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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="502"
          polarity="+"
          retentionTime="PT693.737S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">936.546325683594</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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    </scan>
    <scan num="479"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="506"
          polarity="+"
          retentionTime="PT702.244S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">862.696899414063</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="548"
          polarity="+"
          retentionTime="PT728.16S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">926.240844726563</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="437"
          polarity="+"
          retentionTime="PT732.243S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="582"
          polarity="+"
          retentionTime="PT736.529S"
          msInstrumentID="1">
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             compressedLen="0"
             precision="32"
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          scanType="Full"
          centroided="1"
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          peaksCount="620"
          polarity="+"
          retentionTime="PT747.017S"
          msInstrumentID="1">
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             compressedLen="0"
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          centroided="1"
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          peaksCount="439"
          polarity="+"
          retentionTime="PT748.353S"
          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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          polarity="+"
          retentionTime="PT779.068S"
          msInstrumentID="1">
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="575"
          polarity="+"
          retentionTime="PT780.415S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          centroided="1"
          msLevel="2"
          peaksCount="462"
          polarity="+"
          retentionTime="PT792S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
          retentionTime="PT802.422S"
          msInstrumentID="1">
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="521"
          polarity="+"
          retentionTime="PT803.608S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          centroided="1"
          msLevel="2"
          peaksCount="618"
          polarity="+"
          retentionTime="PT812.203S"
          msInstrumentID="1">
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          polarity="+"
          retentionTime="PT817.97S"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="719"
          polarity="+"
          retentionTime="PT826.657S"
          msInstrumentID="1">
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          centroided="1"
          msLevel="2"
          peaksCount="437"
          polarity="+"
