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          polarity="+"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="353"
          polarity="+"
          retentionTime="PT680.143S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="476"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="365"
          polarity="+"
          retentionTime="PT697.441S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">702.693664550781</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
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          peaksCount="644"
          polarity="+"
          retentionTime="PT733.241S"
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    <scan num="502"
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          centroided="1"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="646"
          polarity="+"
          retentionTime="PT740.824S"
          msInstrumentID="1">
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             compressedLen="0"
             precision="32"
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    </scan>
    <scan num="512"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="574"
          polarity="+"
          retentionTime="PT749.264S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">838.251708984375</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          polarity="+"
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          polarity="+"
          retentionTime="PT758.119S"
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          scanType="Full"
          centroided="1"
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          peaksCount="504"
          polarity="+"
          retentionTime="PT762.234S"
          msInstrumentID="1">
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          peaksCount="582"
          polarity="+"
          retentionTime="PT777.277S"
          msInstrumentID="1">
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    </scan>
    <scan num="536"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="443"
          polarity="+"
          retentionTime="PT783.628S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">511.908630371094</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="653"
          polarity="+"
          retentionTime="PT784.943S"
          msInstrumentID="1">
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          polarity="+"
          retentionTime="PT786.266S"
          msInstrumentID="1">
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          polarity="+"
          retentionTime="PT787.595S"
          msInstrumentID="1">
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="462"
          polarity="+"
          retentionTime="PT788.929S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="548"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="674"
          polarity="+"
          retentionTime="PT799.762S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">801.479064941406</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="485"
          polarity="+"
          retentionTime="PT805.123S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          polarity="+"
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          polarity="+"
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    </scan>
    <scan num="568"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="550"
          polarity="+"
          retentionTime="PT826.993S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">636.002136230469</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          polarity="+"
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    </scan>
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          centroided="1"
          msLevel="2"
          peaksCount="511"
          polarity="+"
          retentionTime="PT830.249S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">655.016540527344</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          polarity="+"
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    </scan>
    <scan num="578"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="421"
          polarity="+"
          retentionTime="PT841.608S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="585"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="518"
          polarity="+"
          retentionTime="PT849.358S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">632.134155273438</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="518"
