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          centroided="1"
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JZNUQr+QFF8yzIRCxB5ETagUpELJy4RQCJ20QsxQ1Fpmu9RC0Y4kVO56JELYmoRcbxf0QtpZ5FLqgFRC4DmEXPNlhELhlWRSsfokQuN0JFHinXRC57fkV1MlRELsEARYuQzkQvCNtFrE83RC9sFEVEBvBEL5AAQxRNSkQvz4hFu5bVRC/kAEQT3wJEMAvjRQS/ZkQwMzZFYm3qRDBTcEYMN3BEMHshRN9jGUQwxjBEsH7KRDEBjEOItKNEMTqaRVvZ1EQxhrRF0yi9RDGSeESEfctEMb/+RS9nSkQyh75GNJtsRDLRrkP5lEdEMwFsQ8k360QzWyhEqvpJRDODNUYtyxVEM7vOROyepUQz/dFFThGzRDQ/ikWRbc5ENHb6RUG+Z0Q0xpJFzEFORDTgykQmYhZENRjWRBwKykQ1TxpFnj6KRDV7ukSz7kFENc8CRG6JCkQ2AjtD851rRDZDJEUhpzpENnUZRgvKdUQ2vvVFVwBVRDb68UVNs79ENx4+Q805HEQ3UV5GUMigRDebGkWKDiZEN89xRXb8XkQ4COpF9rZfRDgwIUXA2OREOH5sRI27q0Q4vJVFGu1PRDjnEUURqvREORfDRbXR60Q5VO5GLJFIRDmIe0P6bqxEObuFRa6QcEQ52UpFaltBRDoFFkYnAM1EOjucRRqWjkQ6f5tEoWtRRDq7skUH/a9EOualRKzcrUQ7DCVF1mb3RDtpBUP02Y5EO9KbReLLKUQ75e1E8GRXRDwMQkQs3NxEPHkgRl3yHUQ8s1VE4937RDztvEWrKulEPYu2RdjN50Q9xJlFdIuiRD4ECkWs8DVEPkL6RfczckQ+g4REpuSYRD7IXEYlbbJEPv+WRgqqxkQ/VzlFOvEXRD+PMkRZz8xEP8U5RhEfskRACZBF8sIpREA/WUW8E8ZEQHtNRaU5uERAtQ9E4UsBREDm80WSXfdEQQZYRWEkvkRBQgBFHcKLREF8MEX4+PFEQa81RXdyzkRB7qhFUi6UREJ+XEWrvvdEQtJyRaOlFERDDzFEx2maRENAhESnukhEQ2f0Rjue3kRDjZRF65DvREOfVkUK5zpEQ/HqRaaBdUREEDNFCAWbREQ7TEQgmDNERGyGRQ+wT0REptNFnCNERETJ9EVdF05ERQV1RYmY5URFTHJGEv1ZREWLHEWL2EpERb20RWct7ERGMhpFheZxREZ5AEOCpV5ERrOBRBIe4kRG5u5Fy/EhREcgh0PAVUxER0z5RQGGRURHhUlFq0rKREe3bUXj0ARER/ytRaXnAURIRORFq4lBREiR7kWX9dRESL8iRZc5VURJRmVFHgEsREl4xkWFCXxESZQdRO1ErURJvbZFoauzREpG5UWQPatESn9oRUYTRERKsv9Fg5GMRErRTEUJBQVESva5RVAHdERLGGZES5fYREtakES67JVES4uDRBFDzERLxRVGavAqREv/dUYunKdETD5bRLZFUERMdxlFWyXaREzC/kYTpbRETQMpRHkgLkRNOpFFfkPKRE18ykUYa8VETcoPRawdxURN9yNFOtNERE46q0UT705EToOkRMSjM0ROspJEd7AnRE7ijEWI2dRETwGwRN75qERPK6RFWEIKRE9by0VxHsxET4cdRgQV0kRPtxZFYGrERFAGkEYDgHpEUFNpRMw0yURQdYlE78f9RFCf/0MsbilEUNgeRc+O4kRRCrpEfRPcRFE7qUS/xaNEUXZxRanHjkRRuXZGEJTqRFH6YkT8a8FEUkNERUZov0RSyopE/vt4RFMUz0YfuJ9EU4ICRb6JjURTtSFFivV6RFQdBERqGx1EVCo8Q4GpSERUXaZFHC91RFSKL0U0XtBEVLKkRZbhJURU27hFhObfRFUVDETngblEVUsoRWobf0RVn1BF01VZRFXeXUUxC2JEVhJoRYIuwURWR8hGRgJsRFbHeUS2T2xEVwYjRZM4BURXO8pDxqQtRFeKKkUAtz9EV77MRbrHLERX8ZBF2o6XRFhJ+UXVcplEWHEIRVg8P0RYuwxF2ykqRFjic0WUKt1EWT73RQiTH0RZd8FEPm4DRFnH50Wf5KZEWfnyRV/c0ERaO7ZFjXQNRFqDJUZ7hBNEWrVtQy9SQkRa07lD5RoZRFscx0Ywl5ZEW0wAQ+N220Rbdy1EMiAvRFvMB0WNQfVEW/jBRWXO1ERcSvhFkYNWRFx0ZkQP9a5EXL/KRbQSSERc5cxFiAeyRF0Nu0SShhdEXUblRJ+9UkRdfDZFVvIlRF2tBEYMp+REXcQ9RaRpI0ReC+ZEjc2ARF5DikWqHfBEXoatRLgqNURessBE6qTqRF7/ikTADidEX0W+RgbGekRfhedFE4pMRF+wokSMKxJEX9m1RTHKLkRgS7ZFTFkYRGB4AEMD5RBEYLrNRQysVURhOnxF967TRGFngEW8Mn5EYYyGRjcy2kRh6WdFXVL5RGJC6UUX1+dEYn4NRBSUJ0RivrdFLWA9RGMFQ0WdoK1EY0JARcuxkkRjX4lFU+cIRGOPrkS7bZ1EY8roRXW/NkRj9tRE51s3RGQtMUXY8CdEZH1XRd3NEERkrNFE13BNRGUo6USrAllEZWWaRbWPBkRlppZFDWVMRGXaGEUkyMBEZhJPRHTd2URmSyBEKq5vRGaaYUW3BWxEZsl5RZJYEURnIb9FGi3SRGdnbEWKXoBEZ75tRV7TX0RoECpFmEPWRGhdSkVYYwNEaIpxRLetOURowNRFr8VARGkH+kYaPWVEaTP/Q93MU0RpWudFe46tRGm15UUpzQFEadxCRIIWQkRqDnhFtJwqRGo5T0TebjVEan/cRduDdkRq4dBFq6W4RGsBI0VbSdFEa0BkRYx8uERrlntEsb8DRGvDjENYxfhEa9hpQ1iiOkRsCZtE31IkRGxGQkWf2rdEbIp/RZItK0RsudZFjsOIRGzq1kWjp6dEbQ9vRY9v3URtTFlFdzrYRG2FX0WGrwVEbcWrRb6ohURt+UpFeQTZRG5YTEULHq1EbozyQtn/WERuvTBFqqHJRG8Ockb3x4tEb0gAREgDN0RviS9Es73qRG/KpkVJQ45Eb/0yRXnYr0RwPfpFVZOERHBtX0XKLYBEcJG3RSXoJERwzU5FsTBARHFOxUYDTfpEcYNXRQ1xf0RxucZEoVk2RHIIpkWVPSZEcld6RZMio0Ryuo1E8posRHMQ9kXopyNEc3tjRbdx3kRzp21EgwuyRHP7KkXunu1EdB06RMPG00R0QxBFP6PHRHRkVUScxihEdIgAQvz5RER0t5VFqNCURHTeFkUyZHVEdQlnRFCGmkR1Tt1EXWLjRHWg5URGTx1EdcgAQ3Tul0R18RtFdjJ7RHYaA0SHGSBEdkNKRY+Z90R2heJFKkBeRHacckRyFWBEdvpERbBvQUR3V3JGBpF1RHd72kZJNTJEd/7mRVn+KkR4QCpEt6dNRHiPiEWKaHZEeLZIRJJHiUR5WWZFMZQyRHmMtkVFPvREeZoARCl490R52QtEv7o2RHoJ0kS5mpREejBYRIMYdER6i+VFgVLIRHq2wkXE7PBEevT/RQhmHUR7HrhEHTFBRHt1p0XPYCZEe7yNROIx+UR70yVEcbxdRHwGLkU9dntEfEvARTf7iER8krFFNzkKRHzS0kWGzJdEfQ4LRQI8lUR9gTZFMNcmRH3xPUYPf2NEfrjRQ8N1gER++SVFTTUwRH9QMkWSr1FEf37ZROvYskSAC55GITN0RIAkmESj1GpEgEpeRay4ikSAXs1Eem8ERICIUUWUVZhEgL2gRRstdUSBA0JF0G6eRIEe0UT2pyFEgUY+ReQG3USBXABEF9BBRIF3+UWe87VEgYJbRTgbgESBpL1E4uy4RIHDUERGtVdEge2URTbUmkSCBXdF+GkyRIIbTkSDLRJEgoaLRZtbEUSCvk5FfVtGRILitkQis4REgvrlRCYA80SDRf1E0bSBRINYmES8jaJEg337RVQGq0SDzJpEtWe7RIPiTkUmX31EhCDQRPV3JkSEPphFRRjGRIRUmkVslRREhIMbRgof70SE8qpFKSvqRIUWtkTvWh1EhT1mROAIg0SFYnpFF83ARIWhMEYxD5JEha10RQvIoUSFxNxFGt/7RIXbPkTY4TJEhiIhRNfCy0SGf+pFqFlKRIai10S2EXxEhsSCREGlFESHAtZFi6jfRIcdIEQpTy9Eh1qcRkHHGkSHfxJFCvTtRIetVETa4KBEh8fLRXzQRkSH+ABFpq6LRIgGzEUIlNtEiCA6RDi03ESIUJ5FT+/WRIhkAEKVHtxEiINsRR4930SIkJpEz4GCRIjgnES/izxEiQxmRa2apUSJpChFVur/RInTQkWCJN5EieTxRRrZMUSKLqRE5EcURIpLVEVtnXZEiniYRg3Hv0SKpLBFYMLXRIrFWkR78ipEiuCYQ6UGg0SLCjJFDeXpRIuAAEL2r+5Ei7MIRNKAsESLy/FElxPNRIvctUYkImJEi/Y2RQLX6USMJq5E2xVGRIyH7UTbEp1EjJruRSqoQ0SMwnBEd2m7RIz83kNYXyhEjR9MRTTLhUSNhTlGF247RI2ekETD9vpEjb8LRKZXhESN2y1DtE84RI34NkSi1ldEjhnmRFv+XkSOYSxEyVquRI54f0VqRXhEjyeMRQs6JESPOwBF4iG8RI9OZEU8D7VEj2UsRH1EPESPf5REN29cRI+aVkUIUp1Ej9tCRZcoS0SQMC1E8/3iRJBUJESE1lZEkHKfRZTuOUSQfSpE8Q4eRJCk30UAbJpEkL7mQ+fjXUSRBFdD9LXQRJEXUUO17Z5EkTJiRBurxESRXKJE8a/VRJGsfUUiildEkdnoRUbNEESSK2REm09WRJJotESVGIVEkn+URVV2tUSSvrdEEvggRJLfp0RBR8hEkwCDRYCLXUSTLxpE4wVIRJNUJUQ/a2lEk3taRQDQFUSTjSJFDhyGRJPnE0UHWXxEk/k1RWs84kSUFTVD8ZFoRJRQiEUaXP5ElGy2RBpN1USUjF1Fok6wRJSfNEWKbkpElMDwRH8iKUSU2z5EvlWMRJT8nUStskBElRplRFSSnkSVZoxDmiDrRJYTsEV3HU9ElkJ2RCSLK0SWZcRFNVHxRJcWNEWXHD9Elzi4RNJ8HESXbrBEptJSRJfEfkVgt4JEl+bgRVUtXUSYXmRE9uifRJjDJkUrbDdEmOCEQxFgIkSZILVFYGpaRJlolEQxnf9EmeXiROlrtESaDa5FQTM1RJoj1kVBWjtEmmEvQ3/N90Sak+BFD6rKRJr/K0Sf3xFEmxAvQ8eGF0SbQABDHoesRJuQfURdUU1Em5jhQ5vS3ESboR9CB+BxRJwDL0NpWwxEnC8WRId+okScloVEbe4kRJ0SZURR8W9EnU9QRIvPjkSdeX1FvaJMRJ2fPUM+AtVEncKIQ5ds9kSd5UxFfVSJRJ4LFUUOFsdEnmCBRNB9+kSetF9EAvIeRJ72ZkPFwSVEn2r2RJoJZESfxONE4wd3RJ/++EQzejBEoF3MRIALZUSgertFE+ZURKCgg0O2BohEoNceRQ15ukShk7RFhACdRKIejET+tqREomAcRDR6U0Sjzn9EYMEMRKRA4UR82hZEpHX8RIq8iUSlAyFEUbc8RKUi5kV8lrtEpTQZRIDTXESmjNVEoT7HRKakuEUzCylEp2IAQycg30Sno2BElxmMRKfiWUPx1itEqGW/RL88p0Sou91E9QxYRKm1OkSHYdBEq2cXRIgxYUSr//RFsgE3RK1sb0Rh+7pEraJlRBmhpUSuHwFFIKncRK8YeUT+x8tEr8bwRQ46CkSv8rBE5veNRK/5PUOFCOVEsWSrQ8kEikSyjqREqBLcRLK3hERypyNEsz6cRNmwwESzzPFDM1hPRLQzDUUJbxdEtPiXRBefq0S1wdhEX6taRLXP5UQM8XdEteSyRToG30S3V0NDSed1RLeaAEMEJ65Et8DxQ7Na10S4NABDD0A/RLkdP0UoE79EudBnRNDlhkS8GqFFCJx/RLy8akSJ02tEvT97RV+a1ES9ntpE3rreRL3sn0Wq4/FEwGvuRIr+lETCsTBEG3PQRMP8jEULwg9ExBA5RKul+kTEhIREI12aRMUfh0T/St5EyEZaRRzs9UTL4U9ESP1qRMwHY0UlOY9EzQEMQ+imjUTPmt1DwmnsRNLQgEQxUGRE1XitRR6nCUTbJUBDVezKRNwUwUVIAoNE3OEeRKmpp0Td3KNE14JnRN5CiUU8I0ZE4j2dRDD4lETjc0hEBZicRPVoXUTLyHpFBv8AQ0QUKEUKVjpDzRsZRQ/PrUSuVVY=</peaks>
    </scan>
    <scan num="302"
          scanType="Full"
          centroided="1"
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          centroided="1"
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          peaksCount="486"
          polarity="+"
          retentionTime="PT706.559S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
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    </scan>
    <scan num="506"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="553"
          polarity="+"
          retentionTime="PT740.562S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">840.222229003906</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          polarity="+"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="631"
          polarity="+"
          retentionTime="PT752.154S"
          msInstrumentID="1">
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             compressedLen="0"
             precision="32"
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          centroided="1"
          msLevel="2"
          peaksCount="416"
          polarity="+"
          retentionTime="PT753.486S"
          msInstrumentID="1">
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             compressedLen="0"
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          polarity="+"
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    </scan>
    <scan num="524"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="415"
          polarity="+"
          retentionTime="PT766.148S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">511.991058349609</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="459"
