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contentType="m/z-int">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    </scan>
    <scan num="482"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="417"
          polarity="+"
          retentionTime="PT706.394S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">862.321411132813</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
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    </scan>
    <scan num="500"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="441"
          polarity="+"
          retentionTime="PT733.131S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">950.340270996094</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="551"
          polarity="+"
          retentionTime="PT759.284S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          polarity="+"
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    </scan>
    <scan num="520"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="450"
          polarity="+"
          retentionTime="PT763.338S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">511.962310791016</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
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          polarity="+"
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          centroided="1"
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          polarity="+"
          retentionTime="PT802.249S"
          msInstrumentID="1">
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             compressedLen="0"
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          polarity="+"
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          scanType="Full"
          centroided="1"
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          peaksCount="617"
          polarity="+"
          retentionTime="PT818.827S"
          msInstrumentID="1">
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="586"
          polarity="+"
          retentionTime="PT819.805S"
          msInstrumentID="1">
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             compressedLen="0"
             precision="32"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="580"
          polarity="+"
          retentionTime="PT821.114S"
          msInstrumentID="1">
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             compressedLen="0"
             precision="32"
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          polarity="+"
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          peaksCount="482"
          polarity="+"
          retentionTime="PT841.241S"
          msInstrumentID="1">
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contentType="m/z-int">Q0wQAEUt9d9DWSjkRdYw1kNfI1RGyumUQ2U1BUa2UBRDah+DRrGwG0NrB3hFKmcSQ3VjZEaJyKRDexj8RiZGU0N8Cd5GvlRNQ4kdK0ebUfZDi2rvRrofCEOLnFBGl9SBQ5AltUeDytBDlYvKRWFExkOWDORGi6s8Q5eaUEekolVDm5AARSZcRUOcj0dGYSgvQ52zJEZzN4JDnyS0Rn+lX0Ohki5G79BQQ6MWRkdXibpDo5JPR5Wkt0Ok+5RIBMZOQ6fdBEZxsd5DqZ/yR1uRCUOuLc1HI3v5Q699TkdpRVJDsNGCRtCj7kOxkQJG4zjJQ7L6LEcUW8VDtJk3RyLFaUO1J8RG+//3Q7ZqEkds4fRDuHzMRkh8LkO5pThISwOsQ7ogWkcRkYlDupLuRglKJUO7nWBHecOWQ7ycDEcpyQVDvRoARhijTEO9faxH49DVQ7+kxEa9JqZDwKsFR5NTPUPBpSZG5CzXQ8IbtUeU4VlDwnqkSBk4BkPDOj5HgaXWQ8SqNkdMYMZDxQg0SAyXv0PGYkFH3jpXQ8ej2UgJUyxDyBasRwfbtkPJKv1HaX5kQ8oVGEZbzutDzw4ESBTpi0PPZp5Hfn1TQ8+nqkcpm2FD0ByiSMC/vEPQfndHoxqeQ9C5dEbB2ZBD0UWeRr7ATEPS0ZJH56b9Q9THM0alKvZD1SLyR05HwUPWo7JHSJpdQ9d6b0cZ2zFD2DFUR4Y4VkPYk0BHiyv2Q9ns6UgRmb9D2p0tRsVrUUPbeKxH4/M5Q9v9kEf6SI1D3PTOSBffnUPdjABF+UVIQ947xkgqUk1D3rQ+R1niPkPfZN5HyGX8Q+DtWEgqHh5D4XPjSAvrPkPjJylHkt49Q+VBzkdKKR1D5e2zSDP5TUPmzMJHl7gKQ+gxx0YFLIND6IDkSAFeVUPpCm1HAnn3Q+mnP0Yc5F1D6ioHR6n6AUPsUnpHjfusQ+zzt0gRKVhD7TgARtqcbUPtnhRGkbOLQ+5dakepPC1D71HmR/6PZUPwIr5HM/d2Q/CTGkfAyR9D8tH/SEZSv0Pz7PxH9eKmQ/Rq6kg8rWlD9QJ6R+gZ3EP1jPdH/KVXQ/anNEe7SFJD9ysPRxtlSUP3ivVIFb3CQ/fxH0c0ENpD+DZmRu/yFkP4zTlGMqyzQ/kRCUcegNJD+7QmRyPfEUP89ZVIWpbDQ/1LwkiXn0BD/bEUR5A2vEP+osxHDZZxQ/8ldkgI/5hEAEX1RgiqUUQAbV9INo+KRAC9Lkdeb2hEARh4SEshykQBkSZHqwMVRAHojkjJiE1EAi+0SD