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</peaks>
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</peaks>
    </scan>
    <scan num="260"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="16"
          polarity="+"
          retentionTime="PT384.378S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">641.679626464844</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="296"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="13"
          polarity="+"
          retentionTime="PT437.213S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">972.624694824219</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="500"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="546"
          polarity="+"
          retentionTime="PT734.835S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">926.692443847656</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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    </scan>
    <scan num="508"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="416"
          polarity="+"
          retentionTime="PT746.317S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">806.315795898438</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="605"
          polarity="+"
          retentionTime="PT752.242S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">834.2158203125</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          polarity="+"
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    </scan>
    <scan num="530"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="511"
          polarity="+"
          retentionTime="PT776.657S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">521.394470214844</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          polarity="+"
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    </scan>
    <scan num="542"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="406"
          polarity="+"
          retentionTime="PT795.013S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">625.775634765625</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
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          polarity="+"
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          polarity="+"
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          polarity="+"
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          centroided="1"
          msLevel="2"
          peaksCount="585"
          polarity="+"
          retentionTime="PT811.914S"
          msInstrumentID="1">
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="472"
          polarity="+"
          retentionTime="PT813.435S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">636.555847167969</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="706"
          polarity="+"
          retentionTime="PT816.145S"
          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="583"
          polarity="+"
          retentionTime="PT817.447S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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    </scan>
    <scan num="560"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="771"
          polarity="+"
          retentionTime="PT820.861S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          polarity="+"
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          polarity="+"
          retentionTime="PT834.9S"
          msInstrumentID="1">
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="483"
          polarity="+"
          retentionTime="PT853.863S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">564.549133300781</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          polarity="+"
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    </scan>