          polarity="+"
          retentionTime="PT782.718S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="491"
          polarity="+"
          retentionTime="PT786.711S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
          retentionTime="PT795.142S"
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          centroided="1"
          msLevel="2"
          peaksCount="623"
          polarity="+"
          retentionTime="PT800.494S"
          msInstrumentID="1">
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             byteOrder="network"
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          polarity="+"
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          polarity="+"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="799"
          polarity="+"
          retentionTime="PT807.559S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">872.122680664063</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          polarity="+"
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          polarity="+"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="675"
          polarity="+"
          retentionTime="PT816.02S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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    </scan>
    <scan num="563"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="402"
          polarity="+"
          retentionTime="PT817.115S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">725.435546875</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
          retentionTime="PT824.111S"
          msInstrumentID="1">
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          polarity="+"
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    </scan>
    <scan num="584"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="579"
          polarity="+"
          retentionTime="PT843.905S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">750.567687988281</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="558"
          polarity="+"
          retentionTime="PT852.365S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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contentType="m/z-int">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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="737"
          polarity="+"
          retentionTime="PT869.058S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          centroided="1"
          msLevel="2"
          peaksCount="359"
          polarity="+"
          retentionTime="PT870.09S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
          retentionTime="PT876.835S"
          msInstrumentID="1">
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="723"
          polarity="+"
          retentionTime="PT901.176S"
          msInstrumentID="1">
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             byteOrder="network"
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          centroided="1"
          msLevel="2"
          peaksCount="594"
          polarity="+"
          retentionTime="PT916.419S"
          msInstrumentID="1">
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             compressedLen="0"
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          polarity="+"
          retentionTime="PT933.998S"
          msInstrumentID="1">
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          polarity="+"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="494"
          polarity="+"
          retentionTime="PT941.252S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="499"
          polarity="+"
          retentionTime="PT945.747S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="439"
          polarity="+"
          retentionTime="PT947.914S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">680.216064453125</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="587"
          polarity="+"
          retentionTime="PT954.303S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          polarity="+"
