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          polarity="+"
          retentionTime="PT714.333S"
          msInstrumentID="1">
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          polarity="+"
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          msLevel="2"
          peaksCount="458"
          polarity="+"
          retentionTime="PT742.61S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="616"
          polarity="+"
          retentionTime="PT768.015S"
          msInstrumentID="1">
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             byteOrder="network"
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          polarity="+"
          retentionTime="PT769.327S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          polarity="+"
          retentionTime="PT775.018S"
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          polarity="+"
          retentionTime="PT776.367S"
          msInstrumentID="1">
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          centroided="1"
          msLevel="2"
          peaksCount="495"
          polarity="+"
          retentionTime="PT783.537S"
          msInstrumentID="1">
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          centroided="1"
          msLevel="2"
          peaksCount="605"
          polarity="+"
          retentionTime="PT807.248S"
          msInstrumentID="1">
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          polarity="+"
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          centroided="1"
          msLevel="2"
          peaksCount="520"
          polarity="+"
          retentionTime="PT810.88S"
          msInstrumentID="1">
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      <peaks compressionType="none"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="521"
          polarity="+"
          retentionTime="PT812.252S"
          msInstrumentID="1">
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          polarity="+"
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          polarity="+"
          retentionTime="PT817.823S"
          msInstrumentID="1">
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          polarity="+"
          retentionTime="PT818.842S"
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contentType="m/z-int">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    </scan>
    <scan num="563"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="423"
          polarity="+"
          retentionTime="PT820.452S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">636.443054199219</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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          msLevel="2"
          peaksCount="512"
          polarity="+"
          retentionTime="PT828.509S"
          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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          msInstrumentID="1">
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          polarity="+"
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    </scan>
    <scan num="584"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="420"
          polarity="+"
          retentionTime="PT848.905S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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             byteOrder="network"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="727"
          polarity="+"
          retentionTime="PT850.885S"
          msInstrumentID="1">
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             compressedLen="0"
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             byteOrder="network"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="374"
          polarity="+"
          retentionTime="PT852.072S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">594.32861328125</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          centroided="1"
          msLevel="2"
          peaksCount="533"