          polarity="+"
          retentionTime="PT852.02S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">717.192687988281</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          centroided="1"
          msLevel="2"
          peaksCount="333"
          polarity="+"
          retentionTime="PT868.516S"
          msInstrumentID="1">
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             compressedLen="0"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="443"
          polarity="+"
          retentionTime="PT910.457S"
          msInstrumentID="1">
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             compressedLen="0"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="465"
          polarity="+"
          retentionTime="PT944.622S"
          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="677"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="439"
          polarity="+"
          retentionTime="PT964.335S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">637.488098144531</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          centroided="1"
          msLevel="2"
          peaksCount="487"
          polarity="+"
          retentionTime="PT985.55S"
          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="444"
          polarity="+"
          retentionTime="PT993.565S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="532"
          polarity="+"
          retentionTime="PT1027.1S"
          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="466"
          polarity="+"
          retentionTime="PT1035.59S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">700.479614257813</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          centroided="1"
          msLevel="2"
          peaksCount="637"
          polarity="+"
          retentionTime="PT1044S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="729"
          polarity="+"
          retentionTime="PT1045.28S"
          msInstrumentID="1">
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    </scan>
    <scan num="736"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="333"
          polarity="+"
          retentionTime="PT1046.6S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="479"
          polarity="+"
          retentionTime="PT1060.61S"
          msInstrumentID="1">
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             compressedLen="0"
             precision="32"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="424"
          polarity="+"
          retentionTime="PT1069.26S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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          centroided="1"
          msLevel="2"
          peaksCount="492"
          polarity="+"
          retentionTime="PT1110.4S"
          msInstrumentID="1">
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             compressedLen="0"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="263"
          polarity="+"
          retentionTime="PT1257.5S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">604.523498535156</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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    </scan>
    <scan num="1074"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="216"
          polarity="+"
          retentionTime="PT1504.04S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">510.205902099609</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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cbwkQrV4tGxJhoRCuoDEaHjRlEK90FRiQ/zkQsGD5GpBLeRCxv1Ecv3JxELKWYRNHqH0QszuhFnpSgRC0aAEWxoQpELVO+RlRHekQt6PtFicdlRC434ken+FtELl5bR1XqI0Quoq5GHaRPRC7eeEXz11tELxvoRrndTkQvZFBH6d95RC+aKEcf9AZEL+pkRz/UF0QwG0hFG4EIRDBhSEXlIoZEMJmURLYzFUQwx4JG3Q3LRDEskEdKmWBEMWWuRpYgN0Qxp1FHk4QMRDHYMkXUQ65EMpoPRqVtV0Qy4PdHJjubRDMhGkU0JO9EM1JlRsDvZEQzndlHLlOFRDP0d0b4mkxENCf8RccUg0Q0X6RGkkD9RDSdxEakv7RENNUVRufJGEQ1J/FGrnPTRDVZNEVvEXRENYZoRqIun0Q1jcJFjMCbRDW2SUaSk9VENdw1Ryz4CEQ2HStGhOWnRDZT1UYAnRtENnl1RhW400Q2p8NHNx8cRDbjBkWtrIZENxsJRmtGNkQ3XfRE+TQsRDeHZUaVxwFEN6zbRq142UQ33sBGVRVRRDglckao2S9EOE1eRsh3okQ4e3RGicDkRDiOEEWn1O9EOOs9Rq5KK0Q5SplGx+jRRDmPp0Yj3s1EOejXRpLzMkQ6dExGUcxjRDqmN0b6+zVEOyUsRamWf0Q7ZfVGqx0oRDuX4EWEmJNEO9aQRkoo30Q8G9NG0PEURDxQxkb7Ub9EPH9xRnn8c0Q8pABFCk0xRDzYw0W/oWVEPRuoRhcF2kQ9Rl5F8vIoRD1p5kb6jWlEPaNXRgZJkEQ93UpGqVTMRD5iXkaP+mlEPqD/RmlpOUQ+3oFGOjx0RD8QOEcQ+o9EP2rXR4RpVEQ/wflGzY02RD/0L0XngjBEQDtzR2euSkRAfZBG0rnvREDfFEX2mb1EQSDNRoiqhkRBXAdGV4SXREGC/UXDrpxEQeyFRzRROERCHMlFpCA5REKE9EcJlAREQqhwRfFapkRC7+BG9XaiREMpO0YGSmZEQ1fVRcsVBkRDmq5GIoMKREPNBkZQwNtERB2vR1sMBkREXsdGi0ayRESglUbmOU5EROD4Ru/E70RFIKBF7jAMREVlBUac+KJERZGZRjji4kRFylxFVq5XREXrPEWyRshERi2PR8l8eURGdo9GuQQlREa4KUXnp5NERu7aRZq7qkRHMOZG52zMREdg+UY9vwpER6gARFFVokRH6jdGPL6SREgjh0bJfLJESGsgRxTickRI08tHNpTTRElkokZpOf9ESZF7RrDWeERJ2TxGxXIsREoiqEXGRDhESmKVRvgDw0RKuz5G7FyoRErpPkaqFxhESyoJRW88GkRLrE9Hjfp4REvnDUckHfVETCiFRjdesURMYpdF3h7DREy3bUa6gXBETPkFRwv7TERNN4BGyfLLRE1mgkandjlETYAARU85ikRNz3BGP1rMRE4ac0bF6I5ETmluRqXTI0ROotdGVZ2oRE7pj0cWdb5ETyP6Rygu1URPgtdGyBZhRE+w+UctSaJEUBZPR0N6QERQa1JG+7YcRFCiekbP2ahEUNP2Rs4zGURRMNlGgTgPRFFdDUbZrlREUYtlRzuiHkRRnexF/5zyRFHNy0YJeuJEUhz3RorU10RSaetG6XVNRFKlFEX8XT5EUxrARarhx0RTjcVGS43yRFOyf0YugfREU/U1R1VMKERUSxdG0elVRFR4AET21WREVKm3RSHYI0RU1rFGkOHdRFTsEUWsz15EVRSDRpOxs0RVUglGCcqKRFW1JEY9PrtEVfvNRtBqakRWKldGVui9RFZVTkYqCx5EVp5KRjFwvERW3Y5GTZE2RFcaVUVRppBEV0qERrFgM0RXcexGyXIkRFeh0kaLbTJEV+S4RwTSHURYHVlFaSsARFhcpkZcijJEWKlcRzj92kRY6SRGpyHIRFliukaQeeFEWY8yRaHwLkRZuKdFRzerRFnlxURQNlVEWhEqRRTgykRaaAZGKE50RFq0T0e9JYlEWtwARgeoR0RbaS9GGNUERFur/kdiz1ZEW9+AR/AGgERcIchHcMCJRFxfMEZjGHpEXKG9RXvj/0Rc5YtF0YiSRF0tmUbw5KlEXWnDRi8qbkRdrKBF0hB8RF3ca0YHnbJEXmysRoF7UERepWpGUxd4RF7spkdaVtREXyRbRTzISkRfdnpEY1ElRF+wpUaJgpxEX9wDRe4rNkRgH9NHcSyFRGBVO0ZsayREYKu8RrJmWkRg7otHaLvURGEhvUbaOK1EYWSaR4NnSERhq3FGiikrRGHwQ0aPx0ZEYmg3RxW9IURiwhVFjAHPRGMBC0aBaGBEYya2RjNM90RjXmZFmolnRGONm0Zi7tREY/PKRZlLeURkBB1FRdxZRGQov0THdpVEZHJSRt1pTERk0u9FeW0+RGU/pUbQZVhEZWhQRvLhM0RlnmRF6XnBRGXMcUSxSMVEZhQAREk9IkRmNzZFHfcYRGZrrUYCiI1EZuV4RuFq50RnRHRHNBV/RGd4qEaunuFEZ6rfRxm2I0Rn5IpGbXjGRGgbq0ZWrXtEaEQpRsiq5URokKdGzzf8RGjsBkYQZ7pEaSH5RrsDgERplJ9G1ZyJRGnU2EaQu6REamK4RjeC+0Rq4XZGhDOSRGsXpUZb9P1Ea3irRmjyyURrzWREfceSRGvxH0UoyoBEbBXMRhZ2qERselhGB4QVRGy6zEYdx5JEbSS0RSLym0RtarhH8bNhRG2qz0erhLtEbeZbRiQ+50RuMNtGVCZkRG5AAEUp/tREbm1aRwCPK0Ru5glG4UhNRG8xHEYeSfZEb2aTRflyIkRv0mRFlVWqRHAXXkeIQW5EcFhKRWUQ2URw/xJGbkAPRHF5ikbTZGZEcas8Rv7f9kRx6ftG4epFRHIxt0XQbh5EcmzwRYJiNkRy5+ZHRuQWRHMqyEYq9FdEc3TqRsyt20Rzp+hGK80ARHQWQ0ZICo9EdJbtRYzIW0R0+oBHYdGdRHWE90aoeGhEdi7nRoMpVkR2ekpGih8jRHalQkXfMGxEdyDfRiy9EER3YP9GEyw5RHeXDEV7p71Ed8ZARaP+dUR4LUZGGbjgRHiCS0aHo1lEeLJNRZbVQkR5IjFF6u7kRHl9HkaZpptEeg4bRw6JiER6SRVGEg5ORHq6bkavqeNEexoMRoSMJER7sWRFoeoARHyTT0XzClREfMFlRyDc5ER9IWJGJlBCRH2ROUZArPlEfhoARyZTckR+YS5Gmd0HRH6ynUWnO8hEfyk/RpxddkR/YMdGElalRIBRiEXruD5EgGkBRY7q3kSAh5tE2DikRIDTRERUSjpEgPjpRmXfRUSBDgBEteqXRIEgHkWOOqZEgUisRfdzx0SBlphF/WA0RIHNgkap2TBEghTnRu/CBESCNXBFoYoNRIJ9LkYdxQ5EgpNURKxX0ESCrwJGp9XFRILQEEZTJrREgvULRgAe9kSDFIxGKv1HRIMsVkVcCpJEg1C4RJAS3kSDnnxEr63ORIPBokYUnkVEg9+iRcSIk0SEGQJF+rQrRIRf80YRsNtEhJcURaqtt0SEt2pGWW+BRIT/30ZM7qZEhS+4Rsb8mUSFVc9GPjXZRIV9rEZ/X6NEhau+RTmtW0SGEL5GLM9lRIYu2kW8VYpEhlB9RajjOkSGaohFj+EfRIaYX0WAyK5EhrKPRTVJiESGzIJFPRNFRIbiskahyPZEh3M/RteiSkSHjslG9MIZRIfVXEX/ewxEiKCkRxqq5kSIvlZGDN98RIjOvUWnbbhEiOkORNVUH0SJMvpGOnrIRIlaX0WbW3JEiXvERVRhxkSJ1LhFm7VERIn3aEY030REihDsRnDS/kSKPZ5GTe0xRIpmwEYM9utEio+3RipTsESKpAhGWRDURIriREY6A9BEivHdRbpwJ0SLVwBEFJxcRIuhvkXvCwZEjAYARQZIJkSMsWRE/YXORIzVYEYZXLhEjYiuRfrSp0SNw9ZGU2ssRI35KUa1pd9EjnbyRj56QkSOqPJFEJhPRI/nYkZELGdEj/goRtH2vkSQNtRE3ydKRJC0P0YZPB1EkXSERfQmukSRmJZEge6NRJG9rEYzQCpEkdx4RXody0SSDYZGpGXfRJIpdkYGRTJEknVSRecIV0SSz7BFJWSvRJLpHEXL/cNEk7yeRy8MGkSUjOZFR5iLRJShxkWZ7eNElTXCRcWapESWAtlGHNSRRJZdFkWQ+69Elqx/RfE2DkSXNVBEvcChRJh8eUWw4sJEmLl6Rc4bokSY9ZBGW61zRJmGe0Y6XkpEmgFzRV4USUSahT1EdNRlRJs6sUYcG31Em1FqRoF/YkSbsZpFZS9wRJwrEUWFjpZEnHB2RbJBJkSdjbRFviHCRJ2mlUZh74xEnpqgRtq4I0Se+8FFcb51RJ9yQUWvEmtEoFsLRHuOb0Sgn5dGSEOnRKEAj0VH9JJEoXiVRfapXEShj9NHNJZBRKG/FUY52CxEoeCLRiG8VUSiTQBFF6iyRKKRGkSezVZEoudkRWpsOkSjQzdFtum/RKNWUUS8wylEpNeERWoIX0SmWFhFaOqTRKZ+oEVdmd1EqAZjRfqw0kSoQRxEQkqPRKojAEQkpFZEq1Z9Rm49ZkSreYpGhL2IRK5FXUXkU39EsFsZRY8TYUSxGfpFeSb4RLLWzUTWZeBEsxGjRh4+ukS3vK9GYWHvRLjKhUYV/gREvRCJRXhKrES9VXJGL7qyRMBGe0ZDod1Ex0/MRo6zw0TI/MZGpBRHRMtwY0Ux+O5FFM5FRRYkSQ==</peaks>
    </scan>
    <scan num="1188"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="131"
          polarity="+"
          retentionTime="PT1668.56S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.728302001953</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1230"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="132"
          polarity="+"
          retentionTime="PT1729.81S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.657257080078</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1242"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="173"
          polarity="+"
          retentionTime="PT1747.11S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">500.207611083984</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="1308"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="129"
