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</peaks>
    </scan>
    <scan num="248"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="15"
          polarity="+"
          retentionTime="PT365.608S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">423.556884765625</precursorMz>
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          polarity="+"
          retentionTime="PT409.714S"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="364"
          polarity="+"
          retentionTime="PT667.848S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">867.508361816406</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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    </scan>
    <scan num="479"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="451"
          polarity="+"
          retentionTime="PT702.771S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">698.676025390625</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
          retentionTime="PT728.828S"
          msInstrumentID="1">
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    </scan>
    <scan num="505"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="470"
          polarity="+"
          retentionTime="PT740.351S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">821.2919921875</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="458"
          polarity="+"
          retentionTime="PT746.275S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">755.892211914063</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="491"
          polarity="+"
          retentionTime="PT750.389S"
          msInstrumentID="1">
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             precision="32"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="576"
          polarity="+"
          retentionTime="PT765.805S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">774.035095214844</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          polarity="+"
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          polarity="+"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="534"
          polarity="+"
          retentionTime="PT772.752S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">781.507690429688</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="459"
          polarity="+"
          retentionTime="PT787.607S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
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          msLevel="2"
          peaksCount="555"
          polarity="+"
          retentionTime="PT792.804S"
          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="545"
          polarity="+"
          retentionTime="PT797.284S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          peaksCount="533"
          polarity="+"
          retentionTime="PT803.329S"
          msInstrumentID="1">
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          centroided="1"
          msLevel="2"
          peaksCount="516"
          polarity="+"
          retentionTime="PT807.027S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          polarity="+"
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    </scan>
    <scan num="558"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="458"
          polarity="+"
          retentionTime="PT812.225S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">754.507202148438</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="591"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="439"
          polarity="+"
          retentionTime="PT852.331S"
          msInstrumentID="1">
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      <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="421"
          polarity="+"
          retentionTime="PT859.932S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">593.741394042969</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
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          centroided="1"
          msLevel="2"
          peaksCount="669"
          polarity="+"
          retentionTime="PT873.906S"
          msInstrumentID="1">
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="520"
          polarity="+"
          retentionTime="PT876.77S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">789.429382324219</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          centroided="1"
          msLevel="2"
          peaksCount="724"
          polarity="+"
          retentionTime="PT900.206S"
          msInstrumentID="1">
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    </scan>
    <scan num="632"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="414"
          polarity="+"
          retentionTime="PT901.217S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">717.756042480469</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
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          polarity="+"
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          centroided="1"
          msLevel="2"
          peaksCount="445"
          polarity="+"
          retentionTime="PT934.869S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="569"
          polarity="+"
          retentionTime="PT940.426S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">738.403991699219</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          polarity="+"
          retentionTime="PT949.865S"
          msInstrumentID="1">
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    </scan>
    <scan num="692"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="299"
          polarity="+"
          retentionTime="PT972.481S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">1073.986450195313</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          centroided="1"
          msLevel="1"
          peaksCount="636"
          polarity="+"
          retentionTime="PT1013.53S"
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          centroided="1"
          msLevel="2"
          peaksCount="410"
          polarity="+"
          retentionTime="PT1015.08S"
          msInstrumentID="1">
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             compressedLen="0"
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    </scan>
    <scan num="743"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="592"
          polarity="+"
          retentionTime="PT1039.63S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">697.04296875</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="746"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="355"
          polarity="+"
          retentionTime="PT1044S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">653.741821289063</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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    </scan>
    <scan num="767"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="428"
          polarity="+"
          retentionTime="PT1072.21S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">697.226196289063</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
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    </scan>
    <scan num="1187"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="150"
          polarity="+"
          retentionTime="PT1648.42S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">509.814910888672</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="1259"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="262"
          polarity="+"
          retentionTime="PT1753.22S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">544.473205566406</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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    </scan>
    <scan num="1319"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="136"
          polarity="+"
          retentionTime="PT1835.57S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.645111083984</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1337"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="104"
          polarity="+"
          retentionTime="PT1861.32S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">556.441467285156</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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RHFI3pRK5+rUas4iJErqzVRNBX6ESu9klGvxn/RK/bckZ4XD5Er/9wRh6BB0SwKWxGGZoqRLBsmEaPiZZEsnHoRn7djUSzAKpHDY1cRLNjGkZHDc9Es6iXRSw4VUSz5qpG2KLdRLUxC0Z/aLBEt0ayRiLbt0S4LHlGhQkMRLijZEYUNlBEuas2RyKNckS7SSZHCdIDRLupmkZVl4NEvHTpRQ9630S8rt1FvJuXRMF/dEYI+VlEwcN5RkJOC0TCzJxG1123RMLq4EaQMx1EwvwHRbUr4ETD6WVGedCPRMQJzEbhc3tEyAJlRYotf0TI5OBFCwckRMkGukZ7ShREzACbRYrP8UTVBu1GkWFIRNs8jUXGEC9E4VrCRoDy+ETn5V5FJu0ARO7NyUZ8XNY=</peaks>
    </scan>
    <scan num="1343"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="151"
          polarity="+"
          retentionTime="PT1869.96S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">593.840454101563</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="1355"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="127"
          polarity="+"
          retentionTime="PT1887.56S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">537.807922363281</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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</peaks>
    </scan>
    <scan num="1361"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="160"
          polarity="+"
          retentionTime="PT1896.22S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">510.066497802734</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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</peaks>
    </scan>
    <scan num="1367"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="174"
          polarity="+"
          retentionTime="PT1904.87S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">566.5966796875</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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</peaks>
    </scan>
    <scan num="1373"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="160"
          polarity="+"
          retentionTime="PT1913.52S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">741.049011230469</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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    </scan>
    <scan num="1379"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="157"
          polarity="+"
          retentionTime="PT1922.18S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">594.045471191406</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1391"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="110"
          polarity="+"
          retentionTime="PT1939.79S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.746429443359</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1403"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="106"
          polarity="+"
          retentionTime="PT1957.05S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">917.170104980469</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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    </scan>
    <scan num="1409"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="101"
          polarity="+"
          retentionTime="PT1966.05S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.796508789063</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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