8W0EQCUfFILrlhRAJ5REcCV0VEAtkARz8HjkQDWXBG3tqhRAPBNkgoj75EA/p4R+hgXkQEqSxIGnLZRATxIEaYzJxEBR7ORxQK90QFYaJHVt61RAW6uUiNPuFEBeTwR/bYskQGUERGiPUXRAaXGkgBipdEBrqjSF/ajEQG7XJILVnHRAea0kfO7dZEB8CGRpskdUQIEThHQrLTRAhVAkgAizZECTo4SAKNP0QJauFIEyBgRAmYAEZbXoNECbnHR0U22kQKANVGYZzyRAo9pEYiRRhECm2GSB+h8EQKtjRG3dyDRAtEbUeIPBNEC4OMR2gKTkQL6cJG/UG8RAy1hkj+iBtEDNiuSEo0vkQNB75Hj2b5RA3WtEh042hEDfsmSJYq2EQOmatIGLp7RA7DOEdOa0hEDxMoR6yEAEQPZwNHCmKoRA+eFEggsVFED9TWRjjFskQQHsxGd8exRBBaPEhFsmpEEIQ6R4S5YEQQxn1HwbWyRBGKskasW+5EEi6SRyLG1kQSWE1GkTlLRBKTPUgG6tBEEscORxBI4kQTVUlIZg2ZRBOKFUhY1O9EE5uYR3sT1kQTyhZHSADMRBRXUkgUoMlEFIYTR5V2c0QUwrJGw8xRRBT1U0drImxEFSfkSEqRqUQV2UhHNN4fRBYVxUd88upEFlaiR1LWCEQWwv5IUBWZRBckVkgKw/xEF0kERwRgQUQXjR5IBQnaRBfrLkex78REGChiSGEnQkQY11lIArlURBki0EhGIKpEGZk8R18d7kQZ2h5GF4ocRBoop0fKIgJEGmmkSIXze0Qajo5HpiIiRBsWvEeEqKJEG2uWR5gq2EQbnwhHBa9HRBu2JEY8389EHBZ+R243pUQcVZZIh7KBRBx8xEeWsHBEHNqgRoegyEQdFAFHcNTJRB1gzUgI7W1EHZ6dR2TGokQdyv9Hmk4iRB4O5EmKW41EHlvYSAgkXEQeqyxIMlSKRB7GGEetS8BEHwqoSKxgXEQfOlZHDgtdRB9+kEgGBK9EH5vPRybaHUQf2CJIdw8ZRCA6IEgJupZEIGFcR0Jn/kQgjuRHjddlRCDZ1kgg8d5EIRfSSJajX0QhPNFHFYR/RCGb4kclV4hEIdDeSGFHKEQh6KNGpY2CRCIg4EZJYFdEIkVwRqhpOEQilrdHoVbrRCK8tUeOQ7dEIvOnR6y/IEQjF+JHpZwBRCM/m0i3Eg9EI2QARqWd9kQjkeJIPI3NRCQFKUf9DoREJC6WR5QcOkQkvUZHs5CWRCUkVEhCU51EJUZ8Rvff4kQlazxHihHuRCWtdUhPXlJEJeOMR4eJBkQl7XRGL93ERCa70kfFvl9EJuFcR8945EQnE2BGyYgIRCdo50glh7REJ4K8R8S36kQnrMBIRp0ERCfQJEdzaANEJ/kUSA2heEQoPj5HDXn8RChYiEaGZGlEKJtoRgSeI0Qo6HJHm/gORClLGEek901EKXVZR8G6SUQps85HnpIcRCnww0iH16JEKirHR6ZFqEQqW4ZHJ/QxRCqo70g9IdtEKvYcR9sTCEQrKNFIVHx5RCtZyEhCbvNEK7rER2H2TkQsWIRHdj6LRCyYyEZhfMVELMMERzVaokQtQE5IQ7iNRC1WbUb2L/dELX8MR6tKmUQtm+JHmYbHRC3O6kc4+IdELgHfSBkTPUQuL0JH24XURC5vzEgHrxtELpAARpVoKUQuxuZHNOe9RC9BpkizkAtEL3NGSAQzOUQv1IdHcBHZRDAbJkgdamZEMED8SDf31EQwYI5HfQNuRDCRsEWw9zdEMMEeSENYA0Qw7wJG0M/yRDEbG0ihVY5EMXbVRy1xBEQxrZxHayMURDH4oEhXQnZEMl/UR9vlJUQywVtHuEnARDMig0iMvS9EM1e/SBrPsUQzmbpIYOYtRDPff0bFKcRENFRkR3JJNkQ0vc5Gm8/ARDTlYEfJo5FENRzuSBsTKkQ1nidHjXgzRDXJnkaVjyNENg1hSBZV00Q2RfJHHTuDRDZplEhAqbpENqdjR4FPRUQ21dVISv50RDb++EeJvcVENz7YR6jy4EQ3ewZHRAsDRDezLUh8hh1EN+LpR13H+UQ4GH9H2F0/RDiQQkgamxxEOMbjR8RQNkQ46mVH9Xz0RDkv20gAno9EOX7VR5K6I0Q5rsVHrHMnRDnc6UiZjdREOhfsSBV61EQ6WwFHuqOzRDp720eMi+5EOqQARi+MZ0Q62DxIHXLGRDs3jkeFlrJEO5rDSYY7FEQ7uDtIsc7pRDvmlUiOSQBEPCGrR8uIZUQ8WcpHC1YIRDyc/Ea1QY1EPMlQSA1RFkQ8++VHV9UfRD0dw0fdPmFEPUs/SIO0d0Q9hSBIH/ABRD3LBEeKx+ZEPf9BR2CZg0Q+MdVH2j6tRD5ctUenKMNEPsxGR3HQkEQ/LXNHVXNERD9eX0iPvpZEP5S9R3z5BEQ/1XtIVflORD/ytkgN9KVEQBsbSEvwIkRAQABGyQwVRECYwEfMYd5EQOkUSDcXfkRBTt1IcqtaREF6YUgKTFhEQadySBWxOURBtihHEDs9REIdikcwE3FEQrbcSSaowkRC+LBITOruRENc+kiARRJEQ6xgSCX19ERECPtH7wSLREQ0AEZeALlERJFpSFYNtkREtlZH2QNhREULwEgZrt9ERTcER/IxckRFbexGuQbLREYa/0fbmslERkC4R4ffx0RGhPVIpiTKREa1z0fsgP1ERv6GSODXlkRHMbVHQJY0REdXy0eGb6lER5x/SBvd+kRH09lH5XU+REfeKEaHvbxESGMQSL5N60RIk9JIDmg2REiat0dg9SFESL98R9nS3URI5BRHKfgUREkdqkgCBKlESVumSCoVzERJdp9GxMfjREn9EUWx5INESjZ5SDPq80RKnKtIcNxXRErmdkhyWYhES2UQR8Yzo0RLectHQzGUREu7mUg0nGZETBq5RrvbWERMQRtHUsJ8REyhNUglOA9ETNNqR6V+E0RNFHpHKCmXRE2fXEg8MX1ETgnuSAmp4kROHLtHgZC4RE6aOUduEPFETsUnSCdlGkRPIXBIeb6oRE9AAEc4tKJET3z8R709qURPyDdIGfjfRFAh+UezaMREUGGQSIRPPURQilVH6jF2RFC090kv2q5EUPylR0nwJERRQkJIJlnXRFF+DUbxIxxEUaOvRt9lb0RRzE9IDSOIRFHy40ecst9EUjaBR9VXJURSRDFG4a7kRFKb8Uo2Z/pEUsdtSZnJPURS8xNIH+qLRFNJVEcVMrdEU5k0R6MbqURTvpRHuwHURFPt1EgXayVEVBq+R4UJ00RUTQpInsDwRFSCMUeR5P5EVKUXSH2WfURU/L1F3m5hRFVC0UhikJdEVY5KR82QFERVuKxHsZgIRFYEKUg1M8tEVjIyR4nKdkRWaf1HM5/gRFax/Edb+HtEVuK/R9kxTkRXHOVIG7jgRFdZo0eedRNEV9wNRwtZ5kRYGExIAgIFRFiyJ0gSritEWNxORiRBJ0RZAV1G94maRFlawkdDqbZEWdlOR+eYWkRaGDFIPiFZRFqUdUfpjm5EWvFYSCiTy0RbOUZIgV0VRFt+40cRZpxEW902SA1+VURcAtRH+0zQRFwl5EdILaREXI18RvkSDURc3Z5Ijtv+RF0XGEfQMgpEXcorSE6Vx0Rd9LpHEWCpRF4er0eRGZZEXoysSF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    </scan>
    <scan num="584"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="656"
          polarity="+"
          retentionTime="PT849.213S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">842.626953125</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          centroided="1"
          msLevel="2"
          peaksCount="461"
