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</peaks>
    </scan>
    <scan num="272"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="21"
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</peaks>
    </scan>
    <scan num="302"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="26"
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    </scan>
    <scan num="464"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="374"
          polarity="+"
          retentionTime="PT681.502S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">867.622924804688</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="659"
          polarity="+"
          retentionTime="PT707.483S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">880.422424316406</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="508"
          polarity="+"
          retentionTime="PT708.825S"
          msInstrumentID="1">
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    </scan>
    <scan num="488"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="451"
          polarity="+"
          retentionTime="PT716.11S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">698.877380371094</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="PT724.77S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
          retentionTime="PT726.139S"
          msInstrumentID="1">
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          polarity="+"
          retentionTime="PT727.522S"
          msInstrumentID="1">
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          polarity="+"
          retentionTime="PT742.632S"
          msInstrumentID="1">
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          centroided="1"
          msLevel="2"
          peaksCount="495"
          polarity="+"
          retentionTime="PT744.002S"
          msInstrumentID="1">
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             compressedLen="0"
             precision="32"
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          peaksCount="564"
          polarity="+"
          retentionTime="PT751.264S"
          msInstrumentID="1">
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          polarity="+"
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    </scan>
    <scan num="518"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="495"
          polarity="+"
          retentionTime="PT759.923S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">773.040954589844</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          polarity="+"
          retentionTime="PT771.743S"
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          polarity="+"
          retentionTime="PT773.112S"
          msInstrumentID="1">
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="512"
          polarity="+"
          retentionTime="PT776.194S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          polarity="+"
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          polarity="+"
          retentionTime="PT790.87S"
          msInstrumentID="1">
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          centroided="1"
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          peaksCount="390"
          polarity="+"
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          polarity="+"
          retentionTime="PT801.952S"
          msInstrumentID="1">
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          centroided="1"
          msLevel="2"
          peaksCount="491"
          polarity="+"
          retentionTime="PT803.324S"
          msInstrumentID="1">
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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="560"
          polarity="+"
          retentionTime="PT807.419S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          polarity="+"
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          centroided="1"
          msLevel="2"
          peaksCount="659"
          polarity="+"
          retentionTime="PT817.879S"
          msInstrumentID="1">
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      <peaks compressionType="none"
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contentType="m/z-int">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    </scan>
    <scan num="561"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="444"
          polarity="+"
          retentionTime="PT818.819S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">636.490417480469</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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             byteOrder="network"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="594"
          polarity="+"
          retentionTime="PT819.817S"
          msInstrumentID="1">
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             byteOrder="network"
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          polarity="+"
          retentionTime="PT825.197S"
          msInstrumentID="1">
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          polarity="+"
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          polarity="+"
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          polarity="+"
          retentionTime="PT844.003S"
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          centroided="1"
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          peaksCount="445"
          polarity="+"
          retentionTime="PT855.708S"
          msInstrumentID="1">
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             compressedLen="0"
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    </scan>
    <scan num="593"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="406"
          polarity="+"
