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          polarity="+"
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          centroided="1"
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          peaksCount="439"
          polarity="+"
          retentionTime="PT784.111S"
          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="407"
          polarity="+"
          retentionTime="PT797.406S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">625.685546875</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          centroided="1"
          msLevel="2"
          peaksCount="385"
          polarity="+"
          retentionTime="PT809.046S"
          msInstrumentID="1">
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="463"
          polarity="+"
          retentionTime="PT815.621S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">636.550842285156</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
             byteOrder="network"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="575"
          polarity="+"
          retentionTime="PT816.559S"
          msInstrumentID="1">
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             byteOrder="network"
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          polarity="+"
          retentionTime="PT823.244S"
          msInstrumentID="1">
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          msLevel="2"
          peaksCount="617"
          polarity="+"
          retentionTime="PT824.252S"
          msInstrumentID="1">
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="442"
          polarity="+"
          retentionTime="PT825.379S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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          msLevel="2"
          peaksCount="708"
          polarity="+"
          retentionTime="PT845.819S"
          msInstrumentID="1">
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    </scan>
    <scan num="586"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="445"
          polarity="+"
          retentionTime="PT846.946S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">594.620971679688</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="586"
          polarity="+"
          retentionTime="PT852.045S"
          msInstrumentID="1">
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             compressedLen="0"
             precision="32"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="518"
          polarity="+"
          retentionTime="PT853.104S"
          msInstrumentID="1">
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             compressedLen="0"
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          centroided="1"
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          polarity="+"
          retentionTime="PT872.072S"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="653"