          retentionTime="PT843.763S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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          centroided="1"
          msLevel="2"
          peaksCount="547"
          polarity="+"
          retentionTime="PT866.202S"
          msInstrumentID="1">
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="400"
          polarity="+"
          retentionTime="PT885.145S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="726"
          polarity="+"
          retentionTime="PT908.249S"
          msInstrumentID="1">
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             byteOrder="network"
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    </scan>
    <scan num="637"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="415"
          polarity="+"
          retentionTime="PT909.361S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">710.787658691406</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="601"
          polarity="+"
          retentionTime="PT945.513S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
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          msInstrumentID="1">
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="508"
          polarity="+"
          retentionTime="PT955.541S"
          msInstrumentID="1">
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             compressedLen="0"
             precision="32"
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          polarity="+"
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          polarity="+"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="426"
          polarity="+"
          retentionTime="PT967.624S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="557"
          polarity="+"
          retentionTime="PT1046.41S"
          msInstrumentID="1">
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             compressedLen="0"
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          polarity="+"
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          polarity="+"
          retentionTime="PT1056.61S"
          msInstrumentID="1">
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          peaksCount="679"
          polarity="+"
          retentionTime="PT1210.19S"
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    </scan>
    <scan num="905"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="257"
          polarity="+"
          retentionTime="PT1251.77S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">604.578430175781</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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    </scan>
    <scan num="1217"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="130"
          polarity="+"
          retentionTime="PT1697.53S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">510.347442626953</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
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             byteOrder="network"
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    </scan>
    <scan num="1259"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="121"
          polarity="+"
          retentionTime="PT1758.95S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.445983886719</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="1319"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="162"
          polarity="+"
          retentionTime="PT1845.65S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">577.055480957031</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">Q0kPNEXgZP5DSzVtRcvTPkNNJ2JGEtSTQ040I0aGw7xDT0rBRv7oBkNRLtBG/1oCQ1QZ+UV76x5DVRPgRwUAoUNZGhhGa7DmQ1siYEaqYERDXUUPRjW0vkNeJZVFUoPTQ18e8kY16hBDYh4wRj7Pq0NjIG1G4MXlQ2REnEX0Q4ZDZSUZRoAy60NmVMVGTOn0Q2dOa0V4X5NDahOYRTonIkNrO6tHLgZYQ2xaC0a0N5dDbS7vRifavkNturNFzj4VQ29KtUa/xmdDcCekRyyg5UNxOo5FwXCHQ3NHYkTPkPFDdUg2R5hhw0N3U0xHm3y9Q3gwAEUmOO5DeRRGRrGuOEN8MoxHASOdQ30lEkakuCFDfmSSRh1UHkN/O95HMOSlQ4CpMkaPVaFDgaIgRpJ4pEOCGepE1iNcQ4KiqkXYYYVDgxy4RbYoDEOEIrpGLwSYQ4StK0gMAtJDhR1eR42uzUOGJUxGg+3GQ4ajLUcTXBBDhyrGRwmZ90OHmzRGtAmIQ4iOLEaFPStDiR0KRb4phUOKBfhHFcX4Q4qipEaQahNDixOBRiuUyEOLnoxHFFQQQ4wsUkcVSuVDjKKDRx77H0ONGxVGLT7/Q42wCUaiQj5DjqUPRV+HhUOPohxHMEAvQ5AyREVa67VDkIqMRj+UeEORJABEdhZxQ5GM+0YFtUdDkp0aRkuKxUOUm1RG2CPyQ5UN50dfiD9DlZMUR5/ydUOWGtJFeE6AQ5aiFUYZV9hDlzhuRwJRhUOXj2dF2gSgQ5ibj0Yoh5BDmSnNRtTk4EOZmABEg0hvQ5oc/UaFmRJDmzmORZQjEkObnSJH2ElkQ5wh3Ecd4RRDnKoqR4/RWEOdoUtGj1RwQ54kcUd1NQ9DnvKlR32IU0OfnxVFpGD/Q6C650ccuv1DoQP5Rrl0ckOhjSFGimgsQ6IzG0a0QmRDorm0RgjHvUOjMmJGPrU5Q6OcbEe+2JBDpDlcRiR6CUOkoapG97ZcQ6UV7kYSyJ5DpaOeRy26aUOmVTJG1Ty7Q6aKA0X/elNDp6F6RyBv4kOounBGk+D2Q6k5y0bvpG9DqatYSCt52EOqK/xIXP+cQ6qFN0fi5ltDq6tbRpJ7GkOsltRFwep0Q6z7NEU/FbBDrbBgRycMAUOuka9FnHmjQ68RJkZtWkpDr6vwRfLQCEOwSehGhBwEQ7CmTkVhy/1DsUpXR6oYB0OxqHpHiqx/Q7IhZEbMAXZDsqbGR8ZFAEOzKNJGW3UPQ7R4gEZF1qRDtPy7RYyu50O1pdxHjsuKQ7aqRUYYLrNDtymWRdKcoEO3qPRHZeP1Q7guU0cH189DuLeSR8L9YUO5NotF8huXQ7mb0EbwH/FDuiN6R4FkBEO6jM5GiSkkQ7rR1kYtMuxDuzYVRYKQMEO8LNBHec59Q70wdEaOEr1DvafURr6dDEO+KYVHI9bvQ7+xXUfSXGFDwCVYRhCOGEPAl/BGzz6dQ8GfUkcj65pDwihcR1ZXM0PCq6hG9G7gQ8OJGUY/uTtDxCcyR2t6MkPENPRGQS7mQ8SmSEaF2S9DxTQARMgp3UPF0XdHAW/lQ8ZwhkirsTtDxsdiR9xKEEPHBRBG3/z+Q8ebe0egyeFDyBFNRaCK/EPIrXRHpPNjQ8kz3EYnRx9DyhVBRZwhhkPKuSNGeAqcQ8usbEeZR8FDzDIiR22VxUPMrbZGFFO9Q805nkazCnFDzZy+RsayWkPOHBlGkmomQ86N40cn7/JDzw0aRptT5EPPoDxH0ANrQ9AY+Ee14I9D0J7WRosOv0PRLOlGa8RKQ9Guq0dNqCdD0kI+R5GZ1UPSs85Gxg3wQ9MmVEcOsjtD07x4RQhO8kPULPpG27l3Q9Tx10cEGi5D1TgARTKYlUPVsVRHuyrmQ9YrRkeBH+VD1qkKRw1Jv0PXHEBHgLmiQ9eLdEemrOxD2BpgRz8CuUPYnsZGqVy+Q9ka7EZ/4bRD2bysRpiArkPaKZ9HKchWQ9qd9kaBgtZD25oLRbnuQUPcQlpGHN09Q9ykvUYxWtVD3PMARgLg8UPdoP5GlAcNQ94zlkaoj4BD3q1pRswwkUPfFtZGEzm8Q9+zpkYzh7xD4C6IRwW2n0PgrtJGFZB2Q+EqX0TNyWhD4bWOR81HJEPiOkpGkCWOQ+K8OEhjCn5D4v2gSDM3V0PjcxxGvkCcQ+O+L0aMiRdD5F79Rv/HAEPkeABF5qBLQ+WtDUalqIpD5jOKRoaa+UPmwvxG8v6DQ+cuAEalXwlD6DI/RtHXMkPorwpHyE+0Q+k2kEbZAcRD6buqRqwUVEPqLwpHCp1UQ+qwl0cbBnRD6yrjR0TVXEPrrN1HUnSKQ+wn2EbbmapD7KBQRpUMSUPtO4VFPupeQ+2ptEdFP09D7nUdRyiTLEPuuNRFzX8LQ++sJkeNbRtD8CHMRwEvm0PwXNZG0nmCQ/CkyUaEBH1D8UIyRnBeQEPxr0JGIVtLQ/In8UdXzYlD8rf4RuFKOkPzlQlGy1NUQ/Qrikab64dD9PrFRpQULUP1oR9GTuRDQ/awekaE/w9D9xPGRxkA7UP3WABF8X4pQ/fGOUawmZVD+CUSRwOP6UP4rABEj/RIQ/kmjkchCSFD+biTRfGqA0P6EfVGhfDpQ/rFT0cQFnJD+0BxRZrw6kP7uQxHK7VGQ/wWN0cCobtD/KhnR01+2EP9Eg1GDT3HQ/2G6EcGpZFD/dDuRy+2rUP+J11G2q3hQ/6m3Ub3fttD/ymxR2l7bUP/f3NHTGydRAAD+keQwmBEAGS9RxeXp0QAoeVFgdtsRADdFkfIiNBEARtPR2NU8kQBcxRHFAfMRAH2GEdiI/VEAhwARcoUv0QCWXxHSSmFRAKOOkYZYU1EAssmR8FAz0QDDb5HDdhHRANMdUcmphFEA4JDRtEe+0QDoc5GQ79GRAPaXEcH7NNEBCIlRuvbXkQEVEJG2SW9RASayEdKNPxEBNZCRSaHPUQFHpRHiaA9RAVgGkeMjhNEBcbWRLpQx0QGF8JHF0GMRAZcokbOQxREBp68RbGYI0QG4VJHgOJDRActfkdD5ElEB10ERms/UkQHo1VHCNg6RAfaZkc56c5ECB0cRacZZ0QIlnxHbq4pRAjnv0bPC/tECRnURsgG+kQJXv5GNXaiRAmivEWwZWRECdaIRyzX+EQKAuFGVfcbRApX/EewMC5ECsLfRp7u5UQK6ABFcOQjRAsr1UaQvQhEC2bqRwYYY0QLn79FUimbRAvfhEeWGFZEDCCxR0Rja0QMXN1G4x81RAyZXEZAsldEDM/VRiXMV0QM88pG9W/jRA0cWEZWb2tEDV1+R2URmEQNmsJHPc7FRA3lzUaQPclEDh9oRwI4OkQOdwFGIPwDRA6dJkdNcPVEDsauRv/NckQPCphHUrHcRA9aj0cCmlBED55OR1F/TEQP2phHgon3RBAe+UgoAa5EEGbGSEhb6EQQnDJHVWGcRBDekEcF2eZEEQUCRmSLgkQRZXpGvOB2RBGbtkcHjSpEEeYERa/dtEQSGoZG+lQKRBJtTkZE1VpEEp8iRxNx00QS1VxHHdaiRBMh6ESXdtxEE2ApRxKgPkQTmxdGEaXYRBPkWEexuktEFCmSRqgllEQUXzBHCpyMRBSThkYNS1pEFNytR7Re60QVJxVHkp7qRBVdDkfE+0tEFZ5URkzvyUQVzwtGyzIJRBYh90bLgzBEFmJ7R6z0Y0QWnBxGuyNJRBbgekiPJeNEFyPGR1IAmkQXMd5F65WoRBdnukbtNL5EF5zSRt1b9EQX5nZHN2tURBghE0a833lEGEQ4Rz51skQYoiBGhPlSRBjjJkX4gCpEGSq7RoBVLkQZYNxFw+P9RBmKJEbQOo5EGaxGRjyZ2UQZ2+RHMramRBoYfEatt11EGmbcR92avkQamapHxvVgRBriAEeSbZhEGyDkSC1E80QbZThICk73RBuB+kZAT5JEG6f0Rn9m/EQb1dRHmjEWRBv/MEZxLVxEHCUYRpi3gUQcTtpGi9CKRByV+kbIABhEHMqCR6KqskQdAThG9To2RB1erEb3loNEHd9sRvO7i0QeHnpFrz38RB5jSEY7rSxEHqDkSAMRDUQe6JFHSOTARB8dE0c+WCNEH1rSR4xGxkQfmiFH3lhMRB+wUEaSD9lEH+T5RhhvDEQgISFFmnV8RCCPsEaXkC1EINz2RqZt/EQhFVpGuTLNRCFlYEaIE7NEId3WR9hdgEQiHQ5HxnmzRCJkQEYZNQ1EIqfmRpLPyEQi485Gh6lyRCMl7EarD0ZEI2UoR+KRP0Qjq5JGyEdFRCPlLkdGY01EJBDIRoLob0QkXaJHJRIIRCSkvkcOuVlEJOQjRqtw40QlF7lHSX2fRCVkuEd9VwZEJaGhRstPVkQl5RJHOPV3RCYmCEgYC81EJmQ2R/bv8kQmohxG5l93RCbc4EcmjX9EJxHiRr718UQnX9BGmnzCRCeaREZGqFFEJ9PWR1NbqkQoHwVHJn65RChj4kbsF/hEKKjURwLKHEQo6HJGgDObRClfZkevNJtEKaAUR1LkTUQp4spIDW7iRCorBkfTl/lEKmL4R6hSqkQqlSZHCgZdRCrZxkc6jXNEKwvYRd4ugUQrLABE7bNYRCtjtkZgRCpEK4AARSuM00QrrSpFgBYERCwg40dL9cRELFhjRUhjv0Qsqn5F+IX9RCzgkEfZHvJELSEYR8M0rEQtWTRGQ+wLRC2k9kfDoS5ELeTSRruOTUQuJchHctDBRC5klEcatbZELqWkRzL7oUQu/6JHP1ejRC9hbEeLpHtEL55kRcugqkQv5H9HiH+CRDBgkkeAptNEMKKmRYv980Qw6z9GtybXRDEl5ke9VMVEMWXBR46zm0QxoM5HeeeSRDHUAESccq9EMiAzRwowT0QyWSFH3gCARDKbt0dTjlBEMt3dRpXdwEQzPu1G1hXwRDNliEZVk/xEM5XlRoRxoEQz6mZHN2iHRDQy40aeZQVENFlaRvzL/0Q0qPlH63QcRDTmq0cf5SlENPGcRisBi0Q1MWBG3KSyRDWB7UbDp/dENaaaRYpF+EQ16H5GlGOURDYlLkYwY7VENmgNRp6GhUQ2oxNGPVOyRDbseEaalZBENzafRkSzb0Q3W25FeBrNRDehwEcGWpxEN+PuSCRhrEQ4DytHIekWRDhbb0YSAjdEOJHHRVdjUkQ48lRHJ9LMRDkn6UYcIuNEOWLaRyUM+kQ5tTlFgqN9RDnjb0Y7/7lEOnQARLJILEQ6oXlGLHD+RDrvTUbwNt9EOxveRoRk20Q7hfhHd234RDumrkcGRzBEO+bYRoyWWEQ8IFxHufovRDxgsEeqVMFEPImLRtRv8EQ8r/9E63FQRDzieUYUl4tEPSOrRa0aL0Q9TvJGMgIlRD2CvUdIGs5EPaa6RlRUDEQ+P6lHUMgYRD5ykEbby41EPpGiRwBfnkQ+9QRHMc0uRD8mQEWsjW1EP3RuRlkdq0Q/qxBHnTdFRD/gakW5kodEQBz0RlzypkRAZpVGm0wIRECR/0aRxktEQOihRqeG2kRBDmBFr/RoREFfPEcTIV9EQbQBRsOCjERB4aBG0g+NREIe3Ua8ultEQijARZtQvURCn5tGjleMREKs5EVZ22ZEQudlRz4rtERDIQtGQEu5REOorUaO8z5EQ+jQRXLpaEREGDBG4qBiRER/DEckJMpERM52Rysv/0RE9etGRTiMREU+70bxzpxERWkoRghEpERFo7RGnbEMREXbqETIt3FERit