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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="325"
          polarity="+"
          retentionTime="PT688.815S"
          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="476"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="414"
          polarity="+"
          retentionTime="PT697.485S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">862.930419921875</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="482"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="367"
          polarity="+"
          retentionTime="PT706.145S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">698.730163574219</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
          retentionTime="PT732.128S"
          msInstrumentID="1">
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             compressedLen="0"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="636"
          polarity="+"
          retentionTime="PT758.698S"
          msInstrumentID="1">
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          centroided="1"
          msLevel="2"
          peaksCount="430"
          polarity="+"
          retentionTime="PT782.579S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="548"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="722"
          polarity="+"
          retentionTime="PT799.276S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">874.7021484375</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="579"
          polarity="+"
          retentionTime="PT801.138S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          polarity="+"
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          polarity="+"
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          msInstrumentID="1">
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          polarity="+"
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          polarity="+"
          retentionTime="PT843.513S"
          msInstrumentID="1">
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="589"
          polarity="+"
          retentionTime="PT846.313S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">842.788940429688</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="428"
          polarity="+"
          retentionTime="PT858.067S"
          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="598"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="350"
          polarity="+"
          retentionTime="PT864.119S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">674.388244628906</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          peaksCount="691"
          polarity="+"
          retentionTime="PT877.288S"
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    </scan>
    <scan num="611"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="342"
          polarity="+"
          retentionTime="PT878.507S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">526.482238769531</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
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          polarity="+"
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    </scan>
    <scan num="663"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="614"
          polarity="+"
          retentionTime="PT942.57S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">757.612426757813</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          scanType="Full"
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          peaksCount="444"
          polarity="+"
          retentionTime="PT943.849S"
          msInstrumentID="1">
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             compressedLen="0"
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    </scan>
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          centroided="1"
          msLevel="2"
          peaksCount="802"
          polarity="+"
          retentionTime="PT945.192S"
          msInstrumentID="1">
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          polarity="+"
          retentionTime="PT946.551S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="716"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="455"
          polarity="+"
          retentionTime="PT1014.09S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">700.803283691406</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="437"
          polarity="+"
          retentionTime="PT1029.66S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">952.340637207031</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
          retentionTime="PT1037.46S"
          msInstrumentID="1">
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          msLevel="2"
          peaksCount="600"
          polarity="+"
          retentionTime="PT1053.68S"
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          polarity="+"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="387"
          polarity="+"
          retentionTime="PT1071.14S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">678.72119140625</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="1033"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="146"
          polarity="+"