          polarity="+"
          retentionTime="PT874.967S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">956.4638671875</precursorMz>
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             compressedLen="0"
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             byteOrder="network"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="417"
          polarity="+"
          retentionTime="PT887.953S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">820.961608886719</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="406"
          polarity="+"
          retentionTime="PT910.899S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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          centroided="1"
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          peaksCount="453"
          polarity="+"
          retentionTime="PT921.759S"
          msInstrumentID="1">
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             compressedLen="0"
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contentType="m/z-int">Q1dO2EShqxNDWlmTRThdRkNehKdDVTGOQ2JC9kYJG/hDY2vbRO0+8kNkiydEmJl9Q2lRnENIwMxDajMzQ0PLukNrZCJEoD6HQ3AzykT5aERDclBsRIMbxkNzXsdEd3pDQ3Rd00S09qNDdkz3RLPhBUN3S3hE4i+MQ3hdAUPp+U9Dfj3UQ4qd7EN/RghFIWahQ4CTJkTdmDRDgpPpRDJ6c0ODKjJEVYeHQ4Q6zUTpobJDhLYtQ+dVEUOIpLxDLenPQ4kZPkL/H/dDiqGaRHsurEOMrQBEsjkbQ42QhEUBqYpDjha0RKfClUOPHrhDqlM3Q5Ch90W45pFDkTQ1RTdHokOUQGtFJuMcQ5S1ikUgn95DlaLoRH5E9kOWKpxE+xHMQ5azkUSalQNDl6gYRBnJmEOZMplEyrgkQ5nPzUUnPZFDmyE1RBqUmEOb29VERRcOQ5yZmkJBBXVDnacDQzfwcEOeILRDKlBzQ5850kStk11Doh8ARUrdZ0OipotFvtUKQ6M20kTqk6BDpA+LRB7KXEOlL5ZFJoYfQ6aekUOjRrpDqCk2RHpVikOoo1NDhyQ1Q6sUzEUNSzRDq6W3RKVHgUOsZCxCMgBgQ6ytckMdHq9DrS0/RSds00Otqx1FHM8BQ66ekUUibcNDsG/wRCpLBkOxHslEAtSQQ7Gq4USMkjpDsyErRAEBPEOzwKpEYj50Q7SnK0Uk4klDtUF8RGt8+kO1tI9ECwpjQ7Y7u0M3MoVDuAeMRMjJCkO5qgtECPbDQ7ooSEUmNmFDuzB3RJfbsEO7qQdD1nJvQ72r40PF4GpDvizGRA85QEO+ukBDcN/GQ7+5s0OTgFhDwTI9RJMqsUPBw8JFAeSoQ8Kdt0Wyeu9DxB+QQ6FkBEPEwqdEIyp+Q8U7MkW+R1xDxc0ORLjWwEPGegdEWY+cQ8ayo0QfZl9DyBTfRQxaY0PIps1EiwDtQ8mvyUbPvu1Dyk2XRTMrLEPLqN1EQjLdQ8w3MEPdEOtDzZ9fQ+HfO0POJK9FKUTqQ8+pmUVM0xBD0G1JRK5yyEPRMLdDhq85Q9ISMkT1hopD0zicQ6xG+EPUMc9FGp5eQ9TPKEP64V1D1Vz6RMXiGUPWKL9C/yrXQ9cDJ0TgctZD2BAAQ8joV0PYuZdFKsNFQ9mBU0QUV39D2i2kQ0lenEPbBx9E+0tuQ9u6M0ShItFD3JFGQoixukPd7T5Fm4mlQ97D5UWKioBD3zn/RDGJJEPf7ydFPocEQ+B2r0QbaS5D4c3rRZwlqUPihCRFgdReQ+PMWkWkJhBD5LWiReiKAEPmL2tGBJRJQ+cz1EQO9f5D6bATRX32VUPqNNVFC1B3Q+q8t0TssDdD67mpRI19sEPsVTxCCT2JQ+0Vo0PSaAlD7bIqRNG2C0PvKyVEbwn8Q+/IMEP2kRFD8D6DRHSpGUPxXvtEUVpjQ/I5RkP7/hxD8wcORLly3kPzsAFEn+NcQ/Uq0UXXdJFD9l7LRHpULUP3te5F0lU7Q/hwskQoNWtD+kZ6Raah+EP6y09FkMyCQ/unlkWiij5D/JMCQ4s+9EP9PlxFlkRdQ/28v0V/xetD/se3RKlrXUP/dgBF38lwRAAfhkSVHFZEAJZORYm1hkQBNYVGXQbfRAFj7kWlb75EAbIxRYL7/UQCGwdFBWBORAKVRUQ4FF9EAtWtRXHng0QDSe9Fgw4yRAPNYUSz0+BEBDoBRUR/n0QEocVEMrWbRATkD0VqiiREBVaBRAOYf0QFo25Ec3MPRAXYRkSKvTdEBqSqRZpXO0QG3C1E84ZIRAcey0WMFS1EB18BRgC4KkQH1htFoRg9RAgZp0QLJC1ECHZNRYa3l0QI3dlEhwYgRAk3jkThLpJECXqKRKCljUQJ3a1E8dzpRAoh80VHFQVECn2jRKv970QLUTpE5jHRRAuvmEVFBLhEC9y0RDgyrEQMYlNEp6wTRAyiJERMgm5EDOI2RK+vVkQNJM9EpjD1RA1g0USDZn1EDgtpRTX+r0QOVAxEABPmRA7w3kVBFgNEDwzNRJJom0QPYqBFbj9WRA/dYUXc5etEEC9gQ+FrJEQQe/lD8JDURBC6V0RNy+FEETtgRY2RZkQRn79EiMoHRBIiXEQpLv9EEniUQ7AC2EQS+ptFE3ZwRBNf0Ua6Rp1EE5/7RZDxGEQT4RxEhaiKRBR+K0T8BUtEFQ3tRTumTEQVYalEslQ5RBWdTETgiodEFhyHRJFjZEQWvqhFCVYqRBdR3UTmNbxEF9XvRSHUn0QYKTtFlQpzRBhsb0W3iQVEGLScRIfbw0QZCNVEg3tVRBmgiUVgML5EGfqHRRkYHEQaiSdGKwSBRBrrB0PrUO9EG4f+RZ2HuUQbu/dE3P+9RBwWv0SuA1dEHGY/RBGbFUQc4jdFC/RgRB0dw0U6Lf9EHbh/RPCbeEQeBwNFCo2dRB5K+UQmqIlEHsU4RS5RTUQfGC9E8AhJRB8zM0QmScJEH4FoRGj9S0QgKANEZndBRCCFnkS4Bc1EIPNORRgHekQhV71FNJPqRCGnqkVZzcNEIfd2RIpzpkQicnNGfFF1RCLTe0TLo8BEI2bTRbslh0QjwedE9MLtRCP+akQHbdREJGGPRCa4x0Qk2B9FlPjFRCUzM0MJ2k1EJd6xRwjFMEQmKRxGaVvXRCabIUZhmFBEJvdHRXHjuUQnR3RFWnTqRCfZykXXahREKCzhQ9rMK0Qo2DtGIqzBRCkd0kVl4StEKWmHRKCHQEQp2ThFCOTpRCoon0UMP2dEKqAjRO8QREQq+JdEce/TRCtLD0V0G/NEK4kGRR7D7EQsGftFUp+8RCx2GkUuGjRELNVfRGTAN0QtZGND96CgRC236UVC7UhELmmgRoHnOEQvGq1F+Gz0RC98vkYyu3NEL8PnRYfzi0QwVOFFBfjiRDDjl0YiVd9EMR4jRbIP1EQxfxlFrd+YRDHXbEXQMohEMkBgRly3TUQyuEJFMFQhRDMaL0YHj7VEM1MkROECyUQzt4FGYn+BRDQuO0bM8chENJ+MRjQGckQ035hGmJIhRDUwxEYS8oVENaqJRlGeZEQ2dvdGfJmkRDbCvEaabpRENwiXRSmOokQ3tPJGogp5RDg/Q0ZqEd9EOKLjRyrLeUQ45LFHSsOjRDkrGkaDiOpEOW3yRhKh/UQ5x2FGDT5nRDn4cUU66vZEOmwyRzBWEkQ6/T5GfTB9RDs3b0Uok/tEO9maRDCZHkQ+tzpFBKUMRD8hU0SvM6hEP6byRb8Mi0RAc0JFi3HaREDiBkNlsSdEQSZnQvS08URBmcVGiLK6REHyY0YRlgpEQi3HRUTUgERCa6tEn1yMRELE90R2i+JEQw4tRMRVS0RDxhRFSM18RESZU0ZGRxlERSOHRGTqA0RFcrNFCupKREXkzkcJt5hERi0pRjzJ+URGv6FGvFgLREcdk0UGp6FER2EqRfMQ3URH9bRFb3gLREiU80RKYsdESOOMRlFPkERJK59FiomqREleR0SHgRRESak1RTpsoERKGLpE3eIYREqU0US6Aq1ESyIRRhQYEERLXyZFanmRREunjkUM8UlETB2uRFcdpERMYbxEqAeTREzeDkYBZFRETR+ORRhzZ0RNtMlF+lKlRE43m0TjktdETnMzQ/GBxURO8zNCv+L3RE82rkUmP8dET52XRDvMGERP6iNFZcFgRFA8SUWIurhEUGq/RO/LkERQxb5FT6P8RFE4Z0ZFeRxEUX5ERCYZLkRRp89FCDb9RFHugUUQkcNEUlADRbAL80RSkQRFqfgaRFLsi0T8W3NEUz3gRJiXnERTtq1FFHqxRFQixkTXKu5EVKcgRcOKE0RVCzJFr6DCRFV7q0UY7+9EVdSmRNC27URWWxlF9/qDRFbyEUXsxcdEV3FXRaKsKkRX4SxEFVgfRFgw0kUc+wNEWFmaQ9Jk3kRYo+pFDC//RFkwGkayHh9EWYUMRZYxGERZ6alFlPA5RFqil0S2aDxEWt7nRVei5kRbYXlGbZINRFunQ0YimPBEW+j2RNHU6URclZBF9cztRFzoxUW9WbFEXT93RS34mERdp0ZGACBZRF4kr0VZhd1EXqgDRfuMEkRe8hZFfcLnRF80DEVetA5EX3+zRLo7ZkRgKRdFkuVZRGBcvURgwENEYLXhRb71IURhJ21HDrqxRGF9HUYo3w9EYa7ARhnLm0Rh90tFntGARGI3u0Wjv69EYtuYRaGnikRjH6hFTZwhRGOqaUUwx1tEZEaXRek8yERkmyNFCz2XRGUgyEYEX05EZYXPRgYUo0RmGTdGIMoERGaSN0Xxa9lEZ0/yRw5MPURnhSpGDyZBRGfhh0ULj9REaCx7RbUHzURoxKVFRlgTRGl1jUbElhhEaaU9Rk3dDkRp6YdGbrkERGo+G0VUQ1pEamx4RYsUkERqqdpEiNQQRGtQPUU3e1JEa7xjRKAU6kRsO2pEx6BRRGy0s0VHU6BEbS24RNH3gURtx61FeLlnRG4wLUVPoghEbnMzQ5LaUkRu3UVFAcobRG9Qm0UfzJ9Eb8EoRZuLTURwMw9E/cARRHCDfUUoNNREcWyXRaZzPURyOmBEuwZKRHLh4kSW2HxEc2HDRSWms0RznmBD1YB1RHQjOkWeeqJEdIgFRehxxER0w3NFG8saRHWdJUYhVGxEdd8zRPwJLER2YZhFtnb1RHbyyEUeHCVEdy/NRYVPKkR34yNGkfKbRHg0KkS89IVEeKPgRQgOKUR5IMNFF8p6RHmpz0WAHPtEeiLSRUAqz0R6bdBGdQKjRHq6Q0Wus/REevBwRW5U5UR7XvhFjtaQRHuqnUTqgTdEfB2lRWcA9UR8bfdFZGFjRHzB90V82QBEfSnKRYv5IkR91dhERBpmRH4agEWo5KdEfqDARqdLDER/OJVGOVswRH/nS0SzUGhEgE60Rw9JzUSAgr9EU7CbRICZmkOlYLhEgM4dRP7+SkSA9I5EOTPHRIE4PUYqAxREgVcdRh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    </scan>