5RvtaMkRGaZBHlq1zREai7EcUyQBERu73Rn1z+URHKMdHdONTREdeuEbZX0ZER6bCRrf0QURH4glGuNWBREgPdkWkBF5ESGzqReKER0RIqQxGx0JiREjci0WgUQ1ESR7/RobWCERJaQ1FB7/gREmnkkarpdZESeTTRoM9MURKQoFGj+twREp2NkdBwj9ESqLgRxV7G0RK5fVHDszOREtbSEdpzxVES6sZR4ZFZERL5f1GtcD3REwnH0bqHJ1ETGvNRnggjERMpUZHYDkVREzt9ke+sO9ETSJnRzSf6ERNTFxGA/EbRE16bkW6Jv9ETalsRwjdd0RN1qVHbWecRE4TqkbEEYRETo4CR44AlERO4i1HB0FmRE8daUW4sutET0dZRwYgDERPabRGgCI0RE/qEUdQix5EUCGbRsDws0RQgP1GkP5pRFChEEZUKohEUQ+YRpTRsERRPJNGYts6RFGomUddudtEUhTjR4JhFERSPHZGiIb7RFJxB0aS/ydEUqntRqdY0kRS8E9HDYXgRFNMRkcLl6FEU3plRy35r0RTxH1HFn66RFQUQ0Z/PqNEVGnARPViHkRUqpNGN2I/RFTmTEbj8F5EVRLuRwgD90RVPG9F45vpRFVxAkai3UtEVa2xRYZHxERV4w9HDXDpRFY0nkcUTFZEVnUaRbne4ERXFMRFci5tRFd4mUY9B75EV74+Ry+v60RX7HJG+FbTRFhM4kdcKUlEWHkmRjGW1ERYortGecjtRFjwvUb/RIVEWSsMRgd3EkRZZN1F9tPNRFmookdXd+xEWfNPRpUkokRaM01GT9VLRFpuPEalV7pEWtoQRwZMTURbDnJHHY13RFtBF0Y0xTZEW51IRzeoz0Rb1yxHqdihRFv/6UZ/Ti5EXGGlRwUlO0RcsS1GroBrRFz6cEdXIMZEXTE3Rzrfl0RdXeJGJ8RqRF4BAkbDc+BEXifQR3dVF0Rec05HC1nTRF7ENEbSBYdEXvuGRoAmZURfMklGlD7kRF9SGUXzMOVEX3YpRonPqkRf45NHLkBuRGBmB0bvuDpEYHVrRbdppURgtK5Gzvy+RGDoSka+cR1EYYzfRwFdBkRhyG9Ej6UVRGIBSkazgIREYjWgRjtSU0RidflGXGMERGLuGkdwGdlEY5LTRn9GlERjuEZFU28CRGPjY0XAdj1EZB9gRymH5URkZzhG4+qdRGSsfEb3sF5EZNw3RbsNfURlVo9GrTulRGWFikcezTVEZbRCRZA20URmBBlG7DTLRGYzkkZAJjFEZmrORokOukRmjl1GhbhERGaxN0aJ0c5EZvy9RkUUq0RnXStGswvsRGf/okahnDFEaCL/Ro8EtERofadHPCVNRGilCkctdMFEaP9vRfO9BkRpJJJG+/gaRGlzJUXPp9JEabTARgaDfkRp6RhF+/sDRGo5+EYU3DpEanjhRazR5kRq0P1Gk+x7RGr8MEaPaPREa0adRZYzXkRrrNNHGgVERGvnLUYz/VFEbCT9RhGjtERsd7ZHFhXtRGy7wEbCbzJEbP6zR2jNU0RtOihGqnH7RG1oIUZlbBpEbd8rRw3O+URt+JVFgAYwRG4rp0aIUjVEbnJXRSue20Ru5M1Fl2xRRG87k0YAGcREb3UyRlRkSERvt9lGDZWgRG/yNUZj+VxEcCrKRimv9ERwUJhGb0EvRHCHEEYyB5dEcPaSRhSqykRxKw5Gn09MRHFtMEaFhi5EcbaCRsy4gERx3thGJJaqRHIuGEaD1u1Ecnj5RncX6kRy6pFHAVcIRHMc+0aM/rdEc1o+RpTz+0RzkTVGnhuVRHQykkbDQtNEdF94RptnvkR0tTdGe5/7RHTprUfA9b9EdRloRxbqu0R1Zs9GdMWMRHWRnUb2TDxEdj8fRsG5JkR2ffZGgIRYRHa9P0bmXpFEdvVKRs0il0R3Lw9GpW6xRHd810b0n1JEd8TbRwPYokR39lNHBnvcRHgdqEXjWmZEeGtxRcZ9iER4sQFGcrrNRHlE4EUDz0JEea0mRokIgUR5/k9EyJ7URHpgw0aGByFEeoMORqJwUkR6sIpF1eSLRHrsAESFaKxEezL6RoxCoUR7aJJE8kpbRHvBHkWZuclEfD/NRxkuZ0R8SABF0DBMRHysA0cucGxEfSf4RlL9tkR9VdFFgtZ5RH2AikU8TvlEfa+mRxoqPER98hBGYlzgRH4ljkZo6fdEfnFJRaA5zUR+tRJGLZgbRH76MkaFkshEf0+eRv7EokR/ewhGmkz+RH/0oEaErYdEgBHmRcKylUSAI0FFdWtvRIBA3EZupzVEgHzYRwBLvkSA5uJHKsJiRID8u0XHYoZEgScaRj0wtUSBOp9HEAmCRIFbVEcBfehEgXrBSBAohkSBojxGnhN8RIG9FkbYANREgfe3Riz2LESCDLhFgQ9LRIIeqkW9eTREgkVPRqy71USCXndFDCHJRIJ6kEZJQGpEgsKIRNZh2USDIqBFkJ/hRINOkUVJ2l1EhBhmRUP1dESEMF1GcBK5RIQ2jkVDgX1EhG+hRkOQmESEsKVG25fZRITK4kYXAlxEhPjQRuMld0SFFhlHdVcJRIVcPUapKydEhXoqRXVv50SFm6JGrxO+RIXOlEYO2hhEhdxSRVUQckSGG25GnfP5RIY/d0YS6tlEhl6lRvkgZkSGfLZFtSGjRIahc0bbr8ZEhrO6RmtRL0SGzzpGTRpyRIcCZEUAO15Ehyt2RirbcESHfPVEsLDURIe3+0eARG5Eh+EcRkdgekSIHZxGYVTHRIg7kEX4cOJEiFPiRz9y0USIb35G1jXoRIi2y0aUGf5EiMz0Ro8k50SJHh9GZYxwRIk6WEZIpU9EiWK+RTfnjUSJdPBHEjy7RImky0afjd9Eib7ORigdI0SJ5gxGjfuURIpAXkYLwN5EinzCR0UBfESKkpRF8H3vRIqwhkY4/GFEiyFSRkhHEUSLWEJGB95rRIulIkZYegJEi9tSRwGefkSL+WJGXyODRIwcaEV13uJEjD99Rpt4TUSMgnpFtDeERIy91kV2O2pEjQIARIa7/ESNGQpFSFemRI0zVEYr0ZZEjZeYRyc6M0SNttRGkeo/RI3QfkanPU9EjjawRX/XLESOYVRFxNLLRI6FhEaVUIFEjrs0RqFB0kSO4PhF0vE0RI75dEacyJ1Ejz3oReOJhESQEndG5YouRJA810ZQwthEkHUcRaJgpUSQjbJHJi1QRJEdnUV6j6FEkTheRvkwgkSRV3FGKdu+RJGBOEax5ZREkbmaRkgw4USSAHBFvenlRJKYkEZb/TpEkrxNRjMicESS4CZF1PjFRJNTiEXTQuVEk3PwRb6iXUSTzyBGLE4ARJP+VEUpbhhElHDkRp5gpkSUvqZGun83RJTnakYRCNNElUZbRv7Bh0SVZqpGJ9oHRJWbZkYuFJlElaz8Riu83kSV4QZFFBRBRJYXKETIns5ElmDKRgcfK0SWd/tGDUZkRJasxEaPDOJEltdSRigVs0SXFdpFr+vMRJelFkVOKKVEl8mhRfwL1USX2jdGFYpbRJhDHEZ/cFlEmGPDRwljW0SYePxGqfrZRJi5CUa3H6xEmQUARNiUxkSZhKVHGpRERJmrdEWA8cxEmdToRg6/bUSZ/xxG1emURJoX2EUrceFEmjm4RtIxckSahnlGMq6kRJrr0kaLgkxEm0QARI2ibESbanlGxVAgRJvOgkV9i6hEnAeYRt2ZcUScUIFGxrFgRJxisEZBIXtEnH2ZRx33fkSc2A5GE+cFRJz8dkVzUchEnUv3RemVOkSdXuJGqeKuRJ6JHUaJbu9EnsE2RnEd50Se7WBGkRARRJ9d6kZ2O15En6h3RoB6NUSf2N1GOd00RKBeiUTWYW1EoMKvRhT2y0ShJRRE0EUbRKJhcEaZqVhEoxh5RVKLnkSjMsBGoJWjRKPDXUZSYTVEo9j6RvIkg0Sj/2FFl2mnRKRuwkaS3XJEpPquRov/I0SlQ5VF1LWiRKWiw0YhCZVEpoR3Rf7oC0Sml7JGK3EIRKbYc0UOqnNEpx/kRgWGGUSnxVtGTsdiRKiiF0cgE4NEqLi1RnTqcUSpjX1FqH6DRKncCUYm8vtEqqDzRJfBs0SrBXJFml3yRKuc8kYhcHdErPZWRiKczESt95pGHjHcRK7pL0W7naREr5NZRTJDUUSwpyVGKmJDRLEIska9+ltEsa9lRjbas0Sy1TBGchosRLPVoEbVW7hEteDuRglTaUS2MgBEtAWKRLZalEY2diFEttcgRnFemkS26vRFkOq5RLhG2kXfg2dEueXIRlBuEUS6imJFsE2ORLxFckZoJAhEvGGBRXd2s0S84olHggg5RL0xOESvE7REvojBRevGKkTBzqxGCyVnRMH6gEUAiX5EwoOXRiAw7UTEGJlGfGU/RMdCpkbPXElEyNSYRcItr0TKhy9FW8ELRM3E10XMIu1Ezo4jRohoI0TQQZNGOmC+RNn3G0WqRltE5ykbRa6kskUFd4ZEqBsy</peaks>
    </scan>
    <scan num="1325"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="144"
          polarity="+"
          retentionTime="PT1854.27S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.350860595703</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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    </scan>
    <scan num="1331"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="166"
          polarity="+"
          retentionTime="PT1862.86S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">696.635375976563</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
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</peaks>
    </scan>
    <scan num="1355"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="129"
          polarity="+"
          retentionTime="PT1898.33S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.310211181641</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="1367"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="167"
          polarity="+"
          retentionTime="PT1915.63S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">578.022033691406</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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</peaks>
    </scan>
    <scan num="1373"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="113"
          polarity="+"
