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uU1kQm9RpEiIXYRCcaaUQcrTxEJ0yFRZsJ70QneABDUjrgRCebPERo7P1EJ71rRUzSv0QoGVhFBrnNRChv/kWguBNEKLCLRUQ/ZEQo2HpEyc3LRCkK/ETyJ9ZEKUzZRYYhcUQphqxFICPARCmTykP2qnREKblaQ7BhWUQqP3BEpmUuRCp2DEWAN9FEKqVeRhONK0QqsupE+vlORCrA0kSCQalEKwniRW4MQEQrWqhFCv/QRCuVGkS+EKhEK89tRLAxu0Qr4mNEPku+RCwG5ERCeWtELERGRahImUQslrxFgiBKRCzHr0UJ9INELPqERhE1OEQtPG5FjltFRC2RZEW5oNVELfD2RVGgSUQuWfFFWZYdRC5/pUUh2edELrK8RNFBsUQu89VFIPNGRC8CgEO8i21ELy3cQ5h1XUQvbYxEvcFfRC/30kTQ6ItEMB7gRYSjN0QwSjdFs01wRDB1+UUiUQlEMMTAReLi5EQxFcxFmLv2RDGk1kSHczhEMe+QQ/cKL0QyIVpEJ79RRDJFnkSa7GdEMoQdRZG4+UQytvlEs/WtRDMFQ0UOK1pEM0rJRFqsvUQzhJdDxs8zRDO/n0Sfn+JEM+0cRWmj4EQ0CF1EKBVXRDQ+HEYLCppENJcDRTcq8UQ0ulNFbM5BRDUYw0UBfjNENUUDRZn190Q1eXtEC5eARDW6gkRYAs9ENfUYRZoBoUQ2P/1Fq9wnRDadWEVs34lENuGBRaOAcEQ28NhEICBIRDcSbkSVVCVEN0jRQ+Yy4EQ4PQ9DoJGbRDh3DkWgpVlEOKvNRijCM0Q42U5GFWp1RDlGikUbxgBEOX4JRNo5KkQ5rDJF+M12RDoSAEWVVc5EOj+qRSo8eEQ6SrpDz9JMRDqGGENIF7lEOqqNRKEVw0Q68GxF/DXuRDs5rEXUZUpEO26GRbYr7kQ7mrpF7B6CRDu/dUXAQkpEPBAxRTTBQEQ8OkNEPmVBRDx2TUVcr8dEPQlnRRCF/0Q9VDxF+hG/RD2SvEW1ephEPcRERQqnnUQ93tdD8Z6oRD4AJkNZ8d9EPkIVRT16tkQ+pHJGKc3jRD779UX+sOtEP1J5RaW3N0Q/d9JFzgNpRD+y/EVjvLNEP/dhROWpSkRAGNVFKmEJREBfFkTuieFEQIzzRcTcuERA1LBFubaFREEPPkWvAmpEQTlsRQtUy0RBiNZFgtdaREHEl0S/W09EQfIaRmfT00RCJvBFINB7REJJakUcTiBEQq6uRgAUTURC3bBFkcnVREMHaUTGaaJEQ0dVRatje0RDd0tFZpJXREPecEYOFHhEQ/6ERMAvvEREJgNE+/nuRERy70XfLH9ERLDYRVxBiERE38NFjQXGREU/jUYhpi9ERXAuRYCeVERF0a9Fchs/REYGFUWK2lZERjKSRWmwVURGcSBFlQxoREa/1UUXjuFERvYgRMIexURHQNlEWmycREd1dUVBIShER8hHRgcfPERIAL5FOibPREg7OEVp3PRESGQAQ1JU80RInVFECVZxREjBoEUybftESQcmRY5rFERJOSJFE7qwREmCH0V0ywtESbatRXT3SkRKGqxFh4L1REpKaURuie9ESqDnRe3cIURKvgVF2mlBRErma0Vw5flESw9iRYcCc0RLMP9Em79dREtlD0U7V1ZES5U5RGFlA0RLuFlEDv3YREwAdUU0w19ETEOnRLDI4URMjypFGXDUREy6CkWodeZETO+PRSnVBERNQYVGqgQLRE18AEOCQ99ETcE/RZOxvkRN3uZE8iuJRE4EAENxSktETjQBRRnRkEROem5FYmFtRE8NLkaojIZET1biRdyXu0RPlSpFI+GBRE/FZEXJhb9ET9U5RJjLK0RQIJtFyRF4RFBRjEUzg/BEUIfYRLNz9ERQxgtE/YokRFD7zkWaSZNEUTiFRb/F2URRXoZGBFRURFGNhUS4IR1EUbW1RKKyZURR+zRGKIHeRFKYnEZU/lZEUsuwRRMICkRTQmdE2PmqRFNpekUNbRdEU5p3RWVOV0RT2lxE4zyoRFQ3EkUMZY5EVHpTRZj4IURUzA9FNOG5RFTwIUV/PL1EVS1cRY1LY0RVfEBE1xzRRFXuIUYa3YVEVhCxQ4FcrERWMx1FpkZIRFaEG0UXus1EVrBHRTVQvERW8glEGZ86RFcZlUSo+vtEVz3kRY1SskRXcU9Ei5bFRFfQt0WQqbZEV/wGRQT5NURYUCJGCpOiRFh5qEW7gUNEWNylRYPzM0RZAZNEfVrxRFlC50SR5btEWX6ERQk/6kRZvHxFsArIRFoMRkXYKjJEWnp2RR2FOERaoalFm9PNRFqst0QdWZZEWtd4RKDN+ERbFsFEqw1sRFtJW0TtsH5EW4H2RS89kURbpnFEFEbTRFvVHkVlrMhEXAEURIzYVERcOq9ExtWURFxzxUVyAntEXJSpRYhpkERc5xJFFJS2RF1CdkSJDDVEXW4zRWUUlkRdohpF2nulRF3d00PfZsBEXifDRS7LOkRePPpEkndURF5vC0XVhF5EXrKZRYUJNURe88JFvX50RF8vHkW9CXREX1cFRZKMrkRfdrNEkJNZRGBdDEWsPL5EYLD3REcD9URg4QdDRAEFRGFtJUSU5qdEYbsARZjqWURh3yFFoxuiRGI0VUWu7NdEYoDwRBbR5ERisMlF9nkZRGLv+0YmV9JEYxQAQ3NCFURjegBDPt/RRGOmQUUnTjxEY89VRE0VeURkGHlF0gBWRGR0FUWSWfZEZNZIRTS9qURlA/FEt1MzRGU+wETBgoBEZWnmRFsFv0RljeFEnKPKRGXBq0V7qo5EZiJhRUAP10RmMoBERHNhRGaYyUSJoqVEZvPYRgnrckRnQNxGSIobRGdw4ETj2+1EZ7q2RVRSf0Rn+q5E1rxwRGg2vESFOnFEaGdhRbjr20RollZDOwpNRGjFCEQC1U5EaPTkRVuaAkRpVBFFJlt6RGl430XIVwBEadabRSmd5ERp9sBFT6SDRGpdhEVqeyxEaxwAQzkVX0RrROREaS1gRGtqd0VpEvpEa5yhRVIgTkRrq0RERZCXRGvJekUQD61Ea/cJRIDNYERsHNtEmEe9RGxKZkPlePhEbKTdRg2TAERsz4tE2MqjRGz7ikWbNVtEbYHnRVXqfURtrvFE/5SMRG4GVET7Cp1Ebi8zRRjiMkRufmxFjRkFRG6l4kNWEchEbtBhRJ4ewERvAKdFuDXWRG9FRUSkYgBEb3/GRhsRx0Rv8tBFx8yuRHDEvEYNaoJEcNv7RWRloURxDABCib9nRHFNxEUA/oVEcbUmRKTGrURx/RJFVugLRHI5QkU4V09EcsgaRNDdjkRy+FJEW3GaRHNSVEX0m4FEc5alRMDQhERz3PhFhSmqRHQ6zEW3Fw9EdFYuRK4NV0R0hylDne1TRHScAELzw39EdOVRRDbtbkR1EzFEzIWrRHVMAEMVb2VEdW1NQ80cNUR1t8BFJziqRHXvNEP2E2ZEdkVsRVup9kR26JNF5D/9RHcYG0WDyvVEd0oRRC1YVUR3eBdE5IvYRHfej0XLTkhEeDsZRNW44UR4ewhEk9ZVRHiffEWZyyBEeMgAQ/uQ7UR5JTZE0PjXRHl5YkUK82pEekiLRbRt7UR6iutGEVBERHrfB0WaAahEezkNRQj1aER7YvtE/3PvRHulLUT/MnFEe9afRPPNI0R8GbpFonNGRHxphEWE+pJEfM1SRQUtiER9ESpFcngYRH1nNEUIcb5EfaDxRSpW30R92+dFYIk3RH5Fx0UZq/tEfnb/Q7lUQkR/AtVFlx73RH/ZCEUJwKdEgBxsRXZSWkSALsVEqQHBRIBDyERko3lEgGiGRdTvf0SAln5GEJLwRIDFiUUJXwJEgPSwRUmvjkSBE2ZE/J6sRIEvtkVr0ItEgWIwRJVWIkSBg7BFxwTBRIHNDES64UhEgeS4RT1FYkSCHUpErd15RII6fEQktApEgmCFRZEic0SCk6ZFCBOxRILFIEX0aq5Egt2TRXP/ckSC9IBD9CLLRINFWkSFB7FEg3QNRe/rQUSDmDxFmKsVRIPKjkPmfhREg++CRFFZH0SEEmJFhQRmRIQwz0OEsV9EhFf7RIVjckSEpkBFgeLERIS+okV34+lEhOR1RPANQUSE/vdFTIdvRIUVlkUJ5U1EhS52RS+Zw0SFQuZFexHVRIW0hUTh1UhEheE0RHmhTUSGIGxDoWLVRIY2akPh