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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="11"
          polarity="+"
          retentionTime="PT357.976S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
             byteOrder="network"
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    </scan>
    <scan num="464"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="227"
          polarity="+"
          retentionTime="PT682.217S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">866.260559082031</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="366"
          polarity="+"
          retentionTime="PT699.616S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="279"
          polarity="+"
          retentionTime="PT725.998S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">694.910705566406</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="506"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="348"
          polarity="+"
          retentionTime="PT743.49S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">559.113342285156</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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    </scan>
    <scan num="518"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="404"
          polarity="+"
          retentionTime="PT760.956S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">511.927032470703</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          msLevel="2"
          peaksCount="657"
          polarity="+"
          retentionTime="PT778.425S"
          msInstrumentID="1">
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    </scan>
    <scan num="532"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="513"
          polarity="+"
          retentionTime="PT779.793S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">775.745422363281</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          polarity="+"
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          polarity="+"
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          polarity="+"
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          polarity="+"
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    </scan>
    <scan num="556"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="444"
          polarity="+"
          retentionTime="PT813.103S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">636.537109375</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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             byteOrder="network"
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    </scan>
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          centroided="1"
          msLevel="2"
          peaksCount="602"
          polarity="+"
          retentionTime="PT814.134S"
          msInstrumentID="1">
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          scanType="Full"
          centroided="1"
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          peaksCount="635"
          polarity="+"
          retentionTime="PT815.421S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          polarity="+"