          polarity="+"
          retentionTime="PT850.512S"
          msInstrumentID="1">
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          polarity="+"
          retentionTime="PT854.471S"
          msInstrumentID="1">
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="425"
          polarity="+"
          retentionTime="PT857.826S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">793.883239746094</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
          retentionTime="PT879.362S"
          msInstrumentID="1">
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="461"
          polarity="+"
          retentionTime="PT882.715S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="614"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="426"
          polarity="+"
          retentionTime="PT887.093S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">547.673034667969</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
          retentionTime="PT907.401S"
          msInstrumentID="1">
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          polarity="+"
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          polarity="+"
          retentionTime="PT936.217S"
          msInstrumentID="1">
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          polarity="+"
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          centroided="1"
          msLevel="2"
          peaksCount="625"
          polarity="+"
          retentionTime="PT938.663S"
          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="484"
          polarity="+"
          retentionTime="PT943.187S"
          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="520"
          polarity="+"
          retentionTime="PT945.395S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="723"
          polarity="+"
          retentionTime="PT950.983S"
          msInstrumentID="1">
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    </scan>
    <scan num="669"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="499"
          polarity="+"
          retentionTime="PT952.024S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">737.822021484375</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          centroided="1"
          msLevel="2"
          peaksCount="418"
          polarity="+"
          retentionTime="PT958.386S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
          retentionTime="PT961.236S"
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          peaksCount="555"
          polarity="+"
          retentionTime="PT965.225S"
          msInstrumentID="1">
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          polarity="+"
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          msInstrumentID="1">
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          polarity="+"
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contentType="m/z-int">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    </scan>
    <scan num="696"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="510"
          polarity="+"
          retentionTime="PT986.214S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">805.023681640625</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="457"
          polarity="+"
          retentionTime="PT992.234S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="704"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="636"
          polarity="+"
          retentionTime="PT997.867S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">740.873352050781</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          centroided="1"
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          peaksCount="440"
          polarity="+"
          retentionTime="PT999.551S"
          msInstrumentID="1">
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             compressedLen="0"
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          polarity="+"
          retentionTime="PT1015.15S"
          msInstrumentID="1">