+gBEhn6LRJrcGESGl7ND0+8HRIazVkOsoM1EhvpOQ/jndkSHDUpDywS9RIciskSxhZ5EhzZGRAG71ESHUsJFO9HVRIeCf0QVv0VEh5yeRddRN0SH3u5FV5EwRIgYpEW1VxJEiC+QRLbnCESIRAtEr1MXRIhxMEUQqN9EiJJQRCczEUSItT9FcpwQRIjIkkWOPItEiScNRS91Y0SJcWBESiCbRImC5kU7XblEiZ+2RJN500SJ5nZFYjmARIoijESGW7VEioSjRJQqDUSK29lFL9prRIr8AENpytdEiy2JRZcBUUSLaqpDY16uRIvAZUSy0HdEi+AaRPot7USMPCJESAK+RIxkI0Uwp99EjLwAQyYK1USNGOpD2xSMRI0q3kSBFDZEjVVARGRDfESNc45FvAzmRI3OdUUD2VtEjqJ4RQGGB0SOvNJFD9BaRI7lRkRA0JJEjz6qQ61VskSPVzFEjvGqRI+obkOuQCNEj7zgRRZwiUSP8PdEj7NlRJAkQkWaQMREkE42RaRswUSQagBDMP0mRJCKzESXCldEkLzdRQGaNESQ2ntEXSYARJEAAkWF8JJEkTpORWB0vkSRho5EfyvtRJGsnkS1KjhEkdeuRZ1Zc0SR2uJEPp+iRJIMyUS0cy5Ekh04RIRQL0SSUgBDaKUzRJKDikQqZGJEkrUdRIT6HUSS85xEwXBbRJMemUSTDdREkz9fRNPYe0STVuBFgjuwRJN0hUS+ubNEk6i8RUH7AEST5spFBR5ZRJQbUEUgQKVElDGaRBJBH0SUaw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    </scan>
    <scan num="242"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="31"
          polarity="+"
          retentionTime="PT356.535S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">821.011291503906</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="248"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="49"
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</peaks>
    </scan>
    <scan num="254"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="45"
          polarity="+"
          retentionTime="PT374.013S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">525.44677734375</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="28"
          polarity="+"
          retentionTime="PT382.758S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
             byteOrder="network"
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    </scan>
    <scan num="266"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="37"
          polarity="+"
          retentionTime="PT391.486S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">929.094482421875</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          centroided="1"
          msLevel="2"
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          polarity="+"
          retentionTime="PT688.085S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="482"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="384"
          polarity="+"
          retentionTime="PT705.371S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">698.887573242188</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          centroided="1"
          msLevel="2"
          peaksCount="571"
          polarity="+"
          retentionTime="PT731.74S"
          msInstrumentID="1">
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             compressedLen="0"
             precision="32"
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          centroided="1"
          msLevel="2"
          peaksCount="564"
          polarity="+"
          retentionTime="PT740.395S"
          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="505"
          polarity="+"
          retentionTime="PT749.551S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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          centroided="1"
          msLevel="2"
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          polarity="+"
          retentionTime="PT750.833S"
          msInstrumentID="1">
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    </scan>
    <scan num="530"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="665"
          polarity="+"
          retentionTime="PT775.324S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">767.697082519531</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          polarity="+"
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          peaksCount="693"
          polarity="+"
          retentionTime="PT801.5S"
          msInstrumentID="1">
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    </scan>
    <scan num="550"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="433"
          polarity="+"
          retentionTime="PT802.685S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">626.298583984375</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="659"
          polarity="+"
          retentionTime="PT807.728S"
