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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="527"
          polarity="+"
          retentionTime="PT780.197S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          polarity="+"
          retentionTime="PT792.901S"
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          polarity="+"
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          polarity="+"
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          polarity="+"
          retentionTime="PT804.998S"
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          polarity="+"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="495"
          polarity="+"
          retentionTime="PT807.457S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
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          polarity="+"
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    </scan>
    <scan num="572"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="467"
          polarity="+"
          retentionTime="PT831.88S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">768.677185058594</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          polarity="+"
          retentionTime="PT835.704S"
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    </scan>
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          centroided="1"
          msLevel="2"
          peaksCount="664"
          polarity="+"
          retentionTime="PT839.277S"
          msInstrumentID="1">
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             byteOrder="network"
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    </scan>
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          centroided="1"
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          peaksCount="472"
          polarity="+"
          retentionTime="PT840.341S"
          msInstrumentID="1">
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          polarity="+"
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    </scan>
    <scan num="587"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="617"
          polarity="+"
          retentionTime="PT850.866S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">842.83203125</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          polarity="+"
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          polarity="+"
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          polarity="+"
          retentionTime="PT873.385S"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="463"
          polarity="+"
          retentionTime="PT874.63S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">653.768432617188</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
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          polarity="+"
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contentType="m/z-int">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    </scan>
    <scan num="672"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="390"
          polarity="+"
          retentionTime="PT953.716S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">541.606994628906</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
          retentionTime="PT967.158S"
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          peaksCount="864"
          polarity="+"
          retentionTime="PT986.177S"
          msInstrumentID="1">
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    </scan>