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          polarity="+"
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    </scan>
    <scan num="722"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="399"
          polarity="+"
          retentionTime="PT1023.55S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">700.800537109375</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
             byteOrder="network"
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          msLevel="2"
          peaksCount="650"
          polarity="+"
          retentionTime="PT1024.86S"
          msInstrumentID="1">
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             byteOrder="network"
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          centroided="1"
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          peaksCount="710"
          polarity="+"
          retentionTime="PT1026.17S"
          msInstrumentID="1">
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          polarity="+"
          retentionTime="PT1027.48S"
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          centroided="1"
          msLevel="2"
          peaksCount="467"
          polarity="+"
          retentionTime="PT1031.88S"
          msInstrumentID="1">
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             compressedLen="0"
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          peaksCount="594"
          polarity="+"
          retentionTime="PT1033.12S"
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          peaksCount="745"
          polarity="+"
          retentionTime="PT1034.42S"
          msInstrumentID="1">
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="422"
          polarity="+"
          retentionTime="PT1035.76S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="351"
          polarity="+"
          retentionTime="PT1039.8S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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          centroided="1"
          msLevel="2"
          peaksCount="693"
          polarity="+"
          retentionTime="PT1048.25S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">1045.279907226563</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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contentType="m/z-int">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    </scan>
    <scan num="741"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="567"
          polarity="+"
          retentionTime="PT1049.57S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">867.587890625</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          polarity="+"
          retentionTime="PT1050.94S"
          msInstrumentID="1">
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          polarity="+"
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    </scan>
    <scan num="776"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="572"
          polarity="+"
          retentionTime="PT1098.43S"
          msInstrumentID="1">
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             compressedLen="0"
             precision="32"
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contentType="m/z-int">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</peaks>
    </scan>
    <scan num="902"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="301"
          polarity="+"
          retentionTime="PT1254.29S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">604.512817382813</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="938"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="205"
          polarity="+"
          retentionTime="PT1304.25S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">462.166015625</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
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          polarity="+"
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          centroided="1"
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    </scan>