          msInstrumentID="1">
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             byteOrder="network"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="458"
          polarity="+"
          retentionTime="PT808.909S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">636.555114746094</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          peaksCount="558"
          polarity="+"
          retentionTime="PT816.018S"
          msInstrumentID="1">
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          polarity="+"
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          polarity="+"
          retentionTime="PT818.152S"
          msInstrumentID="1">
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          peaksCount="608"
          polarity="+"
          retentionTime="PT819.468S"
          msInstrumentID="1">
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             compressedLen="0"
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          polarity="+"
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          polarity="+"
          retentionTime="PT830.32S"
          msInstrumentID="1">
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          polarity="+"
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          peaksCount="494"
          polarity="+"
          retentionTime="PT845.707S"
          msInstrumentID="1">
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          msLevel="2"
          peaksCount="686"
          polarity="+"
          retentionTime="PT857.916S"
          msInstrumentID="1">
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="455"
          polarity="+"
          retentionTime="PT876.367S"
          msInstrumentID="1">
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             compressedLen="0"
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          centroided="1"
          msLevel="2"
          peaksCount="644"
          polarity="+"
          retentionTime="PT940.315S"
          msInstrumentID="1">
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="476"
          polarity="+"
          retentionTime="PT941.569S"
          msInstrumentID="1">
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             compressedLen="0"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="446"
          polarity="+"
          retentionTime="PT944.173S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">680.663146972656</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="668"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="657"
          polarity="+"
          retentionTime="PT946.852S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">812.124816894531</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
             byteOrder="network"
             contentType="m/z-int">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    </scan>
    <scan num="669"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="377"
          polarity="+"
          retentionTime="PT948.047S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">541.703063964844</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          centroided="1"
          msLevel="2"
          peaksCount="545"
          polarity="+"
          retentionTime="PT951.92S"
          msInstrumentID="1">
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          polarity="+"
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          polarity="+"
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contentType="m/z-int">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    </scan>
    <scan num="722"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="459"
          polarity="+"
          retentionTime="PT1018.44S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">700.825744628906</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          centroided="1"
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          peaksCount="600"
          polarity="+"
          retentionTime="PT1043.44S"
          msInstrumentID="1">
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             compressedLen="0"
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          centroided="1"
          msLevel="2"