          retentionTime="PT818.499S"
          msInstrumentID="1">
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          polarity="+"
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          polarity="+"
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    </scan>
    <scan num="590"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="362"
          polarity="+"
          retentionTime="PT855.257S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">564.968811035156</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
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          polarity="+"
          retentionTime="PT884.525S"
          msInstrumentID="1">
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          centroided="1"
          msLevel="2"
          peaksCount="536"
          polarity="+"
          retentionTime="PT908.559S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          polarity="+"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="459"
          polarity="+"
          retentionTime="PT940.56S"
          msInstrumentID="1">
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             compressedLen="0"
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          polarity="+"
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          polarity="+"
          retentionTime="PT959.223S"
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          msLevel="1"
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          polarity="+"
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          centroided="1"
          msLevel="2"
          peaksCount="487"
          polarity="+"
          retentionTime="PT1065.47S"
          msInstrumentID="1">
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             compressedLen="0"
             precision="32"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="252"
          polarity="+"
          retentionTime="PT1362.05S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">565.361083984375</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="1130"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="152"
          polarity="+"
          retentionTime="PT1576.21S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">523.408813476563</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="1250"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="180"
          polarity="+"
          retentionTime="PT1749.5S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">522.445373535156</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1316"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="145"
          polarity="+"
          retentionTime="PT1843.8S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.207427978516</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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dHP8f7ROrXN0WL1eFE7KfkRuanlUTtjRtGH+oPRPGMj0Wx259FA/hSRzH9IUUJ30JF35tv</peaks>
    </scan>
    <scan num="1328"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="110"
          polarity="+"
          retentionTime="PT1861.46S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">413.972473144531</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="1334"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="139"
