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contentType="m/z-int">Q0kW3UZntw1DSiwTRduhaENMOdxFn8THQ08KnEYb2FxDUCkwRjO/f0NRQUtGE1DWQ1Up/Ub+MoRDViJkRo/4SkNZNjhGrdCHQ1pb60Y5gI5DWx4cRsmickNdEA9GBV1EQ14k7kcN+YFDXzM6RmiMhUNgIFJGMqrQQ2VEkkUND89DZhnFRWkefkNrE15HUfuxQ23rHUVSVoRDbyoERhccFENwHrNGjAPEQ3MkpEXEShtDdDdGRHh+YUN3Fz9FB9FXQ3j5YEYy/mVDfFRaRlV9T0N9HTpGqcO+Q34nz0Z7i2xDf0HcRZrqT0OAnNtGSkuVQ4E6cEW93C1DgpmkRN/EE0OEjaxGan+tQ4YB7EWmjyZDhqYtReE8zEOHo7xG+Om3Q4gNa0WyoMZDjJHLRcouP0OM255GLKmfQ40jf0WFH/JDj/t6RGuR5kOQippG+YV9Q5GUT0ZT7NdDkgZtRb0uBUOSsgBFQ3TSQ5MOAUWP1Q1Dk3zARmWW10OUbEBEz6XzQ5WLbkcJIU5DlpGoRSZnKUOXHLNFwiOcQ5uh7kX0Gj9DnBTqRxcaU0OcmexFUcseQ5z/MUX1g8xDnXsjRhtS+0Odkf9EzQUHQ54k7UWKwFdDnvvBRQp00UOfe+dGppDaQ6GZ+kZkymdDoh32RpQrvEOjHQhGRqNAQ6OC0EYlnSxDpAx2RpZHnkOk++ZHJdmmQ6ViCUcDJgFDpagARJDr9EOnhFhGACbZQ6h4AESdOa1DqgwmRkbIvkOqo2hGmSLVQ6sOuEZF0s1DrBbARnvCrEOslSpGnwv8Q616E0StG9NDrpw5RNGDK0OvgmVHc+QRQ7COCkZ4KIxDsRKuRg6/XkOxl6ZHRI7VQ7IfMEeaxj9Ds5PoRiy/kkOz+zRF3E4cQ7Rw80YHeGJDtV+KRtVNt0O5NDBFmD5sQ7mREEdH0mRDuhZCRxME+kO6vlZGlVw2Q7sSwkasCt5DvCayRTN8i0O8hMhGf0cOQ71iLEZ+vixDvkJvRgKOW0PALIdFw+CTQ8Gs0EWivYtDwgHaRpCip0PCghZFuFcMQ8PDEkYlbThDxCAARA5+t0PEfTFFofa/Q8UJbka6B7RDxYVGRcjk1UPGQcFFn00NQ8afskbhdFlDyB2MRSp5JUPKiapFXOyJQ8tKOEY7wsNDy/V+RYJe7EPNK0JFGCpTQ9AqBUYtNG1D0YpdRY1GEUPTaZ5FlShMQ9R7jEaT1/RD1SqjRXHxukPWG+xFAumyQ9eU0UWwJ6hD2CPSRt62CkPafW5Fek6KQ9yYWkX2dBdD3j0ORp3ZZUPenqJIc2RJQ98VtEav1wZD364qRnWQKkPgyFxFu6Z0Q+GN6Ec8x0ND4ja0RrkkbEPj9dhEqkRfQ+UJvkV5mY1D5ZRhRhpb5EPmF99G8k17Q+ZiU0bJFH9D6BvTRpGT00PpJaxE7AkaQ+m0YEagbiND6xJVRk5B90PruDNGGCQwQ+yhhkTUzjRD7W0ERYjhm0PuiZVFcCCPQ+7en0asl2dD8iF0RXWLOkPygtlHADdbQ/QZIEaUD3pD9IPKR0BG5kP2CmNFNwm2Q/aSBkVumzFD9/RjRnCUSUP4RntFsHkHQ/oKZEYkqWxD+p1YRp31C0P7FtxGznuqQ/ucHEaYS2tD/BQxRlpwR0P8pU9FMErVQ/12U0cMfsZD/kDFRjlhvkP/W45EUL8ARAAIXEdy6EZEAEXSRpD6qUQAcjVGoC8JRACV8EZbrDdEAT3NRRvHi0QBwwxGVwrQRAIWJUX+oJJEAlCIRja0ZEQClUdG391eRALKE0WIkR5EA6VfRrsz0UQD08JGZAy1RAQazEWCAJJEBEfwRL0b2EQEj9hGArVbRAS/ZkYRLRJEBSqeR0UbWEQFtdxGKWkLRAYSrEbaaDVEBk7sRgp2TUQGWmxE65jiRAawVkYf4MNEBrn4RMle3UQHZSRGk1D2RAhBB0ZfCrhECQbeRtis2UQJKEtHFzQTRAlWrEbNgo5ECfm6Rsr1QUQKTT5HDsJKRAqDGEXupPRECuUpRuIpSEQLCzRGh0djRAtvyUWzColEC4bMRYMXAUQMEQxFse6qRAyBEEas64ZEDKqWR3+DdkQMyrVGw0tERA0Dp0W/U9hEDTlGRjcNtkQNm3hHOs6tRA3eMEbatOlEDhXoRXO0IUQOrrlG3vC4RA81PEc85a9ED4xaRmN+gkQQGSVHfB69RBBxN0boE+5EELVOR0vrnUQRCqJF2EbKRBFSwkb0N+xEEZMORUlFCUQSGkJGSfUIRBJpHkafwZlEEqXwR0ff4UQS/ypFP5Z+RBNcvUWyjWpEFAj8RwJNZEQUMu9GQYO9RBSRaEc0KFNEFQV8R4P9JUQVbfJHEvirRBWUhEcJcJZEFe/2RwfO8kQWIqRFw2tzRBZEXEUAnRdEFnGdRh8bQ0QWmrlHGXWFRBbUFEaQU2BEFy7uRnM5zUQXk6VGezCSRBe99EaAjm1EGCT6R3lEfkQYlSlGAmdCRBje80cN4mhEGRjqRzR740QZo8NHWmlkRBnJmUa15zlEGlMdR2h5xUQbNkRHGu4zRBtYYkZ40JxEG+EuRuD5WEQcEHhHS4UHRBw3QEdKVLxEHJDBRwIyUEQc0wBGIJyPRB29H0W99aREHlL2RfcJeEQemMJHCBHpRB8CiUcl92BEH5keRlJdkkQfx4RGn7MERB/xxEcVlO9EIMtURoTYLUQhB6ZHJw7zRCESDkX8eRZEIYxCRvNGdkQh6fxHVOaqRCIaeUa6WUpEInYiRqC8x0Qi0yRGLmmhRCMDq0bMfH1EIyyIR4kX70QjXR5F0y3nRCPQCkShhjBEI/kSRoT5T0QkVDRHa5lKRCUDCUeBMwdEJTmoRt6xeEQlj31Gx7hERCWZOkVOU6NEJhJYRrY0/UQmfupGYgJWRCbVvEabQYVEJxAyRi1nhEQnRxtHEQlARCd7qEYA5XlEJ4x8Ri6rYUQnsc5HCjiCRCff6kVPWM1EKBGgRwqwHEQobFpHg9TiRCi/pEcjpL1EKRzoR5lLKkQpWxVGpLOTRCmq7Efyg6xEKeiaRq9IpEQqPRdGhtACRCp1VEarrPtEKynMR0Qsd0QrcD