          polarity="+"
          retentionTime="PT858.722S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">950.069946289063</precursorMz>
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             compressedLen="0"
             precision="32"
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    </scan>
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          msLevel="2"
          peaksCount="712"
          polarity="+"
          retentionTime="PT868.763S"
          msInstrumentID="1">
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             byteOrder="network"
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          polarity="+"
          retentionTime="PT873.509S"
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    </scan>
    <scan num="603"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="439"
          polarity="+"
          retentionTime="PT874.394S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">653.843078613281</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
          retentionTime="PT887.961S"
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          peaksCount="572"
          polarity="+"
          retentionTime="PT889.255S"
          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="687"
          polarity="+"
          retentionTime="PT911.538S"
          msInstrumentID="1">
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             compressedLen="0"
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             byteOrder="network"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="385"
          polarity="+"
          retentionTime="PT912.554S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">547.665283203125</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="684"
          polarity="+"
          retentionTime="PT924.429S"
          msInstrumentID="1">
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             compressedLen="0"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="525"
          polarity="+"
          retentionTime="PT925.468S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">734.527587890625</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          peaksCount="599"
          polarity="+"
          retentionTime="PT942.719S"
          msInstrumentID="1">
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          polarity="+"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="585"
          polarity="+"
          retentionTime="PT957.084S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">811.902648925781</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="505"
          polarity="+"
          retentionTime="PT958.182S"
          msInstrumentID="1">
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             compressedLen="0"
             precision="32"
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          peaksCount="625"
          polarity="+"
          retentionTime="PT967.306S"
          msInstrumentID="1">
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          peaksCount="435"
          polarity="+"
          retentionTime="PT968.668S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
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          polarity="+"
          retentionTime="PT989.034S"
          msInstrumentID="1">
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contentType="m/z-int">Q0kGuEbPZH9DUCmiRjDNXkNTEGZG0R2UQ107Lkc3pShDYR3ERdtd/kNjQ+1HSJhZQ2RIPkaX9mFDZRWARgGpoENp+KBGLZcAQ2sxTUfWPIBDcz0qRbNVy0N6TXxG81XBQ3spk0YbQCVDfRfjRxxN5kOAskBGmroKQ4KNl0WvsapDg42sRjbVRkOElK5F1f3dQ4WRsEcA8I1DhxyTRpTcpkOIFaNGRJnIQ4hgkEWN1nBDiVW4RSJLjUOJrSxIFisaQ4ur40VUHY9DjBIwR7ilmEOMkkxGaNFqQ44kGkcxrq1DkII7RsCwDUOREZpGDiprQ5K6gEYNtsZDk7ULRiPgckOUAhhGb9svQ5SLW0bR+zpDlSHmR0u/jUOY8ABEx8N2Q5p7ykb1+SNDmwJ/RkZmAEOcBNlHtsLtQ5zEuEdKAHpDnaAARPOmUUOeRQxHYQgWQ58hI0eC3ahDn5q1RpTLb0Of77JGODzJQ6EWyEbSqRFDoatBRah+8UOiEARHc/tyQ6KhtkdDwRFDo5U8RkNOgkOkEnBGrlyUQ6RooEZN7PBDpObWRrFhL0OmDNtH4HlaQ6Zo00aZ9mFDpt