          retentionTime="PT955.374S"
          msInstrumentID="1">
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          polarity="+"
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          peaksCount="696"
          polarity="+"
          retentionTime="PT971.804S"
          msInstrumentID="1">
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="413"
          polarity="+"
          retentionTime="PT973.129S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">706.651550292969</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="456"
          polarity="+"
          retentionTime="PT975.766S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">879.269348144531</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="381"
          polarity="+"
          retentionTime="PT980.073S"
          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="467"
          polarity="+"
          retentionTime="PT990.144S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">740.829528808594</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="555"
          polarity="+"
          retentionTime="PT1047.86S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          polarity="+"
          retentionTime="PT1049.31S"
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          peaksCount="639"
          polarity="+"
          retentionTime="PT1050.59S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="442"
          polarity="+"
          retentionTime="PT1051.92S"
          msInstrumentID="1">
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             compressedLen="0"
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          polarity="+"
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          polarity="+"
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          polarity="+"
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          centroided="1"
          msLevel="2"
          peaksCount="522"
          polarity="+"
          retentionTime="PT1071.68S"
          msInstrumentID="1">
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          polarity="+"
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    </scan>
    <scan num="884"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="747"
          polarity="+"
          retentionTime="PT1214.12S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">1007.693542480469</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
             byteOrder="network"
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    </scan>
    <scan num="885"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="326"
          polarity="+"
          retentionTime="PT1215.43S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">671.823852539063</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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    </scan>
    <scan num="980"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="232"
          polarity="+"
          retentionTime="PT1348.01S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">520.730834960938</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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</peaks>
    </scan>
    <scan num="1166"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="139"
          polarity="+"
          retentionTime="PT1613.58S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">832.155151367188</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="1262"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="127"
          polarity="+"
          retentionTime="PT1752.65S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.589569091797</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1322"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="126"
          polarity="+"