          peaksCount="444"
          polarity="+"
          retentionTime="PT1044.59S"
          msInstrumentID="1">
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             compressedLen="0"
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    </scan>
    <scan num="746"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="449"
          polarity="+"
          retentionTime="PT1051.28S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">678.460021972656</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="752"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="476"
          polarity="+"
          retentionTime="PT1059.61S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">891.519470214844</precursorMz>
      <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="274"
          polarity="+"
          retentionTime="PT1068.1S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">741.596069335938</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
          retentionTime="PT1076.64S"
          msInstrumentID="1">
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    <scan num="877"
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          centroided="1"
          msLevel="2"
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    </scan>
    <scan num="1176"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="142"
          polarity="+"
          retentionTime="PT1635.44S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.619018554688</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="1206"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="134"
          polarity="+"
          retentionTime="PT1678.57S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">642.999328613281</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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BFLeWPRLRr5Ua1PGlEt1N0RcT5k0S9dZ9GexPoRMHre0asPcFEw9MrRZXrQkTF9LBGEPP8RMqmB0Yj8tREzHZoReMPa0TRb89GFKXoRNT4jEbKp6NE6PYwRaOp7Q==</peaks>
    </scan>
    <scan num="1212"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="147"
          polarity="+"
          retentionTime="PT1687.14S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.510559082031</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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    </scan>
    <scan num="1230"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="199"
          polarity="+"
          retentionTime="PT1712.92S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">504.403778076172</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1254"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="209"
          polarity="+"
          retentionTime="PT1747.63S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">500.695587158203</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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</peaks>
    </scan>
    <scan num="1260"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="188"
          polarity="+"
          retentionTime="PT1756.27S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">664.399719238281</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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    </scan>
    <scan num="1272"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="147"
          polarity="+"
          retentionTime="PT1773.74S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.632843017578</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="1308"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="176"
          polarity="+"
          retentionTime="PT1825.25S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.323822021484</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1314"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="166"
          polarity="+"
          retentionTime="PT1833.86S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.395904541016</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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    </scan>
    <scan num="1320"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="214"
          polarity="+"
          retentionTime="PT1842.47S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">547.785888671875</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="146"
          polarity="+"
          retentionTime="PT1851.44S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">523.185424804688</precursorMz>
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contentType="m/z-int">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</peaks>
    </scan>
    <scan num="1332"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="175"
          polarity="+"
          retentionTime="PT1859.99S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">532.098205566406</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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    </scan>
    <scan num="1338"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="152"
          polarity="+"
          retentionTime="PT1868.57S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.107452392578</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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1GixjGRKqntkanVUtEq3PCRqkiWUSryIdGi2XfRKvV6EYYi+REq/eiRuNzv0SsKG9GOqOhRK0JcEabKeJErUMjRqp5KUStcHZHDqF+RK4YeUdmpThEsFzCRzxZjUSwdBxGhAQtRLJJVkcDR5JEsoslRYCJeESzKOdGFitmRLPigEXvGwxEtrSjRQyCw0S3hnJGjCuORLgUvEbuXqBEuIgARQO8wkS45YFGU2K3RLw4ZkZGwKBEwOCBR0QaN0TCGfFHapmIRMPFL0aKfhhExBrQRVX4tETFQn5G38xiRMWnU0amjHxEyUXRRxv1jUTJrH1Fj0H7RMnq6UUTabhEyu2LRjQ7U0TRxIhGOM6jRNKAkkZJxe1E132WRk/zPkTYFMhGoAA9RNipVkYj+F5E3Xx7R47vtkTnUulGEFNpROijNkZwVLtE7GqoRwfK1kTuMX9GuRT4RPxxjUYNQHdE/VKzRsMvD0UE6zpGGwNaRQVO8EdDi6o=</peaks>
    </scan>
    <scan num="1344"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="175"
          polarity="+"
          retentionTime="PT1877.22S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">932.791931152344</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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</peaks>
    </scan>
    <scan num="1350"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="171"
          polarity="+"
          retentionTime="PT1885.71S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.488464355469</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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</peaks>
    </scan>
    <scan num="1356"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="205"
          polarity="+"
          retentionTime="PT1894.37S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">932.484802246094</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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</peaks>
    </scan>
    <scan num="1362"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="224"
          polarity="+"
          retentionTime="PT1902.95S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">621.122009277344</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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</peaks>
    </scan>
    <scan num="1368"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="109"
          polarity="+"
          retentionTime="PT1911.95S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">419.331970214844</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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</peaks>
    </scan>
    <scan num="1374"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="150"
          polarity="+"
          retentionTime="PT1920.95S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.377868652344</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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</peaks>
    </scan>
    <scan num="1386"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="175"
          polarity="+"
          retentionTime="PT1938.22S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">889.816101074219</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1392"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="136"
          polarity="+"
          retentionTime="PT1946.88S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.645690917969</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1398"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="97"
          polarity="+"
          retentionTime="PT1955.53S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">419.694580078125</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1404"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="164"