    <scan num="670"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="445"
          polarity="+"
          retentionTime="PT944.559S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">957.112670898438</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="405"
          polarity="+"
          retentionTime="PT951.074S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="409"
          polarity="+"
          retentionTime="PT961.309S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">632.847534179688</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          centroided="1"
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          peaksCount="431"
          polarity="+"
          retentionTime="PT965.56S"
          msInstrumentID="1">
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             compressedLen="0"
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          polarity="+"
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          polarity="+"
          retentionTime="PT1019.13S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
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    </scan>
    <scan num="734"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="420"
          polarity="+"
          retentionTime="PT1023.23S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">700.844421386719</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="663"
          polarity="+"
          retentionTime="PT1024.6S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">854.995300292969</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
             byteOrder="network"
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    </scan>
    <scan num="736"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="555"
          polarity="+"
          retentionTime="PT1025.88S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">847.462829589844</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="400"
          polarity="+"
          retentionTime="PT1032.12S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="680"
          polarity="+"
          retentionTime="PT1046.77S"
          msInstrumentID="1">
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             compressedLen="0"
             precision="32"
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          polarity="+"
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          polarity="+"
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          polarity="+"
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    </scan>
    <scan num="783"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="393"
          polarity="+"
          retentionTime="PT1091.22S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">894.912231445313</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="330"
          polarity="+"
          retentionTime="PT1269.52S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">626.618286132813</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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FF3rB6RKnnsUd66Q5ErqkoRaJ9jkSzVrRGbA5eRLc6ZkV09LpEuU01RkRjP0S7V1FFj/3RRLvQhEYDncFEwvV7RtI0TkTEWZ9GUx/mRNTWAERIEzI=</peaks>
    </scan>
    <scan num="1182"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="126"
          polarity="+"
          retentionTime="PT1636.55S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.502410888672</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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</peaks>
    </scan>
    <scan num="1224"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="175"
          polarity="+"
          retentionTime="PT1697.17S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">679.792907714844</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="311"
          polarity="+"
          retentionTime="PT1749.96S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">522.649047851563</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">Q0kXtEVSva9DTUPtRvK30kNRJ0RGydNcQ1LQN0bTET9DWldGRZ/qoUNbI+ZG1XG0Q1wTgEXmPrJDXylkRmFRmUNjKxJGhdIbQ2QzFEW63SFDZVWRRSZolUNmUUZFXb6iQ2ckvkaF965DajlMRn7ZlENrOaNGQ+0cQ20mjEXxMoRDbx/iR7kReUNwC/NGPUdHQ3MrtEdhfBRDdjR6RwL9e0N3PWtHCdCFQ3g40kX04atDfxPnRoDATUN/eupF5hY1Q4GXI0XKZJtDghGtRaXYQkOChQdGfk2hQ4OIqEZyUrBDhKdmR8DDwUOFMsJGjvJjQ4alhEcAPElDiCQARZctpkOJsx1G2aAxQ4rC4kaGNuBDi6UQRwDzjUOMpXZG2JKLQ42d8kfhrSxDjhMRR5UX50OOpkRF2zrvQ4+cPEUAq51DkJJZRuHJ4UORnRBHKWzhQ5ITbEZRl29DkyKyRqHsJ0OTml5G0sfgQ5P/jEZhK95DlQ8dRvXF3kOVooBHGRnPQ5eEAkcnANZDmCIjRpecuUOZhbhHRpmAQ5rE+UcJ1i1Dm6PlR0RKYkOcJrpGzevgQ5ylfEfz5vpDnZ/jRxQiKEOetfdG1D2pQ5+CMkge3DJDoCT3Rmth60Ohg6pGZcl0Q6Mk00dUJ9hDo6fERzkEl0OkMiRGbI1SQ6Sir0cbko1DpbSaR5ZPB0OmLsJF0tnFQ6ajvETOg0hDp2rmRybi0EOopsFHYe5cQ6kq2kbLs2hDqagASFaFA0OqJwhIBakSQ6qTJUcI1D9Dq72GR00XTUOssmZGsd2CQ62XZEYS08RDrvIYRsbsmEOwMhNHQEeQQ7E0RUcImpdDsdWMR8WP9EOyJFZHs+6wQ7Khr0gOqHtDszH+R3w9WEOzoeRGn86hQ7Q8Ckc8L1pDtRN4RuCnSEO1s31ISL4dQ7Ys8kZuizlDtrOmR3WHzkO3HC5GNF90Q7e3HEbs62hDuLfmSBG9RUO5KyBHTN3sQ7mm60er7qtDuw3ORl/o1EO7iiBGjnWnQ7wsqkb5DvdDvLlGSFZ5z0O9Ma1IDR76Q765WUYi53lDv690SCmNg0PANBZIW63vQ8Cv7kY4ELhDwaJWRyg/lkPDn99G9WehQ8SRt0Y26f5DxN1ORotm+0PFJpBG92KtQ8Wt7EdqYjhDxnPoSJr8rEPGwABG1lf5Q8eqGkk8DM9DyCnGSCiLQEPIprpHGK6bQ8kUqkdUMStDyaCfR2gcNkPKk8lGp4FlQ8sp7UXQj2lDy7luSCqcrEPM5VhHNx2+Q81LTEY5MuNDzcpSRV+/0EPOxJ5Gj+wMQ8+uSkhP8NBD0BLuRoiqKEPRlRlHnP3mQ9HQAEZSvfRD0iNYRoyjc0PSp+RHkzwyQ9MycUcFxQlD0+AARP13IkPUMABFCaZ9Q9SuH0dTXW9D1a/sSGVFnEPWKvpHmL00Q9eEN0dkZvdD2CokRlKrNUPYpVxG47NMQ9kDeEbwrMtD2bKKRxtmgEPasRxHhRLAQ9s1gEa+zqtD3ZIwRuPFYUPePb5HknSvQ96ssEepKbZD3wAARa03zUPfqKJHelpwQ+CnZEcRP3ND4SkGR38Dk0Phm05HNCw3Q+I0bkcFloRD4sKASEXtoEPjBMVH3LXIQ+NfnEedKsBD48FNR16oOkPkHDBGAgQsQ+SqKUboLMRD5acSRs0G20PmGSdHUr8oQ+acI0a6DdlD5zI9RTIZ1UPneldGp8bpQ+i/hUf1VnJD6T3zRuSJiUPqSVhGxr2FQ+qhbkcjquBD67XySMadX0PsNu5IhFKKQ+y+Y0aHoKBD7XWNRuKy0EPt8slHIj+cQ+5BNkb+cs5D7oE8RsET9EPvK+9HjCw2Q++YAEU0RzND8HQZR04O/kPw0ABEaimNQ/E/iUYBp9FD8aWoRyAcCkPyv15HnouqQ/NI3EeAmE5D88NURv/1AkP0MZFIQzmcQ/SvzEeoxIND9YQLRzAVBEP1wABFGQSOQ/bIZEd5GlRD9zM+Rwjrj0P3wmxH5G8WQ/hCbkefyT1D+LSMRpioQkP5YyNG2Ro4Q/myI0ZoEzBD+ku8RknatEP6so1GaMeNQ/swAEZxoylD+7gSR4PbdUP8nnBHNsiEQ/1JpEduDiFD/dYYRxjPP0P+vw1IB44kQ/9Lb0djlqlEABSLR497EEQAYAJIAt9hRACWOkeHJL9EANm0SNQk5UQBHTZINLuRRAGQ8UZlvqBEAb0gR1QtFkQCA4hHUGfvRAIm+kb6wh5EAl7MRXw6MUQCowdHR1j0RALKKkcgUO5EAvJERyGMFUQDIZtGlSaARANVMEcVE+tEA6BgRr+mPkQD2uhHM+JTRARdrEePwFtEBJqNRwDY/UQE0NpGur+XRAUftkhZH9tEBV5BR82ckEQFm0ZGNh/FRAX0+ka9VkNEBh5tRqJVo0QGmUJGC3UrRAbcgEi0wd1EBxdMR9JWa0QHY6FHYmS0RAeUekd8G5ZEB9pjR6ntmkQIMrpHVxRDRAhbrEdt2pxECKKMRv/wF0QI0Y9FxWS4RAkV2kZudktECTzoRxvsAUQJXqZFkhTjRAmcMEce5ndECc+8RxKMUkQKHDBGuUzJRApkkEh9ZaFECp7jRrWjckQK5HxIBXFRRAsemEehLUFEC1s2Rw/gRUQLlpNFbFk+RAvcpUkTVl1EDB2zSH9I8EQMYhdH+gUiRAyeYEaFa7VEDNOeRwrFBUQNX0FIu1BMRA2bsEfuFNxEDeLkRveuakQOHqBGPFQgRA6pUkcnNotEDuCmRiDcEEQPHWRHZCPaRA9b7khfeuVED5teR3iwQ0QP5ydIilnVRBAd1EjhdOhEEGUcSKuFj0QQpH1HIuD2RBDkUEca1OpEERi+RhxGNUQRWcpIGwz3RBGZT0cTxwZEEeQISNZ5ykQSHzhIA1ZdRBKlUkZBByNEEtQCR5oAFUQTHs5GJFTLRBNpKkYz+F5EE5kfRx3xx0QT4KpH/GjrRBQTMEcFkwZEFGCaR+fxoEQUlb5HmEI7RBTkTkgDSvxEFSzrSAiRSkQVXv9HxKvkRBW9Qke0yzxEFeSuR61/LkQWIlxH6vjmRBZeyEhGFKFEFqe6R/8BrkQW3VRJXS7pRBcjZEjwsBVEF18pSGYOPEQXmABFCKq9RBgXekerkJJEGCgARqc5uUQYXWpHhPMjRBiocEbbjJFEGNokR05QrEQZJdxFmWSCRBlgBkdfPrxEGaLMR7CUl0QZ4bBGrm41RBn+wUYPNYlEGmYQSDx7S0Qami5HM5mwRBreXEfGdg9EGx+qSNgvyUQbYhpIc5PDRBuajkcGslBEG+CxR7LbzEQcMgRH5209RBxjMkfdoPlEHOP7SG8oG0QdJo9HyOf5RB2fBkcP1opEHd7ORp/S+kQeIdxIHNSHRB5k90fTfy9EHqJMR6lI5EQe4lRIKGqiRB8VE0ZEki5EH1ikRyY4q0Qf0jhHFiARRCAIw0gdooJEIGR5R3MPWEQgoy9Hx+LbRCDdM0bcKRREISOOSGB3lUQhXQBH2FmcRCGkeEgC4o5EId3lSQmcyEQiHSFIo4yCRCJeVEeUBV5EIr2PR3bQ10Qi7tNHFwqKRCM1kEcAfddEI3XQRwrClUQjomRHgK+vRCPXYUdQmOtEJAnYR4CvD0QkPVBGBIduRCRe0EWz8lNEJKPER5uU0kQk5/JHlA1sRCVXcEf2/vhEJYiER9JsiEQl5vNH4ABWRCYki0j2sxtEJm0iR33CwEQmnnhHi9nmRCbgBkbpdcpEJyKfRuOykkQnYoRHHwQpRCeitEbK2QJEJ985SH2e1kQoIc9IDkXkRChx6Ub0Vv1EKKc4Rp6Y4EQo9shHQxAqRCkhgUeI5EZEKWCuSFytD0Qpou5HfAneRCni0Ee60jdEKiI3SBhMYkQqWlVGv7LDRCqfkEeGM+JEKtRqRoarJEQq+sZHyYT+RCsyaUfEPIhEK2C3R5cvfkQrnzpHrrQDRCve6kaCNuJELB20R6+vn0QsZTBIVNMyRCyesEcDspdELN/kSSFZXkQtHRFIY1AnRC1e0keMvjdELWwARpnNiEQtt5xHzSnrRC3nMkeXSp9ELhDYRtAfaUQuMKBHCIHvRC5+mEgJQNNELrwFSAn73kQu4rBHKuykRC81FkZSIH5EL1sBR35iAUQvqLxHhJsVRC/BCkZEBMNEL/BbR3A4L0QwH5RHhQ0yRDBa6EfbaGJEMJ7gR9ErjkQw2W5HeY3SRDEkjkjTwVFEMWbkSEi2ekQxsZlHFbVMRDHgFUfsHU9EMirlR0ms6kQyY7pHrUonRDKn90bGP3pEMuXRSB6Wz0QzH6FHAUZmRDNclkeDbyREM4/ZReyi3UQz4LtHZo2CRDQno0bqP/tENFRoRyM2cUQ0d0lG8AeqRDSmi0db6+hENOcTR5t9QkQ1JOFHH01XRDXYnkcL7xVENh15RxJGJEQ2bp9HwHtnRDaytUdePjNENuBKRdINPUQ3Jf1Hm5aCRDdmg0dIjwREN5vXRitfFUQ34p1I4MFPRDgiBkhUlAhEOFafR6A0AUQ4mARH9WZ6RDj0KEb9fVZEOTV5RzQXvEQ5aVFF+0SdRDmvPEcFupFEOhqTRueR9UQ6VtVHkZy8RDqo80daLhxEOulJRxcAqEQ7DsRG57toRDthwUeKQXtEO6TwR9GixEQ78oZHgaYvRDwhsEhi/k5EPFoDR5zsVEQ8jelGJLMCRDzlRUc5TLZEPTgARMefvEQ9Zp9HKX49RD2eyEZ+P8dEPePrR46e4EQ+NnVHFrl3RD5pakZPakVEPqFeRxoyCUQ+4l5HoLy/RD8djkcP++1EP2KORu8UD0Q/qqtHhRb4RD/h6UhETdREQBr2RrV4NERAcSdF0jZzRECgSUZQS9BEQOYyRxRNJURBKDJGbYjsREFkAETr8PtEQaK1RzNAKURBxJ1GleF9REHt3EcM33NEQiM2R41p7URCZqpHoCMmREKxRkbTcaVEQuW+SA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    </scan>
    <scan num="1356"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="162"
          polarity="+"
          retentionTime="PT1872.24S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.756500244141</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="1374"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="179"
          polarity="+"
          retentionTime="PT1898.14S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">510.719573974609</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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    </scan>
    <scan num="1380"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="197"
          polarity="+"
          retentionTime="PT1906.79S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">679.332092285156</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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</peaks>
    </scan>
    <scan num="1398"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="157"
          polarity="+"
          retentionTime="PT1933.29S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">821.477905273438</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1416"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="133"
          polarity="+"
          retentionTime="PT1959.6S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">914.708984375</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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    </scan>
    <scan num="1428"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="168"
          polarity="+"
          retentionTime="PT1976.78S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">678.123962402344</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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    </scan>
    <scan num="1434"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="178"
          polarity="+"
          retentionTime="PT1985.79S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">643.1728515625</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          msLevel="2"
          peaksCount="117"
          polarity="+"
          retentionTime="PT1994.81S"
          msInstrumentID="1">
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             byteOrder="network"
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