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</peaks>
    </scan>
    <scan num="240"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="13"
          polarity="+"
          retentionTime="PT355.519S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">811.345581054688</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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aV30QwAAJC16+zRDBURES2pHVEMIPmRSwvzUQwrS5FnowIRDDKYEUNC+hEMQUqRdJurkQxWmhFuw3+RDGFEEVx+SVEMc2eRYlNQUQx/v1EFuTkRDJM5UW3qJ1EMoUOQ/ztYkQywNFDm+A2RDLzxkV2PD5EMyRXRBzAP0QzgvRFoRqPRDOX+ESY4UpEM9V3RU5d4EQ0AVhELrZhRDQ+QUQJiJFENH54Q3R+EUQ0uQNE/P7hRDUGCER6HZFENUJPRKCCIUQ1de5FAO+jRDXDSkU7AdFENfrlRZ8ocEQ2QsZE2xmFRDZ1dEUdmRdENqizRXK4VUQ3Uv1E2Tx5RDeAAEGIP/BEN7/LRPYVS0Q4Qx9EJfQ1RDiJJEUB2PFEOLYDRJUIqkQ5TpBE+iwORDmB0EUM1xlEOat2RNbY4UQ50tVFBSWKRDphhENPEoREOqgAQy5vuUQ65SBFWQgjRDuB20YQgiVEO7c7RNOzi0Q75yhFOfKORDwHA0Uo4wNEPEdzRSOZz0Q8kklEg+vRRDzJq0TD/09EPP0eRV0080Q9NeZEQN8lRD2CEkNSOWBEPdKdRVrlWEQ+BvJEyZqlRD5VB0Wo4jFEPrTWRRgYWEQ+3SdEMXaWRD8JR0UIWbVEPzbkRMxvMkQ/WctEXeR3RD+AE0SgoTFEP8w5RWIiVURACZxEv07fREBZyEUB+QpEQJfERN2nnERAqphDlT7cREDOPkPDfZhEQRZPRRYRyERBSW1DDRtKREF5lERAysxEQfqyRS88mERCRPRFRKFQREKCXEW51QhEQsUtRQUXjURDTulFJrdTREN+kUSBt4pEQ7qsRDC6BURD/l1EiDPLRERZ6EVTS1pERMGqRIyliERE+I1FWXL5REUv+EWAHBVERa97RHAtC0RF6TxFKNvnREYQTUQnP3xERlOXRMpwNERGhJZFUVh4REbFCUWYd/dERx8iRYE+4kRHS0lEi1O3REd9M0VubXhER7W9RMhCuURICN5D1KraREhQk0TTm7ZESIEKRQ4/ZERJAvhEDtf8RElIsEQbAqhESYCHROxhukRJrC5ErKwzREnSVkSN0u5ESgNuRQHs+ERKOQ1EFyf6REp0RES/smhESpmDQ6XjuURK52hDu5wbREsOmEUuPSdES0DtRBm36kRLkkBFq8yrREvAUUVdphhES+fYRQ+R6URMEHdEmFmmRExMc0S8ZApETI7ORidARURM4AlF18pURE0KA0VgCfBETT+8RH6930RNonJGUhKSRE3Fn0UAa11ETg1sRafCMURONElEhuzWRE6IO0Ttg+BETrvHREQH60RPErhFd/RBRE9K70UC8IpET4EzRMHkJ0RPnnlEMvGkRE/RmUTW8kNET/+ERAp7CERQPIRFmmuRRFCV9EWcj7REUNkERf4m9URQ+/JFg5tLRFFEUkUZnC1EUV/lRGQYbERRtABC+PZdRFIFUUVBPzdEUi8eRJC73ERSgP1GEZCPRFK4lUSdLtpEUvcGRQWBH0RTFABDlyYzRFM+LkUNeJBEU4k6RDq6wERTvQdC7tkaRFQD70Uj2T9EVEtHRKqJtERUhoZE5Y9gRFS92UYMWfJEVQciRbozzERVM4ZE0RuBRFV5K0UVzSVEVgTpRAyKPERWOtJFMPX6RFaM10QvPgxEVsaORR2tsURXArBEnT2oRFc6QUVmekxEV4gYReFikkRXy4dENnDZRFf74UWji1VEWH3uRIKjRERZBpdEd5zXRFk+okRKcoZEWbTtRVxEQ0RZ1ABDr8PCRFosHUTkp65EWlQCQz1GnkRajRdF/E2kRFrMrETFyytEWwlbRITXiERbRQxFQlfuRFtox0S6IJtEW7/FRJt5zERcCOFFreNIRFw7t0UZhhtEXIEZRZQBE0RctTNEyCVeRFzHDkRl5pREXQnuRMteLERdTV9EpGspRF26pEXNRXdEXfeJRL1b8EReRxtFJP/uRF7S8ESlittEXzrLRY19g0Rf0RdDxS3NRGAW/ETRKAFEYD4uREXnNkRgj7ZFQLRURGDSWUUhuyFEYQTyRTIMt0RhVzZFCBMFRGGHRkTWrpJEYcVORbNaTkRh9HVEj2ckRGInfkTwOMdEYnAsRR6BsURivRZEq7IRRGL350VcAY5EY3vFRUvSIERj0gFFVdiPRGQmn0UuWVlEZEenRYwYIERkiZxFG6bbRGTBgkVfjLREZPnXRYF2xURlRVZExVWZRGWXfEQbVV5EZcZWRV72J0Rl/J9FBk9aRGZPkkWqPOhEZm4gRSVuhURm0W5Ey7XERGchOUSemgBEZ10mRI7kqkRniDlFl/PoRGfWLUUM+klEaBmqRI9a7ERoQT5EH7ArRGh1a0SwmVREaKovRbRgGERo/75FksCsRGmLjER0JTlEaeGWRVeHg0Rp+PdDsEs1RGqQ1EV1RC5EasNdRLoyWERrPRFDn9nxRGuEAEMqIIZEa8zkRGiCs0Rr+ulECHoJRGwqw0TSoytEbHAORLIj2kRsyoRFFWfPRG1CDkXWdbREbbzBQ/I6v0RuEABC1DZVRG4+n0UCOhJEbrE8Q/QpK0RvP6dFOqWpRG99I0TXpoVEb8VbRinbEURv+kJFXq0ARHBVmEWMsqZEcL1SRVP8OURw14tEEw8TRHEIrEUGHy1EcVJbRUaZTURxlZREBkEBRHHgAEM4TQxEchi4RYd+30RyaltElAobRHKOy0SLsq1EcsNARRTMFURy5wFEgLIVRHMPT0W03fxEc15ERQC5M0RzbkxDlm0jRHO2+0Tx/qxEc+CoRAt6ZkRz8ABDwiK3RHQuzkTID3ZEdGLrRG4sU0R0qABC9yPSRHTKu0SBc79EdUiyRJ1oY0R1sdlEtaslRHXs4kQY8C5Edh+qRA1jqER2nK9DkYf5RHbMCUS6OvdEdz3ZRXhR5UR3XRVENbXaRHeVVUNBBQREd85xRceUBUR4C+dFIs0ERHhJb0SE81lEeJp5RDK1f0R4+lFEg+p3RHk3GkTgOu1EeVT3RFdCKER5krJEhBOXRHnU20Smu89Eef+9RIyIIER6SsxEJUQFRHp5oUUk/QlEesD6RBF70UR7CWVFPPDARHtcKUSsG19Ee7HeRAaxJkR700BFCYzGRHwOFUUml3ZEfEkWRDQCKkR8eWFEny/QRHy5EUTCnUNEfN4hRQT49kR9f4BEpGMVRH2oVERkXOZEfeDeQ9SmhUR+kItFHGZ5RH7I70O6FwhEfvFiRPzONUR/HOpE3apuRH9k6EUgSatEf8k9RHh2c0SAGz5FVuzZRIA+SUWwG7JEgHyqRXNRVkSApmRDyBoZRIC7UEOVhAVEgO7kRQMrMESBAxtFTEcPRIEreETezhhEgUTfRHpgc0SBeptEhL3aRIHG+ENu20NEgf3iRRKc40SCLnJFaQZXRIK3skTv55FEgtnMRSTuf0SC6xBFTnZNRIMog0SlBUFEg0YoQ9YWG0SDZ3REiKWVRIODB0Snte9Eg6oyRF8rSUSD6BZE5tpYRIQGrESyHMBEhCSkRKVy5ESEZFtDoKx1RIR+REUsjDVEhLwQRPYngESE8YZFsKxvRIUa0kWj4T9EhTlCRGnDh0SFwXxEt6XoRIXYMkVh/hBEhgM6RS1Ee0SGKXRFIzbkRIZUYkRCtz5EhouARWRCz0SG4pRFbDZKRIcCwUUF2+5EhyF2RUexNESHPMhEea3/RIeLsEU7JiVEh8qCQ6UQ/ESH4MpEUbkxRIgGbEQGK1pEiCtrRI7/iESIUEhFtWUORIhdeEUWBHlEiL4AQuGATUSI+TNFAcEPRIkU2kTH3b5EiXs6RJbsQkSJpRFCyzSvRInEdERsIWREijcYRNEnUESKS1RELqItRIpvrkU9Pq1EioIsRC2/30SKxz5Ej327RIrr9kR6ZF5EivwrRA3riUSLC+BDizPyRIspSEV67SVEi6LwRFOxGUSL1+hFZjDwRIwXekRsZOREjD/ARCJFQESMjexFEK4eRIyli0SRQ4BEjMRdRLtVc0SM6lRE6dN4RI0avkRntDVEjUC1RTVbOUSNgn1EU9Y+RI3GnET2dtVEjgKqQysH8kSOKJxE2+njRI59VUSOjWREjpdaRW5Fi0SOwflE6zJyRI8WY0VLjDNEjzoAQ6hZhESPapZFdKbvRI+G0ERpPjBEj5yGRbZOv0SP685FmU02RJACAEO6hO5EkCqARE+2wkSQU8pEzKM0RJBrgEQ8Ve9EkJMLRCRU0ESQ6HpESR2KRJFBEUSrGhtEkWZ0Q/yXb0SRixhE5PdrRJG/8kQE9x5Ekg0RQ1hoMkSSROhE56wnRJJV6EUWRm1EkmmnRN1FgkSSgYFEnRgjRJKuAEOS7nJEk8iKRbULmEST7xFDob3rRJQjjkS1prdElFs7Q1puNUSUbKBC2wVZRJSDGkSIOoRElM56Q/vldUSVQeJEtwpERJWEjUTRB0lElZuBRI/u5ESV+thDCSjzRJahFET+APVElsFqRG56jESW6ppFU5dFRJcmekR6+/5El0RWRGGnHESXXUJEmlP1RJdxhEWGLP5El4AkRSMD7kSXkz5FFXU0RJeo5kSGT+1EmF5+RF+RCkSYfZRESUEFRJihakU5NyxEmNkWQywBfkSZg4lFFQaxRJnGAEL0SRpEmmU9RAmcp0SadutFC7FxRJrYy0WBLj5EmvySRHFWcESblxxDARl8RJvQ0kS1ai5EnACHQ8xDe0ScQS5FBGDqRJxRK0VRUVFEnHCKRQ9bM0Scp5BEqdW0RJzWnkVFX01EnSEYRCPzaESdgsBFLgNqRJ2nN0VXkSZEncClQ092u0Sega1EXbhLRJ6XzESw82lEnwUbRRPaJkSfZTFDl2MTRKAX0URyWpFEoCUaQ+LLOUSgRb1EkZYjRKBqiUQsRXFEoHxpRI0OJkSgzCFE3GOYRKEnNEUL6JZEoXkoRRNEh0SiamJETWcwRKJ/LET98olEovqcRChlrUSjI0hEWqvoRKPIbkVMTUxEpCFiQ/mBXUSkOS1DMjWXRKSQAENjwZdEpM+AQ00jWESlRX9Eu57mRKWK1UMsPLBEpdwAQzz2WkSmkNBDhW4aRKaug0WPrkREpsoCQsUFtUSm5QBDA4wqRKeEGER8EFZEqACRREqiQUSooGtEW6xLRKjQt0Sacf5EqYY+RFdBA0SpuyBEPo42RKnMw0UmfexEqeSTRF2Ho0SqQXBE0cCgRKqCVkQUG41EqqlmRPNHdESrKqBE0es9RKtkpUS9PIZEq9zTREnqGESsV4NFgBOSRK2BXkRFLuNEroTTRDBS+USu4lJDsCpgRK8cXUPCp29EsASGRUTdikSwS2hEjwpJRLB5dkQ40SxEsM7aRBBbjESxNi9EsP6MRLNPpkSGc4ZEtOS7RUzLY0S1QH5EUhNdRLWYnkS4GYpEt4ZmRErraES4HqREj+7DRLhqe0PBU69EuIDYRJVADUS5ZohExuj2RLmwckO+w/dEumEcRGNmCkS7QINEMxf5RL0W30RzC0dEvgBgRICT0US+JJhEwc1lRL5kXEOKfLVEwMKXRKQGmETBy1xEVy5HRMItM0MyVXBEwqqRREPDU0TGRDxFBPYvRMdGeUSLOKNEx5ExRIBkbETIKZlEdcl5RMkC4UTBKmNEyRVxRFPRy0TJUHZEC470RMpjg0QOaE9EyvGlRAcWq0TOwzFEWOgXRM9cfURMtwNE1PnLRDMBlkTWpnBDwNjzRNqaj0PWcV5E2+j3Q8Nh+0TeesFDoA6rROCrHkQagRlE4d7KQ23luUTjcLxEbsSVROPqR0P/Ep9E4/pXREUR0UTlvvtDxfjHRO9YaUOdSQ9FAfKORBeeNw==</peaks>
    </scan>
    <scan num="258"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="38"
          polarity="+"
          retentionTime="PT382.037S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">504.951385498047</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="545"
          polarity="+"
          retentionTime="PT700.38S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">880.792175292969</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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    </scan>
    <scan num="507"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="429"
          polarity="+"
          retentionTime="PT743.73S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">834.01953125</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
          retentionTime="PT754.224S"
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          polarity="+"
          retentionTime="PT760.885S"
          msInstrumentID="1">
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             compressedLen="0"
             precision="32"
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          centroided="1"
          msLevel="2"
          peaksCount="749"
          polarity="+"
          retentionTime="PT795.021S"
          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="450"
          polarity="+"
          retentionTime="PT796.344S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
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          msInstrumentID="1">
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          centroided="1"
          msLevel="2"
          peaksCount="441"
          polarity="+"
          retentionTime="PT808.088S"
          msInstrumentID="1">
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             compressedLen="0"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="592"
          polarity="+"
          retentionTime="PT816.206S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">636.538391113281</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          polarity="+"
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          polarity="+"
          retentionTime="PT818.795S"
          msInstrumentID="1">
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          polarity="+"
          retentionTime="PT829.063S"
          msInstrumentID="1">
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          polarity="+"
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          polarity="+"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="407"
          polarity="+"
          retentionTime="PT854.29S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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          centroided="1"
          msLevel="2"
          peaksCount="681"
          polarity="+"