5H42h3RCx0k0b3MexELKkqRv7FR0Qs3atFAhcHRC0B1EeKlvRELS+WR1benkQtVptHE37FRC2O5ke/dydELgOWRzzn+UQuKZxGhuZSRC6NakdOoVFELr4uRoQnkkQvblRGr3U4RC/AdEiwpvxEL/BgRxllDkQwIpBGQYccRDCGtEfTfdNEMKu+SAwXFUQw1SZGlZL1RDEKzkdRaHVEMZ0eRyqrGUQxzadHLXE3RDIo6UeOu31EMlSeRgiOjkQyrb9G93fBRDLoCka7XmFEMzV/R6P99EQzgu1HmWr/RDPdMUcTIF5ENBo5RxFyT0Q0TcpHJjIHRDR+KkeAW9ZENLmFR69Qm0Q1FfxHhSp3RDVazUbIdVJENZ7XRtLwlkQ1yYhFkqX+RDYIfkfoWjxENkZ8R4Bv5EQ2mmJGy4ZkRDcHNUg4hnZEN0FcRvbjFUQ3qgdHVBuPRDfNB0eMRvREOCh8R5HK0kQ4mSRGvC2QRDjGREcGTGxEOQfBR6jyOEQ5RnlGx/vpRDl8GkalekBEOaC8RzFq6kQ56BhG3KOORDn6ukYQF29EOklWRy4Wv0Q6dWNHBgZiRDq4sUcKwd9EOv9QRzDXFkQ7NkpHq57XRDtb1EbDLnZEO5ZVRrGnp0Q76ZVHp5MwRDw23kd2Rv5EPF+IRzNfFUQ8wihG1wl7RD0RxUaEa6BEPTwARQ/jiUQ9dIRHdDamRD2peUc3EYNEPdWTR4NZWkQ9/AlHCoSwRD5JM0c26EJEPnEPRhikMUQ+m6tGt2vdRD8D1UdYttFEP1KyRzD7DEQ/4dRIEP+LREAH+0ePyNNEQDoHRknbfkRAcMFG3x1YREDFtkeZyJtEQP2ZR6GolERBP0hGRlLaREFrPkiN0F5EQdD4R1Nib0RCA3xHBcD+REIlpEc3aNtEQkebRm4vwURCvJ9HPfUiRELeuEbBxVtEQxV4RoT2ykRDio1IH+erREO4E0Ya1phEQ/kvRyqZOkRET5VHW9BbRERdQEYI6C1ERJFSRyNLFEREvEBG2yyIREUBykc8CRxERS0ARzs9q0RFkg1IGydoREW0qEewPFxERj/bR+WXTURGXJVGvfuxREaet0gU+xJERu1ZRjV0EERHGdpHWyVAREdJfEc7nQBER67nRzeDTURH9wdHToP/REg3wEeBGfxESHbRR8qUe0RIoB5G3z5BREjd00V3FidESRPQR5PmNURJRZFGHMG6REmr4UeNtxRESeMYRidRwURKFPxHcn11REo/6Ea2RXNESnofRt9u0ERKoTBFlk0HREs/u0f1X59ES4rqR6caNURLuuBHZNqUREv3WEYMYpVETAuCRj+Dk0RMNhVHQB5cRExKMEa/ClpETI+CR/NBAkRM3XFHUSItRE0Q1EcvD6JETaJtR2CpxURNsQ9FyrB6RE3hf0cUUntEThscRvTflUROVwRHARI7RE6XA0cqCgpETsvORqSyYERPGwdHw6oFRE9XpUeS2NZET43rRsZ41ERPt/tHJ6tlRE/fNEZ0MEtEUBFxRuQXq0RQS5BHntXbRFCaw0dg7lFEUMsXRzndGkRQ3yxHE4LHRFEnyEbzw6JEUU63RyVVKkRRieJHvRZHRFGylEZ7NaZEUfghR3OuGURSNmNHaI1tRFI9CkYGxlBEUoRdR9WVN0RSoD9GJsQXRFL/NkXSirFEU28ER7SZ4ERTtahGdmHSRFPxtkeBHAhEVBBbR17S50RUWZ9HnpVVRFSPAUdpc4REVNYQR4VDGURVSABHFAe6RFWK40eEsaNEVbKrR1djF0RV0hxGyfRxRFaey0YwtzZEVxYbR9JKYURXQWZGp/IwRFeys0cfzJlEV+JJRwECqURYLnFIAgMTRFhvbUeXkCpEWKSwRy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    </scan>
    <scan num="476"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="371"
          polarity="+"
          retentionTime="PT697.714S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">703.051940917969</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="566"
          polarity="+"
          retentionTime="PT706.387S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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    </scan>
    <scan num="506"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="598"
          polarity="+"
          retentionTime="PT741.126S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">840.677185058594</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          polarity="+"
          retentionTime="PT742.486S"
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          polarity="+"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="484"
          polarity="+"
          retentionTime="PT759.004S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">860.787719726563</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="612"
          polarity="+"
          retentionTime="PT776.277S"
          msInstrumentID="1">
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          scanType="Full"