          retentionTime="PT1434.45S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.577545166016</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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    </scan>
    <scan num="1039"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="200"
          polarity="+"
          retentionTime="PT1443.04S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">510.024536132813</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
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contentType="m/z-int">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peaks>
    </scan>
    <scan num="1321"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="140"
          polarity="+"
          retentionTime="PT1847.63S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">553.237670898438</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="1339"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="118"
          polarity="+"
          retentionTime="PT1873.85S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">521.337524414063</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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</peaks>
    </scan>
    <scan num="1345"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="122"
          polarity="+"
          retentionTime="PT1882.5S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">570.485473632813</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1351"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="120"
          polarity="+"
          retentionTime="PT1891.13S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.599395751953</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1363"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="86"
          polarity="+"
          retentionTime="PT1908.38S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">449.082977294922</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">Q0k9f0bsJghDSzmHRnLM8kNRBFpGTCzvQ1L/VkXJnG1DVPhORvGUikNWE+9FgP90Q1k0AUZ1rKZDWjywRjfnLkNbHIBG4A6YQ1z3hEWM79hDXxZdR0JUV0NkOo5GHrybQ2U5fEaCt9NDawNYRr7xcUNuPtlGtWZNQ29Z80YLoc5DcDkARi/wR0NxUq1G+Tf8Q3JF7kWmIXZDcxoURoN0Q0N1R6JGfRouQ3su0kY1ZERDfZI7RwzvskN+M7ZGNyidQ38gAETiu1BDgCG7RSi1c0OAsvVHCTR4Q4GY7EaYa6lDgwKPROUA7UODpuNHEPEGQ4Sey0cU1yFDhxSDRR12CUOHpchFvBlEQ4mTlkbAt81DipsyRvlr2kOLnVlHJLHXQ4wmm0W4Yr1DjIN3RVUyXEONG3tFuKvCQ42tH0ewipJDjqQeR0UQZUOP2xJHA/36Q5CKekWyH05DksGLRXCIJ0OTpnJHO+aeQ5SEN0bTFjFDlQ7ER8iGvkOVoYdGMsaoQ5amIEaoRnNDmJ0MRxIQ20OahCZHPEzvQ5r7MkZ2BfVDm6T6R1J16UOcT2xGm8DrQ5ypQkeg5c9Dna0tRmRjc0OfnNpGm4MWQ6GF+EcB0DlDojKpRpbZJEOjux5GnqBDQ6QeQEZgQQ1DpJeVRn4asUOlq4hHtv/BQ6YuqUbpD1lDqCJRRwe4YkOopWpHUvPCQ6k3E0c57OVDqajsSGXMpEOqLxJHhB8NQ6qhPkeNff1Dqym+RZsYr0OrlZVFpdG6Q6wFVkXIsJJDrrouRQOKbUOvpPhGITWjQ7CrOEZS1O