          retentionTime="PT868.241S"
          msInstrumentID="1">
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             byteOrder="network"
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    </scan>
    <scan num="600"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="449"
          polarity="+"
          retentionTime="PT869.311S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">638.313232421875</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="420"
          polarity="+"
          retentionTime="PT904.325S"
          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="467"
          polarity="+"
          retentionTime="PT911.195S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">710.489990234375</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="661"
          polarity="+"
          retentionTime="PT939.348S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">738.174194335938</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="456"
          polarity="+"
          retentionTime="PT940.568S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="663"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="620"
          polarity="+"
          retentionTime="PT947.015S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">812.033142089844</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          centroided="1"
          msLevel="2"
          peaksCount="712"
          polarity="+"
          retentionTime="PT958.188S"
          msInstrumentID="1">
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             byteOrder="network"
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          centroided="1"
          msLevel="2"
          peaksCount="491"
          polarity="+"
          retentionTime="PT959.529S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          msLevel="2"
          peaksCount="774"
          polarity="+"
          retentionTime="PT972.935S"
          msInstrumentID="1">
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          peaksCount="679"
          polarity="+"
          retentionTime="PT1004.84S"
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          polarity="+"
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          polarity="+"
          retentionTime="PT1018.2S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="493"
          polarity="+"
          retentionTime="PT1040.12S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">697.251098632813</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="586"
          polarity="+"
          retentionTime="PT1055.81S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">1016.615905761719</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="445"
          polarity="+"
          retentionTime="PT1057.12S"
          msInstrumentID="1">
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             compressedLen="0"
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contentType="m/z-int">Q0ocI0bJFG9DSzkARZ8aHUNPE5pFHZFTQ1BKREaoGP5DUSR3Rqg7aUNSNKpHB+JhQ1Ocd0b5ialDVD6HRrz3EENWMztFwoqgQ1c3YkTPsghDWTq4Rs1ZakNdM5lHX/TDQ18VfUaddV9DYzmCRaH5XENkRwhHu1ptQ2U4ckdrXPVDZidwRiQQrkNnRMBGA4lFQ2j4AESvJ4lDajroRia5IkNq+axGx9qpQ2ve/EcKuTJDbVP6RouMbENvQ6pGRZS1Q3A8nkW27odDcVZcRg4sH0NyMEhGUxKXQ3Myrkdg7jFDdRXYRgoMxEN3F1BGWVqWQ3k6DkaD1bdDejgARMsdBkN9J6FH0BqZQ33Vqkcdl7dDfzSaRrQBW0OAojRG9R5kQ4EU8UUTX4tDghYjRhzPjkOEk7RHSuHCQ4TnCEarz2hDhbGXRhRS/0OGKtdE9T5KQ4eFJkYLL3FDiAqIRxcv0kOJQhJGky0lQ4my9kZMLTdDipqWRewr3kOLlMNGDj4oQ4vuRUaFYXBDjIzERglvwkONkjxFN6GTQ44lT0ZTp01DjpP+Rh6Fu0OPkkhHCo9yQ5B7KEbquwpDkglERdltL0OSnPBGFJKzQ5MMuEasDhJDk1r0RmxznEOUIDxGTeFnQ5Sse0YzdZ9DlR0uRzmoPkOVhO5GReORQ5d8/kb299FDl5wCRYC6T0OZAlNGo8M5Q5mT5UZvhxFDmkG+R3haXUObGuVFOuiBQ5ujKUcCbptDnAGcR2GjPkOcjHZGOFNzQ50JtEU5twFDnfB0RfNAU0OemPpF7BlGQ6AOREaaimFDoZ6DR2jgEEOiE4BGBfsmQ6KVZEbDFK9DoyooRMzuMUOjp2JG2DaYQ6QqsEZZj6ZDpJS8RltqREOk/kBGQHx1Q6WdSkbE7HpDpyGGRi9biUOoHRJGpGgYQ6kqfEYS2StDqaZcR0lIF0OqKN5ItqfCQ6p8kEgdEGJDqsCtRhZA5UOrLRBGVri7Q6uacUWp9/pDrCJdRjMhX0Osdr5Gvrm+Q61bAkeRNDNDrm36Rhn0C0Ou3WpGme9+Q6+YhkbS9M9Dr/CwRU3TPkOw9wJGH3MMQ7GeaEcBkSNDshLURUm4oUOyrLpGqQ+SQ7Pd9EVwxJhDtCfaRfRvlkO0gMxHhZEjQ7Tk/EbFkMlDtS3bRo003UO2K2NGUz7RQ7iPRkaBGg1DuTqcRo7duEO5qDhHP1SDQ7oiRkZPcglDup74RlAiw0O7FppHAxKNQ7udHUbqtNRDvKXwR+PZyUO9anhGWkwYQ73tHkZeAT5Dvr6JRdQvS0O/kc5Fl0GoQ8Ah8UcCoWlDwKp+RxdmbUPBCRxGlPddQ8GInka5NqRDwe2iR9ylkkPCPBpGWfzBQ8KUPUYQMlRDwwJyRZnqOUPDXetHJMFaQ8PJXkePYDpDxKjmRjEQ70PF5TZHwg57Q8ZwlUlDkgJDxrz5SLf7p0PHAC9ILFcEQ8e6PEfgLutDyDYmRpDHykPIr9xGMim8Q8kwOEXxkD9DyZy8RyIj6EPKNSBGk6A4Q8