          centroided="1"
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          peaksCount="653"
          polarity="+"
          retentionTime="PT783.524S"
          msInstrumentID="1">
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          peaksCount="579"
          polarity="+"
          retentionTime="PT784.855S"
          msInstrumentID="1">
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          polarity="+"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="532"
          polarity="+"
          retentionTime="PT787.577S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          centroided="1"
          msLevel="2"
          peaksCount="678"
          polarity="+"
          retentionTime="PT794.296S"
          msInstrumentID="1">
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="553"
          polarity="+"
          retentionTime="PT795.646S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">767.288635253906</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          centroided="1"
          msLevel="2"
          peaksCount="465"
          polarity="+"
          retentionTime="PT800.11S"
          msInstrumentID="1">
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             compressedLen="0"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="542"
          polarity="+"
          retentionTime="PT804.056S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">766.370422363281</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="596"
          polarity="+"
          retentionTime="PT810.51S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          polarity="+"
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          peaksCount="332"
          polarity="+"
          retentionTime="PT813.111S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
          retentionTime="PT819.232S"
          msInstrumentID="1">
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          msLevel="2"
          peaksCount="661"
          polarity="+"
          retentionTime="PT820.293S"
          msInstrumentID="1">
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          msLevel="2"
          peaksCount="539"
          polarity="+"
          retentionTime="PT824.731S"
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          polarity="+"
          retentionTime="PT825.945S"
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          polarity="+"
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          polarity="+"
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    </scan>
    <scan num="596"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="396"
          polarity="+"
          retentionTime="PT860.661S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">565.207458496094</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
             byteOrder="network"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="710"
          polarity="+"
          retentionTime="PT861.88S"
          msInstrumentID="1">
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             compressedLen="0"
