSkblFSBEpfOGRoDWTUSmaRBFVEdvRKbGAES5EXNEp1mnRckuh0SnqStFFo9YRKgHgUXXx3NEqDd0ReMcE0Sog6tFvlqcRKkYlEUc4ShEqaCURlIXuESrG95GHWidRKt+9kZRMzREq6QARIRERkSr4fpGlfE2RKv9P0W8RelErAzbRcSBXkSsRgBEkEqwRKxvi0Y27stErcHcRYv/WkSuDHtFzfyTRK4gPUYqzgNErkShRovmQESuoa1F9A3oRK+FkkYUWV9Er+bgRhcecUSwKp5GZEiSRLFkFUctuvFEsb6yRoFlvUSyFKtGB683RLN7cUZOmfFEs4vdRcdE8USz/gBEwdTZRLRKd0W5Dh5EtIVoRrPqtES1EKVGCNJlRLaIrEbpKZBEt77JRkCBekS33SNGA30PRLmDhkb7S7tEush1RTNrbkS67JhFl9NkRLwzIEYr38xEvaQaRXEh20TA7p9GPCisRMFipUZclf5Ew1YlRbgQyETD3ntGr/67RMPyNkV3ML9EywC+RV+4uUTMAABElSbNRNPZH0XtzgtE2dxpRfrtW0Tf0gBEqkrpROeqgEZftHVE7IGjRelQHUTyLn9GOXt5RQklyEWGSkE=</peaks>
    </scan>
    <scan num="1382"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="128"
          polarity="+"
          retentionTime="PT1939.73S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">708.8212890625</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1394"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="107"
          polarity="+"
          retentionTime="PT1957.34S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.545867919922</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="104"
          polarity="+"
          retentionTime="PT1966S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">951.75</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1406"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="98"
          polarity="+"
          retentionTime="PT1974.64S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.501312255859</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="1412"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="119"
          polarity="+"
          retentionTime="PT1983.3S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">560.032104492188</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1418"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="96"
          polarity="+"
          retentionTime="PT1991.95S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">958.939147949219</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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