          retentionTime="PT1924.27S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.801147460938</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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QskkQ9SKpGuAxTRD1wPEagSP1EPdJ+R0NJAkQ97V1GMqUsRD4wxEgOTklEPl1xR5G+e0Q+6mNGIZ2KRD8mAEWQkUxEP1NyRa10uEQ/7pdG8EeqREAmdUcLfDREQElxRX2XeURAglBGnLo6RECs4Ua72UBEQQ7jRuJ9ykRBYzxHcHBqREHXw0Y1GjREQiDkR2MqGURCZB1HLiwHREK+AUa8jVtEQuK9RotO0ERDMaFHkvxTRENgTEbxlDpEQ6ZxRxS8fURD8bNGm0MfREQij0egYFJERHSURvsH1kREtTZHXeisRETlSkYJxvdERSlyRpfPG0RFZplG2TGQREWlyEYrH4dERelVRuS61ERGOJRGm29IREZzgkd9fo5ERqkqRxoJ+ERGysJGaGewREbvYUaRrZZERymnR4fzBkRHXb5GRGijREepAUZDvGxESCnqR9FTVURIbzFHDOZZREilVkbcXP1ESOjARycBdURJQRJGv6FqRElupka3DZFESa7nRnU9tURJ5TlGIO7pREosCEa86itESvZhRrBAsURLBB1Fh2WqREtqwkYJ4p5ES6hqR3vLFERL4l5GvNgoREv4rEYTmTtETCZxRnISG0RMm51HmPv5REy9oUUco2lETPedRjIGyERNKRVHH5lDRE1iPEYBWdZETag1RiUarURN33RHaMWARE4pzkVUAUtETk0vRlN+PEROfGJHApuPRE6oU0XvELBETuITRueYtERPGmNGiX53RE88/UU8UWpET3TVRnwtbkRPv3tGSpmNRE/V3kXWiaJEUB0URkCL4ERQR5xG+MhmRFCRREbQ2pREUOGyR3jTVERRMLJGiNiQRFFOfUXBaH5EUXn9RulkCkRRwTJGzU01RFHldEZr40dEUjLyRveoc0RSbuNFnJHBRFK2X0X3a+1EUx7URt7QekRTThdHaiwgRFOLnUYXwc5EU7KvRpfwkURT6Z1GwAOZRFQxO0aDbI1EVF7tR1d2mERUgaVGWXNqRFS9E0dgpzREVO2NR6IfgkRVLRxFSGySRFVoPkaTWmdEVZcoRoqIV0RV8bxHJBF3RFYdDkbpTpNEVkQDRo8nuERWs9NG23FeRFbVK0bNoyhEVvSjRkpcrERXNMBFQ5KDRFdr7kcgPYhEV6zQRYebYERX68JG7ud0RFh5JEcGAQVEWLGkRhD7TERY4E9HHZP9RFj2BkYc2/dEWSoWRrPkHURZbEhF13PARFndsEU5O8tEWhpxRtGAikRaUgFGFNRwRFqCfUaPwGBEWu66RayEnURbMshHktrGRFt2yEYuUfFEW6yTRtfFBkRb2DVHgg4mRFwuTUb7Ug1EXHVmRq2C4ERc3n1GrmP8RF0wMUV+D6tEXY3xRx549kRd46NGNj/PRF4F/ka56bREXmBRRvSQDERejcRHVjJ0RF6bu0YLY7REXsgcR02ay0Re+tdGF85RRF82tUcGcCFEX16aRrxIkURfreZHErk1RF/eBEamO7hEX/hORmRsiURgdBlGp9nhRGCqo0bzh4lEYM0wRrwv/ERg77RFpv1CRGE5l0cCqudEYYEJRvDpUURhrItGhMG1RGH1VUb+6jREYgJCRYALoERiQXJGWZe5RGJzPkcRGYFEYqJyR4s9FkRi0EdF2H1nRGL0IEYVf8NEY0EmRsZSmERkABRF0/oERGRfT0ezjkBEZIUVRsV9YERktIVHFn0cRGWIZ0dKv2lEZbffReLS3kRl8S1Gdf+eRGYibEa/utVEZkR8RYEBykRmcT5GD4/9RGaixEcli1lEZspCRw6gOURm7QNFxoerRGcqVEcnZolEZ2s/RXthnkRnitRGgvezRGez5kbfRe5EZ+ReR6L+8URoL2VHgImnRGivLkb7LshEaOFFRyyaUkRpQvNG85nzRGlvAUZ7/6REabUDRoL0sERp8PVHAE47RGo5Ykab4htEamd4RubLbURqcTdGFEXERGqwAESOdNhEavXvRkpP3ERrIVdHJMSXRGt820YVJWJEa712Rym1/URr4GNGuo1ZRGx7QEd1uUhEbKGHRWh9c0Rs5UpHJ7KzRG0tmkfNm35EbXGXRon0TURtosVGI5rLRG3pqkYKfXFEbiPARvry70RucLtHkt3ARG69BUeBfMtEbuCHRf4HhERvKaRGs8uCRG91zUZedU1Eb7RwRlooXERwBgNHG8U3RHCyeEa7BD1EcOzpRoMgpURxNMhGUt65RHFElkUS6DxEcaLRRgSARkRx37xG9Xx1RHH/f0anjoZEcjLyRw9qh0RybgJHcVRRRHKazEYYvJxEcvNLRtxZ10RzM81E9qrSRHN2hkaLH4REc6XMRp5l/URz7CFHXtGkRHQfnEZ6UzNEdLs6RovvLER09dlGbke7RHUmzkcaD2FEdWy7RyED4kR19b9Gvsz6RHYn9kbE14ZEdlXsRhMnT0R2niJGsG9FRHcP6kasQhFEdx8vRVqrY0R3QNhGqvwWRHeBsUdIkPtEd+w/RopWx0R4EmpGmvfURHhyeUfek6NEeKaPRt/IfUR4/AtGyEzWRHmGOUbE0xpEeb5MRRfk/ER6NpRHs/rgRHpiEUcmr/JEeoguRfP19kR65w9HDH5kRHs9KUYZ8fVEe4zzRqO0XUR77IRGKrp2RHwq00ZG/CBEfHj7Rb/4KER8rp5GaEzaRHzQrUZQpFhEfYAARGDxPER9uQtFkpEJRH37DUdM7E1EfjJTRvTvAER+cCZHROJbRH6SHEVOtlxEf24FRw4P6UR/q1ZFkWW3RH/eqUaF6QBEgCfxRwu3C0SAV1JF9tKERIB3uUWl4LJEgJooRqlO8USAtsxHHmRWRIDdeEaWU+hEgPz0RKC3XUSBEvBG9UNrRIEmI0aUMMtEgT8SRh/SV0SBWJlGyLz2RIF8d0acLZpEgaG0RoQKR0SBtthGaCo9RIHiIkcEZlhEgffJRosQ/ESCC+9F8FDbRIIzCUYOJhdEglzgRH1F1USCeXxG0VQeRIKS2kc8Rz1EgrbMRxDxgESC2GJGAJagRILwiEdOgZVEgxqYRsvAlUSDW35FswxMRIN8HkZq+MJEg7soRwjlw0SD2UBHTFNXRIQoO0ZoGbxEhEyMRbhTvUSEX0xGHIPRRIR/VkTJfFJEhKCiRiuxvESEx49GZ0fGRITegEaML7REhPy5Rud+V0SFJQ5GH7TzRIU5pEaqd/hEhVXuRb8+lkSFppRHSIWxRIW7BkcsA3BEhfZyRVpEy0SGDxBFBFy3RIYwTEZlO5JEhoJ6RrZ7cUSGmQBHND6aRIa3lkbE++hEhtJRRN2igkSHA2NG3lp4RIcay0YWM4BEhzkPRd8JoUSHWiZF8paLRIeakEUfjflEh8DKRgoeAkSH2Z5GHOusRIfq1UWGnVhEiAqdRgmoOESIOtxHE4raRIhd/EclEotEiHSwRwoc00SItetGcfRxRIjWykbVoJlEiPd1RaWu80SJHwpFvUHqRIk5pEYiU6REiVBzRciVAUSJeMRGQ99uRImzZkXJXD5EigUWRMake0SKUjRHH5tERIpu90dPnu5EinsaRkGEf0SKnexHQdULRIq2mkY+vKlEiu38Rrtj60SLAEFGLhqbRIs67EcNCRVEi4YeRZ1b10SLtIRGbAqkRIvrH0cX9+1EjAPtRjEGuESMEzhFu/SmRIwoAESYKFFEjD7gRlxZSESMWyBFAYHERIyYmEWC/6FEjM10RkLQO0SM+nJFTFl3RI0blUaAeW5EjUSORqIA5USNYupF9xquRI3Kqkcb2dBEjeVfRk6VAESOI3NG2pUtRI6bukeCCuxEjt23RrsQxUSO7k9FqWJnRI8FP0ZU3x9EjxtWRgx0yESPRmxFj2wsRI+eXkYDJsREj9zJRcNEkESQOZNFzANORJBXJkaFgxtEkIFKRuDk/0SQm8RGZGx5RJDK1Uapgc5EkOqHRyOZNkSRMHBGSS7RRJFIRET4y9NEkXLNRKR/OkSRwwBElfyBRJJefkW1xzpEkpDARl4GokSSuLNHA0GpRJLKMEYM4EREku7iRVgU3kSTGsRHR7gpRJM7CEZxVc5Ek1yiRixcQUSTcllFHffwRJOQIkaJb7FEk7+IRgE46kST/gBElPrKRJQWoEbelYNElD2KRZvjU0SUvzJGiWhXRJTwXEbSZ15ElRIERgnPHUSV5mRF71hNRJYfoEX6sYREll59RoJHDUSWd8hGEpuXRJac6keVRPhElqWYRrR1HESXCAJHORqJRJcj6kThxQRElzhURgEubkSYJABEjnSpRJicXEadykZEmNacRLxhaUSZDclGiIIJRJkU1kVQ3IpEmWHkRxf350SZm/hG2sx2RJpL7EWWgeVEmmIbRUSjv0SafJdFNB04RJqnYEXqsCNEmyNpRs8M1ESbhpZGu+BaRJu2mkWjxV9EnBmbRu1Z8kScX5NGUUpWRJx3wkZey3BEnJscRQo/pkScwVhHCynkRJzqbkUszOREnWtARuALgkSdlrxGXda6RJ4ck0a4O0dEnnBiRoDSg0SehD5FPEXORJ6lnUXR7eZEnuecRYOS/ESflgxGxlV6RKBuYEX3vyVEoJ68RwQZOUSg9INF2JtBRKG4J0YcIA5EohKfRq+o8ESiQGpGCaD0RKJkv0dI7MZEorCJRjzChUSixORGOGF8RKQ89EUuykFEpHydRkHJA0SlBGJGXzpzRKUfEERucTFEpVmGRnI7IUSlpwBEajGMRKYy60aSwyhEpmLbRKBheUSmoSBFTqcVRKbS5EVwu2lEpxSdRwkpvUSnNJtFgwdJRKdQt0YL+VBEp2ssRg8PiESpMwhGPy79RKoisEa2ZslEqtqIRoFL/0SrB1NFcA/cRKtCdUXP4xtEq6rxRiFDhESrsdVE4QPKRKxPEkaFFuFErIBhRaD0wUStPgBEhBwbRK3Fh0WeadVErkFuRiTWtkSvPnJFwXF7RK9eg0aiCahEr6LrRYK0AkSxL/NF7FwJRLFzc0abuaFEtZVnRgXiwUS3fK5GF6Z4RLkghEbFC0hEuTzrRlpNXES5wqtFiHifRLqgj0W3+tFEvAJwRQFTW0S9h2NGAxUQRMEpG0X0jf5Ex6LCRZw1K0TIB71GTKbfRNCaYkWFap1E018wRoKdX0TWQZ9F1qUaRNyyv0ZZMJFE3kTARjElHUTk1l9FhYrCROwRp0aHkCJE7ECERVvUlkTwK7RGky8qRRDvBEZxhktFICiIRhj6Jw==</peaks>
    </scan>
    <scan num="1391"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="120"
          polarity="+"
          retentionTime="PT1950.9S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">752.968383789063</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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</peaks>
    </scan>
    <scan num="1397"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="119"
          polarity="+"
          retentionTime="PT1959.54S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.460083007813</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="1403"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="149"
          polarity="+"
          retentionTime="PT1968.55S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">709.379760742188</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1415"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="109"
          polarity="+"
          retentionTime="PT1986.18S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.567108154297</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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