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             byteOrder="network"
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    </scan>
    <scan num="598"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="518"
          polarity="+"
          retentionTime="PT863.247S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">746.903991699219</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          centroided="1"
          msLevel="1"
          peaksCount="450"
          polarity="+"
          retentionTime="PT874.869S"
          msInstrumentID="1">
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             compressedLen="0"
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          polarity="+"
          retentionTime="PT890.575S"
          msInstrumentID="1">
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          polarity="+"
          retentionTime="PT911.965S"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="440"
          polarity="+"
          retentionTime="PT939.091S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
          retentionTime="PT949.389S"
          msInstrumentID="1">
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          polarity="+"
          retentionTime="PT950.58S"
          msInstrumentID="1">
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          polarity="+"
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    </scan>
    <scan num="722"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="446"
          polarity="+"
          retentionTime="PT1020.32S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">700.8125</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="417"
          polarity="+"
          retentionTime="PT1028.56S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">700.765930175781</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="472"
          polarity="+"
          retentionTime="PT1057.96S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="563"
          polarity="+"
          retentionTime="PT1062.15S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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contentType="m/z-int">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    </scan>
    <scan num="758"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="439"
          polarity="+"
          retentionTime="PT1070.65S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">678.77197265625</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
          retentionTime="PT1104.11S"
          msInstrumentID="1">
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</peaks>
    </scan>
    <scan num="1184"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="154"
          polarity="+"
          retentionTime="PT1653.08S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">582.538269042969</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1334"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="150"
          polarity="+"
          retentionTime="PT1868.08S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">633.789978027344</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="1346"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="135"