1DsSo2R5JGHUOxq/5Fsb9+Q7KvmkgAc1JDsyRSRvOOH0Ozm0xGT5eyQ7W5Aka59MpDt7S5RsVCo0O4MdhFpNcQQ7i14EgfqoVDuTeNRvUez0O5o7hHOGP+Q7oWGEc/ZyNDuriZRk+mgkO7E+FGjYgEQ7u5+kXTfl1DvBpyRrZY2UO8xYpGnNHzQ71D1kcfIltDvbKqRsiVXEO+KPREzO8tQ76HEEdIRqJDv6oERrzYzkPALKlICiepQ8Cofkd9QG9DwSAARJl7v0PBocJFrTWJQ8JDQEcZ8DhDwp2mRkcjVEPDuDJGImr/Q8Qq8EarhfdDxKhIRufFfEPFavZGvLpEQ8W3Qkbc/V1DxnKISDmiIUPGtQhH+7iiQ8cAAEZC3KNDx8JmRst6jkPIMpJGgXogQ8ioQka8ualDyS0vRu/+jEPJpapHBlMxQ8qemEdJ93pDy/wkRskgtkPMsAxGRNQLQ84ZX0aEVxFDzqPMR5qVP0PPFEtGkGc9Q8+fdEdB4H1D0Cg5RTH5nEPQolpGcGZhQ9Dt8kc+AKdD0TJYRiAN+EPRoTRG3nV9Q9IkU0YXrFdD0rAiR0GsMkPTA+lG2Jx4Q9OolEbwoM5D1BRIRlrrxkPUqlNGiOMuQ9WZkEZyJsZD1imwRhDJpUPWoUhGPN1AQ9ckU0XAvqJD131oRlL1T0PYJ5JGaIDJQ9ikbEYCcmFD2SgARHGH3UPZ5RZG0CYNQ9ow1UZQAO1D2noZRb/bTkPbJjZGi0BxQ9uvmUb2bZZD3KJsRpm3XkPdsi5GTQZLQ94wREarb59D3qBqR0npUEPfMipFSzqVQ9+jtEWPBtVD4JwYSCyPsUPhLZJHMRSPQ+FQ3UbSBjxD4Zf8RrPSUUPitmFIYsZnQ+MmBEcsjBxD5DsFRbbiQEPksdlG3DosQ+WeR0bA0LVD5jOdRsVVE0Pm1tBGY0ojQ+eeF0cPKvRD6CiPRxOaDkPotHhHVEw9Q+kpd0Ym82tD6be3R8Di3kPqC79HHLygQ+pAAEXhw7ND6peiRUqsh0PrlCRHGExZQ+wT40VBH/5D7GOpRqCQyEPtQ3VF7bvJQ+4tDUYVE3hD7rIPRZBMy0PvpNJGlS8zQ/AgkUVxFbND8MmLRkOmpUPxNrlG4b/6Q/GXe0b4KIlD89RVRxrasEP0MF1HQ49vQ/ScJUXS/oND9r0XR2rsD0P3WN5GWP5jQ/fKVUXn1yBD+DV2Rb3bzEP4/KBGCEDuQ/mvmEahYCND+jG9Ri1GSEP6pipGwDt/Q/utqUVtfUZD/CJPR7Uq30P8bRJHOG7+Q/zT4EXxqAFD/VC2Rs0jcUP9rFVHgkjFQ/6u9UeW7VJD/1JVR0jsJkP/rZNFo9ATRAAkvUa/WDREAF6KRYOcy0QAk55GzHUiRADhwkfjkMhEAR5WRsv+OEQBNT5FgqhCRAFYC0W/tAZEAY6VRot68kQBwixGUfEFRAHoyEZA8jNEAkFuRwUI6UQCowxHJMl0RALQvEfJCGhEAxW1RsetXUQDJc5GErEfRAOg2EdLGzBEA9kMR1RVfUQEdvtGp8h6RASUskYpvfxEBOYQRfqWUkQFH39HjsYDRAVVLkX6MpdEBdzQRzb1XkQGGBJHOUG2RAZbuEdr5ntEBtjwRZk2MkQHDoZEmeNwRAc48EXY5WxEB2mYRphYmkQHqQ5HW5X7RAe4AEYdMoVEB9xCRgTzH0QIFmJGJX7hRAhZykdfPERECN5WR/rn00QJGABE8dyoRAlcSEd5AzZECaZgRrPzAUQJ6ilHJNp7RAoa2kY91K9EClo8R+uZKUQKljVHvrNVRArdOEZoLxVECxqQRiNqbEQLaG1G2C/FRAve5EeO1VZEDCGNR1xvkkQMVfJGwKr0RAx88kWTuC9EDQO9RgP7o0QNUrRHWoGFRA2lgkcOfIpEDd34RWlAKEQOIMRFkP3xRA5n3kcxM9dEDqAgRw03bkQO0zdHJF/SRA77lkchuhZEDx/9Ru2fZUQPowJHPhrtRA/kPkeLDdlEEByzR72HjUQQYaJIDwiiRBCke0eRD2NEEN3MRfEFikQRIfdFc6ppRBFVoEcGTOxEEZjsR8bLwEQR1ipGmiytRBIh70YvGNNEElb2RlgUsEQS1ppGH5n9RBME7UaeOd1EEz+oRtBa9EQTZkJG9djpRBNwhkX1cDxEE9XUR5GKH0QUJmpHFqxIRBRbgkefr5lEFJunRtj6CEQU5qBHJObORBUciEdEdJxEFWY8SBZjP0QVnhZHwqORRBXpMkb5AGREFmFqRr09rkQWpKhHBqj1RBbhZkiOBOxEFyBHR9CacUQXbTpHMbEMRBfelUgO4iBEGB5hR5TEEkQYZhJGJhCYRBiV1EcWh6NEGNjeRqQDc0QZFl5GvE8xRBlRjEc4fXFEGaZmSEDh60QZ38pG5rCPRBpf2EcA++FEGqegR2Ws2UQa4mhHuhHkRBsiekfF3FpEGy02Rn/XM0QbXp9IFlINRBunWUZNLNtEG/1kR1nnQ0QcW0RHOjCyRByc/EZbUsBEHNuzRvKVzEQdEfRHVm3VRB1szEbQUmJEHXgARhxktEQdnvhHUcFhRB5XzEb7sWVEHq4uRTGA9EQe4TBGFbpPRB8ROkXVgWtEH2YsRyOjYkQfpSZGN0APRB/pHUaG38pEIF6KSC1di0QgoPJHRVamRCDsfkWPeltEITlyRppWnEQhYi5GqoJFRCGh70Xt3iJEIdv+R8YpekQiHaBHbthyRCJlKkc3s/JEIqFhRe/qukQi7R5HWm4ARCNhYEakPoxEI6T4Ru/brEQj4RRHCXdsRCQpQEawPAFEJGWiRnF1VkQkoShHnUgARCTmHkShP41EJSFoR5oydUQlaV5FKaBVRCWjCEbGkzZEJfITR0+L4EQmJJRIAoIyRCZrVkdRyN9EJq/URpRVpUQm5xpGQj/VRCcmZUZV/8ZEJ1Z3RwT7U0QnhxZG2Z1gRCfVdEZpeSFEKCkVRv0IXEQoWj5HD1Q6RCiCzkcktxZEKK7LRvVXUkQo2c5Hl/q0RCllWkeCcA9EKZ42RybVqUQp5TJHwKovRCol0EchSi9EKl26R4Kr20Qq3FFHnG3ORCr8AEY1YmdEK1/8R8P4kUQrm7xHPyBmRCvMEEcZUxVELBvcRyDkYUQsXoxGJtKZRCyYAEUuxnhELOIcR/IwhkQtJMxHIt74RC1Z9kXtwVxELaUeRkhNR0QuItNG3GZoRC5xSUajOMJELpZIRtpQ/UQu3e1GkYiaRC8wkUaHm9BEL2rnR4F5BEQvovJHpj1QRC/nsUctrf5EMCX0RgZik0QwZuBGBzZ0RDCiMEYjCRREMNZOR5xWtkQxGNpIFu9PRDFkLEerFWNEMdpSR26HEUQyEpBHHZ9ORDJk7Ucseg5EMplJRsvc6UQy7P1FUi+TRDMlnkYDWzdEM2f3R3i+tEQzqSxHTFj9RDPIkUYyf2ZENCjORs4rJ0Q0aJtHzA/gRDSooEdeuupENLhZRhm+F0Q03yBGy2fGRDUgmEa7OXBENUTbRfL+UkQ13X9HG99KRDZfyUfYTBNENqmYR7BWxkQ26A5GGx90RDcwJEam4RxEN5dDRubwbEQ34Y9IBpGDRDgfjkYptHpEOGX3Rg0hGUQ4ooZHlQTDRDki7EbwXR9EOVqbRxP4q0Q5phxHHvYmRDne8Uc4dStEOgvyRtXkNUQ6Ib9GaR0BRDpf9Ed5o8xEOq7iRvcaKkQ668VGEPYSRDtJpUaAJ25EO6uMR6DqFkQ78tZFRbIyRDweCUeJ5vJEPG5SRr1TxUQ8oYRFjjuSRDzpwEbvHLtEPV3kRqL2U0Q+Iu5F/YB6RD5k5kZeJvVEPpb4Rgfao0Q+6mVGm8dgRD89cEcQ4FZEP4WqRqDDBEQ/vf9G6ZokRD/ktUclIDdEQDFURzZZo0RAWPBHO4g4REDcB0gYQMJEQSRYRwS3GURBYDZHnSZlREGixkb1EqlEQeJNRg0NIURCGBRHAEstREJbc0b4tgpEQphfRsyx4kRC6WZHhy+mREMeCka6mmxEQ0npRTEW20RD3G1HA/bEREP7t0W2a4ZERCeXRl7Xb0RETLVGywg6RESjjEaCkxVERNvYRzvCO0RFEvtH4ixYREVk8kaaWRZERajkRbL+q0RF7pNGvnqQREYnWkeSB59ERlpTRe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    </scan>
    <scan num="1375"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="138"
          polarity="+"
          retentionTime="PT1925.97S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">547.509155273438</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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g0ZURA45hG7cdgREEKG0aGXlxEQTCwRnUSQkRBXrtG0aveREGmcEdT8JdEQcgDRjFz0URCCshGd4O2REI6gkYj+wBEQmMHRq9w/URCm7RGQFyLRELk5kapzk5EQx8NR0oXqkRDbFRFzM5hREOfuEUwtLRERBFKRrkg00REeb1Gk7oORESpTkb99thEROfMR3od30RFIwVGaH2sREV11Eb/rDJERZlxRsfv9ERF5khHBqYkREYnPUd09XhERmfWR6F0zERGbR5GVTReREancEcjtylERuZpRuMcLkRHLJ5G95hWREdx9kc0iE1ER52NRv+SwURH5eNHLGGWREgul0ZJfa1ESHT0Rafo/URIrzhHUcW4REj1x0b2FC1ESSSSRowk30RJXfVHBn/cREmh30bGx/JESeJGRqll0ERKMhRHKXkKREpbKUaDk1BESqU+R0e51ERK3V5GW3VZREsqtEczOKZES3FdRpFdRURLpVNHNVv1REvmH0fgBQRETCJ8Rz0PKkRMWihFt9OfREyakkeL7g9ETKQARpSvd0RM6NZHjqnzRE0JNkbguHVETUAtRtiT+0RNdIFG2eJpRE2nOEeT0TFETfD7SBlDJkROGUVGhTktRE5rhkeG3wZETp0tRlu2H0RO1JJHQk9PRE8J6EarhrRET0c1R4Fjz0RPn8RHLUJLRE/h60bEKBNEUBXxR+9nvkRQZUFGT28ZRFCrukbDqXFEUPo6RuxNB0RRNQBGpmwkRFFrjEcYJfZEUa47RvB/BURR0tFHbcoWRFIkCEdrEHZEUmzuRlfzLERSqddGqLNWRFLtskX3DIFEU1M2R8n5V0RTnF1HCyftRFPD0EYix4NEU/9jR0/MbkRUWmhHhtM8RFS7f0dvPoxEVOtWRdpTtURVOXZGN05kRFVtTUbPRotEVbU3RojBekRV30lHWxAlRFYOf0ZpbDhEVka0RPnSSkRWdTtGRDPDRFazKUZFk3ZEVuoqRrymMERW9c1Foqe+RFc+dkUxOV9EV21FRxkyPkRXscZHFtkVRFfnbUawZ/5EV/6eRjvKHkRYPytHW9PyRFh3jkboANxEWMXNRwTN+0RY+eBHXDC5RFkkr0ccUn5EWXh9ReLBukRZpAFEFiIFRFoVGUaSq7FEWif9RgJ39URakkxGppVORFq4I0cP4NdEWvJQR6lGrURbNd9H/ukuRFtxKEfAKgBEW4noRrQbqkRbt8lHCEOlRFvvjEdfyLJEXDIER81tyERcbPlHLFXHRFy2ZkbEHWxEXOh2Rx+5gkRdNa5G0lbRRF106ke4hc5EXa9XRqiiMURd8Z1HgkLhRF3/B0YQrpJEXjRDR5dcMkRea65GzED2RF6YnEeRCo1EXsINR1hQmERe7XBGUwxsRF8vBEa+c59EX1kkRpRXWkRfsCxHtvniRF/+JEc09j5EYC+nR3dxt0RgXr1HE/i0RGCNLkYJw05EYPB5R5i0rkRhNRFGdjYrRGFm9EcXomJEYbHVR5o/xkRh4vtG4M7FRGINJEdTbtREYjs1Ry8qf0RicrBHNpquRGK2TUbaXfhEYug8Rvg3+0RjDP1F9BqnRGMwQ0bxp8pEY3PaRyZxDURjpnBGBXmVRGPf+0ahYKpEZAaYRe1gYERkNedHGV66RGRaTUc5BGVEZKm3R5trhkRkxABF0HYVRGTv5UeZJwREZSHWRu2MyURlLmlF9rKKRGWGREdUDrZEZbLQR00pq0Rl8DhHIe1ZRGYkU0eGwyBEZkEmRfDdsERmZiFGkxzJRGa3Q0c7eedEZueDRebISURnP8BHYRe0RGdyYEabFBxEZ5IQRgoYv0RnwrRGRb9QRGf1vUd1wD9EaCNmR4ZpuERob1lHSC0nRGi4FUdpx45EaPUtR6LXikRpKZZHxSU+RGl3ckdhw+lEaZcgRw9GYURptsFGzdTeRGoA7UYq5ExEajSnReqyHERqeXxGSofHRGrF9Uaz12lEavgRRiQGcERrWABEjQeqRGupbkaJJxJEa75sRQkmckRr+AVHVeRDRGwnW0eBMf5EbHMmRyFNk0RsuhZGs6FVRGzxdkbFawxEbRXxRpBCW0RtP61G+iFLRG1v5kcaCL5Ebbi8Rw6zqURt/d9Gq8+6RG4rCEavLEhEbm8qRsDHIERur89HXxnZRG7mWUeha0JEbzSmRpfGoURvgp1HV6JxRG+47Ecw/HREb/XfR8UDdkRwOX5HFzyKRHB7NEbv4X9EcLzTR4ePgURw+CVG40VoRHEtEEZqEKlEcVQARPpNwkRxeBZFhJOXRHGqrEac8fNEcfDhR3mICERyMjtHHeF0RHJvy0YnHBZEcvCxRb/oOURzK7VHCRDaRHM4IkWuq81Ec4IcRsRlqERzrA5HgqyfRHPXIUZ4zO9Ec/z5RlVQxkR0RrVHE0gERHR1gUWMl9NEdK88RqBEG0R1B29GJ3/QRHU5Y0d2kJlEdXDSRvastkR1vRdHdlqSRHXyX0aSlA1EdiM+Rh82xER2RZtGZKUWRHZrmUaz0l9EdrviR2DkykR27+lFuQNiRHb9NkVtPNZEdzUNRij7bkR3iTNHLkdTRHew90cOnGZEd+W2RZLyAkR4G9dF0g5bRHiof0blSP9EeMEmRp7eOER4+3RHt6lLRHkqsUcruTNEeXyVRpsDIUR5yWdGvE3GRHn8OUcHOstEeg7cRpp7o0R6Q2pG8qxnRHpwi0c+LfpEerHsRz9V6kR6w5dF1Q5kRHrkakY+u+9EeyFaRzJDkUR7fdRHrwgWRHv5iEW+R41EfDH9Rxbr1UR8elFHUevbRHyt8kbE6chEfL1gRbTTbkR86flG4J+URH0LH0bCUMhEfTEGRwuyXER9dn1H30aZRH3BGUaKJDVEffZDRrjfJkR+OJhGm6vDRH5lR0YpgQlEfrLXRyYe2kR+/ApG+wN4RH87HEeOJddEf28eR3R84ER/pZNG7ggRRH/RLkX3w3JEf/19RzrmVUSAWyZHWTm3RIB45kbEt+VEgJLVRx8dB0SApCRHCH9VRIC42EaUu85EgMtURlCAhkSA4hJGalnARID4YUYPKddEgRloRw4ysESBNnxHBftKRIFV+kas8YpEgWxWR07fVUSBe2dGuC57RIGSd0bkoV9EgafYRwBfLESB0QtGi2yRRIHYe0Ut7BFEge4qRV5o90SCBt5G0OY5RIIykkYDbTBEgkeQRuzLBUSCWepGWRFYRIJzgkZnicFEgqHORU5tw0SCwIxHZwvJRILfIkchjc1EgwA7RyqB20SDF0xGnbmKRIM+3UU4Zd1Eg1OPRts/aUSDcURHvxc2RIOHeUZTfP1Eg6G0RflZ9USDtLpGnMEQRIPMzEYABzFEg+6aR4uWsESEEdpGOo8CRIQgxkYXuYtEhEBcRQt8KESEgoNGjcs+RIS940aw0YxEhNXIRpFhQUSE+ShHQM6URIUWEUdjIllEhTiWRTdMP0SFXjxGyNToRIWCOUVjPJlEhZT+Rr6/R0SFrUxGoIlwRIXLMkZC2zJEhequRoJONESGADxG