    <scan num="974"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="289"
          polarity="+"
          retentionTime="PT1353.08S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">541.183166503906</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="305"
          polarity="+"
          retentionTime="PT1378.15S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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          scanType="Full"
          centroided="1"
          msLevel="1"
          peaksCount="813"
          polarity="+"
          retentionTime="PT1393.81S"
          msInstrumentID="1">
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             compressedLen="0"
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    </scan>
    <scan num="1004"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="260"
          polarity="+"
          retentionTime="PT1395.18S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">468.270172119141</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="1022"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="315"
          polarity="+"
          retentionTime="PT1420.56S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">501.321228027344</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="1028"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="369"
          polarity="+"
          retentionTime="PT1429.15S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">511.897003173828</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="1034"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="308"
          polarity="+"
          retentionTime="PT1437.73S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">523.874389648438</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="1046"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="365"
          polarity="+"
          retentionTime="PT1454.83S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">556.170349121094</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="312"
          polarity="+"
          retentionTime="PT1463.41S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">571.606689453125</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="319"
          polarity="+"
          retentionTime="PT1472.03S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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    </scan>
    <scan num="1082"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="345"
          polarity="+"
          retentionTime="PT1506.48S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">533.314086914063</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="395"
          polarity="+"
          retentionTime="PT1514.93S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">550.690002441406</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="1094"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="339"
          polarity="+"
          retentionTime="PT1523.55S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">550.779418945313</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="1244"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="288"
          polarity="+"
          retentionTime="PT1723.06S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">634.905822753906</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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    </scan>
    <scan num="1316"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="216"
          polarity="+"
          retentionTime="PT1825.02S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">512.415161132813</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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</peaks>
    </scan>
    <scan num="1346"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="227"
          polarity="+"
          retentionTime="PT1868.43S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">595.522827148438</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1352"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="163"