    <scan num="699"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="386"
          polarity="+"
          retentionTime="PT987.511S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">817.755920410156</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
             byteOrder="network"
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          polarity="+"
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    </scan>
    <scan num="701"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="498"
          polarity="+"
          retentionTime="PT990.258S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">740.856018066406</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          peaksCount="462"
          polarity="+"
          retentionTime="PT999.232S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="672"
          polarity="+"
          retentionTime="PT1047.56S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">Q3NaZUQzOsdDdJmaQoNwaEN+P65EOKlSQ4ExEEP8Tc9DgaqYRFMzi0OCqbFCuNlzQ4MniUOHpNJDiIAAQm1UpEOJKRJE3IheQ4o4tEN+vVhDiwzDRFAOkkOLq2hDzcYXQ40VZkQo/NVDjpT/RHT3WEOPLTZDJmu5Q4+sNkPDhAJDkJ/ARJu3yUORLWpER+7BQ5I3SEUBQ9dDkpWGRIXp1UOTpB1E9NdcQ5Qj6ERMhvpDlZEjRCVh7EOWMzNCILUOQ5gOfkNvlxVDmRbTQ3bFh0Oa3xxDvkKdQ5wFtkOv2QRDnJ//REznyEOeGZpBvu+wQ6CodUTSGARDo6/nQ+s/p0Okm1JDvPvgQ6Ygm0QpqhhDppmaQjeZZkOnXUdEbQm+Q6idi0NG9BtDqRRnQ4Sn6UOqiAdDn1LhQ6wgeEQA+DRDrSDFQzBHL0OtoeND8+T2Q68gV0Qa/QhDsRHrREH6HEOyCaNEqbKOQ7Qv70MD1t5DtihBRDAOJkO4t8pEDV5cQ7mqF0QGwLJDupm5RB0qjkO7pf1Cl4eyQ70n+0QE4aVDvbcHQ2ehQEO/iABC+7QKQ8AnbEPYQ5VDwbqBRUr2HkPDHNxFCZi9Q8OfDEPBIpJDxhWERCaSgkPGrnRDr95NQ8cr9UQD3jdDyCz+RTDIw0PIu4FEmNImQ8k2D0R5Ib9DycXzRIbUu0PKLTZEEhcgQ8qsREUBsb1Dy42LRPJ/l0PNJHBEpyZzQ83y3kM0uNJDzqarQ/QcvkPPrUtDwDCSQ9C8VEVN6LRD0TbBRIXPi0PRvX9DxBM7Q9KoIEPhgRZD1BZyRep+z0PVNbNE7pV9Q9ioaURawstD2ZuARHAPu0PaOPxECGF5Q9u7XUR7NdxD3Lr+Qq2NoUPdnmtDXrwpQ9+g3kPCsRJD4C5rQ6shM0PhKWVD9iI4Q+Iht0LTWIFD4yrdRJGvEEPkq1ND+vsoQ+YqwkPtvPdD5tVVREGuDUPnqctEWmCNQ+obPUUE45dD6x+bRB6/+kPs+o9E/34iQ+3ABEOMokVD7jffRFNjW0PuuodD8mmCQ++25ESGK3hD8IHtRN6BpEPxbqZEatM2Q/IzM0GSQclD89JbQ1kejEP1LFhETk80Q/ZmakVSSVRD945WRI0yG0P5LrVDmqsAQ/pCKkXELslD+yd+REQZxUP7uH9EffDoQ/6h10OslSJD/0lrQ0l3EkQAGbNFEmUBRACRykQOmhZEAPbPRNDVLUQBY19DIeiXRAGqnERZFvREAgK3RKRIaEQClO5EWYbwRALoR0SkvcBEA6QRRLTCLUQEGY9FXpG0RARaHEYFRLVEBJ9DRFhWw0QE6HZDAn8xRAU4/UOJ5YpEBZwpQqdDSEQF3NNDhgyrRAYe1USOyKVEBtnPRI0FDEQIS5RF8XeQRAh3h0RnifRECN4JQ4YoSkQJGZpCgxnWRAmdikPjgCdECeLSREuwVUQKJn1D52QyRAqPT0NB/1pECt7KRBrHwUQLXUpEd0X7RAvUx0SBLsJEDO/8Q29/fEQNYfNEK4OXRA2X10RYNZREDePLRLajokQOYrVEBGkVRA7dSEWpBWBEDy5gRRLLxkQPjKdDhiFRRA/kBEOlhRxEEBtaQ4L3F0QQ4XlFNGTqRBEdtkUkuahEEWXPRBx0ZUQSIOtD3MVLRBMg7kQkDPlEE2OfRQC9eEQT3VxEJK4ORBQd2ESL3eZEFKnRRQk7qEQVFnNDs4grRBVjfESOiHBEFbxaQ2iFQkQWlsJCvvAeRBeI70RcmZJEF9gXRKaUHkQYIA9FJ550RBiN9kTJD21EGPP0RRLNdUQZYntECDGnRBmT40PJMWdEGdswRITk2EQaGc5ERN9bRBp+E0Uv/e9EGsCmQ29zHUQbH0dDqivoRBugtEPc5cdEHBetRZ6gqkQcYypE8IQFRBytq0a4catEHNyJRWbsfEQdJQ9EQqGiRB1riURjY/9EHd9mRNkeYkQeVNBD8KkSRB7EG0MTyahEIFjDRZPfZEQgnb9GMVdBRCEmhURlOcJEIZBhQ8jMnEQhz/pDvm1nRCIZfENy/f1EIlErRA5snUQjIzFEfa5aRCOPsURPNsNEI+ZnQuezwkQkV1dEW6pJRCTiqkSXnvJEJTZkRDGuxUQlpc5DvSqVRCYPpUMGPMhEJuH2RLAvbUQnJ+tEz/7YRCepM0QvVA9EKB21Q9NKYkQodQJE/nGjRCjxZEQdjWhEKRKVQwtbYUQpXQVD+DdnRCn3cERulPFEKpJERbJHEUQrZLBGYj37RCus4UV4/r1ELB4sRR6FtkQsvL1Fx3y8RC0Z1EOxTrpELVzuQ7TooUQuHUJDfOvVRC7qFkU2X9hEL44rRGXIjEQv/GNEvMJSRDBYsETfwMBEMRRHRC8dR0QxhXNExeAbRDHGDEQNB65EMgTHRLAPXUQyYA1FDP+gRDLeO0SscHFEMyQ7RELDUUQznA9EjzJaRDP2o0aeOURENDXoRTJsFEQ0oBRCa4ATRDVYWERV3yJENZ4CRFR4VUQ13C1EQlE9RDZdJUPlGQxENtiRRItl20Q3KjREFhVvRDedTkQrtLFEOBGJQ9MpV0Q4ZGxEJMTBRDjU5URSh1JEOS9jQzuDgkQ5WZpChZN6RDoV3EQK/JFEOmj9Q+J8xUQ7JAxEAZ5ARDtbxUNKi11EO56qRFQ0FkQ8WqlFCdazRDyqFUR1kM1EPR9KRINPo0Q9qEREgjwMRD5dV0Ski7BEP14eRBaiLEQ/w/ZEoHWWREBgQ0RT/LtEQNSVRR/E/0RBKJxECpraREFUhkP98fZEQhk1RoNNCERCZ/RE7TM+REKzM0KZm7tEQwL9RDVg3kRDUGpEgvPHREPzi0Op6GZERHdzRS3lqURFKV9GLoMnREVmU0V3GfVERbA9RbQq2URF6XBFNyynREZhMEQUWJJERqXHQ+gPRURG67JFIRR2REczq0VlzxBER2vYRIyl2URH+ndE6seaREhJ/kSugxhESQvpRVysBURJhSZE2JTGREncfUWPlKVESizJRPEQ1ERKf+REM1LXREqrr0OjJx5ES2d2RlmShURLvMJFg1kTREvoyETEBI1ETFuZRc/GgERM4IdEztzdRE01EUUTXwBETafDRYXnTERN+oRFGb35RE6vy0Tzzi1ETwHARUGDrkRPRJNE+XkuRE/8L0bpPBJEUEvvROQSz0RQsmNFZ5/oRFEKvEU79dBEUVq3RRClKkRRuWtEHBLARFImTEYPCFNEUnA5RdR4KkRSsg9FOA5FRFLu3ESamfNEU0oxRizqE0RTg39FsglDRFQS10U5qDVEVEV3RFPbhERUmlJFUn+IRFUSUkTqompEVWPSRPuENERVrMlExHfwRFXnzUTBFeJEVoiyRQD7HURXIDtHSWfERFeEhEW9MWREV8TfRXGWG0RYILdE3QtERFh4wEY54JVEW8GQRUb7Z0RcY8FEo5PpRFy3x0V/6lJEXP83RMJFQ0RdQktDYcwNRF3LU0VpQX9EXgYfRM8T2kRen39Eh2l+RF8WH0V3cZ1EX2lrQ49ktkRf7fNGNg4eRGA/Q0Vs53BEYOJTRD1MoERhIJdEm4YKRGFfDESBePhEYeO4RDnW6ERiNLZGvRxsRGJ2AUWN5HlEYsT5RJrASURjYkdFW3QKRGOoaERqGxZEZKsCRWS3MERk611EVkeCRGVfHkXDS/NEZZ2DRZPQJERl61NEsRikRGYc6kSLqLZEZl8VRBkhLkRmoptEHa8wRGb+CETDa5xEZyd1Q+DwWERn2DtFXZvpRGhM10Rumb5EaJC9RH/h6URpXt9EoaWpRGmsm0Mc5tREahzHRHdQHkRqczNCF1fTRGrMk0SvcT5Ea2Y9RKnS70Rr5stE4bY0RGwpKEQUVmxEbR1XRB+7RkRtXu1EH0WjRG2xN0RN209Eble4RNFDJURusJpDOyxtRG8SWES8iQ1Eb1wiRLNPpERwKZtHEhYsRHBxSkaNnUpEcLhwRbG7qkRxHvNEgCAPRHFrJ0SsnTJEcmbXRRGWqURyufdEYzgTRHLspUQFTzNEc4B9RDUp8kRz9ApEhFhaRHShjUehsFpEdOR/RlPNMUR1XwBD19u4RHWnm0Rz0IJEdsN9RBpd8UR3EAJDkENkRHdt40UPWtNEd+OAQzBSX0R5EHJE/SnBRHmQp0N8cRNEejoIRIIMO0R7TLpE84LgRHuyvUT5lutEfFkqQ6QOn0R8pd9EbWyrRH0dOEUo9jhEfXoVRdvA1ER+NepFkDLFRH6SQkNw/8JEftGnQx11WER/bcNDkUWbRH+rJ0P5LM9EgBPQRMZhfUSAcN1Fwt5oRICUC0UOoRpEgM+DRJtflkSA8I9Di7F9RIERhUVGGJFEgWILRyQCikSBiANFyCC1RIGzO0T+C3VEgdYLQ+bAvESCCl9Et6uzRIIy30WVXztEgl3qRRPAqkSCsgtFyYGLRILVr0VsAw9EgvWvRRSQekSDPKlGEEdPRINw20VOq35Eg5tqRQa83kSDuJJDXh0KRIPoF0SDGr9EhCWBRFazukSEW4pFCWYGRIS010UK4FBEhNbiRLF6H0SFN7tDizteRIVXjkPFVPVEhYCWRJCBgkSFtHBEtCv9RIX110Ws031EhhlRRQSFsUSGWPJFAQfvRIa3iUUjIWBEhwFTRRPRhESHLKFEhexvRId3AUOHWmJEh74SRF/UTESH2eVDLTT2RIgZNEW150NEiFWoRhDAyUSId5dFdgQXRIjhzESTn4lEiRvkRI6EmkSJdYFG07BcRImeRET7n5NEijFsRRBzgkSKX19FVYcaRIp7Q0TM9NNEivw1Q4HPqkSLLINEfofFRItR3kStT6tEi6qSRC4z7USL0etELYgvRIwTY0Q/QJFEjDqLQ4tj30SMautFHphXRIyRUkTgTXhEjMknRMoHo0SM8WhE8xQMRI1W/0S4TMNEjXF3RHQN80SNjwtEzJRnRI3FfUTKitVEjk0xRD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    </scan>
    <scan num="744"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="392"
          polarity="+"
          retentionTime="PT1048.91S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">673.458129882813</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          centroided="1"
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          peaksCount="512"
          polarity="+"
          retentionTime="PT1065.81S"
          msInstrumentID="1">
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          polarity="+"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="469"
          polarity="+"
          retentionTime="PT1074.14S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">716.382202148438</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          polarity="+"
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contentType="m/z-int">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    </scan>
    <scan num="1184"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="210"
          polarity="+"