2CRvwAf0OnZdhF9CBeQ6gdXUZH3ExDqKGaRtkdvUOpGohGoAVpQ6mhOUdWwGRDqhtuR8IIeEOqaABGLEziQ6qvVkabHT5DqxC4RUEFpkOr+mBGsVc9Q60x6EgGenNDrWNoRwIWI0OudABFCaSTQ67fmUZBTHFDry5MRkR15kOvf8pHj0ZyQ6/ctka5WrxDsCrhRx1fS0Owo45Fu4ehQ7Ejy0aEf0pDsZfAR7OWq0OyDdpG0uzJQ7KOWEXn/rZDs5VoRpeh50O0mABFHm87Q7UcAEWLeh5DuF02RrRVeUO5mThHjSD9Q7obcEafYzNDuqHuRRzDoEO7EpdGANMdQ7yUCkeE2phDv9pTRopkskO/9dhFQe1YQ8HpSke5ZnBDwjmwRtA8ikPCquJGLUjXQ8NT1kWX2N1Dw5k+RTjmQ0PFKABEmULzQ8Zu6kfdvghDxrgARphEuUPHHe5HIqY7Q8eXy0b60gJDyBm6RflBX0PJD6pGdv3nQ8l1xkY4dE9DyvddR3tn+UPLJE5Gw67cQ8ywAESZ3T9DzQvyReC980PNnlxH26PaQ84fxEcckm9DzmeMR4brWkPOuABFzJ9CQ88tZ0c3bd9Dz6uqRVXryEPQFORHjILeQ9Clvkc8OlpD0Zy6RQXzjEPR/ChGkPL+Q9K5SEeeqjlD0zzURaeCkkPTo1xHHflyQ9QdaUcGCbpD1JiiRwBcWUPVorhGUSzsQ9aX8UX+Td5D1xKVRkumb0PXg/RFlzyJQ9fmKUb8HaRD2DAARRKnXkPZDdNG8kh0Q9mij0c19v9D2enuRvinIEPbCjBGtlmkQ9wIQUc6CclD3SquR1lHUEPdnfRHsSP3Q94HOkdwXE5D3qHtRoFDp0PfGztHyH8GQ9+e4Ua2q91D4B4MRqi/dEPgkrtFn5btQ+E1WUaP/VJD4YsfRZ4B2EPiNMBGGWF3Q+K0YkinBw5D4yTWR5OID0Pjf0JHDpvbQ+UmoEcLReFD5a6pR4S0mkPmLVhHECYqQ+crtUaBFStD55MzRxpJ1EPoPINHgLvJQ+iqt0VPg8dD6P2mRnPUN0Pp5DRHFoSmQ+orK0cI2PND6q+gRoW9lEPrI8BFSl2IQ+uwxkcoCWhD7IbtRwofzUPs415HByLXQ+0ZKEYcfHRD7axJR6thvkPuJXtHAsDbQ/DKCEcJp/FD8bvpRhWzxUPzoLtHiHwEQ/Qb5UeDpC1D9HgART9y2UP1HoFHnMyZQ/W8QEdQIP1D9qI6Rrd0CEP3LgdHE8tPQ/iV2Ueg5NFD+kCRRau5HUP7vNxHyAVgQ/wowUfSOa9D/KDSR4Vt+kP9oaVG4qSAQ/33BEZvqRpD/kf/RItna0P+pE1HYK8AQ/88TkZw0bND/66JRzTWS0QAImpGdGBZRADZ20ebuJdEASlmRpngZkQBdMJHflU3RAGUykcQo39EAdl0R9LkNEQCFNJHH6nVRAKRzkbz4B9EAtNSRvrMw0QC7V9GZQb2RANJx0UjU7VEA3lARyK53UQDpdpHWSA6RAPVKka5k2tEBAG0R+hJMkQEgEVHBwKwRATZeEhTzcxEBQrcRyqNUUQFU5xHj/bJRAWOvkYim5FEBhQARQJKXEQGo11HZKWJRAbQ3kWwHxpEBy0qRuTYy0QHfkxHEGQeRAg7aEWjbWJECJ1HRjiyvkQI2kBHnHOWRAkXGkgNzPxECVdTRmdC8EQJnP5GF3K4RAnF9EZrG9pEChQARLhhmEQLVP5HB+GFRAwV6EVlWr1EDHOfR7pawUQMrq5HMstuRAzlgEezAA5EDR4vR5keSkQNW6xGNLvdRA2eWEjtOy1EDeBKR6TpykQOEwhHMo4vRA5W9ka+jddEDpuURymstkQOzEFHJwjERA+YfkaRbY5ED9SHR5ifjkQQA+9GefpnRBBi5khKDwBEEOC2RwDV9UQRByhG+lrrRBGRpkcdikhEEbPIRrUqYkQR5ZZGiwiARBIasEZUAfVEElTCR/CoEEQS5RxHWnepRBMdcEeA2QlEE04YSEZmGUQTkpJFsdIKRBPVhkg50yREFBY6SC0JDEQUVSpHO/sJRBR6LEelVz9EFKEnRmQe90QVTgBE/Uc4RBXlDEWDm+REFhkdRtlg1EQWVZBFiqZ6RBarvEcSVulEFtDwRsdH7kQW9spGyM9CRBcqUkWeUg1EF13eRyFKn0QXmKlGmpsSRBfWrkanLhFEGBrYRot4zUQYWUBHM8QxRBiEnkY2DCtEGVGGRo6cq0QZ1ShGg1x5RBp9X0ZCNw5EGtdiSITxAkQbFjZGRyyIRBtUpka6xcREG6KzR2KDFUQcEvxHHk+ERBxCaUei03pEHGc4R0OoI0Qcl0hG+fmqRBzeYEcVh0dEHR+SRnyWdkQdK0RFYTesRB4QAETq5ExEHltyRy6SiUQe1JJI1QOdRB8ZkkgiIk1EH1eMR1ddVkQfhZRHxjuJRB/Sb0e2WMBEH/i4RrQwLUQgKsxGlNdjRCB1dkbfccFEIPUeRwmdIUQhUz9Hbv9lRCGVoEU9tqxEIlgmR9qOjUQinZpHwIM2RCMhXUewylJEI2zwSKxMXUQjq8pIhYOuRCRVX0cvR9REJJ34RvX19kQk0XRHaFqFRCT5NEfwqztEJWtRRsOd3kQl18xJoR/dRCYYPEicimFEJln1R9TjDEQml99HmoADRCbehkY25ydEJw+wR15SjkQnkndHdVRuRCf1uUesAEVEKBt9R4KOcEQoWqZH6gQwRCideUexjDNEKQLpR6EiUUQpL9BHYUsRRClf7kfPa+dEKbj2RxdzvUQp4aNHvUuPRCobaEkkcdhEKlsuSLMwi0QqnI5H4vI2RCrkpUdWu6JEKxduR0KbMEQrSn5HzqmbRCuVmUgLdL5EK97QSC1yWkQsThpHnCPLRCyB+UasiIJELP1IRnzIiEQtPW5HL54WRC1sn0UmlkBELZwhRx/rjEQt2QJGFuxARC5GH0kBSCNELlvrR5uy7EQuf4RH2GOIRC7RuUak68hELzjMSDgY/UQvWhdIOHGWRC+A/EeTTa5EL7WbRyNNREQwHthFttgqRDBc4EWbyYdEMLpAR8cxEUQw8Y1HgbrVRDEjUEZ0EDVEMVNuR6TtaEQxmThHAcksRDHdNEXSyxJEMh0OR17zW0QyVs9HvmH/RDKFN0cfoAJEMr3RRcQNDkQzGkJILJHmRDMqH0cFIsBEM2kjRo2lJUQznqhEzgwsRDPcmkbIX/JENBMqRiT7/EQ00hNGWwwyRDUwaEcSDU9ENd8oRhJVjEQ2GidG34IZRDZx+EfpiQRENpqPR2gAnEQ23chF7W80RDd1dka/HGhEN6HvRxyAk0Q4ewRFtow4RDkkXEeqqTNEOWGWSCn6j0Q5uuJG6L2URDpCzkae2MdEOpStR1r5okQ6volGzcbJRDrg0kdBaY1EO6VnRrQw1UQ8KrNHJAY8RDzdKkbhXKlEPRpeR1fhz0Q9P7NHdJoDRD1ko0a4mCVEPcj1RqWvekQ+GQ5G4xUVRD5Kskd9TKdEPq0XRju1GEQ/Bv1HoiMfRD+ARUedg5pEP6n/RotqukRAFrhHGS6TRECKCUdNHuxEQJJHRkynQ0RA7klHNdwnREEh80cvGtVEQWFWRw3OgURBrmxGQTMpREIUCEePItREQjn7RwOBo0RCXMRHKaqsREKOskewZntEQzcoRipJ6kRDeRhHFYBNREQh0kfM6sNEREAARoUnWEREgU9HcjVVRES3ZkdLBv9ERR9yR6Fu/ERFT1dHGFVkREXCyEeSXM5ERhWBRy5DQERGpLxGD91BREb9zUYT2g5ERyIjRronzERHXt1F1UHfREflDEeUVfhESBs3RrLrK0RIZrxGAlVfREjY6EXKkqFESVjhRgDj9kRJqSZHDZWIREnyG0b/O1dESllQR1bu1URKlzJGjfdHRErNZUeciUBESushRuNfa0RLT95G8mFPREvWGUd8nXFETQTVRsaTBERNMH9H/+ouRE1hvUcUfuVETd14RyBdI0ROc0hG+Hc4RE7Q4UVxGqtETx4vRixIEURPfsxHRTmMRFA2G0VmrwREUFwZRwHQb0RQnKZHIK9oRFFgqUcp/1xEUaEXR68EqERRy/9FNztORFIFGkfR2ttEUkVqR3KiIURSb31H68NKRFNNkkf8U29EU3qdRxFp30RTuepG1oGgRFPdE0fLlctEVBxxR1SLY0RUUSZGSCUmRFSdakcm0FdEVMsLRmtOekRU92dHKMRWRFVLf0edvGFEVWgAReZR+kRVpCFHiDu2RFXsDUXg3T9EVjpdRm4DtERWekFHNEW7RFalt0fHe4ZEVsx9Rt5Lc0RXI2NGTl07RFc/AUWeyzREV441Rz1B+kRYDBdHxHQBRFgt+0byvqFEWHC3R3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    </scan>