          polarity="+"
          retentionTime="PT1870.45S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">452.418762207031</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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</peaks>
    </scan>
    <scan num="1340"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="168"
          polarity="+"
          retentionTime="PT1879.11S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">593.922485351563</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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6mPEQ5Lt1Hq81SRDlxvUVR2NxEOedhRpihjUQ6GgNGHKR+RDpaq0boLOBEOqxwR2XzC0Q64lJGPBrhRDsF5kcP/uJEO0B+ROaSFkQ7kbZHatRURDvF4UYLzn9EO+aYReZ1T0Q8IkhHvSTpRDxI6UdfNeVEPGwARhCoIUQ8ocdG09WbRDzt6kWCOspEPS5SRdA1jUQ9XiRGvTTqRD2kb0a7GF5EPeD/RyaeKUQ+Hl5GyNb6RD6u3EWx69lEPt6GRgeqi0Q/UzxGTpWnRD+FS0b1VMhEP+X5R787akRAGClGaOB6REBWTEYzOX9EQGaVRSZRhURAly9F7GeIREDW/kcSWO9EQQmyRk+vM0RBaOtHgJSFREGzbUYsiaREQduWRqfXJERCFRtHWMx7REJk00aw0vZEQqQLRyVnlkRC4wNIJdgdREMoVkaUO6tEQ1+ER36+VURDoq5Hqwt6REPYAkWYks9ERCI1RxUvgkREX+pGw1BBRER/HEZ3mydERLIcR01UxERFI/5HSTlUREVPDkeoLhdERapOR2/k30RGIC9HYb67REZqA0dcImFERpWWRh3Aj0RGtxNGJtsTREbeakc/EnJERyJeR4PCe0RHZ1hHbMQpREes1Edbh8xER+fDRkyK90RIJtlHLHM8REhac0ZU69dESHh1RXEGcERI5G5HeZ3aREkj80eKr4RESWMCRy5K60RJnfhGp3n1REoVXEaB3zFESlmBR2PBbkRKimhHEZKcREurAke8XKNES+flR3Pcd0RMKi9GoBl9RExhmEclQddETLxUR2dA+ERM/zBHM3DuRE0yREafOr5ETXDSRugANkRNpupHKa/HRE3st0d36HxEThjAR2KfTEROS/5HDoi/RE7a2kcf1jxETwNjR2HaJkRPMj1GjJv7RE9h+EX9cDRET6CMR1QcsURP95xHGMLuRFAdm0YT4+1EUGazR48BxURQiPVGqJPeRFDjiEc7UbtEURX8RoTHIURRN79FhWNZRFHFVUasbO9EUe1NRngCo0RSI8JHsewaRFJcCkaJFgtEUogjRitKuERSv4NFq7MGRFLw1kZt49VEUzMrR1TnZERTV4BHEn0sRFNmCEYD05lEU4juRmtqlkRTw4VGgjDvRFP5IUcIgr9EVDCYRwTMpERUbadG7C8sRFR02EWu8uREVLE2Rq9yZURU4IFHKAY7RFWCWkXlqRdEVacARmLnUkRV2NdHFYFMRFYxGEaQ4O5EVq0+RrVpBURXCABEwyWMRFdY1EcSBW1EV3t7RnNCdURYA2ZGze2PRFgvx0ZGm41EWGQJR1AWt0RYrR1GtqyNRFjlSkZCrVBEWTUeR06xNURZc8xG83A4RFnUU0aJSMdEWfwTRfCIHkRaL1xGhnrJRFppB0T4Gy5EWrzbRse1WURa8atHTKosRFtIWUcZ5LtEW3ZhRnh9ZERbr+NHizidRFvApUboUNVEW+j9R36ot0Rb9mFGSUwhRFw9MkYja1dEXH4FRzNJCERcqq5HKOHcRFzw2EXSCIpEXS84RmbFyERdi2JFstxRRF2tqEbvc+JEXf6wR6EPfUReMhFHGHlXRF5wuEZCTQJEXr/GRxlyykRe+6RHfjMZRF84Mkdfk2lEX22jRTT/HURfrP5HJmq3RF/8RUZ7LM1EYHnyRoHMHURgqExGquwmRGDaj0Vl+IpEYSKcRvYb70RhcEVHLx8KRGGnXUcFyeFEYcSjRneDcURiAchG6PZbRGIxWUc/ba5EYl4FRxdU9ERirrZGxZJuRGMWq0S9enpEY0avRd9aMURjc1dGyfqdRGOvOEYkkvtEY+9VRwGjp0RkFvpHUTEGRGQ+JkZ+J7VEZHF4R4RPHkRkzYxGvmdlRGT7T0c525pEZRdRRu2h4ERlUiBHJvA+RGV0AEUdS3hEZcIkRt8IdURl+uRFg7L7RGYtcUTs7hpEZmajRixE0kRm5JxG9w9GRGcnaEaBxjxEZ4MlR4o4H0RnqXhHVAETRGfpoUdc9IBEaCEPR3gZH0RoWalG91nlRGiBCUZRIsNEaLc8R1Fa8ERo21VHp50KRGkAukZp0HREaTX5R7WnEERpbMpHiTP1RGmEAEWhNqFEabq0RnKr8kRp4Q1GtvopRGo6zUccmuREanpfRk16nURqrJxFnsoJRGre0UcLRttEawX7R0QaeURrXStGhNenRGwTuUcyx7JEbDhzRueYlkRsZtZG2VAGRGynHkcmgP5EbSK4RblrIURtTl9Es5gFRG1yW0ZEA4xEblDgRY2LnURuhcVHKM9NRG62fEZNGLNEbvoXRmTGC0RvNJtHcdK6RG+CHkeZePBEb7USRzsNpERv6/hG0VGURHAzgEbfe4FEcG65R6IjskRwptBHEqZ2RHEEmUYY+5FEcThbR6wgBERxhi9FToVfRHHB9EVM6U1Ecj06RmlLD0RycU9F9GpiRHKmdUcTo2pEcu4oRswK00RzOk1GqZksRHNyTUbk4J1Ec8KTRppy90Rz0cRGCARkRHQCvkbePJZEdDDrRtvickR0t8tHR7xTRHUOmEcC7U9EdTL/Rwlmy0R1XrVGXBgrRHWFckYEF+5EdbZJRyJbl0R1yABF9L//RHX5ika+5U1Edi9DRoiNY0R2dK9Gm85fRHagr0cXW6NEdr1PRlKOmER28JlHKGqFRHdAi0bsUntEd3UyRxuH/ER3uLhGspb2RHf1eUZD+NREeCK6RVe3ikR4fYJG7qbtRHiks0cD3+FEeOptRxa900R5QexE7i7rRHm4E0a2SihEeiZrRy8J10R6XSlFpOnmRHqg+EUSHhVEevkwRySIf0R7M9RFt7J3RHtnK0bJnVpEe6qBRtAquER79ORFatSCRHw2OEb+d9xEfFn0RhHAcER8huJF6vyqRHztxUbELoVEfSXuRxUOGER9iuxGfY3NRH2y60XMt8FEfhhaRw7T6ER+ZKpHNDzhRH6WiUcFq8BEfrUfRnqYw0R++ABEmOuFRH8anUaRA+FEf3HDR3Npd0R/0GBGpcyoRIAD1Ea5T79EgBtURjF/YkSANppGGSUNRICekkc+hHtEgKlURpKzpUSAwkxFp5MeRIDbekW48VJEgPHNRp2UGUSBFrJH71TiRIExAUbMVypEgVQjR4iGV0SBZABGUEddRIGBMEbuR71EgZUmRrCH+USB0p5GqYPURIHnMEaIMfZEgf1FRrp2pESCHJJGVeWgRII8sEYr8HFEgl3ORlQuxESCt1FFzlZDRILZq0b1L8tEguV0RWmOSkSC92JFc9z4RIMf9EZvTpdEg0boRzzYMESDY5ZGzxd+RIN7rEYvfPZEg7oARKTyo0SD95pGNoynRIQ5d0YPQ3BEhFKuRbzSFUSEe4xG8eptRISkqEekZxdEhN52RumhukSE86RGKLfMRIUHrkbP9HxEhRoKRj8FTUSFOE5HgsFcRIVY4EaUDNREhXtfRitm80SFnKxHM/PnRIXFS0airoJEheKuRtY4YkSGHURGjOSURIY3XUa1cgREhmVhRiI+yESGm6ZF+t6XRIa/JkcgHNVEhtg0RxAXq0SG/WRG7bFhRIcWqkbPhsdEhx00RcKig0SHPgBEewc9RIdqjEaNPtZEh3+5RX/XfkSHnuxGxIXLRIe0xEXKh4REh+fgRcAn3USIAyVGyeT9RIgfBEU1P0tEiG5yRb7HMESIhr1GeNXgRIi4rUXJ6SVEiSExRfQByUSJOWBHMb6URIlqaEYiYXdEiZssRgdR0ESJvH5FarOZRIns5EdEtyFEif87Re5sGUSKHhJGwW9FRIpBzEa5jfdEin3MRp2XwESLPzJHIi2pRIt7W0ZUM0REi58xRclLL0SLuwBG4a1fRIvyD0cJkD1Ei/lQRd+xCESMAnhFgQv6RIw+tUZtIu1EjE+CRkDJY0SMfXBGL8qJRIyhFUZuiUdEjNpqR1Zpv0SNFlpHVo44RI1doUX43RVEjXPlRVYf/ESNkcRGy0UQRI3wp0ZO25tEjk8oRjfXW0SObo5Gu47PRI65yEaHHltEjv+6R2okwESPBmxF9MWwRI8+MkaCC5xEj5CbRlKIPESPtqRGFCCyRI/mtEcV80lEj/3qRhjo80SQRQtEzizqRJBYfEa9fspEkHVbRbuKSESQlpxGHGbPRJC7EkXutJdEkOEyRq2SqESRRbdHaL3zRJFn1kWiCKVEkXU1RWwLs0SRr3dGi6/FRJHDz0WxUHtEkdqkRj9XoUSR8ABEvxuTRJIxfUah2dREkl68RKkskESSeOdGqNHhRJKCTkUV+ahEkq/nRkXL9USSt2tFGBrcRJL3fkWqMH5Ek1egRovzXkSTla1HUNbPRJPdWEXBQzpElATSRzIARkSUHIxGjWEfRJSplkbbMOhElMJwRsMhwUSU3gZGHMKsRJT92kdCTVNElRT4RlOk+ESVJfZF326dRJU/xEb1KdFElX6uRmlkFESVuvxGIZS9RJX9uEY8Q65ElhT2RgQkEkSWOvdHHTA/RJZKAEVfEGFElmEdRpvQUUSWfFVHENTDRJaH+EaFUPNElphYRjg5EESWskJFis0XRJb+CkYCMJ5El4JaRdXojkSXxXRGzFO/RJgqjEawt1NEmEiIRhJsq0SYazNFhKOxRJiKUEbDReNEmOqrRj0nUUSY/oJHHijBRJkjHkZKsbZEmTrtRqDgO0SZhjpGwef/RJmhAEdEDaZEmgssRy6qZ0SaHhhGDLcERJpAd0Xs4thEmm8XRkE3vESa/GdGRGVlRJsmskZgyHhEm10yRf8LYESbgbRFrLVDRJuW9UWnwnhEm9/RRsWwgUSb9ElGpH16RJwnWkcn6uhEnEbmRPo0jkScpsFGBriTRJy2O0WBYghEnR9mRkpS70SdmFVHQxtSRJ3dL0d49CBEngV6ReJxG0SePY1HD+0iRJ5pNkYc9ktEnoxtRho3LkSepqxGch8wRJ76pUZBlthEnxa9Rv0luUSfUXtGvoPHRJ9v6EaK3uhEoG9DRp978ESgqnlGlw7DRKGelkbqaDREocJiRc+neESiRlVHCkbPRKJ4wEUOgPREorL2RgVzKESi37NG4nSoRKMeoEWxpXlEo3NoRiAIW0Sj1qlGSC7oRKPp9EaV1gJEpCCzRgtzbESkpOdHCpMfRKT4tEbVd6lEpSFTRoGVPESlgyJGt9cDRKXEIkaK9IFEpe66Rq1aqESmAj9F1pCxRKZjrkcVhL1Epn4cRgt3YUSmlblGOPKKRKcIqUZyP7hEp1C7Rgpb5USnnnlGNamgRKhKo0bPFnNEqJp+RjOSGkSosMhGawG2RKjgskYzFdpEqQCDRXWdM0SpR7RFyeTkRKlZNkbn539EqjsRRh9/w0SqXRhGTO+6RKreu0YqiZdErDRlRYbIxESsXVhGzstVRKyCpUb5YJFErKsbRblahESsv25GmIX+RKz2wkYF/yFErTazRjIODUSte29GKXZ7RK3bcUaGhZlErpXuRruD9USuubtHJrcSRLEwlkbKMHFEsUAARcTbNESxpT9GHWpbRLI3M0Z23d1EstpXRYI2y0Szx2VF+A0/RLRkkEde6VZEtJqlRwNXq0S2nStGon15RLkBaEWz+D5EuUJjRg4GAUS5oqdGsN5aRLnEXkV/SLxEudtMRnZ6ekS58NtG9nkFRLpIpkbbV7ZEvVp+RZjI4ES/BElGr1YNRMIxbUYerEJEwqp+RuJE+kTDEKRHFwXXRMPh80VJQGlExE9zRczzM0THpxRFLu6QRMouAER5eHJEynUxRY+JwETMyWNGaUO2RNFs90WMTXxE0wGeRi2n3ETU8XVGSrugRNr3M0VXg6RE25p9RUFQCkTkVolFSaS5ROwtpkZwVA5FElCIRhYj5Q==</peaks>