qqmkW2q+BDyy5UR8hjF0PL+i5G1mCaQ8ysUEYbRtdDzkyNRorP6EPOppFHK36sQ88N6kYhChdDz7EPRpMQQkPQIzRHBRBsQ9CgsEcVHdVD0QxKR8DRF0PRoipHWNGmQ9Itv0XOM/pD0ouvRv1fG0PTIsZF9FEUQ9Odp0aCsilD1CqYRgxvzUPUn8pGg0hGQ9Wpx0UNl6FD1pL5R5PwmUPXMlhHa5k0Q9ebRkgj8pFD2DQsR5QchkPYr8RHeTdZQ9kVTkb1CMZD2XZaRxgJqEPaKtpFoK3YQ9qaiEeIuF9D2x+WRgpeikPbq05GqflLQ9wtNkXSjsBD3KBIR0JX90PdLQxHUSfhQ92oPkfqVJtD3it8RpaiRkPesQRHgS/IQ98aXEWrXhtD3334RPfalEPfp/1EpLXMQ+ARQEdUIAdD4RMsR1z8gEPhbQRGwwL8Q+IyFUblBxhD4rq2SSCzWEPjAopId1/wQ+M6IkfnFfFD45jrRyOP70PkpptHIy7jQ+Ud5EZuY4pD5Z/tR0qfT0PmLA1HoTLgQ+a4pkc25b1D5zHcRyF71kPnta9FadEzQ+ifMEcbYcFD6WDRRobFU0PqIDpGZf3nQ+qcukS68adD7DVpR2c/IEPsmYVGoRIqQ+0GK0cH21ND7VxdRlL30UPtuy9G8eMEQ+3hfkWiWVlD7ok7R/KR+0Pvh4BFjlEeQ/CJUUcRu3BD8N+IRzYdG0PyM4RFjelKQ/KvIEYZQMBD8zLARzl0nkPzrUJHvCEkQ/Qx40WSWKVD9PIcRywllUP1blRHktsMQ/XrkUfYIOlD9rTmRkkopUP3KQZHpyIiQ/eyCEcjCztD+D9XRjuCPUP4oJJHkmI3Q/liuEdGCThD+bFVRpgYNEP6M61GjDwXQ/qsHEeOR9BD+ygOR3owVUP7uUNHiwHbQ/wvIEe0kapD/LOtR65d9kP9J/xIbivmQ/1OkkfQI0ZD/dFTR8y0w0P+KZhHIWg+Q/79p0iR+hJD/0s7R5LG2UP/jX1HmvpbQ///Q0gTRI5EABwARgHtd0QAZaxHO9pVRACtWEbnGtBEANadRiihkUQBFddHP/4sRAFuikeLNgBEAZdwRsSbmEQBxC5HTJmGRAI3M0oWJKxEAlgTSIpbCEQCfzRIGcGJRALKxkhwhMtEAvygR2GrPEQDGABGdR+fRANUWEcTjrFEA6RESQMbckQDx2lH4LlzRAP+MEfl2sdEBDpoR407PEQEXi5G47HTRASVUUb7vU9EBMiKSDm2oUQFGlRIp357RAVHVEeNroREBXg8R6WaBkQFiYZG2ku4RAXTgkejk29EBhNwR1lKp0QGgvxInBehRAaXUEbIuYZEBs42R+0a8EQG8e9HQOdfRAcZBEaQzRBEB1KWR0b7TEQHjapGTlAvRAfTZEeN0iNECAv+RQ7RtEQILb1GZz4bRAhTEkYfIKpECIiSRnqNMUQI1txHj9NNRAkXukfA5oBECVRuRkUOpUQJmABEis/sRAneUEaioCBEChJbRv6UGUQKT9tHMRnVRAqMf0agDAZECtaDR1gr6UQLLsVGMx13RAt1VUYrVkpEC5zcRd8Gz0QLytJF57W0RAwPLkcNJ59EDEaYR5IW0kQMVaJGZU/FRAyN5UWA511EDLokRtEvOUQNFLJHUSHyRA0xMkX4GJlEDWHBR5H4QEQNoLhIHpuBRA3WFkfRV6tEDhYgR0zQKkQORrBHQYGNRA5uNEbQu8lEDpw6Rg0uH0QO1RZFifBNRA8ebEXWMnhED1EPRwdH50QPqfhHouHVRA/SAkerfM9EEA2CRyCkXkQQXAFHEZ9uRBDRyEbI0C5EEQM+RmKd00QRWRJGudNrRBGW+UgH7VZEEdd+RpZ8gUQSf5hHKqABRBK7UEcb5zxEEvdaRxMt8kQTKKRGsxnoRBNhLkeFEt1EE5miR1hJHUQT2GBHlfpIRBQU/keTSKFEFFgYR0bL/EQUvtZGNN8RRBT870b01O5EFWdeRx0cmUQVl9pHETryRBXD0UcTLrNEFhV8RuQZ9EQWlTZGmwugRBa7GEdx5KdEFtwARW/BtkQXJkZHyb/aRBdWtUfLEDBEF5ZCRh5kYkQX1+VGzNFtRBgVOEaI2EtEGGC4RmvflEQYzwRHQ4YwRBjcAEa38YNEGRY8RuZjukQZUspGG4JXRBmc8kWViDtEGdLwRzXEMEQaC7BHUzO1RBpdikdRjpREGpZ1R5f6Y0QawKpHT6tRRBsUaEZo/YhEG0YORoI3A0QbcChHlwx4RBvVBEaKIF9EG/+SRpE9w0QcV/RGktKxRByVx0Y+srxEHO3QR6fdQ0QdF2JGCJXVRB2bCEZrzXVEHergRx/8u0Qd/ABFiOvQRB4s8EW48ClEHl0rR410QkQekv9GOpaMRB7inEdvL7REHy8gR71FnkQfXj9HgF3BRB+fLEc8/K1EIA9hRn5IFEQgWAJGm7A/RCCVKkYwwl1EIL4eRxCmoUQg9c5HHCbxRCGDKUdwbM9EIa2TRw3MekQh47xGaVoGRCIXykeCBJ1EImyfRu8R/0QimR1G+UPjRCLhOkcpfSJEIxyBRxP/bEQjWMRFNFDvRCOVUUcxm4REJBLrR1/cG0QkX4VF3J88RCSakkYFfgBEJOBsSAxUwkQlFqxHty2nRCVhRkdKqDtEJXS6Rpg2kkQlm/JHPV0ERCXbskdtxlVEJlnuRw/WEUQmlNRGTuV9RCbd5kedutpEJxdERsYnrUQnXaZFqMLORCe7X0Z+gTJEJ9+VRexnGUQoGfRGCrCoRChiLkWiVFBEKJSrRg4vykQo09JGY67HRCki2Ua3TkpEKVsKRvtH5kQppldH0rHMRCniYEhuC7pEKiHMSCdR6kQqVmhHgQiYRCql8kYkLElEKtKDRuZb9EQrKe1HcdCmRCtGJEcTF5BEK3CmRwrcv0QrzZpG4to1RCv3YEYoh8hELCZ0RojpX0QsWg5GrwQhRCya6EZEC15ELOOURyPUuEQtEkhGWpK3RC1bLkeGnwhELZC4Rp9duUQtsS5G5QTdRC3phEbE2SBELh4ARfrH1UQuXtpHCi74RC65eEXRvjlELu1ORtOLrUQvGQpGj7zLRC9lBUhTSGdEL6FyR3CxDEQv5rBGbYHXRDARykZARhVEMG7wRqp98EQwnfhGSbBRRDDI7kXLvrlEMRKrRti00kQxXKZHEVhkRDGqQEauwkpEMd6iRtKUg0QyFbdG/HVYRDJRYEajWFhEMn67R3nSDUQyn3VHm7RfRDLNP0bS6RVEMxz+RxAYSUQzTfNDwuRZRDOLeEYReGhEM8xPRqK3BUQ0FeZHQmaDRDRj2EaP7QRENJ0GRIYTkUQ03mRG+Tq0RDUhfUbXFbJENVUBRq5bAEQ1iUtHQ5JdRDXb3EUHXHVENjcHR3Lst0Q2cz1FDUVFRDa6qka7oVZENuFKRfbe2EQ3GpBGzGmpRDdapEUdJD1EN7WYR5/6mkQ4BzJHSUmzRDgpnUc66nREOFe+RpgMM0Q4hfhGJAPsRDkTGEam4ENEOVdIRwnbjUQ5pMdFiu4zRDnZWEZZi+dEOiNDRhXRuUQ6eCxGvCUeRDqmA0dUuwVEOtSeRoaTB0Q65oFFysfkRDsMkkVhBxREO0r/RfWPXkQ7kIhHMcxjRDvecEagi45EPBZwR6hjSEQ8XzFGzUDyRDyXu0c31mREPONcRrbPEkQ9US5HRmyDRD2AaEYlS+xEPaLyRlH73kQ96HdHO+QhRD4MAETxyFdEPlZbRq9v30Q+xG9G35c9RD8ZAUcUHRZEP1xdRk/gVkQ/oiRHQDvKRD/k6kfSoXBEQCFKR4XXAURAZaJGk4R6RECLtEWyccBEQOE9RcbfOERBIL1HKWwUREGeF0b70KNEQeGhRywgY0RCCVhG0yyLREKhZUaVCUZEQtQuRkSFbURDOjxICCjBRENj40eqFyBEQ5CbRmENsURDoc9G3za3REPas0bxlUtERA+CR4ppQEREQs5HpyCbRER4kUWMep1ERKjNRWZptURE411G2N+MREUIykctuJBERUOSR9id3kRFgPFH+H/zREXYt0c1xhpERilTSFsoDkRGaYZG15BxREavDEYD4VBERtsGRp50+URHFJBGUJM+REdnNEg8nbtER4sRR3TysURHrsJHOsEIREgDU0fS1hxESCobR8fnTkRISgJGAIw9REidfEc9BTBESQX5Rp6p7ERJOdVGDouERElvykaIxMlESY8DRgUtVERKGaZFhs46REpJ+UcD51RESp6SRoXh3ERK2+dHGtIQRErykUaICuFESyYCRw9RGURLTu5GnzCDREuoOUgYN9xES/CRR4VgukRMFsJGtJpcREwkAEXMe/xETGTiRlwt/URM5g5FE45KRE04kkeLSHpETWp8Rnz6EERNnd5HEKJxRE3RHkYmzKNETmB4RvzEAEROm8ZHh6RkRE7YKEZQDjdETyE6RoEraURPNdxFc/xbRE9fJUUFDi9ET6LwRlbXkkRP4KVGkSGPRFAIpEaQZk1EUDVARjbcDkRQaJRGTXPHRFCsdEaZv8pEUNu7RjwmNURRE+ZGRroWRFFY3UWdkldEUZ7nRdpDG0RR3VxGEH2ARFIclkbPAFZEUl7LRhA6IkRSmlZHf0i9RFLkKUbDRV5EU2NnRzIJnURTtR1GXk3hRFPeEUaWw99EVBOMR3f5XURUiX1HRYz1RFTpIUYaYRNEVUheRyXLa0RVn7xHAnJ9RFXZUUbo5utEVhu7RtwFcERWSOhGczYjRFacCkaNaMNEVt6wRgU75ERXHq1GJ/q6RFdigkWllgpEV9jgRqYSoURYGxVG88fFRFhaRUc9fmVEWJkiRxGzA0RYyBNHUZ+fRFkQP0a6J6FEWT2/RhSL2ERZoSFHgx7cRFnflkbvAt5EWhsKRceHHkRaTqdGU3OGRFqpvkaufyNEWu1zRhSyi0RbHcxGTE0qRFuQYEc9Y75EW8olRlYyCkRb9RBGE5qqRFxPqkaaIGxEXKqwRv6jj0Rc7plHMPQdRF0qQUallu1EXWQRRrSgfkRdh/RG7UpeRF2oikamC+BEXdkPRc37QkReAl5G/Xr7RF5NW0Yy+5FEXsRsRlJjpERfICxFWvmbRF/PGkbHRPVEYAYmRh0SLURgKH5Fh15WRGCOR0ZZaLREYOhhRvMQGERhKMlFvog/RGHdx0Vj6gVEYhWgRibQK0Rij5lHx7JhRGK1SkYneo1EYtl2RbftoERjB8pHNktqRGM9SEblxGVEY2CzRqCOvERjgABEgCFdRGPV2EaG0U9EZAZoRXaZEkRkeGtH7SNdRGSlV0a6WSxEZOSaRqspykRlXwxGVcTdRGYMgUaxa4pEZmM/Rle2bERmwTRHIXP4RGcMAEScmrlEZ2q3RfPbEERnsSVFJZsjRGfniEcwDzJEZ/YpRe4RlURoIDJHJa6PRGhWG0YUAmxEaH9bRvvsDERooKNGQ8dWRGjrnkY47MJEaSXtRcQ1XkRpjQdFcyaJRGor+0XhDXxEaskQR1CMnURq7ytGrpYDRGslC0TEQW9Ea2biRgTNtERrldFGh7eURGu6YkcQ/5xEa+qwRoWifERsZPNFaIC3RGzmykbAqABEbSpkRqBmOURto3ZGiHblRG3wdEanRhJEbmRZRpMlGkRuxIJGmcG9RG8WT0ZYYk1Eb0ckRuVgVURvmUZGUxbMRHDhHEUZstFEcTT/RxIDEkRxcpBHAHNhRHH/4UZF91tEciLnRYFS1kRySjhFtjJ6RHKzu0cRaCZEcuzrRK1Tr0RzT+tHSibpRHOEU0VzXAxEc7rcRbsed0Rz4bdGjux7RHQ3DUV/06dEdR+ERo4GskR1ZV9GomSZRHWaNkVgjuxEdetlRhZG5ER1/GxFmpxMRHYnmEaIFtVEdlL2Rv9hCUR28PlF4lcRRHd4fUb3tHJEd6n1RZP6DER4GABEl+CsRHjBQkbmsV5EePydRnUTQkR5L/9EhE/1RHlWCkVPaTNEeaPiRdDgqER54gNGcvLZRHoH+kXazkBEen3zR9nre0R6uC1GJZepRHvY3UXSocJEfAb6R3TRikR8Tg1HC6+RRHzXF0aW/BREfRY/RjfDPUR9X9NFjdHNRH2yK0acvxdEfkeMRqmIxUR+boJGf3A2RH960EchSnlEgBA9RzSJ00SAKP5HLmScRICSYEYrxXJEgNEVRp95BUSA80BGsZwtRIF1HkZl2R5EgbBqRtptdkSB6YpFjIWPRIIM3UbD3tNEgkmQRj2tNESCldJHOjKdRIKsg0aV4c1EgtMARGag70SC/NVGQdGqRIM0fEUCDnVEg1RqRb6bOUSDxJRHBbI5RIPhqkWjTkdEg/6QRokijUSEMj9HAOELRIRUqkYG1gdEhW3qRYvBVkSFsVhGJH+DRIYIjkVU2xZEhoRkRcO6QESG7/1GMVX+RIcnUEYGR75Eh/KvRZwjYESI5uJFKrNYRIlupETFaPxEiZbgRkVxHUSKND9GcefARIpI/UZ/a01EirDwRUaRWkSK7p1GEYasRItZCkVTutdEi/ctRgaxeESMLS5F1RnsRIw/kkcJunREjGxcRaXTpUSM80dFPH39RI1GAESVC2JEjYMURimFl0SOkABEgCCvRI9yUUVf3JNEj8LIRpSleUSQrvhGUDTzRJDO00X9tlpEkPV4RnBM8ESRDvZFvY6URJIop0aF+KtEkoGmReFbakSTKJZGGAugRJPJakZT+YpElBmGRolmv0SW4XVFy+GPRJfwMUXN1TFEmEh8RZrP3ESajq9HaaQFRJu3iEcFJYREm+SxRkoghUSeQ15GY0hVRJ+OekWOzHZEn8uHRj3Py0ShDQFF+3teRKPQvkZSy7JEpD6kRj8EiESk8OJGFKZURKW0aEXeWDdEplqPRmyypkSoELBGdvg2RKmbB0ZZyolEqb1dRrCi1USrMqJF+oHKRKyi30S2yR5ErhdkRrlQOUSuNAJGrMZDRK83T0aGg5NEsbhwRYW/40S060lGhMEqRLUQ2kWr4xxEtgitRkKIrES2ZphF4nbaRLqyAESq/u5EvO6fRy1xgkTAQAtFW6FpRMIZZUYLQ25ExRq+RQq1hETG+S5GL2s3RMnmOEX0+RdE0acqRgv8T0TktyFGghl7RQR+SEUZv3o=</peaks>
    </scan>
    <scan num="967"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="219"
          polarity="+"
          retentionTime="PT1335.32S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">521.089965820313</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="1003"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="234"
          polarity="+"
          retentionTime="PT1385.9S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">609.124694824219</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1231"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="128"
          polarity="+"
          retentionTime="PT1713.04S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">690.934448242188</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="1261"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="146"
          polarity="+"
          retentionTime="PT1756.26S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.583343505859</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
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1FPJ4qRNFBHUZhlsdE03AjRlNpT0UBDqxGygnM</peaks>
    </scan>
    <scan num="1326"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="154"
          polarity="+"
          retentionTime="PT1848.54S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.121124267578</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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    </scan>
    <scan num="1350"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="132"
          polarity="+"
          retentionTime="PT1882.87S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">452.918334960938</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          centroided="1"
          msLevel="2"
          peaksCount="149"
          polarity="+"
          retentionTime="PT1900.17S"
          msInstrumentID="1">
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             precision="32"