    <scan num="590"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="411"
          polarity="+"
          retentionTime="PT862.119S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">653.808837890625</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          peaksCount="556"
          polarity="+"
          retentionTime="PT884.73S"
          msInstrumentID="1">
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          polarity="+"
          retentionTime="PT907.603S"
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          polarity="+"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="462"
          polarity="+"
          retentionTime="PT940.762S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
          retentionTime="PT948.316S"
          msInstrumentID="1">
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             compressedLen="0"
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          centroided="1"
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          peaksCount="501"
          polarity="+"
          retentionTime="PT950.853S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          polarity="+"
          retentionTime="PT966.495S"
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contentType="m/z-int">Q04FEkcTFJNDVgRkR0TJcENZRGpHBL16Q1sEKkaS0JBDZAJtR5Vwp0NphNdHMYtrQ2tBNUbgRl1DcctFR1KvL0N0aIhHybftQ3qLaEa9pxtDhKIzRvDTTkOFlABGOmDUQ4d6REeUE7pDiKrTRejY6EOMGABFKT4XQ4yDvEXtAAZDjZo6R60VYkON6PxGZYJ+Q5CNTkbzHvxDkQO8RQXOzUOSlTpHABNfQ5QMFEf3855DlF7ZR0w3m0OX2lhH/O3TQ5iqjEaNo5tDmn2YR4dKckOb8d5Fii1rQ5yf2EgEM9VDnQb4RyeHVkOggixGQXW0Q6GQ4Edqhy1Do6WZR/NGakOlJeBH59FCQ6WKKkaaK1FDp1feR24Sx0OpoqZHwc7YQ6o25EccAyRDqrpIRw6lDEOrJS9G1omMQ60rEEbVHDJDrl4wR04MdkOvKl9HB6ZSQ6/N0EcFfo9DsChgRyDXNkOzDV9HggzoQ7e5eEYOxEdDuZo8R9eXBEO7gjxHLu2nQ76hk0YROoNDvy1AR7vstUPAKABFIrF4Q8Cf4UYm9CtDwauORSdVCEPDEfNGOhKPQ8Qx4EY6jORDxJXURs1fy0PGfSZH9RCIQ8bDG0b7rU1Dx5oNRjosi0PKojFHqgVKQ8rzDkgMcmRDzCTaRqYVWUPNRjRHBrIuQ82wd0b0vkZDz7mzRoA0k0PQOaRIBH3RQ9CjUEaiLHRD0SZ+RxM8L0PSnG1G9yGIQ9M1r0cV+UlD1KzyRvpCwkPVXQhFpARMQ9WrNkY1tLpD13gARXHvDEPXuuRGMQ2rQ9gOMEaVpxhD2ZgARRrkV0PaMm5HdObRQ9sizkdEboBD22hXR4ry8UPdnR1GrsvXQ94tBEeA4BlD3qPWSBKEJEPfII5Hy0gzQ99trUeE1NhD37sIRwsI10PgLPBHLMGcQ+GCPEZWmUJD4rZmSJ4ADkPjO0RHn+uYQ+YemkcdVSND5qkmR7AAE0PnKdJIJ4JBQ+eBYEfy5chD6AVFRvmfZkPopJNGUXKpQ+nLTUjX+oZD6fWAR3jSBEPqs31GfR9SQ+yiO0YMwMlD7TUvR4WuUUPwthtGZwgxQ/EelEal4AJD8hmSRnKhOkPysUJHFJXsQ/OlWEgYHwpD9QyORwuL4kP2I0dHAbmbQ/cm8EgeMmRD92oPRzjDrkP4O41GnS4zQ/ie90c6yDJD+TX0R1Gg40P5VtVGcw94Q/nllEdlecFD+mrpRUvL+kP6sipFt5XCQ/tk3kerlYFD+8YMR2gZzEP8LERIIFYQQ/yvLkegDa1D/RgARRlQqUP9ix5Hq8eCQ/4x00fRlmZD/y62RpmMOkP/plpGGn91RAAdEkeAxv9EAG2aSAVVSkQAuQhHOEyeRAD4D0cB6rBEAXaMR7KQFkQCHMZH0UI1RAJXiEYTRzdEAtkARbheZEQDkSdG+dyNRATW4Ef7fKJEBRVORxZQK0QFVLJGlrmyRAW1NEbnC7JEBfKuR8YttkQGKgBG7SbYRAdYrEeHc1pEB5rxRp39IkQI44ZIWIu3RAjz7UcdC95ECRRAR5v+NkQJWolHMQUARAmO2UcwZRlECc6GRlO4xkQKTRhHCS9qRAqIL0eTMN9ECr18R7h2mkQLkeJH1v2oRAvYX0fYoJBEDAAkR1p4dUQMWi5FVLPwRAx+zEbkjx1EDR2ARx4Y+UQNobJIzTwhRA3dwUbBWmtEDjMeRtikC0QOXI5FuqrWRA6ZIEbZM4pEDzn1R1Q4QEQP1Q9Iej5vRBAN80cGFlFEEF0SRwwDa0QQhkBGonB7RBCuXkfKialEENuqR7HGqEQRFMpGYGI0RBFTTkcPD4NEEaI1R7jRCUQSLvBHQzI8RBJfl0YKuBNEEuKcRhPGNUQTJF9HgbUXRBNeMEgGKbZEE5iSRjlHgEQT26RII3ZaRBQkYEhnh2lEFFl2R/rDGkQUnO9HEomhRBVFQEZlsEJEFb98R5bGPkQWDmhHu4m9RBZNskaN76NEFoVDSFeeAUQW4NhGI1uORBcWUUUxrmJEFznsR+a0r0QXYmRHPj/BRBedYEYntDVEF/VVRqaF5EQYHDJIC69cRBh+tkdwBONEGNY5RXi/CkQZBwdIH1YTRBkx/kgC9+VEGV0VRxwSAkQZnSBGGOu3RBnjSEdvEINEGhHuR5oO4UQaVOJHRNlGRBqTIEhHNplEGtWeScNbikQbFupJI+12RBtWXEgpQ9ZEG5ueRx/vwUQb2VhHRxXqRBwbOkeP7eZEHNGaR1m8TUQdBuJIFORzRB0xSEbyhNFEHWWxRlX2MEQdx7xIAbbZRB3sAEax3v9EHhdFR2Tr2EQePOlHMNonRB55Lka+iFBEHxcjSPJqHUQfVSxIXdYDRB+d80iFF69EICOYR3mvMkQgKiZGa1CeRCBTfEgZPrlEIJbKR5SH0UQgswBHGS3nRCEG2kcsXYBEIZS2RsDac0QhyjRHSZy/RCIKakeuZbdEIoJwR/OGzEQi0rBHpc2wRCMbDEgAnX1EI1XWSGLyBEQjqHxID76ERCRZ3kge6dlEJJTCR2ZAYkQlGlVGY5b1RCU7bkdhYLlEJbN2SAKPEkQl2fpHn4bXRCYeQEYciBJEJn7gRf3eF0QmvctGNupKRCbVjEW4OdZEJ8oeR2f7JUQoBq5Hh4qBRCgQokZCcyxEKFLCRyWNw0Qojv5HaqdCRCjCJkem96VEKO9cSAWjjEQpVTJHj5MeRCndNEeC+NNEKhurSDQkrkQqVABFN+g9RCqQ/0ghNj5EKtMURuap8UQrBzRGTjtGRCsXHEZz8ThEK7VaRv01nkQr6lxHFmXQRCxsr0Y8WKFELJ9BR6DSrkQs+lVG5SkYRC0irEc55o1ELT7GRo/05kQt9y5HhPyARC5hwEYZ9hhELp1YR7q9PEQu38hGleuTRC8hG0pwxOBELz9vShWoWkQvaPNI17K0RC+ZwUiVdfBEL9J6R0/cZEQwVZRISaKERDDWmkcYH3hEMRsgSKBUEkQxYmdHdF/RRDGbokcgV+pEMcUzR70OJ0QyQWpHZAjWRDJoyEdpDy5EMpnLR1rGn0QyytpH/6LzRDL/6UcMMudEMx/KRqbLfEQ0FVxH9sJfRDR/dUcj1IpENKkWRzVsYkQ07V9G3P4rRDVnbkdBBVhENfz0R2r6FUQ2QStHAA41RDZ+tUdLOTRENqRMRuZ/IUQ2yrdIdgnIRDcdokf++4tEN1ABRalv10Q3noZIhZBERDfJ6kf8popEN/XcRfeWLkQ4TZJHvWxWRDh64Uh1HPdEOL0nSGzuDkQ5HcdICXMcRDlKuUhFR5tEOW+CR7QDLUQ5mIxHpexZRDnaTkfLtNNEOmeRRnFrn0Q6uoVIggVNRDrgAEYlrbVEO3ThSCwMG0Q7smNIWztVRDvbBEgqLx9EPBs/R4ly9EQ8Ob5HXJQ3RDxg00YG8eZEPQmKRwn+XEQ9dspHls8kRD3NJUdipYJEPfHWR+dO30Q+cu5HRIDURD66kEZgpCtEQDP1R7hcjERAfWRH5IGYRECvtEgDbIZEQNlgRx9JmERBfWJH/TlkREGj7ke2saBEQcnKRwismURCHjxHjwDfREJhBEcuNllEQnwARhqTe0RCx79Hg09VRELN70Y2gHREQzKURk4pOERDX7tHuk5vREOR40e7/ZVERFqNRnRvhkREnAxHCd3aREUtVEcZLExERV17RxTJvkRFgfJG9z3KREXBWkYyI1xERkXXSGGMy0RGpJ1ILgrWREc/d0iIuCVER2QAReUQtERHjb9HX+V9REfiS0ehuAlESAwGRw4cCkRINy5HhrFuREi1LkeDj/9ESN9rR2Y+0kRJBSRG39BOREkzoEdhNqtESVSdRtOwmkRJui1H4EskREnkJUfMrHtEShnkR0XR1ERKQKdHDmtFREsJgEgBqp1ES1yAR6nqx0RLnypHbTd6REvlBEgKxoFETCFFR67/WkRMRhdHJ3MZRExwPUdBShxETKHZR3BahkRM4aVHVlShRE0nQ0lWhGZETWEaSK06m0RNt/RGp8XnRE5cY0geWgFEToTMSLedzkROqqpIZtaJRE7ToEdshLJETvXLR6gx8kRPLLtFwQ+7RE+bZkbmav5ET7t8R2wCfERP5h5GoA2/RFAnOkbAKxhEULkARZjHykRQ6rtG2TtIRFFA/EgaSUpEUXZ7Rtlm2URRrX1HpGNRRFHyRkc8M/dEUiQBRJjOrkRSaqdHdv6cRFKXYUeqm69EU0U5RwhLq0RTtTZHEcWqRFPiWUeM7NtEVAcySGcwxERUOT5IAr9fRFSB3EbnUcREVPUAR7xINURVH3NHBHywRFVRvkaQ0zFEVZxwRy7QXERV07hHw/2cRFYeoUdU5FxEVruWRuUkYkRW3j9HdEHeRFcC0UenEW5EV6HRR4RJX0RX2ctGO/umRFhZcEcaVU1EWKkjR6KXdkRY46dFvCL+RFkadEZRhH9EWVKZRpnHMERZgAJFEgelRFnJEkX+ztdEWfoURytfs0RaJqBGB6g1RFqGS0fEiRtEWuD2SI7Dm0RbBABGio78RFsm6Ei5yIJEW3lgRwNrU0Rbu9NHVVcRRFwf/EiMbGhEXDwARr4ZoURcXVVGylbLRFzHFUdhKr9EXOwARyVICERdFwFHdkvcRF16tUbcuBJEXfyQSCllZEReRpVGlyxmRF6F8kclBFREXsnFR7aoQERfJGlHdQKpRF89PUZPwU9EX2PIRvZZFkRfoKtIAS4fRF/mi0hZhrdEYG67R1ZE70RgoXdH+LCcRGD/T0fHSpxEYTw+R5ceMERhXohHDI37RGGNbEeW1ZtEYedmR5U+00RiIf5H4T6GRGJSekeGtjhEYtCiR8G4TkRjQh1IRXvkRGNkUkeBMSpEY9T6RvCjZkRkRvBG/5LrRGR3ckeGUdZEZKtUR4XA70RlEutHfwX3RGVgu0i8S55EZYlTSINmPURluG9IgBGLRGYVaEbmoWNEZq5fRp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    </scan>
    <scan num="716"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="412"
          polarity="+"
          retentionTime="PT1020.15S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">700.795227050781</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
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          polarity="+"
          retentionTime="PT1068.71S"
          msInstrumentID="1">
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          polarity="+"
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          polarity="+"
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</peaks>
    </scan>
    <scan num="1183"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="140"
          polarity="+"
          retentionTime="PT1660.5S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">504.979309082031</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="1243"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="186"
          polarity="+"
          retentionTime="PT1747.93S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">478.397338867188</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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    </scan>
    <scan num="1249"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="168"
          polarity="+"