          polarity="+"
          retentionTime="PT1964.13S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">925.164489746094</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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    </scan>
    <scan num="1410"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="146"
          polarity="+"
          retentionTime="PT1972.75S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.327728271484</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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</peaks>
    </scan>
    <scan num="1416"
          scanType="Full"
          centroided="1"
          msLevel="2"
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contentType="m/z-int">Q0kWiEcmOyxDSxoyRbmYxkNNOzxGqs5zQ1AKkUcIOj9DVCnhRovWPUNYLHZGPkGrQ1j10UZ+sXpDWykQR3Sw9kNcFRJG4x+6Q18Z9kYNplNDYTOuRcmcMUNjGd1GAZC7Q2QejEZuZstDZR3WRp3g7kNoEz9Fn7a3Q2kZikX7Yi5DayecRc4CDkNtFBhFtuWRQ21wi0UjySJDb0+yR2RrmkNxIF1GRY2jQ3JDfkX+yDlDc/1URmamtkN1SmRGzdwqQ3c56UWjeHVDegv9Rv63rUN7IfpHJ5rVQ30LwkZjDy5DfysWRuCV90OAEiZG7bzTQ4Cabkc9OahDggVjR0LycUOCi2VFadd0Q4Ogxka4tTlDhKUoRoCJP0OFGblFvUtgQ4WswEYiEGpDhfmPRSxe1UOGsdxFizUEQ4exWkb62ClDiB2fRn7Rr0OIhedGGO38Q4kmgkb5YDJDidA2RsTBS0OKIfhFv9F1Q4qaPkaCqJhDivriRqGOx0OMGkpHIYpGQ4yUcUYjlidDjSRwR/IWn0ONlsNHNxeBQ46pPkbdPU5DkBxZRWfT5EOQqT5Fo60nQ5EkVUThg8RDkYdxRw8oYEOSljRGdGY3Q5MsrkafQ3JDk5xCRxXN70OUrflHUcyQQ5TW1EbqR/xDlZRzR4xmI0OWAzRGzTp8Q5adLkcrVj5Dmaq6Rnio3kOaJwdHIrwwQ5p3XUcS7sBDmrgARdjQpEObtDlHePdHQ5w9DkZe28BDnKgaR5GOqkOdK2JG42jQQ52ZAEcc6ZZDnqOxRTaU4EOfFbBGqeUmQ5+dDka8LwxDoSU0Rj9eK0OhOwNFJCHKQ6HKcEbCFhVDo52qRjAn5kOkE4hFR/pDQ6UDekVXGTNDpZ2UR6Cr+UOmMKhHIH4HQ6aqTEZclDhDp7quRqojfkOojkxG62qaQ6kujEcKOTZDqatKSFCDa0OqH2xHlf1nQ6qj4EfgrEFDqxyoRelFH0OsHchHEJBLQ6yI/Ucqlu1DrSO8RVK4ZEOxNOlGFWr0Q7Kzqke2HqNDszmQRpjTZkO0dFZGyAO2Q7UvAUWXNy9Dt6j8R8rRIUO4Ex1F+1ixQ7iyAEgbKttDuTSoR1SkV0O5mdNHX78KQ7ofi0ZXXD5Duo6uRs3gaUO7DUJG4vUaQ7tkQkY33OBDu65SR0M2AUO8m9xHpVozQ71nVEeD69NDvaqqRykcNUO+MapGUJkcQ78RnkX0fc9Dv7EDR+bpZEPALFZHHbMSQ8IIAESaRuFDwrnARd5cUUPDmahHQ4gsQ8Q1OEaJdVBDxKITRqpscUPGbExImSM8Q8a/BUeQU01Dxyj+RmbRakPHtchHbkaRQ8fU7kXLPPdDyCBMRihkmEPIqxxHAT6zQ8lC7kdFR19DyamARUIrAEPKnINGO0zSQ8rnFEYn/PFDy/9BRo2MmkPMuE5GqTXqQ82+/EcAALRDzhEiRYOilkPOmkxHqQN9Q88bxkaB4oRDz56iRyBXM0PQFyZHg3AmQ9COS0YKxA9D0S0WRv73uUPRrsZHbEbbQ9Is3kYbkWVD0r4jRZv9OUPTulBGqScQQ9Qx0kZBetdD1JVURoYBMEPVObpHO0brQ9WdrEcvtsdD1ia0RjL2EEPWqJhHamV4Q9eWrketDgRD2CzwRtfojUPYl0pF7EXOQ9kSM0aE8spD2iGmRio5t0PbJMBF0xLwQ9uW/kXi275D2658RLO5c0Pcau5GhtMFQ90x7EcbdyFD3ZH9R2qoLEPeItFGZpMWQ96VDkcF38lD332MRgSiCUPgkEVFxiRoQ+EcPEZv23RD4WOFRjLlVUPiNI9F7hJxQ+KtdEg6vKFD4yy4R/9FWkPjpt5F8/IFQ+WocUcMKcxD5imwR1aO60PmnAhGPjHQQ+gea0W0gVZD6G7uRd0qxkPpTC9GzHIVQ+m6vkaK0HRD6jwYRt80xEPq5RdHapzTQ+u1nkam7UpD7C1DRhZPr0PsmY5GY0/pQ+1TDUWxRwND7epoRljPAEPusABE1RQiQ+9CMEbFXFFD77y7RcZdT0PwVG1GpgOOQ/GDjkW0oxpD8dpuRvbwnkPyJBRGJtQ+Q/KZtkdHrJVD8zTdRpIwcEPzrdRGo34DQ/QorkZ0K3FD9MYPRh8jlEP1KpxGqtFWQ/XDOUZitGdD9h86Rhe2ukP2y01Hq47dQ/g11EZ4y31D+K8eRdnxjEP5K8hGqWC3Q/oBJ0cXszRD+mR8RgLXnEP7ndFG2CCdQ/wpJUd/QtlD/LT3RkP5VEP9oxlGmNMgQ/3liEa05HRD/kAARNflFEP++eBHTl+rQ/93kEaOMfdEAEwdRyeWUUQA5UdHP/6ARAEh8EY+cRlEAV3+RpKr9UQB2YBHqYkpRAJW2Ea60tZEAppjRlc6VEQCyQ5IEHY1RAMNpkdED1dEA5EyRyZp/0QDtmNGjZstRAQNUEbMaxlEBNK2RzskwkQFGKRHHFFORAVWAEcrbOtEBZOARRmATEQGFetG+IlARAZH8EXq9ENEBn61RrN3CEQG41pGJsdcRAcIAEUcTqdEB0zAR2vM50QHmV5FPvC1RAfRBkYptnZECAqrRowcfkQIa69HMAz6RAiYGEc/H0xECNUORmbdAUQJFRxGj71LRAlfMkfsgnZECacDRtkaaUQJsABF80ZdRAnhjUblFH5ECiayRe+6lEQKZWJGxxRuRAqYDkdjm61ECtVfR2SRWkQLCrVHkIm9RAtzN0bwj0hEC6l0RjU/PEQL2ixHJHZhRAwdOEUGebBEDHWhR3G2UkQMtrZG/BNHRAzpcEcNouZEDRU8RnEAr0QNZnxHoUhfRA2j8EdEHUJEDe6kR3HL4EQOKABEnmqYRA5h7kYb5kxEDodzRyV4N0QO1jBGtd2LRA78LEapxjBED2EaRmlCa0QPmt9Ga4/JRA/gpkePoHpEEBqmSCwycEQQXsxILXnARBClLkaZAbREENb8RvcBuEQRYBRHouZlRBGi2kZcWKpEEdqRRpsd90QSGZpFI2mTRBKw5Ec867pEEuRCRku3ckQTGptGpwdeRBNd3EUDGYdEE7HHRPBUM0QT38ZG2njPRBQE+kdwQGpEFCj0R7oMhkQUXBlHtVTPRBSbnEcpbp5EFOG+R4wWj0QVEqJGkEDWRBVDzUbdMyNEFWAARhqrwkQVlohHnPujRBXcCkcmPlNEFiZ4Ro1BmEQWWuZHYPEIRBaXvUcJo9ZEFuVxR/RV0EQXJj5HQkr/RBdib0ecApJEF6/0RhjemkQX4j9Gxub1RBgffEZQcOhEGFzYR7B1RUQYk0tHpe4JRBjIcEeX8wBEGPQgRzBJLUQZGoRHfTNIRBlkRkc9QZJEGcTzRbly90QZ70RGrFZuRBonVEa4DBpEGmUSRYtrl0Qa18FHii+xRBr7hEaNjbFEGxy0RyaVLEQbXuVIbLzKRBuSSEctEWFEHB6eR0thr0QcTFRGd0bmRBxoikW0QktEHJpxRl1e/0Qc1zxHEgOTRB1WkEYr69FEHZl6RsiQJkQeHfZF1DCTRB5fLUaqE6BEHqApRb0eCEQeroBFByZkRB7e9kcaFU5EHxcaRv1ZkkQfYQxGnCqfRB+r/ketzB9EH+RSRgWOcEQgJPpFkCIqRCCa0kcelHlEIO8iRylmYEQhk/xG8IBuRCHVSkcRHJpEIiKYRtZ52EQiXyBHrNCCRCKkXEYM9IdEIvg3R6Tz6UQjIPJH88PSRCNm7kdUujtEI9b4RyWxj0QkAANHPPYqRCQptUcE4/9EJFYKRyY6xUQkotlGi9PVRCTpfEYpn9BEJPhQRWLExUQlHwhGE0JYRCVXakcuR1REJZq8Rxu2JEQl3iRHCo2XRCYh7EgO+whEJlwGRxpBJEQmoMdGLHxjRCbZRkY8rM1EJzRmRgWqxUQnYtRGzH53RCeDJEcqVT5EJ7XLRtzp/0Qn5HpGAxh2RCg2TEY0cEVEKGIpRt8jL0QomzBF18A8RCkvMkZvDkZEKWPMRtV4AUQpmHhHkWB1RCnizkgHWlVEKiOoRxVHnUQqYkhF3WdMRCqhfkWMyYhEKsqeRwjRy0Qq8GpF10oLRCsiAkdWNkpEK5rlRjdkL0QsKUBGaxsARCxZUkac2pZELNsmRsPJK0QtN1hGyEHERC1FG0XU+5NELWlWRqj0lkQtpaxGvoWpRC22cUWJCZRELhH4RpP4ZkQuSjFH0BRoRC5w+EbuPvZELpbGRdpOH0QuqbpE2z6pRC7pEkcuoqNELyIURYF8pEQvaodHrdP8RC/jAkb4wNxEL+1JRcLK30QwJoxGdBRjRDBiZkePBGpEMMm2RkNHeEQw7iRGMuprRDEf90drR6xEMWDqR81KykQyFQBFWur+RDKI5EcNDNdEMtUoRxmqJUQzJmNHBwZ4RDN1DkeL23ZEM+g5RsZ9yEQ0GL1HZQeNRDRaAUf1AcdENJJtRqcYVkQ018JHCrA/RDUN+UYdzxdENT5BRzI7/UQ1aONHhhIcRDWVR0a0Q2hENcwXRmQdm0Q2MNlFI+wFRDZw1kZyL6lENsTGR1PhnkQ24yhGjiIoRDcO1EaIAJBENzBfRmdpGUQ3Y1BG9fMZRDfohUeCM79EOCqkRp62zEQ4ahJGKRipRDih90c2VbhEOMcaRzmiyUQ4+B1GIH6XRDkhxEeRnKNEOXYORnv8s0Q5t49HsigqRDn/9EdPbl9EOiluRi3tpkQ69n5HgFP2RDsXREXTXcZEO2RyRjqnTUQ7xjJGgbwlRDvw+EcVAqdEPGwbR4/Pp0Q8gfJGKI7cRD1FVkflS3dEPa18RuJcCUQ+MR5G00kbRD5cEkaoSnhEPuw9RtaCDUQ/KMtGxdmQRD9o5UZZxTpEP56ERUpdskRAM3lIBrtUREBqZUaEU21EQIqLRwpLK0RA7G5Gu7xkREEbyUZ9iJ5EQWFYRlaFNkRBqm1HE4ETREHUAEVzDVVEQhe4RskiV0RCKKdE5LenREKc60bYVjNEQuCCRu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    </scan>
    <scan num="1422"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="131"
          polarity="+"
          retentionTime="PT1990.72S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">1012.481384277344</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">Q0gwAEStChhDSQ51R5ANnUNOKMVGHDLLQ1EKiUWXSFJDUlI1Rpu0kUNXE0hFtN7aQ1sG10YLgYRDW5G4RVtm40NfRN1GPy8MQ2RSMkcEzndDZU+kRkM4WENlywpGgcHzQ2cl0UXKqbFDavmCRrH36kNsKnFGJOx5Q28z50YE/4tDcTLNRTlFZEN0M8ZG8ynqQ3VIMkVAtAhDdyboRwmt40N+I51GD+VEQ4BktEaEaptDgJ9ERj4oAUOBIbtFMrlmQ4IoE0bCjdZDhI6pRpQcr0OE/dBFQK7FQ4Wg9UbOhF1DhoTDRwon30OHgTdGfzZcQ4h6CkV2wgBDiqIARRSxQkOLVhBHXfrjQ4yqNUT7NHNDjRcYR1ySRUONqChHFj4jQ48rLEa8UB1DkB4fRooTPUORoaxF0wyNQ5OatEaHPmdDlCWHRgzb+0OUenpHMf6oQ5Ud+UeugmdDlZJyRuWEjUOXIa5GD6qCQ5iSTEZKlHdDmjOYRho0Z0OazDJGhQrqQ5upRkbMsNJDnDIPRlqdfUOcm3xG2U2/Q50qTkanQlhDnbQ7RxM93kOeKuVHBAbeQ6DppkWSGINDoZqlRzL4eUOiFSZGlWHlQ6Os4kYiuPFDo/w6Re5ME0OkfrhGawddQ6WlSUc+ANtDpqI0Rz00GUOnanJG7T9XQ6gohkbpY0xDqS+LRxc5eUOpm9JHq3UyQ6owIEfKt0JDq5xGRzsiI0OsHOpGTcorQ63yAEU53VtDrymGRUKpmUOvsgxGZQePQ7E6PEaMtJVDsaBCRzrxX0OyClRFxlkgQ7KkSUfTTVFDs4WQRUsVsEO0abpF3FDeQ7a5YkZS0UdDtxfcRq54HUO3tOBGlN/pQ7izhEejAntDuUKORxCZs0O5rG9GZfswQ7oYVkbeIQ9Duo1WRRzxiUO8MadGDEyaQ74yzEaNhiVDvwWJRkrg2EO/svZHs2xoQ8A6u0bCNZZDwLk6Rnn3N0PBECFGJUKpQ8GoO0cFa4JDwkTCRrWHdEPDoeZG7iN+Q8QpYEdqMEVDxKzmRzW90UPGaE5H69JqQ8atgEe64p9DxwguRqVCQ0PHq1ZGhEEfQ8fLLEWgSjBDyHgARKnsjEPJFL9GNXehQ8luHkaeXcpDyi/nRcfQAEPK/axGz7TcQ82fVEdGjqdDzhtQRs4IaUPOpMpHBPr0Q8+fNEdRjD5D0CO2RzvytkPQkTNFf0ogQ9GyUUefx6FD0ibbRra4TkPSrXxGFgaFQ9Uxv0WNDbpD1ZUgRt7v60PWanxG7vgeQ9ayNEbydx9D1671RvbFnkPX9nBGxLdwQ9gzoEZyF79D2rMjR4JDsEPb0rpHO6iMQ9yp60abPYBD3asMRkGJD0PeNVVGTlaMQ98rL0ZAz71D35xSRszNqEPgMaBFfr4rQ+CZ8kcNL1JD4cKqRa7FiUPitv5IDES2Q+MSMEcYCK1D4yyyRnFAsUPktjlGlnl0Q+U9hEeOS19D5ay3RYVff0PmLQ1GOKJeQ+ako0bbYk1D5wZdRnFX/UPnwxxEqEnWQ+iyK0eJonlD6bGjRziVb0PqJrVF4XAIQ+uwAESZLORD7DcVRZ/Wf0PskbZGfY8fQ+1KoUY9JRND7buPRWPpo0PuFoNGpGqBQ+5sA0Y/fghD70JFRt+nEUPxISpGsx4aQ/FqfEVpLU5D8yx/Rh9my0PzvLxF1ZwrQ/Qu2kcMzqtD9cWQRpocGkP2QcBFCkGuQ/awAESYqVlD9zhKRnrNvUP3vA5Gm9d5Q/hBz0dIXVVD+LK1RqZNR0P5SRRHAUJmQ/u01UdC93hD/CLzRzdxpUP8nFdFLiK0Q/2owEanBi9D/k3mRmGXsUP+scJGCeBTQ/8OJEdFE1ND/0TbRtTRMEP/3D9HOp1GRAAa8kZ7m6lEANrERznCoEQBF/JGzCgMRAFYaEaPqAJEAYssRu6vk0QBzBZHPXzjRAHtsEYqXMdEAh3ZRhV9M0QCXpZF7J+0RALMeEfHkeZEAwZJR4njQUQDSR5GkEWHRAPeOUXEsKhEBBbORZI0OkQEVh5FJn3YRASef0bHL9dEBNpGRmcUEEQFDjRGXslvRAUglkVkizREBVqmRqwX9UQFmaJHJU/MRAXg/kaY9l5EBi/IR1UOjEQGYdBHu1CKRAbVMkayLi1EByjyRiROX0QHT+1G2ubhRAeiZ0XyzKhECBGCRl1CSEQINABFNDQARAhmnUbRZBtECLaIRwwSZ0QI2phHMln4RAkf2kdEx4VECVl4RzkXgUQJgFRFqx1gRAnCkEcQW2VECeU4RvDfLkQKKnpGNk0HRAplGEbDXO1ECplvR1T0VkQLINZFheJoRAtcA0aAgUFEC6iCRqRXMUQL3SNGnJ2/RAwfZUXlDihEDGD3RPrVyEQM38ZGubfnRAz+jka/2rxEDWMTRqVoDEQNoatHxesQRA3cW0eVsMlEDhegRMoe40QOZ3RHGNSRRA6XSUXMQtVEDuBeRyk4g0QPJYVFWYi4RA9nrka3BLxED6x0RqOtRkQP5aNIAREWRBAgDUebEXREEGSdSA5XhEQQpKpICV0nRBDx+kZscpBEEWKSRmP8G0QRm8xHj0XDRBHjxkbhUQBEEiSKRo4NO0QTGilFdPRDRBNW/EX14rBEE+S0RyC80kQUBchHOjpkRBQuDkW2HAlEFG75RyAL0EQUm5RHGRgfRBThqkgRtTpEFSA1RrK26kQVYKxGhdY+RBWiYkc1GNJEFhj+RxCWvUQWUzxHZJpjRBaLskesnV1EFqrhRu4b9UQW4dZIDTvTRBcjIEeKNilEF2DGR4TQVEQXoRBF9Br4RBfekEakbddEGBuFRw2twEQYZBJHnJxnRBif4kYt7AxEGN3iR0lPtUQZK8dHsOQnRBlqCEaEEuxEGa1qRsO5gkQZ2yJFo8bKRBptHEa4aoBEGquARqvWrkQa4hRGjt9nRBskS0f4AzpEG2D2R7X8ZkQbqu5HSfRKRBvkSkcoXgdEHBqyRr+efkQcX5RHi56nRByj9kdx/MBEHNliRoC4n0QdIDRHmulvRB1ShEc2qcNEHZFWRwHHZUQd1SNGhTufRB4nQkc52nlEHmRPR4SVh0QeuCRF+CzrRB7tk0d4e85EHxhyR6u8TUQfdVNGbRJMRB+lOEcnDnFEH+KgRiF0zUQgKQZFWnCtRCCLekXr/dBEINy2RbAFuEQhO0BG6WSJRCFvVEXn6UlEIaczRddBBkQh4l5HVO45RCIi/UYiAIREIlaAR/QnREQicclGXI+bRCKahka+didEIuToRd8ndEQjL/RHwEGnRCNhYkdJZoVEI53ARijXNEQjx4dGGJooRCQBl0WyZkNEJDAYRpJXt0QkYTBHFZUZRCSiD0cDj+REJOBYR3GP4kQlE3BGNHy7RCV5mUaFlBREJaH4R35NPEQl8hdHf1GCRCYhJEgDV0REJmRIRxT0JkQmq4hHyAXoRCcAcEZr85dEJy6cRS7B1UQnbSZGvCSmRCefUEdLQiFEJ/AARIxyOkQoK6JHL7s1RCh0q0Zt36pEKKBXRU9cgkQo5PpGR7Q3RCkd9UcPyC1EKUQ0RvG7uEQpa71Ha8OYRCmXjEc1nbNEKehuR0bZvEQqJKlHGvFzRCpZTEcKsudEKqf4R0P/wEQrFg5Gw1l1RCszPkYejjREK4yARxPCZ0Qr7SpFEEqRRCxrQkZYhElELKQARLxTEUQs3GJII+sPRC0e8EZV+axELWgmRx3osUQtqoxGyiUzRC3kikdVxA9ELis8Ruc3CkQuXMlHO8i9RC61DEaoMtlELuKeRt0k3EQvDwxFGu7xRC8kSkTuzvhEL2pMR1bKVkQvnuhGjMZ2RC/xzEcY/XpEMCWyRrkJeEQwY75G1pBgRDCnF0dgD1xEMOV4Rp9fTEQxKYdIL2zmRDFpAkf+Z2REMaRpRTUIqUQxvABEuTp7RDHfUkYLQVhEMhibRzvnNkQyVe1HtodTRDLhtEYx6oFEMx2yRxsFq0QzZABFD7P8RDOd4kcKrUFEM+jgRd680kQ0LMhG5YsrRDRmtUdei9xENK1FRvFg7kQ07NNGy1kkRDVhgUeq0eJENYitRcKlNEQ1y95HKR7XRDYPeUecRNNENksIRq9AkUQ2bfBGl+qxRDafbkc/62BENu/XRi9mB0Q3ZqFGPvjxRDej6Ud0z0dEN+HVR8iNFUQ4C1NGT1OFRDgwAESTp1JEOGDAR6DMQEQ4h/JG1/j6RDjzCUaCLZ9EOSJuRtRyR0Q5RYxGiQKPRDlzn0ZWj3BEOaF8Ru74akQ55T1GuBPlRDoRu0bpopZEOmInR8sa30Q6qrxGU1urRDrq60emtmREO3MURt8gAkQ7m7xHAyuZRDvqVUbXXh9EPCmpSDN5/UQ8Yo9H9YLmRDyZkUaekrJEPPKURqg/p0Q9TqVHfnuzRD2u4kcC/BBEPb0LRZlrYkQ99TRHQ4EYRD4jv0Xd5WpEPmY1RblBXEQ+mPdGHZVpRD7d0kbIUxlEP0zrRm9qg0Q/crJGxskwRD/ovUaRFRJEQDxsR8Oo2URAaStHBF0aRECcOEdipjFEQOnSRxTNmkRBJEpF47rOREFsiUdcsAlEQcmAR0q2e0RCBX5G1ZPVREI8Y0YQQz1EQl98Rpo+p0RCrglGvCSjRELvKEbRPGFEQxxKR8p5uURDcmRG0hpSREQyrEai4+pERGXsRxtIS0REpLJG+exqRETt/EdcpopERS2oR1zYI0RFbP1G+A76REXA2Ua4kBtEReUvRs3JhURGExhGw1l0REZqD0c7vY9ERqlbRYJJn0RG33BF4v5ZREcj8kf43jBER0TRRtRBcURHdjRIB4njREe4SkdgGphER8TdRiOHhkRH/KFGuETzREgrSkPEkdBESFbkRbDQPkRIsFRGkn3zREjioUbRtnhESSuZRkqZOERJaaFHSYY2REmoJkeOFOxESdQVRoQcIURKNxFHazAGREp/N0cR3yJESrDWRp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xGPwCFRLEsAEUBxpNEszqkRjT2uUS07bNF8KYKRLUsPEZEXAJEtVxeRaPu9US3vqZGu/tCRLgxgUYPeVlEuYoARPGmUUS8E91FxsjjRLw3f0cfvXFEvTx/RoZMgkS+JqpGqNY9RL+tHUXrfwREwAimRhrSJkTCQyJFDVZCRMQLn0cHfg1ExEbARj57qkTJZHdGinEMRMpEBEZSYO5E15FzRa72nUTftRdGbWbpROJ4BUXcj4BE6gZmRZcBiUTqWVVFTu3YRPRLfkYFtrdE/kkURlAEu0ULjHxE6/gt</peaks>
    </scan>
    <scan num="1440"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="121"
          polarity="+"
          retentionTime="PT2016.63S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">930.526672363281</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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xHGumXRKzrEUaETF9ErQcARiANu0StZmBF+esiRK6YrkX4wS5ErtidRo+qGESvQIlFVBDKRLAT0kbEfk9EsIm0Rw9N4USwouNHFnbFRLINg0Ya6P1Esj/aRiQDlUSydYBFnjF0RLUkakXj+WBEtgaoRpxJSES2YoZGB0L9RLls/0algOhEueRlRlV9uES7cnRFePrzRL3OrEYQdtJEwBLQRfVAvETBeLpGCFgiRMHPJUXfaVJEwgCoRmCTZETCXoJGO1E7RMKAOUcXTSZEwx0VRpYNmkTExgxFX+PcRMmLI0UwridEybgARX/syUTKcnhFcAUHRNHSmEYGZytE1Z5wRjyc5ETbCsBGV4myROScAETWCXFE6MV9RwbE9UTr2MdFKo05RPQUaEYKpgA=</peaks>
    </scan>
    <scan num="1446"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="105"
          polarity="+"
          retentionTime="PT2025.65S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">768.797058105469</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="1464"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="149"
          polarity="+"
          retentionTime="PT2051.86S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">664.766540527344</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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