          retentionTime="PT1839.54S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.502105712891</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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lE/AA2RKMTXEanLTtEoyQVRucKHkSjRulEsdTJRKOCcUaK5CREpGN4RhRTJESlHOFFoHZQRKViuEZBMeFEpbyeRRydpkSmAMlGKHjjRKcLXEYIMRxEqEUjR4XKfkSoWAdGRjQSRKjNpUX30+pEqsdfRaTN+0Sq3PZFvr7WRKsaq0WNPxNEq/6DRgk4yUSskqVGGHzuRKzcoEeS4uJErSuXRRPXT0StXABEU+YBRK3tc0aHkfRErnisRpaYTUSu50RFR58uRLC04kUJVllEsRoVRWdX/0SxgJ9GigdLRLHErkZscrVEsfa1RW1SEESyBq5FHDVyRLU8XEUbwV5EtZq9RjiCUkS2EgBEfbWoRLnnxUbCTbtEuhykRosCQkS+ZSFFI+WXRL6jKEa9jj5ExGN3RWhH7kTS+oxFycgDRQEwWUZYwZY=</peaks>
    </scan>
    <scan num="1334"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="131"
          polarity="+"
          retentionTime="PT1856.83S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">769.989929199219</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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    </scan>
    <scan num="1346"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="173"
          polarity="+"
          retentionTime="PT1874.12S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">510.744262695313</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="120"
          polarity="+"
          retentionTime="PT1882.76S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">859.376403808594</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="132"
          polarity="+"
          retentionTime="PT1891.74S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.582855224609</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="1364"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="170"
          polarity="+"
          retentionTime="PT1900.4S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">663.8681640625</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="130"
          polarity="+"
          retentionTime="PT1917.66S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.301544189453</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="1382"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="112"
          polarity="+"
          retentionTime="PT1926.51S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">949.684509277344</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="1388"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="138"
          polarity="+"
          retentionTime="PT1935.17S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">703.373657226563</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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</peaks>
    </scan>
    <scan num="1394"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="123"
          polarity="+"
          retentionTime="PT1944.14S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.150268554688</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="149"
          polarity="+"
          retentionTime="PT1952.79S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">648.147216796875</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1406"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="121"
          polarity="+"
          retentionTime="PT1961.46S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">906.562683105469</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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FGjd5eRK6GeEYGB+lErzUIRrVGrUSvakhGNFuxRK+iX0XrzB5Er8D2RVNa40Sv9IxGohkzRLDZGkT19MBEsTCrRbz/skSxYtZFm/tBRLI3cEYf3FpEsmkFRrXyBUSyxGZFZazkRLW62EVwUWlEtgydRtW5hUS4BmBF/8vpRLgsnEUXBDtEvGlhRZkBEUS96GlFIuVvRMASs0YiAMpEwyryRWhqUUTJX6BF5A4tRNGdsEakKTpE1KqGRtenokTr1I1E8v4I</peaks>
    </scan>
    <scan num="1424"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="127"
          polarity="+"
          retentionTime="PT1988.15S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">566.739807128906</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1436"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="96"
          polarity="+"
          retentionTime="PT2005.44S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">610.783081054688</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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