    </scan>
    <scan num="1352"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="130"
          polarity="+"
          retentionTime="PT1896.35S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.521728515625</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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</peaks>
    </scan>
    <scan num="1358"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="164"
          polarity="+"
          retentionTime="PT1904.98S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">595.388549804688</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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    </scan>
    <scan num="1364"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="142"
          polarity="+"
          retentionTime="PT1913.56S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">509.180084228516</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1370"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="110"
          polarity="+"
          retentionTime="PT1922.15S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">554.239868164063</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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</peaks>
    </scan>
    <scan num="1382"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="124"
          polarity="+"
          retentionTime="PT1939.43S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.439819335938</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">Q0kqrkcJ1ktDTSSZRnBgBkNSFslGI8eHQ1Ur8ka4XqhDWyuJR2sBhUNcGV1Go+PpQ2WrRkYP6/xDZyUoRlFkWkNq5ABFMiR6Q2t0yEbutt1DbTd1Rxo0m0NuaYRGtRR8Q3Af+0Zlso9De0OORhG4+EN8FZJGNGc1Q310r0cQWaZDfhvkRmJhk0N/QxdHREp3Q4AphEWfh7xDgKY+RpLhr0OBnZpGvyFfQ4IgU0Y5kQJDgpkzRvE3eUODtyhHgPItQ4SnFkaYowlDhSoYRscELkOFmytFS+a+Q4epkkZlyIdDiZ7fRil69UOKpaJGuZubQ4uTrEeSUEhDjBksR1FUVEOMl/tGpcBJQ40s4kcCTOFDjaJYRxgBBUOOKaJFyJ6mQ465u0Upp0FDj4oARa59ukOQKABExmNJQ5GaIUb3R45Dkgu6RaSjbEOSs6dFU/FIQ5MlyUXL+7xDk96tRspYSUOVm5dGr1bGQ5XqBEWFNQ5Dl710Rr22okOaKbRFi9TYQ5uTaUewpJ5DnErfRcHl1UOcqgNHo5/wQ50a3Ec9AbVDnZ0xRsHUY0OemKVGU0IVQ6CzjUc5n+pDoYxtRkTCrEOiH7BFhKw3Q6Qs4EZry0xDpJhqRYpEnkOlrAlHK2gOQ6YvqEdMpnlDpqKwRuhDSEOpKyZHkB9TQ6mrCEhLuJJDqikgR51Ej0OqnJ1HnpzSQ6xVNEYuWT5DrKgARCArc0OtMYpGbWSkQ645ekZKDcZDrqKgRnO3CEOvofRF1LpjQ7AiQEYhUUdDsKvERRRki0OxJoJHuKk4Q7G2EkatLfhDscgARZO7YUOyLYpGIR1UQ7KxZkf/1QBDsyLOR35sDkOzsH9HDJNKQ7QmPkYCBSJDtaXSRwFdWEO18qxGZsoVQ7aaCkaFJahDt6xkR4lGSkO4NdpG4QSGQ7itFkeDcWlDuTRNR1qGbkO5lj5H4lX0Q7oz0Ec4nlRDulHoRnrGFUO6pTZHPtUUQ7s5TkXEt/1DvCyKRuLdJEO8lVhF3ksQQ70dvEfXzgJDvaaORuuKBEO+LERFCrIZQ76ffkaNzBNDv0PoRiLw10O/rkdH7t39Q8AX/UbEPy1DwK2sRwd2h0PBPcBGC4kyQ8GuWkXUDABDwjThRvKKpUPCqfJG280rQ8Ow3EeyCFNDxDX8RlHboEPEqu5HK6uHQ8T2jEajvaNDxV6aRjaFW0PGXQBINQK3Q8a720ZcuytDxxDCRp+ZekPHphBHq1LFQ8gf7EdbOZ5DyLeBRjuvT0PI8kpFZVrqQ8qXjkag+wFDzDKAR6y670PMujtF9JknQ82ihEXZVdRDzgpgRdHGIkPOh+ZG4JN3Q88MMUTSFDlDz6koR6fr0EPQHj1GutJgQ9EaoUWhQrpD0bH1R06GcEPSMNpGSOnWQ9KUdkUzECVD05XiRR+EfkPUGIBGuHR+Q9Q+XEYZxlJD1LSlRy52FkPVQjhGbAVoQ9WdPEaVLUtD1qSKRTmnsEPXGS5HEEMaQ9eackd3BVBD2BroRauOIEPYn5ZGtCbOQ9joAEWSaEpD2ZneRQjji0Pa9qdGQPmQQ9tMBkYIH5JD