          polarity="+"
          retentionTime="PT1877.07S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.308197021484</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="1358"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="152"
          polarity="+"
          retentionTime="PT1885.64S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">452.884399414063</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">Q0kZzkZkzlFDS3XoRcXE7ENPKDBFg+UtQ1Mvs0W4fu5DVUobR1GuM0NXJw9FT+6FQ1lIBUaYiRhDWxKjRvoJf0NiJKpHNz6XQ2MV80awUelDZSx4Rj2K9ENrTTBGhWknQ3EzEEWFICVDdz+WR5BgBEN7OABFkygXQ3wfekZEh6NDfRo+RhMCzkN+OZBGwfbAQ39D3UaOIilDgCXCRzcZ7EOAorJGZOJEQ4GWKEZBEzZDgjIWRoQ3V0ODsfJHFY9hQ4SxLEgqxvhDhVUmRoF0FEOGHshF0WS7Q4aaYkaKww1DiKV6Ri1C/0OJkg1GokyNQ4qqvEcAhyRDi0HcRgXd6kOMIeRF4wbVQ4yUvUaf2QZDjbMIRzIHGkOOKaxGaknVQ46lfkcp2fdDjyUIRgvNUkOP0i9HNDyjQ5At1kXzktpDkJVIR8Xsx0ORKkRGIKlAQ5GSQkcth1lDkrDORv4Iz0OTeXxHEjBwQ5SkpEa5LaVDlX1sRizKs0OWklhHGhbFQ5mvgkcl8+VDmipFRhSJYkObtahGAutMQ5wONka3nfxDnKTjSEFZFUOdMopHE0FFQ52tsEUzwVVDn7ABRpnDU0OgIxdGWx+IQ6CRn0ZcsNZDoKw+RRQ3vEOh+udHKJcaQ6K/okaQGmdDo6NcRuEZr0OkrNtGUeo2Q6UcEEUlTWJDpZ8XRyo6UkOluABF2/40Q6YXckd5gDxDprIgRshnP0OnU2VGSPFyQ6giQEZKce1DqL0CRphIr0OpNfpHv3cTQ6m1qkf18c9Dqi4SR4h1MUOqsWRHWAGOQ6uKAEV8ZllDrUc+R6jdMEOtrv9HLC9FQ64UxkY2B9FDrqJqRtZlWEOvO6ZGGNyxQ7AuVEY7mHFDsMXOR21pPEOxLzRHrUUEQ7GdokeJsgxDsqoySFy6AUOzLl5ExnpEQ7OgWEaPALBDtKIbRoqBMEO1K3RHP6TTQ7Wp8kaCXPRDtj+mRg+F70O20nhH0gR3Q7epe0eyN1JDuBKhSACFqEO4UABHBloCQ7izkkgDtNxDuS/gRwHtpUO5p4ZHC3CHQ7oDaEcu079DupXMRrYmpkO8HgZHs3ReQ7y0zEd875hDvV9QRdg0MUO+mo5FjrD/Q7+mMkdU5MlDwDnbR6Fv2EPBJNxGzPLcQ8GEBEZYwMxDwf1gRz5m20PDqWRGZnDAQ8R9BEXmCm1DxSGyRcd1eUPF8w5HPDk5Q8Z0qkfrGMZDxtt3Roi3JUPHrThHv7YNQ8iyGEaORUtDyUHaRo3gXUPJnGJG4L4mQ8nfvkXxUmdDykVTRUc3+kPKj4FG7/v2Q8tCnkbiFfFDzKIARbX0RUPNmABE3eeFQ8394kb+fBRDzpTWRnB5uEPO4pxGbs1FQ8+rOkfAKKRD0CN2RxDrWEPQ6rRGmrfiQ9GsXEecRWND0qiuRpEwNEPUQaBFw4iDQ9WtUkbGFwVD14noR2qZEUPYDh5GjZ1EQ9hjG0YJ39FD2JIYRVDQCEPaotJGRV48Q9tCKEccO0JD26IJRg2iR0PdKX5HGGDKQ92PyEc2NWND3b9kRlajfEPeKlVGZ72CQ96HTEa3KRVD3xRiRq5Y4EPf7+ZHL0ExQ+C1eUc9lVFD4SE+RUyDNEPho6BGNGksQ+HBZ0UzrhlD4g3ORqZPTEPi5SZH5chmQ+M9qkdEO9xD47LgRqI01EPkwABEu1JDQ+US/UbqTW5D5iz1RlQzAkPnoaVGZSzHQ+ibiUc7Ul9D6TplRjHIDEPpn9hGMnEIQ+pBgkdTl65D6q7aRpFFCEPrLPJHGFlmQ+u3ZUcd+1JD7CswReHEYEPspwVHHHknQ+1eZEcUeY5D7byXRh8jZ0PuMmhGoKu7Q+7CDUaGNtVD73QpR1kcWUPvwspGjPx4Q/BOTkcQ5HdD8NHFRzxO90PxQP5GBPbMQ/HZvkhG14ZD8kJvR0YwrkPyzXJHVGUtQ/M//kUKAsJD87TDRo+qd0P0GB1HdiB5Q/SvpUbEHAdD9T0DR0bOjUP1tDJGq39iQ/Y0S0b6eVtD9u34RuFPV0P3N8tGllFuQ/emVkdGQTlD+CYLSC7BpkP4gNZGxfOCQ/kxdUdP8ghD+hjmRqsVakP6q4JG/nxrQ/ss6kXcXpRD+7qiRoiokkP8EgdG7jjkQ/xsmkYPz+BD/LOyR1D3K0P9MlxGASI8Q/2t/UeG1flD/mnyRydMGUP+/WFHYhkNQ/+y5UdSn9JEAEJ2Rf9aR0QAgR5Gx2IKRADZx0gF+qZEARWQR3s7TkQBYHdHW15ORAGwG0ZjWdREAeGyRrxhDEQCIghHh33aRAJI/UYTQu5EAnDqR5tdNkQCm1RHJxXIRALJHEcyfw9EAvGyR19zeUQDTTpGN28vRAOijkeCFNJEA9TnRllwDUQELT9Hl3iFRARgGkXAon5EBHvtRXWxq0QEnw5GneQlRATSekd1a7lEBQz2R55T/EQFLBxHWi4eRAWe9Ub3AyFEBfOARuM/1EQGLbBGmKFRRAZnVkfGTVBEBpeKR73UMUQG2zBHireLRAcKQEccNvxEB2LqSCWZ50QH3uZHUG8DRAgUk0eAX+lECHDoRvgg6EQIm7hGsxT3RAjK8kcxEiFECNagRiLllUQJEPlFX++tRAlbwUeSCgVECZfQR9D1lkQJ2mxGzQryRApNrkd1a8tECpXGRomHY0QKz+hHEpbERAry6kfHGyZEC1jyR89UX0QLrS9GlzkMRAvbEEfBT4dEDBX0Rn8KFUQMWytHnHx0RAytwkc9C8ZEDNoURffVnEQNVtFHndshRA2XUEcdyftEDdOJR9d6+0QOFb5HgdjmRA5FQEZXeuVEDnsDR2SYxUQOoqhG7vnzRA7bZEXcoahEDyBSRuAJ00QPZLxICkiWRA+cvEa1o4NED9KUSAPUdkQP9N5HOYnXRBAiG0emRxZEEFYdR9Mg1UQQoeBIGD8BRBDqFkfp+Q5EESJyRstNGEQRYmBHaVvBRBGjckciEV5EEd0ORyKjo0QSHO5Fw8bkRBJOnEZ+XUBEEtqcR05hmUQTBP1G1AMVRBNwh0fIFt5EE9eqR1BC9kQUQmhHuzeeRBTJykd/fgtEFOwWSCB4CEQVH1xGuNZXRBVZjEeKCfZEFZBGR4Bv10QV6SVHgSIlRBYYzkeMt6FEFmyBR08xm0QWrpZHLw9aRBblwEhnzHBEFzDNRz2iyUQXQABGi/OYRBdhSEb4ePpEF6EURSOx/kQX4NxIUhM7RBgYQ0bb/K5EGGDoRx/kY0QYwWxHVnNLRBlKVEYLlOpEGaJRROnTMUQZ3PhHDrBuRBoDd0dUckNEGmmIR9slP0QalvFHogjMRBrcMEiNSaBEGyWSR8YvdUQbYehHrsunRBuPhkdXsu1EG8KPR6Dv10QcNbpG7U8ARBxonEbgYB9EHJOaR4oth0Qc8XBHQBbgRB0icEc9y5xEHeLUR0ky40QeDldHqXzqRB5WBEfFmSZEHqUnRxVGckQe4wRIG+g9RB8apEcGbVxEH3M8R5jzlkQfo7BGIbg6RB/p8UdQ76VEID1yRv9B60QgZ8RG+LXvRCCeGUZSFfVEINEUR4amAUQhIW5H8D12RCFoOEebfX1EIcVyRx5zvEQh5aJG8/zvRCIbUEZFZRNEIlxmR3VsXkQipzRH2P5pRCLtTkcjq9pEIyneR+UDPUQjbk5HDWkgRCOzDEdNn2REI+OwR5KnAEQkGMJHQb01RCRThEdX9blEJKpeRdVxTkQk3OdFu9Q0RCVBJkcTkZxEJWpkRqpW60Qlpu1HgnXoRCXfTkbbTX9EJiG3R+iggEQmc/RIF04TRCamKkcvh2BEJtasRh/nekQnQ9FFjI4oRCd6gkf0WNpEJ8C1R7hSaUQn7RZG3vTgRChc/kcjUeNEKKecRo8qm0Qo8IJH4WZiRCkgBkZvPrNEKWP8R9QyZEQppURHPkXmRCni00gGNvdEKiQeRuRsGUQqVDxHb8QYRCqtxkehpAdEKuVmRwW73UQrHkJGA9tjRCt4Kkegh4ZEK6y3RblzokQr73hHgor+RCwQh0esfPJELDr4RvKLqUQsnPhFR7reRCzZFUh2RB1ELRkSRvC/vUQtYeRHpv3CRC2skkabi2ZELef0Ro4KPUQuLVFHuJufRC5sEkcKSR9ELqZ0RzxMyEQu4BhGxd4PRC9d10cWH5xEL3++RzGjJkQvs8NGIilARC/gAEd5pNJEMCoORWMCeEQwX7BHTPAIRDCPOEcT6MlEMK75Rkt08EQwzwxGWLSrRDEiUEgHeZdEMW2fRzVHjEQxuiJHPkDgRDHqoEcYoY1EMjQhR5lP6kQyZiZHk7F6RDLjmkV68xhEMvHuRRg0s0QzGZJHfhhlRDNiNkZ3+9FEM5HvRzAJ0EQz6yVHIDYIRDSPQUYF4e9ENRCoR+7OREQ1Y5dHhAnfRDW+F0eSQ79ENew2R7pKzkQ2HvlHSUgXRDZnRkgUMapENqWqRqCXV0Q22jdHMk4XRDdVMUc/FUJEN9/IRnH1A0Q4PehHErf0RDhcqUYv25hEOI+gR2Vs6UQ4tSRHfIrtRDjU+kaJJuxEOSImRxnP3EQ5yY9GwYSjRDntr0cQ9KJEOhnjR6Cc00Q6TUxHMF9fRDpbJkXQ6JJEOp23R51DoEQ67RxHNDt9RDtvIUf+fYlEO6hSRk1MoUQ77WpHEv6LRDwevEeWpuhEPFSaRkdHwUQ8fqVGnIaaRDymC0XFdg1EPPRFR2hhQEQ9HO5G0w00RD1iSEZY38FEPdbnR8ZGiEQ+FXlHS4OMRD6ofUZ9gR5EPykaRTAbIkQ/aW5HJM3KRD+uJkcVTuhEP9kzRzam0kRADyBGbD6TREA7l0eRiyxEQMN+RspP+0RBEVtGZeEJREFpgkecvDNEQZhwRjBookRB1SBGvSowREIlF0dUgHNEQl64RQP2cURCuD5G4K+3RELpKUeYVv1EQx7OR3RjPERDWbxGw34cREN+KkbZG8pEQ7QARK5WFkRD9dJHX4EJRERGIUZQdIFERLJ7RjMzdkRE6pxGLP8bREU8mEaU64xERY0/R8oCUkRFtY5HiP6aREXoJ0YC/YRERiYiRrVcrURGZg1Hak4jREbhZ0ZnHLVERyK/RwDgUkRHac1G6kvRREgC6EZILn9ESCzARyeiA0RIa7RGuKiEREi0AESuVXNESOI5RRtpekRJJYBFEl7BRElxy0W4lHNESZeSRsc21ERJ2TtH02JnREo1rEd3C+tESme1RrJ6oURKqYFHAH0vRErauUbNmHlES0v2Rr2rckRLbZ9F+NpMREucC0eHFB5ES7HERxBFpURL67BHpPOJREwfHkbcLdtETDwARSa0pkRMosJGKfxLREzeMUZPkbVETTDuR55dwERNX6pHnUieRE2vUUbfCjVETeb/RfAFCkROJhpHLzD9RE5iFkeDR3ZETsznRmYHX0RO/vhGJ0wpRE9R9EbSzgJET2LERYv21kRPkpJGgR3lRE+0eUWRBX1ET/KwR0K+k0RQEPJHFC/SRFBq1EeGdapEUJQDRpshvERRGjNIE7IXRFFtI0bCKpFEUaX/RUpXCkRR66dGCVXBRFIb7EXkOE1EUlwARMM/7kRS4fBGKzUsRFNsVUcxhgtEU+4IR6kNI0RUD1RGOJCRRFSHzkcNgGhEVSU+Rw+URURV4nJG0asJRFZA3UWacn9EVpODRcCuLERXIS1GwI+rRFdf+ka1ESBEV6AkRyk5LkRXyfhGXP/YRFfyLEae345EWEf2R6L2I0RYe+9HHCxPRFip5kdS2HtEWPR3R07q80RZMSdHFi0HRFlmG0a8+5ZEWaA1RpJdaURZt9tF6o3cRFneqUa85oFEWrsSRjvRUkRba/JHU/w9RFt+GkaAgvlEW7UHRtNW4URb2vtGXMs4RFxfkUeCf21EXJKIRgurnURc/kpGjL9DRF0qBEdjAJREXWecSAjyNURdsvZGHMkERF3tOEc14clEXmxFR7HFbERevNxHIrfsRF7xS0dAIsREXzKSRtLFHERfq1ZHL23CRF/tWkdjBe9EYC5TRZCeZERgV8NHGK76RGCvo0ZrrqFEYOq8RpQtkURhLrtHieNIRGFr+kbtqe1EYY+pR36LAURhuhpHYOuuRGHwoEem/z1EYkArRq8cCERiavVGmA83RGMly0e1vgJEY2W3RdLgXkRj21tGn+HSRGQFD0bfTGVEZDHPR4AwcURkX5NHWkKqRGR53UbWG/ZEZKFqRnQ+7kRkyXFHOekARGT95kY9RulEZWOiR4EosERljBxGYwXsRGW4vUc/NlhEZeihRDb8FERmAM1Fd1r+RGYxTEaVLUBEZn0+RsDhDERmt9FHUd23RGboAUUhPslEZxVaRxCo90RnReFFpyOpRGexU0cA1DtEZ/SmR1rfIERoLfJHIxZ8RGh8QkfBYQFEaLmQR2l1eURo98xHiyW7RGlY7UfCoAVEaX2uRymURURpvFxHFuduRGnyUkZZ5RtEahZlRrPyTERqZIpHcsXORGrmw0ePoRhEa2MMRamlYkRrwslGvEhrRGwFn0YLGylEbC24RsdIAURsemVHnrFfRGyv4Ued5L1EbPs2Rw3MCURtK7JGgxWHRG08AkYZa71EbZNnR9/MUERt69FHc56rRG4kfUdy6RdEbpbARs4e7URu/hZHgLM2RG80TkYwaXxEb40jRtYdukRvwhhHAIxWRG/+wUfaNL9EcDrqR4xhG0RwenNG+e7IRHC/w0ccax9EcPcTR0LPDkRxJllGDxHGRHGRzkez9ClEcdizRyaqyURyagpGKJvIRHLuz0cpKgZEczHaRw+T4ERzrLNFvnRrRHPuokXTs5pEdCDORxEv/0R0dTVHJH7gRHTSUkayY5ZEdPoHRnk7skR1LPRHkmAhRHWkhEdKgopEdjE0RnllH0R28RxGe77IRHc0BkdJTv5Ed3TXRiTZdER3sPJGq4zsRHfq4UbYnVxEeG9rRmUiM0R47rZGpAecRHown0aQkz9EekIWReT56UR6o9lG4FTxRHt4YEdbCH9EfCrfR1uivER8hUtGErT+RHzkQEcxE/9EfTkpRqWqeER9v8lHYMvORH3mgEbxn8hEfqUxR3i7+kR+2cRG2X6wRH8mp0ekh95Ef3ceRovzdER/tOBFNYA1RIAfyEacFRZEgDMARg1AHkSAV9ZGYZzYRIBs+Ec4f2pEgIJMRn8bakSAnLZGupoVRICxNUZJ1g5EgPl0R1gqBUSBEDtGvqK9RIEr0UYsUEREgUOYRqXHckSBXgpHc1hDRIF9ZEY6V/pEgY0cRotXEkSBoxVF/q75RIG/vEb66HJEgf50RxUnXUSCMDxG4W9lRIKA90awfblEgq8iRpm0ZUSCwnRGKH14RILc60aUbJVEgwJYRyq6W0SDGBhGa2AERINDOkWcmjtEg2YORpEE80SDfZ5GGaMlRIOUgEVmfx9Eg/eKRvOTzESEH9tG9gvfRIRahEYreplEhIBoR7QKcESEux5FiRiTRITeQEa2rilEhQK8Rz0vRESFOyhG5qYRRIV9Jkaf3gREhZbERrsjXUSFtnpFfp9BRIYkhkWLk+lEhnbuRsLKUkSGnMNHLvAgRIcDGUbzfg5Ehy/ERcdZyESHQJ5GN10ZRIdT/kZ9iAFEh384RlmwaESHvApG7QsaRIf66EVReDpEiBaoRflXu0SIoMdE4+GhRIi5Rka6K8NEiL+bRYeFqUSI5shGgpUqRIkloEdwCRVEiccPRNDNC0SJ2H1GmMRARIn9Jka/nqpEihrpRd4nEkSKnLxGw8TIRIrRlkYf8rZEiuRuRqBBoUSLLr9GlkBiRItUYEWmSG9Ei27MRy0MX0SMN0tG1vnERIygzUT0PipEjLUARxqunESMxipF+N2LRIzesEWw3bZEjQGWR5iPnUSNGrpGgZjURI2STEdRvmpEjoMGRmtesESOruhHHDwkRI76a0WHB6NEj32KR43XJ0SPnQZGojJyRI+w/kZqwtpEj+NMRpzx/0SP9tpHCXlhRJA2pkbwiYBEkF1wRprwpkSQ0BhHS3+URJET/Ea9gZFEkTaoRm3Em0SRXxxHZa8SRJF9iUa2vTREkbxqRbYcGkSR9BBGiMTwRJIL+EW/e3tEkiMgRodqeESSl5hGCGuBRJLC9UcBRvtEkt3WRkNWnESTHpZF4uKCRJNAhEa6bnpEk1ytRcoSS0STccNF8fX/RJO7HETc7kJElBecRqP+skSUP0ZGp/DFRJR3SkabdrBElJ1qRmUqVUSUv3ZGoC7BRJTYzkZVZ45ElPp6RWZgkUSVHkdGgZlnRJXoZkZ8p9RElgS0RvSVAUSWPNxGQ97HRJZsbkbb0ZBElol+RvBpUkSWnzhHSg8IRJbf+EZP22RElv5kRiflG0SXQxNGlOVwRJe2tkaf2qJEl9luRgNapESYTGJGbnOkRJhs+0WcOoxEmO26Rfi8RUSZAntFSTvlRJlaSEbJDAtEmX6tR5O+MkSZrpZFtsg9RJnGvkW9AvVEmeCoRkRCjESaBpFHgFaTRJqBVUY8gApEmtcKRqfAQ0Sa9NxGZ2dIRJsCAEVHRodEm0EdR6VsvkSbWyJHGWlRRJuO5kYu56ZEm8RpRYokU0Sb1q9GqSWkRJwxoUYD0l5EnEkDRXJ4x0SccoBFQh15RJyeoEc96jBEncNsRfzAR0SeWdxFlPiuRJ5rkkWceHpEnqB+RoyuSkSe/WhHUB9hRJ9iqkaVITZEoEh9RgDu3ESgeI9GZ3oeRKDCvkbHe5BEojmcRnJH1kSinotGuMMVRKQl+0ZEsdVEpD2KRhtzI0SkW5VHLHFkRKThckZ2qudEpXUjRmt/kESl61lGlbLaRKY2g0ZqChNEpzkJRbI4fUSntotGENP6RKfSmUXytKZEqXKwR7BDZESppkNGnczbRKohKUaVHHZEqmh1RhFxVkSqlpVFl7oMRKsfuEaprmVEq6JgRfGIGUSr2m5GPgQcRKwKgUapm35ErHGXRlZjXUStIWxFqUx8RK2/Ikb1RnVErdYARWoxeESuCvxGmYVIRK5yr0avf4pErvauRrd+XUSvZBVHKbUYRK/LI0XUbthEsQHZRgA1pUSxoqpGrpW4RLKw30YvKfhEsuxiRm5zsES05rJGD74gRLWid0WpthNEtcKeRpXc4kS2TJBFSZo9RLpnmkYCzUhEu9wER2PiukS9DyNGbcuURL2MqUbln7pEw6NqRkIoWkTEhrZGOX7NRMij8UZiISZEzTKARUlVfETWxBxGhpibRRZnNEYD2D1FHvw0RgavJw==</peaks>
    </scan>
    <scan num="1370"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="151"
          polarity="+"
          retentionTime="PT1902.95S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">496.219879150391</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="1376"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="153"
          polarity="+"
          retentionTime="PT1911.58S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">452.666717529297</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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</peaks>
    </scan>
    <scan num="1388"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="180"
          polarity="+"
          retentionTime="PT1928.81S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">585.175903320313</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="1394"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="166"
          polarity="+"
          retentionTime="PT1937.78S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">544.48388671875</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="1400"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="187"
          polarity="+"
          retentionTime="PT1946.43S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">664.048767089844</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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</peaks>
    </scan>
    <scan num="1418"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="209"
          polarity="+"
          retentionTime="PT1972.76S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">576.770874023438</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="257"
          polarity="+"
          retentionTime="PT1981.41S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">621.485046386719</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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NG8owRRLlE5UZB/hlEuq0eRoGuPUS8OMxGFzWYRL00wEY1ETBEvpD8Rb50tES+/tlG1HbiRL8cvUaYq7lEwb8gRwABUUTHGABEkAOQRMf4w0Z42YtEyFBCRpx62ETLQpBGD8lgRMw9cEafXCtEzwSvRw5acETTrnhFz4fGRNZSkkV7qK1E2saARZU8+UTqVmRGYly6</peaks>
    </scan>
    <scan num="1430"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="125"
          polarity="+"
          retentionTime="PT1990.04S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.148376464844</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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