          polarity="+"
          retentionTime="PT1842.53S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.602813720703</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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hGn6u+ROcb50XqDeZE8vZcRVoiFUT0uABEl4WC</peaks>
    </scan>
    <scan num="1314"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="113"
          polarity="+"
          retentionTime="PT1851.52S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">889.745422363281</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="1326"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="166"
          polarity="+"
          retentionTime="PT1869.1S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">637.135314941406</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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</peaks>
    </scan>
    <scan num="1332"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="150"
          polarity="+"
          retentionTime="PT1877.71S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">452.769683837891</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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    </scan>
    <scan num="1338"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="188"
          polarity="+"
          retentionTime="PT1886.71S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">620.515258789063</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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5GJ2uCRMDWskYqagVExYMgRqvD9UTIIIhGU+LnRMpqgEWBMnFEzRXcRh1+NkTNoKBFK5k9RM7JrEbvZ3RE1R17RoCjaUTVisNGnIJhRNnQa0YaZEhE4a8cRp3UyUTlhoJFxE3pROeGAES5JXVE8mLVRqk/+UUgqTxGrS2Z</peaks>
    </scan>
    <scan num="1344"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="144"
          polarity="+"
          retentionTime="PT1895.35S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">792.52001953125</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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</peaks>
    </scan>
    <scan num="1350"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="124"
          polarity="+"
          retentionTime="PT1904.01S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.959564208984</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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</peaks>
    </scan>
    <scan num="1356"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="141"
          polarity="+"
          retentionTime="PT1912.68S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">775.679260253906</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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</peaks>
    </scan>
    <scan num="1362"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="125"
          polarity="+"
          retentionTime="PT1921.32S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.295867919922</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1380"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="125"
          polarity="+"
          retentionTime="PT1947.29S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">722.572692871094</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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    </scan>
    <scan num="1386"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="141"
          polarity="+"
          retentionTime="PT1956.28S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">592.142822265625</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1392"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="116"
          polarity="+"
          retentionTime="PT1964.93S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">820.485778808594</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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    </scan>
    <scan num="1404"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="156"
          polarity="+"
          retentionTime="PT1982.24S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">678.017028808594</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1434"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="150"
          polarity="+"
          retentionTime="PT2025.89S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">511.702575683594</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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