          retentionTime="PT1644.25S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">475.325744628906</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="1262"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="211"
          polarity="+"
          retentionTime="PT1757.16S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">566.550598144531</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="1340"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="159"
          polarity="+"
          retentionTime="PT1866.01S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">671.71728515625</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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</peaks>
    </scan>
    <scan num="1352"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="133"
          polarity="+"
          retentionTime="PT1883.28S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">687.662353515625</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="131"
          polarity="+"
          retentionTime="PT1891.89S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.213226318359</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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</peaks>
    </scan>
    <scan num="1364"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="136"
          polarity="+"
          retentionTime="PT1900.52S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">646.930847167969</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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</peaks>
    </scan>
    <scan num="1376"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="114"
          polarity="+"
          retentionTime="PT1917.75S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">773.5400390625</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="1388"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="121"
          polarity="+"
          retentionTime="PT1935.05S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.470520019531</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1394"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="147"
          polarity="+"
          retentionTime="PT1944.06S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">603.366577148438</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1412"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="113"
          polarity="+"
          retentionTime="PT1970.34S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">659.528686523438</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="1418"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="129"
          polarity="+"
          retentionTime="PT1979.01S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">880.158874511719</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="1424"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="166"
          polarity="+"
          retentionTime="PT1987.65S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">664.658386230469</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1430"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="112"
          polarity="+"
          retentionTime="PT1996.3S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.709045410156</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1436"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="106"
          polarity="+"
          retentionTime="PT2004.94S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.53515625</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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