          retentionTime="PT1756.54S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">522.618774414063</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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    </scan>
    <scan num="1309"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="167"
          polarity="+"
          retentionTime="PT1841.77S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">677.708618164063</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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FHDmaORK7f5EYrqJNErx04Rt9UjUSvKOxGJFKuRK/nMUb1N0BEsFdMRon1YkSw4rRGdyzpRLElqkY60ZREsUgPRa+fBkSxZrlHNDyERLH2hkbA8QtEsmkgRocqiUS0AuZGQpYQRLRJKEaOp/VEtM+BRpJuuES2nLBGYFBBRLfkjUZmYWhEt/imRgMbz0S48TNFMddyRLpJHkaylJZEuoF4R3NARES6oQNFPzSzRLrrkkZ45DtEvI2wRoZaN0S9LJZFzfkyRL8Of0ZEsp9Ev0aPRoV4zkS/6gBE7v8MRMRNbUXw25NExkCQRwmKJUTGkXBGBIzIRMbDE0WfmZhExyJzRXTnUUTJx8NGITPbRMzDa0UVj8JEzXVtRwhUtkTO1vVGBN31RM8MjUZDkXRE06DeRlJnYkTUCilGZqcIROXPbUZb3lZE6pJ+RpEk4UUDHbRFzZy8</peaks>
    </scan>
    <scan num="1315"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="99"
          polarity="+"
          retentionTime="PT1850.41S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">418.665954589844</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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    </scan>
    <scan num="1321"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="132"
          polarity="+"
          retentionTime="PT1859.06S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">905.267456054688</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="1327"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="170"
          polarity="+"
          retentionTime="PT1867.72S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">678.124633789063</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="1333"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="124"
          polarity="+"
          retentionTime="PT1876.27S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">452.64892578125</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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</peaks>
    </scan>
    <scan num="1339"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="178"
          polarity="+"
          retentionTime="PT1884.86S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">547.991333007813</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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lGJFooRK/FfUZWYMFEsCc7Rh75P0SwYLRHRTUXRLDmi0W8xcpEszSFRM/pzES2PFtGGkPyRLZkqEZjjiZEt3IARMcZiUS3xqlGWYLmRLkBnkZ2d3xEuhe+RpNWx0S6tZRGWPesRLshGEYxzPVEu2lcReoNrkS74WNFe//URL3gn0aYWmZEvleLRlXV4kS/hrpGM1onRMHu9EV03b1EwuaARYJQeETELIJFYxp2RMUDyUV1IJFExW6PRnMXnkTG+Y1GIUqyRMooWEV1evxEy3TBRcFx8kTMq11GMO4cRM6kAESG15BE3amRRmRku0Ts8IVGg6zj</peaks>
    </scan>
    <scan num="1363"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="98"
          polarity="+"
          retentionTime="PT1919.84S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">506.101013183594</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1375"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="132"
          polarity="+"
          retentionTime="PT1937.06S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">729.627746582031</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
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contentType="m/z-int">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</peaks>
    </scan>
    <scan num="1411"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="117"
          polarity="+"
          retentionTime="PT1990.03S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.444183349609</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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