    <scan num="734"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="490"
          polarity="+"
          retentionTime="PT1049.06S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">872.270690917969</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="607"
          polarity="+"
          retentionTime="PT1065.49S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="248"
          polarity="+"
          retentionTime="PT1323.8S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="1202"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="130"
          polarity="+"
          retentionTime="PT1692.49S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.633087158203</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1304"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="109"
          polarity="+"
          retentionTime="PT1839.34S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">953.493774414063</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1322"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="150"
          polarity="+"
          retentionTime="PT1865.82S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">509.244537353516</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1334"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="123"
          polarity="+"
          retentionTime="PT1883.15S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">495.465850830078</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="106"
          polarity="+"
          retentionTime="PT1892.13S"
          msInstrumentID="1">
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             compressedLen="0"
             precision="32"
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9HAqX7RQRdQEaH2ng=</peaks>
    </scan>
    <scan num="1352"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="131"
          polarity="+"
          retentionTime="PT1909.78S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">913.755004882813</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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</peaks>
    </scan>
    <scan num="1358"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="118"
          polarity="+"
          retentionTime="PT1918.44S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.977020263672</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1364"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="77"
          polarity="+"
          retentionTime="PT1927.12S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">854.051208496094</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1370"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="154"
          polarity="+"
          retentionTime="PT1936.09S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">815.784851074219</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="108"
          polarity="+"
          retentionTime="PT1944.73S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.275360107422</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1412"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="88"
          polarity="+"
          retentionTime="PT1996.91S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.656463623047</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="1430"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="98"
          polarity="+"
          retentionTime="PT2022.94S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">839.456909179688</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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