          polarity="+"
          retentionTime="PT1885.36S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">515.311645507813</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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</peaks>
    </scan>
    <scan num="1352"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="183"
          polarity="+"
          retentionTime="PT1894.34S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">595.626647949219</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="1370"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="128"
          polarity="+"
          retentionTime="PT1920.28S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">464.777008056641</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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4tN0Q1ojdGnhbVRDXdpUbdeJJENiB8Ro8/RkQ2aDJHu6X6RDaaIUdVDjxENsqqRpn+zUQ3D1ZHmde5RDdz6UeESV5EN62BRpB4C0Q33yFHvBrIRDgpZUWhoI9EODgARLu4wkQ4bRBGXhDuRDiyukcJxitEOOt3RuviX0Q5Jf1HYcNDRDlw/Ub6MptEObkoRP6BnEQ6HNRF6NbiRDppH0aIKgtEOqaPRwfmQEQ64l9HS2uNRDsYhUU1s/1EOz7ZRRoQ70Q7bQVGmSSRRDuow0Y28cNEO+aSR1jKHUQ8QWFHgzW8RDx0QEeE4vdEPLRjRrvmXEQ84lFHmcIGRD1s0Eb7nbdEPagaRs7nE0Q+BpVGofFuRD5evUcBextEPp1ARvFz60Q+2llGI95XRD8OQEa7J81EP1i8RpS8u0Q/kX1GF4T5RD/zlkeUcGZEQB4RRqYly0RAcNRFQN5IRECybkaZn7xEQNy2RoYYlURBLkZHDlbBREF36Eefo99EQbJrRcWCT0RB8qVGSRWFREIzFka5fvJEQmNyR5A6S0RCsO5HFRoLRELi9Ub0vvNEQxs7R5g5m0RDZwVG+mBxRENxDUWYw15EQ6OTRh1os0RD3jRHFVr4REQ9t0ZnsNtERHwwR06sXkREyvxHDBWdREUTM0c7UtxERWQPRxm2EURFhfVGZCs4REWvsEZ8tJZEReopRxyrFURGKfFHoLheREZvhUcGy9pERrPeRpHcekRG7bRHMjn+REcp4Ucr+SVER2scR6Nif0RHtPVHH4BVREftmkcRVNpESCGFRu9HskRIbXlHscLtREijQEbofcRESM8nRiDvO0RI9GlGltK4REkVoEWwEqxESWMvRxF26kRJ7RpG2oDtREorA0eaA8JESm1BR1E05URKnn5HbosdRErg8kb8V3xESynbRw1Wq0RLZSVGJGhCREus/Eew6qZES+xfR8URLURMKn1GLIvARExlxkZIlKdETKxRRsjnmkRM8oJG8nkmRE0kqEX11o9ETWwLR2yReERNoXFFfzcdRE3UREbBmM5ETfQxRjO8+0ROPXhHM2YyRE6F9EeRbaRETt0FRwXaG0RPUHRHDfnlRE99dkZrA1JET62/RkZ6G0RP9ehFDdADRFAZ90XZ/mBEUEnPRs60nERQb55G6gSYRFCF7UYo2wNEULG+Rpy7U0RQ72JGu8qBRFE260YnUtZEUXkGRogpOERRr3FGt2OQRFHWXEbVO8dEUivyRzTF2ERSbLpGd9nLRFK770Z+imxEUucRRzAHkURTWedHjjlfRFOSYEeHG2ZEU78iRxQrx0RT8ZJG598ARFQ+aEaY165EVHApRxgCRERUozNGmbF4RFTjakdL+qtEVSXrRswzh0RVb1BGt2gtRFWsXkch/5ZEVd7MRiLU7ERWOr9GX6DSRFaAaEZJagNEVtvgRxWvcERXW3tGp5kxRFd9oEdCzX1EV75iR4yoc0RX8t5HFNToRFg6KkebG6REWHWoRub8nkRY7fJHtZ/QRFkkPUY+zapEWWlmRyd+3ERZ2c1Htn+MRFoyfEZ9RFREWmE7RxUKgURaru1HkU3gRFsFmUbpDqVEWykmRzEznERbbsdGh2zARFumRkdAmJtEXCPhR6vjNkRc1IRHPgo4RF0B90YD6n1EXSzrRtluJERde81G+Q5HRF2piEWrpbdEXfzER568EEReIhdGqvjlRF5gEkbc4YBEXpl0RhuC8UReu7ZGBzRnRF8A5kdFBTtEXyKKRkfWI0RfeqtHdVWkRF//p0TljYJEYHMERqX+2ERgs2NHR57YRGDii0aBMgREYS27RcQBr0RhboZF09qdRGHj7EcZheBEYiZoRxh490RiN+ZGh0KJRGJ/xEdq31ZEYrVkRzL65URjB3hHBoBFRGN6zUeVg09EY6iQRyCq9ERj6GVF2NHuRGP7W0Qk8LdEZDX6Rgm0kURkYG9Hm93kRGSP40Y7dDVEZLFtRorRBURk6flHSgjURGUukUWTDnVEZV5ORfddYURlfoJGS8nZRGW4TEXFIt1EZeogRe82e0RmPjhGmSFfRGZOe0W5EaFEZpp8Rvh/A0RmvctGA7JeRGb4S0cAC9VEZ3P3RtL7UURnrEJGkz3NRGfyAEcdR/VEaDbJRzz5NURodk5HL787RGirO0dpvBhEaS0/R1lHS0RpbrpHXLpCRGml7EbC1QdEafe6RyJWiERqSphHfqEKRGqO80ejSy1Eas5HRmbMFURrRCtGiiGxRGt9I0a8o1ZEa6T6RhvefURr9vFHDCYcRGw78kZPnF5EbIAzRv4gPERstYdG1puYRGz2q0Y29u9EbTsLRpXl10RtTaxF9ydhRG14ukWBHrhEbb9/Rzto7kRt7BNHIurKRG44VUX7CoVEbnuGRvY9DURu3yhHg6AORG8N+0YbWppEb0JCRydxuURvaYpHZlBWRG+7RkeYKpdEb/qiRoEoSERwOHtGZzCmRHB83kaDAB5EcPpnR7DxF0RxJBRF/UksRHFJn0WcpXVEcX7dRjoDv0RxsCJHApseRHH75Eb9o4pEckDwRbxPyURyiNRGC3HzRHKwiUaOi6xEcut4RgEr20RzKuNFrl2MRHNxJUai6s9Ec6fER0El0kRz7KpG2uiIRHQwrkbohuFEdGH1RxpA60R0vHlHJeMPRHUr60bntWxEdXJURx7at0R1ndVGgtKbRHXR+UaDrA5EdiKmRh6apUR2PXJFl2WERHZq10cjeIJEdrTuRf7SzkR25hJHgdAFRHcyPUYbPK9Ed6tARoyhNUR33eBHCX0kRHglFkdBsGdEeHEuRYJeLUR4rGxGiMvwRHj3O0azomdEeS2bRreDKER5ZT5GtcDtRHnNiUYDkEtEefgDRDd+6UR6cu5HQH22RHq2UkYF/mFEew5MR4lHfkR7fPRGWhlRRHvEIUW7ydhEe/bIRp1kCkR8bfRGqHG3RHyqqEZsAEhEfbXxR2r1+0R96xFF2HZRRH4c/Ub0pGZEflLTRu0nY0R+cBtGiMMoRH66KEY4RkdEfu8URy9XUkR/PzpHV/+LRH9y7UcUMXJEf7d3R1XyFER/9NtG5g1oRIARi0VoiqdEgCIARFZ9F0SANVZGxBDLRIBRlkYc29FEgHFPRfrJqUSAhc9GJzKuRICx1Eau0AFEgMUyRsk4EkSA5RZGU33nRID5SUZPoYZEgRjVRoHoBESBMzJGAWrXRIFIMEWSS9FEgXusRcFVKkSBoeRGLDYzRIG8rkX10UdEgdpyReuyxUSB/0pGujwwRIIci0Zax5VEgjxsRWjOiESCTtBGqyEdRIJn9UaWW5xEgp3wRjDvgkSCwIxGvx3mRILdTEbCoiFEgvuoRr7LnUSDGoRGlJjPRIM7hkXfUEJEg1JgRf2QpkSDc+BGDBzfRIOdZUYwwyhEg+9ZRt2i50SD+uZGApgZRIQ6s0b0zBdEhJyqRlMnsESEsEhFaxLNRIT2QkcqSr1EhP5YRYjST0SFGOVGuPhnRIVWikS94ThEhXViRocfckSFiRVGuVD3RIW8WEe42QJEhdFARqoZOUSF505F9OtwRIYBQUUouUFEhhTgRt6lPUSGL/pHFVZnRIZTxkYAXWREhn6CRbu2EkSGr6pHDr+FRIbFLkUefiBEht5sRZGkIESG/HNF0yBHRIcPk0Y+GNVEhyK0Ra69GkSHPeJHGQz+RId2aEWbJnhEh5GARkjJNUSHw0xG7TvyRIfxpkbNrCNEiBfYRoowZkSIeNhHAA+xRIiUDkaBVXBEiLdwRbE1SUSI1pJF9x3VRIj8gkdJGkFEiVeSRphfn0SJatJGzb3CRImCAEQHlg1EiaFORjLlmUSJ3qJGJq0LRIoCeEZHfANEihcdRk7RO0SKWKxGn9SORIqYlEaV4kVEirdRRwsKJESK06pGLmU5RIr1hkZOCcVEiw0yRh2e/0SLKw5Gf7LmRIt1fEbKVe5Ei5tcRdXNJ0SLvTxGGUltRIvjp0ceCRFEi/eSRqrC+0SMEthHCGgkRIxXEUTLIc9EjHRLRcBewkSMhe5GJy6xRIygq0ZtjJ5EjNBeRfgr5kSM+ShF9hkFRI0gpEZL7yBEjU88RtEhZ0SNZO5HB4gVRI2C7UXqSg5EjZbTRqMWckSNtydFwqWQRI3XgEaOpnBEjf24Rsm760SOPnhGfJSYRI502kYEn/9EjpiBRpWSP0SO5n9GQmqdRI8QtEbhutJEjzQMRxmoIkSPUABDvtspRI96SkYcT5dEj5eURj+Ar0SPvPNGvviERI/6bUYS7NNEkAysRrnjR0SQMNVGrDSZRJBhE0bkpP5EkHxBRi6MrESQw4hGLC0NRJDWUEYim0hEkSItRs8svUSRUQRGkGG2RJF/0ka6h39EkZ6qRZpR30SRu0xF4XU0RJIA2EYslTxEkj2ERvZh3ESSmZZF/Fp7RJLrL0WIbAlEkv0KRaHzcESTI4hF8x4GRJOTHkTcTLxEk7yiRalRVEST3mNGDpCnRJQf1EcKTxlElERFRjlHNUSUX55GuFR+RJR44kYDfr1ElMSmRneYWESU1zdGOg3VRJT89kXko7tElS2VRvSCZUSVfXdGqhbaRJXkzEYpGihElkhmRQn9M0SWlnxHDe/cRJc9WUV4F61El2WHRbo3eUSXn6JGQ/OvRJfeVEYTf81El/rJRh35tESYXoBGDlMbRJjZ2kW7xUREmRH0RpanGUSZOyZFg4FaRJlcfUZqoXZEmXQbRomRKUSZtChFw40/RJnP1UZOJF9Emg+1RtRqO0SaITRGtAlVRJo6CEXXL0xEmoZxRYYoAkSauyRGGoBiRJsadEVRLrFEm1Q7Rsj9qUSbgMFFUEaHRJuXrkblqgxEm71zRgcB4USb3GNF8cZTRJzDbEbjyLNEnOOhRYUzNkSdEyFGQV0eRJ0nBEXGQg1EnUFGRiHwdUSde2lF5KmmRJ2xYEYCfqVEndMvRos9P0Sd9sdGBWqzRJ4erEZIm2hEnj1qRnsF5kSegS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    </scan>
    <scan num="1394"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="168"
          polarity="+"
          retentionTime="PT1955.9S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">549.361877441406</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"
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</peaks>
    </scan>
    <scan num="1412"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="123"