27nwRtKQM0PcnSFGo54PQ91aqkZ1bKJD3aweRovz8UPepOpG8WqQQ98vhEcejP9D36B5RVqiq0PgJudG2aH8Q+CWskddEj1D4TutRus5b0PhqF5GurDxQ+IOzkZL6bJD4rvrSDMQqUPi/ExHlOYtQ+O0Vkbiq4JD5C0PRnACCkPkrShGRzQfQ+WjOkfy5fdD5mS6RsxWMEPnvs9G2GRGQ+gjY0aTQkxD6OJaReMpJUPpugtHZ2XGQ+qtRUarhpND6xxFRJYftUPsIrhID/UBQ+y9XkYDjYpD7SE8R4wnpEPtYABGIVCOQ+2mx0an5FVD7vvkRsQd1kPvMUpGTjUZQ+/FBUYmpWRD8TvjRreLDEPx/NlHNrIBQ/K7AkaZ1NRD86v/R3TyaEP0IXFHe01eQ/TCK0aaNtBD9SDxRpp+k0P1sXVG4ZD2Q/XuckaAJbhD9rxWRrwpcUP3RLFG7hf0Q/eqAEaKOJxD9+lhRcW0Z0P4OPdGCqV+Q/iyN0ccVktD+SwiRw/NqUP52HlHkEYGQ/qqZkeqTMhD+yxPRec+f0P7de5GabLqQ/wvGkcaJiBD/SKvRyIyREP9q/tG5WCJQ/4870fOyIRD/p5GRpf610P/NGVH6o+FQ//arUeFToFEABAARekw/UQAXNJGEN/GRADYlEd1tPtEARXoRWfeTkQBVABEiOC/RAGl/EcsR3NEAeP1Rv9/0EQCSgBFgUG2RAKZnEaTezhEAsdkR5g5nEQC6RBGUZYCRAMaGkcIYPBEAybORdnbXkQDXoNGUTqORAOW8kZlEmBEA9UsRoNuhkQEHaRF54gwRARhhEcB5B9EBM78RzemFEQFHjBGqnPCRAVfzkeZHVNEBblKR5CcskQGFPZGdFNdRAZgT0cZ+blEBtbZRdkgMkQHEj5G6AzKRAdcDEgIWbNEB9vERsR/XUQIGTNFFMW2RAhuoUXgcDhECOQIR1xveEQJHK5GlZvuRAlgWEdOH49ECaCERpaRr0QJ2yxHAkbIRAosPkZ6ac9ECl4kRh+3sEQKqgBFCn2YRArs2EcDNqVECx76RwjF20QLWz5Hjo4WRAt1nkZoeEdEC50oRrVeKEQL2FNG7Mi7RAwT+kcDZ+dEDCAARkbhaEQMfudHcPq5RAzfvEaOv9hEDSo/RuiIC0QNWohG78chRA2cWkeTQz1EDd5uR7MDfUQOJSJGPiCqRA5pU0Yx4oREDqDAR4G0G0QO2ABEhphrRA8ipUcwFwhED3amRyvjl0QPmz9HhB2xRA/jDEgRYa5EECFOSBSY3UQQZLRINTFHRBCngkcBppZEEOuSRr1b4EQRKntGYmGxRBFo6EcpcZdEEZ4tRrbD4UQR5hRGsCswRBIljkWGab1EEqSqRxox+kQTIoJG3ensRBNXrEcYYJ5EE5+ARdst4kQT14hHeq8SRBPhqUYDh1FEFCGORhr8iUQUZeJHOzGnRBSZE0cTErZEFOUuR3J000QVIMpHcdGBRBUsAEYOfhFEFWrIRzAwYkQVqFpHbf99RBXj6UeKB15EFiZ7RdXhaUQWa+RG4yn9RBagSkchHHBEFuIJSJQS30QXHhFHJqYeRBdh/Ecb8C9EF9xaRyzk0kQX+/hGkaGYRBgeBUaSnVpEGGWaRicRU0QY5rJF7jg6RBkbhkb87+5EGWaiRcSqdEQZnMpGqVSWRBnvlkX9d+dEGkfIRtaVX0QaZfVFqm5dRBqbZUXWGmREGuCAR3sLcUQbGx5IBln+RBslMEahh01EG2XER/dCuUQbnsRHKvexRBu5vEZNo2lEG+TnRXI5cEQcFWxGXRJpRBxa9kaYiyVEHQHIRxxAD0QdJABFITVpRB1idkY+DDREHeOSR19oqEQeGSpF3fdcRB5mDkYTrqFEHqK7RxkREEQe2QJHQSd5RB8cjEZ8L1VEH1zkRu2SxkQfrRJFsWCfRCAFMEW5Tf1EIEewRyUEnEQgicxF8PsHRCE6vkXHNdFEIWDcRgTy6kQhnqlF5yGVRCHcjkdN8gFEIhlgRumokUQiWhhGiLZORCKyekdSvA9EIvBORtRgj0QjIv5GsSI4RCNkhEcf8thEI5fIRrSVsEQj3fBG/WU9RCQ1HEUklgZEJKSsR8SMKkQk6XlG7qmtRCUeqEft4fJEJWHORyKm40Ql6lxHq7JcRCYc9UfB9ZhEJmeQR4eu1UQmpZFHvZS/RCbkcEbw/7lEJx3AReE1hUQnYOpFXDfnRCeakkaAqudEJ9t+Rret8EQoKe5HUCTnRChgGkTZHt5EKKoARjLMFEQo7yZGjPP8RCleq0fWXWFEKaDSR+8IuEQp3sBHYn9dRCof/Uf3wQxEKlH8Rqq5xkQqhSpEqFfaRCqqREZDrFBEKu8iRYRdqkQrVtNHN2FKRCuTDEY7YtJELB4yRp3bkEQsUrRFI8UXRCyhf0cPgB9ELOFtR3wtS0QtIgRHLANKRC1bnkeoybRELZgaRqylFkQt3WVHbhOVRC4mRkcVSpxELmoER4dpx0Quk7dGyCHcRC7VDkYFiBxELvpaRvOyqEQvNEtFDZdaRC9as0auFOhEL50qRnfgPEQv4KBHXD0rRDAgjEb8jsVEMFwKRzbd0EQw0ohG+oBWRDEjSkfRg5pEMWngR076BEQx2a5GyozJRDI2pEbwbelEMmWERyR3EEQyok5Hj3BDRDM0GkdaXl9EM1leRrE4WkQzm5BGCDPcRDPpMkY76FBENCHSRrgBekQ0bvlIG55lRDSp+0hKlFNENOwlRqzIE0Q1IytHBEwyRDVBB0WLBEdENW1pRnHiDUQ1rT9GEoMkRDXf+UZ4V9lENglyRjhbyEQ2L2JGw2flRDZgRkbQWH5ENqanRexugUQ26H9HJx6qRDco9EbF+htEN2eARr9dMEQ3quZGCYh6RDflGUeT8JtEOCbPRrgGK0Q4bgVGvyR4RDicDkYS9ClEOSibSA3CGUQ5UydHLhqFRDl49EZE9s1EOa3FRqBVFEQ55o1GlEOzRDojXUb7m7lEOmmFRyE8BkQ6sANHFw7vRDri0kWa+IFEOywARHGN4UQ7eLtGAUyXRDuyz0Y1YZxEPCeJR4ioaEQ8ZTRHyaxxRDyb0ke2cptEPSJDRwlpqkQ9XRRHBKkPRD3fX0b6y3hEPh17R95+X0Q+aAFHVzw9RD6fTkZjw3NEPud3RwzG6UQ/CjRHTpjjRD+K60cvjEVEP7OnRj2dzURAbM5GprdnREDeSUdcL1lEQSDfRjMql0RBYLVHD+1MREGkXEa+t1REQeTeRt9KAERCMWlHWWfDREJdjEdBW7FEQomxRoD+JURC5kFHJwEsREMo8kblTEhEQ2akRp0P/ERDqShGEHi0REPyeEWjrUdERCKuRgrOu0REXEFF5GPyRESHbEaiFuNERLzvR6Hp7ERE7ABFPUKzREUqsEcCoF1ERXCTRwII90RFsFtGxXnWREX5fkZbSD5ERi/VR76/UURGazdHyqakREaamEaGfrRERsYzRs1RDkRG67hHABnzREcjZ0ZQwopER26dRlnriURHp5VGChmIREfzgUZeGoNESHL2RkDpmURIrXxGubdSREjmWEc1ld9ESWvfRyLKxERJoiZGnRzPREnlkEbilVVESjdARsqCxERKdTpHJzy3REqr1UXgMPlEStvWRk3wkERLIqBGYmZSREtmTUY/OJJES7BoR8HxzkRL7d1HpeirREwn20dKCAFETGQRRuhgMURMnzxHBE3rREzu8EcFxLpETQ+VRuzLeERNNLxFO7K0RE1a+0ZdbBZETZKdRvZi4ERN3NJGqB6ERE4t4UcZJMRETmDhR0l2rkROo15GkF9HRE7tUEWKzPRET2keRtaCcERPxQlHHnQoRE/nLkcY1ThEUCUHROmBdERQbTtGURfbRFCraEb71LZEUMcORm903kRQ6rlHSGmDRFFXt0dtEGVEUbriRoS1vkRR3PxHii6pRFIsMke/KJFEUnbdRyGD4URSgAVFwVrKRFLCHEYvdWxEUu96RhRBGURTHjRHT4QrRFNowUeVmDVEU5rERcAPikRTvT9Hgm8NRFPzn0ZflkZEVIFAR7FSqkRUtxZF2IgcRFTeNEcCBENEVSWORoCJiERVlrVHO4hSRFXxF0bNGddEVif+R5t8c0RWWQtGZ3NMRFagxkWCjatEVvzoRtvYAkRXJ1pG0z5oRFdcq0TijThEV43+RgqXT0RXvdxHoI4aRFfutEadDwhEWCo+SDONCURYtglG42h4RFju3UaG5tFEWR3aROjYg0RZUK1HARuoRFm2Mkbl+AREWj70RwxhCkRaaMdGYWLfRFqo8EY06LlEWto4RmlLq0Ra+/xF/e7PRFswq0hL3KxEW3VfR16TqkRbsu1HApVjRFvjnUddhHNEXBokRgJjlURcS4JFE5fzRFxztkeVdZtEXQAYR0CMg0RdQOJFCpKpRF12ZEY5iMdEXbgmRwPgF0Rd/e1HBCHVRF4oF0bIgetEXngUR2qaGERepDpGzFHmRF72AEUTuwJEXzDXRwuxUURffe9HSKLkRF+uIkaIn+pEX9NeRo7yI0RgCGVHj+BURGA8AEUkt4ZEYLkWR4lBTERg8F9HlvzBRGEwi0aBgkFEYVr+RmbE30Rhn4VH59NWRGH7QUav9x9EYkCwRsp6bERiczNGuvdkRGKbQEYLzalEYzB2RzJh1URjamRHNQBHRGO2qkbmBGZEZAFyRjSO+0RkJg1HZtILRGRWVEckFqBEZGDZRaS2WURkd3pFsu+iRGSbpEcMI6hEZON9RqheekRlSXdHYQcFRGWeDkdClPZEZe00RqgSBERmQUxGiq9RRGZujEb/JLFEZrRpR48NEERm7gJGYSMKRGczk0bfdgFEZ3IiR4JaF0RoDLxHWxmBRGg3F0ciJEBEaHNBRwWZ90RotpNHDNJ7RGjZoEc2hN9EaPr+RjFZg0RpOLRGnf4QRGlcw0cNTpREaZLFRkPFCERpw55HW6+RRGn9ekb/I2ZEajYBRkZ99ERqfBRHOWvbRGq/1EcUoG9EavFiRmyKdkRrMohFocLCRGtmykbzYOlEa6bkRxLqYERr8o5HFbBuRGw5oEci4nVEbH1PRvuow0RsiW9FgQssRGycDkRzPcZEbL8nRm2hYkRs9jNGQcPoRG0c10asxt9EbXHuR8up7kRtr+ZHjstbRG30lEcowblEbjiFRmjmzERubYtHJPRuRG6mg0eWtmpEbx+JR2qVfURvbh1HAhzfRG+4TUduraVEcAI+R4N2V0RwKABFZPEmRHCbGEcG8ixEcLyYR8NFB0Rw9OZHV5LlRHEjHEbYEH5EcUrFRrS0GERxbA9HCCC3RHHCNEZZFJ1EcebCRpvCtkRyjyRG2Rs3RHKvp0Z5Gg9EczI6R7wU4kRzpaZFHFpORHPzoUdRTZREdDFWRvYNZ0R0c79GgU4dRHUEv0WqxsREdTk6RjU42UR1e3tHgcUBRHW2YEUNIe9Ede1cRvwS2UR2GCxGgxaIRHZesEb8V5REds5NRztxFkR2/3FHBWnVRHci30bFaolEd2duRsYSG0R34dpGsVQvRHgOdEeLVldEeF9oRmE/oUR4gUdG7IamRHiv1EdNpfdEeO9FRpGpeUR5tgFF0E92RHpEokcWMk1Een9BRum96kR6tNpGtw/kRHr+0Uae5lREez1vRnwAMUR7eUtHLweYRHu4Jkc8QgZEe/pHRrtsCkR8NtpF8nNnRHyOw0XvTqBEfR+5RVWrzkR9j8FHcGVWRH3BZ0cYCEFEffV/R4C8A0R+AQJGHaGJRH5hHUc0/kJEfqB7RaGtzER/BfRG6dvDRH9BH0bpI6xEf2SnRrWGRkR/tCJHnStJRH/yI0Y6a7lEgBVCRxSCtUSANtRHCvSCRIBd8EbO0SlEgHm1RbL8CUSAoRpGSi/nRIDMN0cUGpVEgPbgRo5RUUSBCABFh3RzRIEdKEYgKtxEgT5kRqcnJkSBaJRGplMYRIGekkdOE7BEgbzmRqr3VUSB2aRHEztiRIIkAETP2DREgkyERlJ4RUSCcUdGiXPERIKSrEcNED5EgrWIRlAWBkSC3B5G3GFFRILxIEadJ+ZEgwJTRb72EkSDMVZGGk9HRINNnEaPyutEg3swRhVkHESDnNJGLep3RIPU60cHfUlEhBWAR33iIESEfmZGiZUFRIS52EW1yFhEhNVqRyc2A0SE6WxGAR8uRIUDUkasRJ5EhR9WRjsjGUSFRqZGs6xfRIVaSkYOhbZEhXVeR1NRVESFmRpEyI50RIWvcEZ5p41EhfW6Rwrax0SGLZZG4ZjsRIZYu0bGpvREhpJ6ReOF70SGth9Hjxi1RIb2mEcN14ZEhv6PReSuAkSHEhpHZ6aJRIc7EkchavJEh54LR6wXG0SH3CJHDcOgRIf9vUbBYThEiA3jRqF9C0SIHaJGZj86RIhDaEdC4l5EiHUqRgCtiESIiXJFcSjWRIichEa4JPJEiK78Rh0RaUSI2R1Fhzn/RIjzNEZP/OpEiWYeRqLHzUSJk5pHRR71RImmZkabYTlEib5kRqqEmUSJ5dJHJfhwRIn+xEcJc1hEih8eRuWJsESKP3dFo2WdRIpc+EZ1A35EipbURjgi1kSKvORGehRfRIr2o0aVC2NEixUpRrSlbESLWuxE76UwRItxbEWacChEi4UQRq0KjUSLrNRG+I+ORIv340Yd9Q5EjCaOR1jCVESMlPRGKf8bRIylUkZkZmpEjPSmRuG4okSNLXtGjH3RRI1Dq0b3ROpEjWmSR4oAZUSNoHBGEw0/RI3hlEWn4PpEjfiYR4QkPkSOCgBGQpg7RI40YkaC889EjmVuRaDIgUSOeGJG0GXWRI7eGkaot+pEjvvSRtul4USPUmBHAPOaRI9Z40Wl2qZEj2pTRr/gyUSPfkBGf2BGRI+W/UXB1uJEj+BuRhFOm0SP+NhGgAaZRJA3OkaKXcBEkGZDRm6/bUSQgxpFjSAwRJCbxkbGR99EkMigRwm+z0SQ7aZG5uy3RJDygEV8tuZEkQTcReedmUSRRnFHHzFERJF3skYr+MdEkaJlRcUDHUSR3I1E+wLzRJIeh0Z++ZtEkluaRf8WRESSgIJFxqjlRJLhrEaWPRNEk0cHR09XBkSTWdhHifC4RJORqUca4DREk7TKRmj8j0ST/yRF6KsJRJQ5kEcW2bdElGQaRYcJBUSUgXBFqX4nRJS+XkU4LKVElOsoRtbKskSVXpVGqmX4RJXRuEcE6eJEliQmRwE4uUSWNgpG2MaPRJZCAEU5EJREll5GRzB7P0SWpMBGqkZaRJb2p0bdj8hEly1IRoATlESXYSJGVZjfRJe2aEbLuDFEl9ZQRjNankSX+yVG7CX/RJhjdUYHnqtEmH4iR3GouUSYnO5GRYPcRJjhJEUvp/dEmU5jRYNaOESZaSJGBHVPRJm+xkbgrQdEmeGLRZKYmUSZ9PVGerlaRJoFzkQvlmZEmiEFRpRDm0Sad6FGwX2+RJqS2kcNWuhEmqRvRg9go0SbDdxGI5NURJtAG0YfoQ1Em2PVRx6fYkSbkvJGp5lIRJujVUWtNHdEm8gSRm8oH0Sb6RVGgTSdRJwj5EacsxVEnGFORqLqMkSccABFeBdvRJyWoUblYIhEnMCbRXPrLkSc/rxFzoYLRJ1avUaqBM9EnXczRaBEbkSdtUBGo2NcRJ3O1EZ5X0ZEnePVRSpAzkSeNQBFjxvkRJ7sAEWpcWJEnz9sRf5ZlESfiQVFaz27RJ+8g0aVH6NEoB6pRsoNokSgSn1GUKQQRKB4h0Y93pJEoKCARZR0dESgwzBF1CI/RKDU50a66yJEoPGeRpc1/EShMH5G4h+tRKK3FEYguBxEoyH3RYSkskSjeGhFv2V4RKPSn0WihgpEo+8uRl21rkSkrI5GE3zTRKVc5EV4rPdEpbx7RruGEESl175Gy1ZeRKX3hEbHXB1EpiRMRtjxeUSmR8xF/dXoRKa4h0Z+10xEpyXERu3o/ESnTQxGPF4BRKdmHUZvRZtEp4sARMgdekSn/qFGtMgdRKgvDkUmZd1EqF7aRZxy+0SopthG42/zRKi4W0bMe39EqOBhRjjvWkSpPTZHVrBCRKnfFEazlHFEqhcHRhUdl0SqRJ9GRUigRKrwjUay1yJEq6LGRj+/u0Sr339GKUnHRKwk9UaN//9ErD40RU/uEkSsp9lF2DYPRK0Dn0WNV/1ErUD5RhqdQkSuNuFFZjW/RK5uwEaEbrBEroMkRlZXaUSvNolFMWFKRK9askZl67hEr5XrRpnuDUSwYmJGGt1+RLCJ+EeNk/BEsLynRxpFQ0SxHDlGsNojRLFhCUaEiyhEsd0gRgNFc0SyfrdGjmeRRLLG8EUfrNhEs5xDRp2Wc0Sz5GJFNRpaRLRZtEclyIlEtHe2RkAVXkS1hq1GUb+DRLX8r0ZThwtEts+dRowyIES3qkNFlwxeRLkla0Y4mhhEuVK2RpriRES6+IZFtaeKRLsP3kT5pcZEu96nRwHOnUS8qyxG+9lrRL1tbUWXiOJEviqGRxdmWETEAulGujU/RMY+3EWWqcpExvEjRf19Q0THWoBGrPWoRMnUAESRcaNEyjm8RrDIuETLUABEqg6URMwNcUanb9VEzWYSRkYgx0TOsV5F3xY1RM7m20WLorpE0OWNRpHimUTaHO5Gpp+iRNx+wEZkhKZE3ylLRRWS/0ThagBFckHbROLMpEY69RlE6oViRbBKEEUhmi1FaXT7</peaks>
    </scan>
    <scan num="1394"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="107"
          polarity="+"
          retentionTime="PT1957.09S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">864.30224609375</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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</peaks>
    </scan>
    <scan num="1400"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="108"
          polarity="+"
          retentionTime="PT1965.74S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.470153808594</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1424"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="110"
          polarity="+"
          retentionTime="PT2000.35S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.595062255859</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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