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    </scan>
    <scan num="1368"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="116"
          polarity="+"
          retentionTime="PT1908.67S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.631042480469</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1374"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="168"
          polarity="+"
          retentionTime="PT1917.26S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">816.0400390625</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="126"
          polarity="+"
          retentionTime="PT1925.92S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">518.8828125</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1392"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="134"
          polarity="+"
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contentType="m/z-int">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</peaks>
    </scan>
    <scan num="1398"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="80"
          polarity="+"
          retentionTime="PT1951.91S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">1037.006225585938</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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VHczo6RKcEnUXqXi9Ep1iXRVORXUSngYNG1tEoRKfiYkYDo9FEqEL/R2iW1USo7sJGHUI8RKkEAETHpkFEqindRs0QkkSqhnRFFJ21RKvb2kXeqcZErJ6JRw3LBkStXO9GuNI+RK3w40adeSlErheDRbbx80SuTTlGrkdrRK6irkayscJErs6MRnltPkSwU51GUrYDRLBreEVhiN1EsPCdRkyNmESxGI1FtHOSRLGkf0a39zNEss3RRrPOBUSzHaZGgNWIRLM+aEXKk41Es6ClRrOK1USzz2lFn/CyRLQm+kYWytNEtKMfRcN1BUS3KahG2JASRLgDEUSQ1JdEuMchRUR4bES5H0tGOV3dRLlsAESOs5lEvGkGRYunaUS9UoVF8A0uRMALWUYdd8dEwDN2RgJTxETBr7JGZnxGRNGaxUY9o0lE0q5+Rwn6xkTYEMlHA+3UROcPEkT/hzZE6FXoRj2qakTxOoBFhs45</peaks>
    </scan>
    <scan num="1404"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="153"
          polarity="+"
          retentionTime="PT1960.57S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">814.746765136719</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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</peaks>
    </scan>
    <scan num="1410"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="132"
          polarity="+"
          retentionTime="PT1969.24S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">976.560974121094</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">Q00ksUa5P/VDTyOnReeVs0NTGRpF5SURQ1r67kYgRuRDXAR5RoZWN0NjWshGIzNmQ2QeuEbzExZDZTMQRVp5QUNl+d5FndlUQ2fZ0UZ3HqBDaRseRimQbUNq/LxGDIAvQ28mkUZZhKxDcFNmRgNu6kNxKM5FlLnAQ3JFHUXQunxDc0WJRuLKskN1Q89HKW56Q3da+EXzSnFDehw0RqMsM0N7JxxFG8boQ3x2dEYFpbRDfSatRolT7EN/NwdGXMuXQ4AaikW25BxDgJhKRj3oZkOBoiFGti3UQ4OZqUZKU91DhAmWRh63LEOEqidHbhBOQ4UiSkYGotBDh646RhJBG0OJobFHBJzfQ4udAUWB5DBDjKlBRmH6w0ONK+xHqGJBQ42dN0eJcSJDjfFaRvruG0OOmmtFOOxDQ5A7EEY4qu5DkKqNRnHIFEOTQTpGB1FcQ5OkrkdQ2+RDk/ZMRiBVc0OUjZhGi+dJQ5TkLUa93adDlaLVRgpiR0OWMdRFIvPbQ5a1/kc0eaFDl00MRtOQuEOYpUhGO5tqQ5muxkYZXUxDmn5aRtoT2EObLVBG0OXQQ5uhvkcYY5tDnBXHRwY7P0Ocq8tHYXYgQ50jn0XWVc5DnYqYRjanaUOfoixGKXWRQ6AozkWzFKJDoYxVR1B/k0OiTAFGUHuwQ6KWZEZjNIhDpJnKRb9FyUOln/hHJyksQ6YRnUUEvjRDpqQ2RaXCI0Om3ZBFsX32Q6cjkkZV/D5DqNohRvjMz0OpOKRGrgxIQ6mn9kdRh0FDqiQUR+vmnEOqpk9HGKpCQ6sTZ0ZBR51Dq6nxRp/48UOsmDpGq/AwQ6/iekes/1VDsKHMRgEGK0OxMthHRxSRQ7KnD0YZ3HFDsyz0Rg8J70OzqtxHHumJQ7SE3EZLKShDtR2ORaWqEEO2nhxGf8jBQ7enYkcV+s1DuLYgR/Vj40O5LExHmqaIQ7mcPkU69qZDuhMDRyjjlEO7GABFB4UmQ7uWmUWn+cNDvCUERb8gKUO8qpNHvKy6Q70j7EZNWydDvZewRhGHGkO+IntGLblkQ76+TkcMbU5Dv7PQR264FkPAKYlHcbNNQ8GUmEYj8Q9DwiT0RhIloUPC5JNGiJUAQ8QsaEbP6TVDxXzyRlNN5kPGbc5HlLv0Q8at+Ue8pXZDx4ZOR3k1VEPIO2RGsGG8Q8iunEaDoHVDySHcRsWG5kPKJxpGTtLZQ8qh8EUZuvVDyu5ORpiPtEPMJE5GufJKQ8y2PUa9MDhDzS3TRuB9u0PNnEpGdHy3Q85BfUU4AZtDzpnWRXGp/UPPmTJHPiQ1Q9AuREcaP+JD0JbuRw+fCEPRqIpHm5UbQ9Ks7kXOv95D1C0RRex3dUPVqgJHJXhUQ9YrHkUwM0dD1rGIRZ4LUUPXl3ZG+SMLQ9gX8EcnUEtD2KUtRqIVekPZoYJHCBZkQ9oz9EbJsSpD2tyYRvPMrEPbkRRG5lpWQ9xSiUaIaS1D3MLJRpNPekPdFDVGWVydQ92az0aJ1JdD3gb2RTBy4UPefm5Hg00EQ9+ulEXljctD4JIwRns5b0Pg/hpF7cobQ+HFNEYJfO5D4i1FRtUab0PiQe1FlG9RQ+Kw60hS4odD4v0iR1uxMUPjlWZG9SLtQ+S53EanthhD5Sr3RdBzj0PlpEBHzURsQ+cOxUcS9DhD52YBRxAXG0PoSlxGt6ciQ+ikKkZlz6pD6YtdRuZAa0PquABEliS5Q+smJkaRyxND67pyRrSooEPtPRZGB/PiQ++xJ0Z9nt5D8MoNRhIaz0PylBNFZf/EQ/OQzUbuejJD9DNFRvVo4EP0myFG5iJyQ/U6q0brJdlD9qMFRkjLoUP27PZG/0uLQ/e2oEeHGY9D+FtFRq7dXUP4wQVGgmyBQ/lJAkat+E1D+b8TR0D93EP6sLBHBdTIQ/utfEUZF+JD/ENLRjnD3EP8ok9EyrjzQ/2HjUa2l9JD/e6+Rr/W7kP+r7VFzg/GQ/95zUVA8TREABoMRljOIUQAnP5GA6H/RADUOkdYiVVEAR8XRxpLvEQBSThGKdF4RAGSbEa5FYpEAdklRzhuGUQCWj5GquDBRALWMkexkxBEAwO2R2DhxUQDXVRHJOhqRAOUvUZWRtdEA9ZcRe6BUUQEGMpFbN/9RARzaEaDxWpEBN4sRytamUQFHcJGteI0RAVcLEcsfiREBZC6RZgK3EQF8pZFw1qvRAYcAESa4CdEBlXARRvHKUQGnsJG9eGwRAbcIEX2yoVEByVGRna6xEQHWdRFWqLsRAecvkbQQspEB9hIRwEhgEQIGghHBzplRAjZlkYJe7JECRXWRzxHEkQJXlBGliW5RAmZlkdg/ilECdsSRtEL10QKHWJGeNreRApa0EaVbhZECpruRqUq+kQKpABFn/MYRAr86kb41P5EC1/URxdEakQLw4JHE0QvRAvguEa1hfFEDBYcRz+tZEQMUSRG+x5sRAyNJkahYz9EDQcgRlvmqUQNYqBHSWYhRA2tsEbs+zZEDeKxRWnxc0QOHqtGAshuRA5nMUbTjVlEDqjFRUnjCEQPJCNGFF2nRA9gXEb0je9ED6aNRqrKakQP5JpHgcaMRBAfDEfAOPBEEGJVSAQ6l0QQphpHhVoXRBDkzkbTgppEERVyRtyzBkQRZlNGzfRwRBGT/kafC4VEEhBmRrZZ1kQSaVRHYJ8eRBNg7EZhDjVEE6TaRe0IbEQT2z5H7hM3RBQVqkWJUTJEFGCmR692F0QUpPJG0/qYRBTpykcVerxEFSXGRuVDXkQVXudGB7aYRBXc+kW4dmxEFg7qRcjjOEQWVWxHCs7NRBZ0AEVe5iVEFpn+Rg71uUQW4OlIXa1mRBcoxEdr8xREF2viRwy8nUQXnwFHASM+RBfOl0Y8Q7VEGBEERaHJUkQYWHBGscZ0RBjJ2kdwE4REGOsERt8GW0QZJJpGu1r3RBlp0EYhetFEGZwQRpBuE0QZ3A1Heeu5RBpbQEbl5SdEGqonRy7BbEQa5HJHW9UVRBsg6kca72hEG11ER8D0n0Qbo05HMpe6RBvTLkcMWvJEG/BsRjvNAEQcYDdHgRaqRBySA0V3v8tEHLAARIadP0Qc8iJHfQbLRB0pVEa2/bZEHUtyR0L98kQdo15GsUuoRB3dvkUSCONEHlncRo+vQEQep9RFsUrzRB7ZYEaUqntEHxn8RaPLkkQfXPZH5I0DRB+fvkYaJFpEICDqRcg1+EQgWOhFo0xxRCCheEX4VV9EINlpR1myxUQhM21FV1cxRCFu9kYCWxZEId54R5IXp0QiEgJGbGMiRCIhu0XU/INEIl3sR1DrAkQil0RG71xlRCK0AEUjdXtEItvQRrMcKEQjKpRHFjCtRCNXGkY6//5EI4BkRzJMMkQjrZpHCeVTRCO4MEXYn0hEI99QRb0wbUQkEM5HyL/cRCRijkXbUdVEJSZxRsOIUUQl4xdHuyGgRCYbdEepv2tEJlsCSAEfSkQmmo5GxTNhRCb50UZ9uIpEJy5gR1rKkEQnbM5HH0mjRCeduEc0K7lEKCNIR3NC10QomfhHFDckRCkl0kWBS4REKWVeR8udZUQpl3FHa8ZoRCni7keP3TNEKhDcRu7ng0QqX9pHVn7iRCqcskdBED1EKtuARy8AF0QrEBFFHcqHRCs4BEaWgdhEK1j+Rnjj0EQr4n9Gc/JpRCwZmEarzLdELGFNR29nf0QslpFF9uNMRCzgXEeNqp1ELSRvRxQE1EQtaNBGMN6GRC2edEa/ogtELhrxRpFdjUQuTkZHJHQKRC5v+0aUwdhELrM+RwHQH0QvD9ZHiqe/RC9jZkdZs9VEL6ArRs3qU0Qv0rFGcWqzRC/gAEWsTDZEMB1mRzKL0kQw1vJGpmeERDEl1Eewgw9EMWQARqDHNUQxuz5HABHORDHhcUcCcONEMiKgRijvwkQyYyxG4hi8RDKLJEa0JRREMqkMRTkdjEQy4W9G/SHKRDNcBEcK9u5EM6H8RhDVtUQz2NhFE6atRDQLmkbWhBlENCwARI+rDEQ0b6dHB4bQRDSwTkZH1PFENRTlRu4T3EQ1Tg9GnvZiRDWOoUaQMbpENhYaRgJcVkQ2Y+dGu9oiRDafFEWuwmRENuOgR0Ou/EQ3RPZHHugvRDeqt0dCnCREN+LFR5H4RkQ4HwlFi9AORDiO1kdLRdZEOSs0RaBGLkQ5d1VGo8qCRDnkVUc9I/1EOiUWReLO3UQ6XSJG4RE7RDqXFUaHdH9EOrRxRhRuTkQ7AntHHE+sRDtShUYGJJhEO+K5RoM/50Q8JXNHcjQzRDxRMUaLNDpEPH1pRVEZ9UQ9EVZFpfimRD1g0UXUDUxEPe2iRk7aC0Q+GvlGRUXPRD5lgkd9aLhEPoSlRZ1hG0Q+/GFG38TtRD8xAUWkL6lEP2mMRxro6kQ/mcpHOUm9REAnOkY/tXZEQDHaRRZCDURAcwJGOLaBRECfSEZKcg1EQNs7R31V9ERBGSFHVmxJREFud0b4NWlEQbNcRrTLw0RB3SlGle9zREImw0ZrMN9EQm0mRq7PfERCsExFwxdQRELoKUeWcfxEQyZZRxJWZURDuN9GEK0DREPrSUY7a2hERAoHRivBAURELP1FJj0QRERswkWRw65ERJ0wRmrx+0REzjxGHwKzREUYUkbYxjRERVvdRuleLURFqgdGSMelREXsdkdzWYdERixFRpeSCURGZ19FtGcgREapKkau5UBERud3RqY2S0RHG+dGd8hxREdZXkaRCzFESCAZRqbjA0RIYnVG+z5OREinhUa7dFlESLYURbxNa0RI8NFFvlZGREk5uEbFrhVESWdBRv1O5URJmytHKoeOREm8AEU8ZgVESeZZROsoYERKnORHjaBCRErdBEY3hSBESwDgRYyB3URLJHVGI33CREuf9kfbTSlES+x+R3sWdkRMKwpFYzGnRExgAEcGSORETKpSRoJQIkRM3xJGgIN2RE0l2EcLWixETWWhRl5of0RNqN5Hrs2nRE3jmEfVzV9ETiW/Rapgc0ROinFHCEh+RE6x0EeH/s1ET4gpRsKZrURPtABE+XLrRE/u5EZGgNJEUC7sRdRZbERQYYNGylRpRFC/eEdAIZlEUQVjRonMgERRXyNG2f7+RFFxsUWYtyFEUaNdRuQIIERR60lHIB50RFIp0EXM5fNEUnIpR1YDhERSrxtGKXj/RFLx9EaNScZEUyjzRgUzoERTTzNHGSTRRFN4TEZBWIBEU50ZR0LflURUAhtHHJuHRFQwAEUHS4dEVGcHRyWaV0RUnVNFkgPLRFTJz0bcZaREVO0VR0gE20RVZS1GUHYaRFWO8kY6jzFEVbI4Rs9ioURWLRhF8AaBRFZwbUbxdFREVugDR5X3bkRXa3hHQboyRFeVcUabUbVEV+dtRnBqC0RX98ZFB8oJRFglg0bVqRxEWGj0R4yVdERYl/NHmbp8RFi970YoWtBEWOWbRxMI5ERZIVJFmundRFlsb0dZ0kFEWcXoR8tXAkRZ/hJHR32aRFomnkb3WWFEWm6RR65ZPERat/NGsXmURFrfX0eHGqFEWydmR03QCURbZcpHNuP3RFt4ckZlbXdEW7gERs1MRkRb6kxHPvqHRFyECEbPPQ1EXKpGRt8s+ERc2hpGnBFxRF0o10bBM8BEXZI7Rp//JkRd8lFGmtp5RF4xD0UEanxEXm8aR2JPrUReqlFHgotZRF7tzUYvQC1EXx/VRyeSQERfbO1HJ86HRF/mkEYCwnlEYHwoRxB4QkRg8PdHganHRGES+kdOwk1EYbWcRzQ6UkRh6ZVGhxgbRGIyOkcHc9hEYkeERlZsykRisjtHACMHRGL9XkaCAZxEYzIlRr2KaERjeVtGSYAaRGOpSUaxngpEY8SBRo8jzkRj7LZGuPnbRGQXz0YPW/lEZDxmRSU+9URkfWNHPdVFRGS3EUbKUTZEZPR3RsoSUkRlN5pGipy9RGVva0dZHdFEZZ6KRop21URmAE9HENZZRGYrskYJHDJEZnzSRa/qA0RmtjhGlqcURGbvKEeZCdZEZx+2R4Z6lkRnYulG2Lq1RGeXB0YAWN5EZ+r0RpgPxkRoEQxHKFy6RGhj0keKV+NEaLFwRnbCgURo1DVGvoyGRGj+F0cuphBEaThGRuQBp0RpaY1HWRyeRGmMAEUzoVhEacGsRVegkURqHUBGSCezRGpaV0WpVhZEarNTRj5BrURq6GVGIFtXRGtRSUbTtTNEa3wFQ9yBwURrqzBHB50kRGv0KUdQKddEbCglRmLA5ERsb4RHIg+9RGyqeUbJjH5EbNQMRtVRLURtA/1HOZfaRG15LkemBo1EbZ5FRo+eKkRtxDdGoJW8RG36n0Ye3S1EbnJAR2+2R0Rur65G19lhRG74qkbcqYxEbzN7RpTjTURvd3dHBiGrRG+9AkcbOqtEb+++R4LOuERwHJ9Hg7OvRHAoekY0HzhEcGm1Rp9nyERwtl9FzKXjRHDf00e6kKpEcRllRzsMBERxRFxFkpVmRHFvrUacm+dEca9YRuLhC0RxzklGy7CwRHH3YUeI1htEck8CRaPXzURyeAxGjrd+RHLDhkbO8pxEcwN4RmpHuERzO6hGFeFNRHN9V0ajP6FEc6xkRbZF+ERz4sFHG0gKRHP