          polarity="+"
          retentionTime="PT1982.21S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.497985839844</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1430"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="102"
          polarity="+"
          retentionTime="PT2008.13S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.653686523438</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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OWQUQ4qL9F6THMRDj16kW7i6NEOR3qRrBfJUQ5W1xHF7MORDlolEVoRAtEOa4iRqPgiUQ58J1GGAA5RDonIUcFbb5EOmBPRrLCFUQ6l8RGNef/RDrWgEcz5lNEOxteRYqY0kQ7g2ZHSqdVRDvI+0amvZVEO+sLRqwCFkQ8KD5HMyVWRDxTpkadTOhEPHCSRmQAXEQ8rAhGwb2ORDzhEkaT+FdEPSPpRoG/aUQ9ZN5GzftsRD2eE0egsbtEPdJCRvXia0Q+FjJEWc/dRD5qD0YdeFBEPuZ4RpM3pEQ/Xa9HeYm+RD+ra0aOaRtEP+odRtjiSURAJK9GlWvWREBhwkZYZDREQJ99RlHeLURAwOtF62voREDon0aOkSREQTKvRk/AOURBWK9Gty6CREF4AERPEydEQa0oRg7pK0RB6GxFw2k0REIdgUaC7vhEQkbORpl38URCaktGp1YcREKm/EWpHTdEQtYERz0oWkRC/2JG70OyREMrqkbXczREQ3DORgS1K0RDkb9FivUWREQqIUajEjpERImURuEPo0RE2g5G2Oc2REUXHUZSmqNERWGkRZolSURF4LpE/UR0REY12kaPVZJERnGbRx5vgURGijlF2i3aREa2mEZwwVlERvFDRScVuURHJDdHhg6RREdcTUaQ0vBER6ZXRbEUmERH3yZFnG8yREg1VUTaVfpESGkoRqUQukRI9EdHVA7pREkXMEYw25RESVwIRjXVpURJiS5G7QN7REmxqkVd4MdESd4jRqGaCkRKMLlHTfuxREpu50aSLTJESql0ReQ9g0RLcX5Geb3PREumiEeoWWZES+n7R7sZaERMMkRG+glNREyZ7kSpITdETOuqRvhsY0RNJjlGKcAbRE1tDUa7MT9ETaWnRtyNYERN67ZHNCT7RE5V5kbj5ztETnm3RqRpBUROoU9Ge3wbRE71TUTnq55ETzH2RQ7vIURPegtFCxO/RE+vwkV3FB5ET9s2Rxg7WURP+ABF31ZIRFAn4kcAYpZEUHPiRON0W0RQ4r1G8yU4RFEFwUabrGFEUUFPROf+OkRRcYlGOo2PRFGr3EbIrh5EUeOLRpeyp0RSKtpGxQ7ORFJYrEYAHsJEUoAAQ0WwYURSwoBHGEfyRFLycEc3DVtEU0rLRq4K7ERTqVZF4ykzRFPfEEbtG/dEVB/GRkLxIERUesBHY3pjRFS4Bkbyp9pEVPCNRpKOEURVNQJHB/LBRFVuM0Z+2AFEVb4iRLs+yERV5GlEyiVJRFYzNkaphXNEVn/PRtYivURW0r9HWbvaRFcAkUWkWUpEVy7kRxTRF0RXqJ5G8g9nRFfO+0ZWN19EV/uyRSuMKkRYdTBFs5VKRFjQRkciNR9EWTAARFnGK0RZcD5Gm5JTRFmlxkcaRFREWe6mRmDg+kRaK6pGOVTgRFp83kYaPNhEWsJ6RQb3vERa6nZHBPu9RFs7rkcFcYVEW36uRv0hr0RbyyNHGJ0pRFwYSEYHYbtEXEH+RZf8LURcnrpFiuU/RF0g2kcAmvhEXWqsRuRHl0RdwqNGNr0BRF33o0W7cBpEXmZKR472OURewz1HaNMCRF7cr0VbQoJEXy2ERw6eWURfeYRGaka1RF+yGUavV35EYAH7Rtm970RgNABELUmcRGBiREY0hlpEYIh/RWmN/kRgxSlHAmiMRGD1N0cF8TlEYZmLRmFVj0Rh0kJGmNdLRGIK2EY9IhBEYkUORKo080RicCFGcjJaRGKvZEayL/dEYvFtRgNe1URjMsVEhdLQRGNuoEczLQtEY96IRriRQkRj/45GrJPoRGQy0kaaEEpEZGHcRsWkW0RkaRNFohekRGSUAETAI1REZNbdRdkb1URk+ylFvjoQRGUvP0eKXPhEZWoBRm9zrERlkipGtRJ3RGW2W0X+yKdEZfCjRo3h2URmHCdGRIbURGZnLUXf2rlEZoSZRRMk1ERmvsJHc3gMRGbs40YiqyBEZzMTRhbw/kRnVUlGyUzURGevGUak+MZEZ+znRqclM0RoNrlGulhoRGh6DkdOHPtEaK77RrPjzURo/ZlHk4UJRGk01UeQCthEaW0rRmNanURpoCJHA7SDRGm2fUYPh5lEad9pRqVZ1ERqJRNGuTFsRGpMAEUcuPBEankFRzIrmURqtGtFyoG8RGr/TUaLjKhEayV7Rgiqk0Rrb15GwgrbRGuJK0W30xtEa/kHRuLWB0RsR9ZGwRIXRGx5Zkb2QdVEbOJ2RqucAURtF7xGptS6RG0+8EcCfmJEbYnZRpqeUURtt6lGkpQrRG3z70aDuXtEbiqwRrO8VURuXSdHQ5OaRG6s9EWn5KZEbxoHR7xdoERvUlpGESx3RG95v0cEz8NEb6GkRpbQjERwOIlGd5XRRHB3b0aBPF5EcLOyRu6mh0Rw/PlGcJ4BRHFC60bzKsZEcW+eRuHamERxrOxGhfQpRHH6DEbf9whEcj/PRUGPbURyfJtGa42QRHK1e0asl2BEcugcRlBDDURzLZZF5bYHRHNZ0EWI4UNEc8AxRjITN0Rz8K1GGEFIRHQx3UWAcgFEdIRFRhiXa0R09Y5G3yzERHU2bEbXo+5EdWWxRYH+GkR1r6dGWt3/RHYIKUY7NIJEdk0DRjB66ER2lWFGFeqPRHb7akZdpttEdzh/RmS5JER3byxG3CeMRHeuUEaqaEtEeCjWRvq+XUR4Z6JGVv9LRHi7REZI3SBEeP6aRnQYdUR5N+BGkcJ/RHlr9UcUvwdEebosRoKjXUR5/ZlHX8udRHo11EZkAChEel9oRrweq0R6vOdFTLi9RHrxkUcIZc5EezrARseml0R7gABEM4beRHu2LkZlL9hEe+NURWuhkUR8Oj1GWBngRHxJbEXGkB1EfI4xRNKqV0R8rVpFaf2SRH1qzEYBn6BEfaqtRup+O0R+BatFQdnvRH4mnUWbQhJEfrWVRylVw0R+/5NG2zH0RH8530bbkvlEf21wRhH/O0R/pmVGGq5LRIAAqka9sEhEgDsyRw8fWkSAotpF68EXRIDDPUZklJtEgNdcRg2fakSBAyhF3Y55RIEbikbFe7pEgT4kRlF6I0SBUztGGurbRIFmF0V4IW9EgXf0Rs24jkSBlCVHHN3YRIG500bRMLZEgdqcRkcRdkSB/pZGJM8yRIIdsEZLHaVEgjDGRrasKUSCSO1GQDkeRIJZqkbsB29EgmgARY1AwkSCsSxGbUIXRILfBkd6h9FEgxy+RthOx0SDPSFGg50IRINlaUaB/n9Eg3cSRsw/4ESDiq5FsrI7RIOlSUXA/bFEg7YQRoxkr0SDzzxGrCI+RIP98kY14bJEhBFoRUURaUSENYlGgySsRIRTLEXjXplEhGTFRqdYGUSEnPFFgMiqRIS6GEaK7bxEhNNcRnDwzkSE43tGP1ZIRIUUUkbAV/BEhUUQRYhEykSFXI5GokAHRIVuAkb4zAREhYiSRqpJP0SFnLNFvxbuRIW+gkas0d9EhdPIRVSBsUSF92RGRu1FRIZjgEXA0lxEhuCsRat/LUSHF/JG5qmhRIczwEYVWdtEh1j6Ro7ZJUSHgZtGIE2aRIedWkVwFlZEh9a0RuvNv0SIA+JGmth/RIg5EkbUxTNEiFk5RZ4W6kSIg9NFuZRjRIibr0ZkvWtEiLfdRTuH4USI1n9Gn5r1RIjqAEUJtZREiRyiRlKXikSJPMZHAAm1RIlerUbgJKZEiXw1RtbP2ESJ1f1FuAHLRIoQ8EYBie5EiivnR2XYJESKUbxFr+nURIp1TUZsAGtEip93RXpSPESK6RZGV7SCRIsMgEYbov5Ei0CIRZNN+ESLYR5FyC5aRIumZEZd56pEi80uRosmEkSL9whF6yRRRIw5XEVGKV5EjGBcRoqLJESMeMpEp5+pRIzskEaaEV9EjQw8RfKFlkSNM6RF7D12RI1TMkWQjgJEjX+CRrwKpUSNlo5GBnOVRI3DDkY7P09EjeK0RqcIYUSN+I1FrzG3RI4MD0WlNvBEjnOvRkpbCUSOiABEu8rXRI64Cka1ba5EjtnURiZ9eESO/0pGHdyVRI9gPUXYVNVEj31mRg4Vi0SPmQxGSOoXRJAbqUW1IPJEkGmIRbfLmkSQwfZGod3BRJDbKEaBKEJEkQCqRRR54ESRQNpFRcycRJGULEbWL21EkbO8RcKnqESRzLlGCRQtRJHrH0Wf0bFEkhYgRvGU50SSLcxGLrXfRJJofUYe3RNEkoUoRgJzSkSSl4xGn7scRJK0IEUvexFEkvq8RFx910STQHZGCqQORJNoGkZIpKFEk3/IRmp91UST1rxGLDqNRJQGqkYErSlElBzxRoGAsUSUhpZF6+ZCRJUmxkWqZMxElVnNRVAJykSVfqpF8N0eRJWZakZl3QFElfewRxjij0SWDDVG4LPhRJYinkWoGadElldZRud7lUSW9fJGNGp/RJc+IEaYIlNEl2L2RiRBZESXd6ZGqWzVRJeuv0Y46MxEl/jyRNYNPkSYLL9GbmHGRJhcuEYZNnZEmJp0RaAHhUSYvqRFn/wRRJk3AEUDA4NEmWNeRYI2nkSZnyNGF1QcRJnIvURcfXpEmhN4Rc7Xe0Sa15xGKIj9RJr1skXr8lZEmx7LRibCHkSbYYlFJMuQRJt9UEWMPU5Em7qmRjJ4FUScezBFkcC6RJz3ckayeiVEnUMURlZCR0SdeSRGao1GRJ2OAESiUpREnaKYRZwvRUSd+KlGWYqJRJ5EmEaPITZEnmKDRIt9ZESef3BGCM+wRJ64e0aGsV1Ens8wRprbv0Se9UhFHMrjRJ8tl0abwxxEn99uRmG5skSf8JRFtgHMRKBJYUXKqIZEoGDhRaRw8USgosZGTXgaRKFzkUYls0tEoYfzRasJ3UShvWVGUWtzRKHV50agDeFEohnYRqlrx0SiyNpFF8TmRKLmqUYFY1NEozrVRMpFtkSj7IJFZA/uRKSAmEXSEDFEpNplRaqtbESk9TdFj+8VRKUilEYcRW1EpUaFRkmd9ESlvNlEv/TCRKYQLEZxPEJEpjkWRal/w0SmeNhFq/iQRKhr4EZ+9y5EqMC5RwFNIESo5gBF58VMRKlhG0WnxjZEqbasRowfxESqW5dFzkOtRKrixEWjMuJEqyE9Rap9zUSr32xFnr4tRKwEfEVDLDhErIO7RV4Qh0StXS1F0Z6eRK6DbEVLI9lErsrTRsLHvkSv/KtGgPXLRLE/J0TOXDtEshWxRX8vsUSy1JFFBPaMRLMQqUZLo4dEs3iyRY0o50S0ROJF9yOXRLUjqEYzHTxEt0AARDui1ES4VrNF/07MRLkIikWAjrZEuXCORRwOE0S5yqhGIabhRLr2h0WDaapEu31oRNnxpES8cQFGjiYwRL1uAERCfMZEva+pRp/zXkS+5LZGvRyVRMJ0vkYDcQ5ExHkqRkG1/UTIEFtFgha/RMhwaEXTvTFE1JELRqngxETW5SBGgkqtRNjokES4+hZE2+qpRplhqkTpOUlGAikSROwmAESWDmBE8yDpRk64mEUm4bRGRMmw</peaks>
    </scan>
    <scan num="1436"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="140"
          polarity="+"
          retentionTime="PT2016.8S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">627.6845703125</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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