0RUwRIYYGEc1CvpEhjc7RUs6FUSGXFRFkaBURIZ30UYnA0NEhp/zRjtHP0SGvqVGaEGkRIbZLkZV9xREhvu0Rw7NbESHGTZGoFdVRIc63EY5WTBEh1wKRp2EiUSHdUZFm/GHRIeLikcBnPlEh8CbRv9DS0SH3rBGhSoVRIfjfkViCZZEh/0CR08LeUSIDv5HAfa9RIgdsEaGZ0lEiDTWRwwogESIUOFGAAvpRIh4jUeoM25EiKbmRcSN9USJOyxGgjJdRIlNckVIAEpEiV81RufPUkSJgGhHA1tsRImZeEaISfJEibmkRj8qYESJ+gBGuPgKRIoPykbrFTFEijqeRnANfESKWIJGl8JSRIp4zkYurfxEir+eRuqEjESLCnlG2h1DRIsi4Eai6/FEi0EORx0CoUSLW9VGiHfRRIt23EYn8BJEi6TuRv8vdESLvjZHNyokRIvgYkeMK3REi/KDRzPOx0SMHGJHGl98RIw5nkaxrO9EjFnGRh6Cd0SMcUpFU7PfRIyCrkXBWxdEjJvARwqWVUSM2lpFKQCPRI1dOEZcGLJEjXyHRr565kSNvEJG0OvwRI3WpkaNBZ1EjeraRpxKNUSODaBGNX3PRI45hEXqR3VEjqcGRypWl0SOwvlGR2JtRI8AtkarPRxEjxY3Ry0ls0SPKvxGYB+aRI887kcLdF5Ej1QKRkfoPUSPakJFtRjBRI+HuEajXR5Ej6AnReBErUSPszdF/hw3RI/OjkZjdw9EkAcERhoSzUSQHPpE0burRJAx3Ea+HLBEkF6iRlSzjUSQhVRGXL3VRJC1fUbQx2hEkNjQRiR03USRPAJHPBJmRJFCAEX/Pw9EkVmMRl2YJ0SRe4ZGt6HrRJGZGkcJc9FEkkVrRtyi/ESSXuxGjGyqRJKGZka5zn1EkqIERWpdKkSSuURHXhdFRJLKiEaNCN5EkuF2RznOfkSTCABGkW/qRJMmFkb4WZVEk1RuRxwHZkSTXJtF2o/bRJOadkWpTChEk7LQRowdGkSTxo5GATvhRJPhkkZdlW5Ek/eiRhTACESUaopFyCpeRJSMwEVJ+ohElKR4RnVTNUSUu0tHcW6tRJTfO0S9j6NElP6wRt8FiUSVICZHhXOiRJU95UYuDxtElWqxRrLv2ESVocpG6esURJXAYEZEFxlElgJZRf8qTUSWI+hGQQh9RJZCpkaQd39ElldgRqQ72kSWgT1HGIlcRJadrka2vApElq9HRpd3OkSWxURGdWKNRJbcAETecghEl2DcRqwJ4kSXgL5Gl+M2RJeSJka8kzREl/peRcH3kkSYQKhGxc9dRJirJ0dvGjdEmL4ARK9b+0SY0RhGvAo9RJjzJEX/CuZEmSiRRql63USZPYdGV9FpRJlvu0ZCDiVEmYNBRjWP6USZochFG9CURJnEG0cHb+NEmiIARsC4oUSaQNhFRsdSRJpwMUbLnuFEmsJ3RaFQHUSa4y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</peaks>
    </scan>
    <scan num="1417"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="119"
          polarity="+"
          retentionTime="PT1986.92S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">509.583618164063</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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</peaks>
    </scan>
    <scan num="1423"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="131"
          polarity="+"
          retentionTime="PT1995.57S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">509.491455078125</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1429"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="140"
          polarity="+"
          retentionTime="PT2004.2S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">510.11376953125</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1465"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="87"
          polarity="+"
          retentionTime="PT2057.6S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">444.577087402344</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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