9QkagJUZEdDGxRsfMQ0R0f3dHQPprRHSwwEZz/h1EdO9GRuYRP0R1PvpHClwZRHVtqUZa+0xEdcEmRoPgtkR19bBGWIsLRHYpUEcwEzhEdn88ReXE0ER2+0NFwh6fRHc1y0aW+mVEd5A9R4jEBUR3t8xHnw68RHfqBkbWPGpEeDPNRwzr4kR4b05HcQbdRHiVsUcBklFEeP2CRuQOIkR5KKpHB/RFRHlyK0aVhGxEebZ+R11VxkR5+NdGn52lRHo6dEcR1fpEenOvRtnG30R6nmZG6vMrRHr/d0e+PmNEe1WuRwAuDUR7vF1HCKzKRHvehkaYylNEfC0RRyop10R8gQlFrdlKRHzKtkWnrP1EfXLERc8PEkR9wu5FnnuVRH4AOkazzS9EfnXeRxVYyER+svxGqv1vRH75d0cWsZNEfyjcRzfNxkR/dEVG798aRH/1H0Y4jWlEgB1DRgNYBUSAMUZGKgbURIBdC0a6XcJEgHyQRegVlkSAls5GagrWRIDFaEZJEXtEgPiCRpxRyUSBNQJFfe4NRIFGPUT/dANEgWE6RysBWESBd1xF3eofRIGdiEWcralEgeURRc/gu0SCAoRFl9RARII+NEWcurdEgl7+RqiCPkSCl3tHX565RIK33kYIjFREgsG6RVX06USC3VpGePnERIL5yUajat5EgxdARtIF00SDObpHlEM9RINVdUeWgxBEg3GCRwAsWESDlHhFvpULRIO9jEYRwUNEg9LJRuuglESD821GodWaRIP+RkWaGb5EhD6oRc3rHESEeuFGH/FYRISclUa60phEhMI8RpibikSE9eRGA2TuRIUePkdGsphEhUUwRok0UUSFeRlF9FWtRIW4hUdGErxEhdl0RxrL60SGAUJGDprxRIY+dkeCv5REhpVkRpx0PESGtpRGnMSARIbMh0aFnUZEhuP0RiSyN0SG9uhGjdNYRIcO9EYC/MVEhzWvRs5JqESHZHpFurt4RIe6gEa9SEJEh+GiRppf2ESH/PBFiHOXRIgmckYgCTlEiGEMRYPwKUSIlRlFHkMfRIj9WEaUNWFEiSLxRxV8+ESJYUlFCY5YRIl15kbyF7FEiYn4Rx73bESJoddFyN/kRInymEcmoolEigZGRljKTUSKMQBGnPn3RIpPpEYV8AZEinB4RQuzfkSKvwZFMSRmRIrzt0YBV0JEixoiRneLbESLOgBEuS7DRItcSkXh2kNEi5GKRvPNeESLpstGukGnRIu+AkaSYmxEi9q2RfwvN0SL7gBEj2abRIwfu0aB+MpEjF0CRpISCkSMbStHGKhmRIyBWEakFwREjKfIRo7P/USM/mRGrJ/JRI0jQkbQEpFEjUIFRmlGikSNeZxGx1OSRI24wkb00UVEjdQkRru7NkSOG2ZGWRUXRI5iL0Y2fnVEjoJoRSrqsUSO/zhG9f8zRI8ypEeBOgpEj2sORLm2oESPoLhHCAWiRI+3SEZhZ7xEj8n0Rst1f0SQCIpGYgslRJApz0Zz+hFEkEi4RgGiPUSQlKVHAyAcRJC++kZY5J5EkOeWReB7EUSRiuBGkHNJRJH2lkcbKZdEkhL2Ra7t9USSOyBGzzQGRJKThETm4OBEkq34Re04b0SSw+pGCldfRJMEd0aR0u1Ekx6DRpqEyUSTPFRGn/bVRJODp0YYGltEk4yTRKnzAkSTpKZFpLFdRJPdREasNvNElCU0RgQLMUSUUGZFhIE5RJR8ZkX4UjFElI+ARlhKuESUooRGDSZSRJTAAESV1hRElTZERc8y7ESVu4pGMkwpRJX/CkTE509EliNiRohtB0SWRZZHAaEmRJZNwEYxulRElmIARLvCuESWf4BGIqaTRJaTjkZItNNElsyHRo/oOESXGgBEa1KIRJd9f0a5Ab9El7YsRczX2ESX2KJGkUtLRJgFwkajGRVEmBzQRxw1K0SYOhJHECGURJhXvkZMSdREmHzqRqBFWUSYt5JGicONRJkvI0YCQhhEmZPPRWgO5ESZpXtFRruvRJnOx0XYPItEmgpoRT5VpESaHbFFiXXyRJrAeUYUY8BEmwGVRiQzxkSbZKxF8vIBRJuqqEaSXyJEnAJYRahwDUScLf9HGJdgRJw+y0YvU45EnHOkRkgy4kSckp9GKI1ZRJy9mUb1KVNEnN7URpqDBkSdNRNGiWLrRJ2DlkXMEsxEnZ1MR2Al0ESdwPlGhUGHRJ55jUapT3REnsUTRgcWBkSe3LBGUjWGRJ8eU0a7MupEnz1NRySppUSfUIRGgXDGRJ+CskcjDCFEoAAARMfIH0SgfmlGKa1eRKCVvUbi6JREoLUGRsmmv0Sgx5tGSiB5RKDoiUaPns5EoPuZRtM3XEShFspGc5W1RKE+fEamgidEogHuRsjo0ESiE6hHiDLJRKJNZkZJSZBEon+URZD0U0SjwIhGDxwvRKRbRkadOJtEpKAhRxhnf0Sk3npGoasURKUdDEZBTfBEpZ6LRqBFiUSmIrxGK5JqRKbHbUYRvnpEpyG+RopZakSnZvJFgTJORKeGVkcJ6xtEqCViRghrqUSoPH5F7088RKhpu0aLnbNEqNZhRckIK0SpLdNGgOiIRKl4ykcEh4VEqcyuRjU+lkSp+t1FXI81RKpC1EZD2YNEqmW4RyKm+kSq2oJFmCDHRKupQEXC96hEq9t9RgE5lUSr+TVFiZ7xRKxOnEZQjhhErGdYRJSfzUSswoJF//gARKz+t0WeXGdErgK8Rg0QpUSuMotGduK+RK7geEURzH9Er1q2Rg/+dkSviLFE/CIIRK/DhEcLwkpEsHeyRsNcP0SxAkJHIZJKRLEXAkcBdkNEsd8ZRcJ1x0SyFoRFcWNFRLKAs0YQwaBEstbARnsJ0kSzWoNGe4foRLN01UagaBhEtENsRauch0S3QxVGAbijRLgG60YBpwdEuMhCRhzQBkS45LNGwAc4RLlUfEaffitEukJdRZVodkS6u4ZF1QIMRLxsm0ac5+hEvL82RUuFAES9aKpHAZbXRL63dEaHC69Ev14ARNvDpUS/dsJGLcjaRL/GfkYmj9lEwjzgRp6CoUTIhrRGfar7RMkE9kW7xghEymAARH7E/ETPaKBFToQ6RNEiXUWNMEpE0kYIRvBDwUTTrXhGCPdIRNbmkkUpQzZE2AaARn9oeUTiJtJHAWhRROJSgUbYh+lE670SRiq3eETwqOtGT/yMRP2X+kZ9op5FAlLaRaVQTEUFAt5GWi0uRQmdoEbaN1w=</peaks>
    </scan>
    <scan num="1416"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="106"
          polarity="+"
          retentionTime="PT1977.89S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.501586914063</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1422"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="137"
          polarity="+"
          retentionTime="PT1986.53S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">696.615844726563</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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5GM6BbRLXVykbQ5rtEtefDRrMfsUS2ACdFTlFERLYqhETcK4ZEtkJHRs6lskS2ZOZErx4mRLcRtEZ9kOJEuByFRYgJEUS5k15GinTyRLx+rUZAih9EwB6zRmHs40TCFmZFewCKRMWyDka/XMNExhcbRZNOm0TIaRxFJlWsRMjqlEbmFsVEyQymRjSyTETJPABEhNGCRMo5l0YTS+dEyzCXRfV3O0TQrSdGfYDzRNMDN0X3MgRE2wMXRZkY/ETdKpBEyYHuROJ4tkVRVmBE5La4RTFv2UTmNn5FV2kXROkxTUZvw9ZE6YXFRY6HEkTuiNlEpLzTRPDLiEV4cRFE8f8aRcGzZUTzELRFe98oRPWFLkbZC4FFCCHCRf9IUA==</peaks>
    </scan>
    <scan num="1428"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="169"
          polarity="+"
          retentionTime="PT1995.18S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">815.924560546875</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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