          retentionTime="PT858.914S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">728.737121582031</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          centroided="1"
          msLevel="2"
          peaksCount="429"
          polarity="+"
          retentionTime="PT862.644S"
          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="661"
          polarity="+"
          retentionTime="PT864.125S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">1011.078857421875</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
             byteOrder="network"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="483"
          polarity="+"
          retentionTime="PT888.92S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          msLevel="2"
          peaksCount="769"
          polarity="+"
          retentionTime="PT907.566S"
          msInstrumentID="1">
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          polarity="+"
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    </scan>
    <scan num="636"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="456"
          polarity="+"
          retentionTime="PT910.057S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">807.195190429688</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="683"
          polarity="+"
          retentionTime="PT913.914S"
          msInstrumentID="1">
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      <peaks compressionType="none"
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             byteOrder="network"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="535"
          polarity="+"
          retentionTime="PT919.647S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">711.071411132813</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="356"
          polarity="+"
          retentionTime="PT921.784S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
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          polarity="+"
          retentionTime="PT930.891S"
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          polarity="+"
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    </scan>
    <scan num="662"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="435"
          polarity="+"
          retentionTime="PT940.963S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">834.335815429688</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          centroided="1"
          msLevel="2"
          peaksCount="449"
          polarity="+"
          retentionTime="PT951.11S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
          retentionTime="PT966.146S"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="476"
          polarity="+"
          retentionTime="PT968.222S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">879.054870605469</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          centroided="1"
          msLevel="2"
          peaksCount="482"
          polarity="+"
          retentionTime="PT971.993S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          polarity="+"
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    </scan>
    <scan num="704"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="580"
          polarity="+"
          retentionTime="PT996.078S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">740.774475097656</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          polarity="+"
          retentionTime="PT997.238S"
          msInstrumentID="1">
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    </scan>
    <scan num="722"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="401"
          polarity="+"
          retentionTime="PT1020.18S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">700.833923339844</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
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    </scan>
    <scan num="741"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="601"
          polarity="+"
          retentionTime="PT1047.33S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">697.234252929688</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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    </scan>
    <scan num="758"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="418"
          polarity="+"
          retentionTime="PT1070.54S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">678.647583007813</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">Q0kM/UbQiCtDTzjDRuI03UNP9wBGZOcmQ1IEhEa83a9DVENZRh5srkNXGwlGPFh/Q1kUhUbBJohDXRWOR4WB7ENeJQ1HFdPtQ2QciUe1aJhDZaAAROksTUNrAylHkw1fQ2v4jEVM8RhDbLRvRr8ttUNvKvxGkAGVQ3E02EcQaXRDcyu2RzqXTEOEmRpHRlLTQ4Tq40aQ4plDhn2IRsTSQEOH4dpGV8tZQ4lM8UZGhhlDiigARRK6K0OLEzxFpUWOQ4udUkctjqJDjRKARVeNPEON4aNHXe1SQ5CZPUc5fPhDkRR0RYkzNEOT9ABFiNuYQ5StPUXWS8FDlQLORqb6XkOVnK5GyvD+Q5aX6EbdzdxDl6GMRjYNMUOYibdFjN0KQ5qmfUfW4I9DmyWGRuRrcEObk+5F9GPPQ5wFHkZpEx1DnWQjRUz3XUOeaopHY6RaQ58cskdnQxJDn2EuRsVpUEOg+lNGiwv+Q6GN70dmPfhDopEcRp0TAEOjmWhIHF+aQ6PyskcufrJDpJoYRtBhOEOlk6hHL1SlQ6acXEY9hMBDqZosRgFK0UOqKT5In0lLQ6qA/EdvxDRDrSI6R0M9p0Otoh1G8taEQ67fGkbqa45Dr4IgRlH7ZEOw19RHDARWQ7GiLkezl+dDsozaRm1ijUOzlABE82LBQ7UmLkmaIrZDtXEUSOYszkO1sABHJ2e3Q7eJukYkJr9Dt/yqRyaCG0O5XVNHiEttQ7mwtkfRJBtDuhvwRyl5pUO6ulBHY8MYQ7t6oUYBm9pDvqDYR5VWfEPAQgRID6KUQ8Cj1kZtKcRDwZH2RZ3o5UPCGw5HipB6Q8J5TkgGAx9DwwTpRjgILEPDrSVFzUmKQ8Qs2kcJ/75DxW74R4SmKEPFtGpG/2N+Q8aihEaQlwlDx6LbR6tudUPJIi5HDIjOQ8mfLUcq9d9Dym+wR2avE0PK6yNHGCy1Q8t5YkcpebJDy7WYRw9NJkPN7g9Hu/stQ8+UcEeYxFlD0BvsSCfq6UPSO7xGsFCpQ9KFdEcjUxtD0tPiSAU7vUPTIABGkHbPQ9QdM0ZJdTxD1XRvRtz3R0PWuGpHCawgQ9ccSEZsEK1D14ZyRlhIKUPYGkxG5KXCQ9irnEfeT6BD2YvXRSLHZEPaIiBF7FvzQ9qo8EaNhPJD20KSRxkAGUPb2tBGiHLUQ9yeG0YzE4ZD3SpLRo+ND0PdmGtHe9uZQ94JzkdLhEJD3oKkR+ejK0PfKhRG4Ip1Q+BV90YDsHJD4JgARM3Ij0PiQcFF9OIUQ+KtQUffNVhD46W1R6T72EPkbOBHjbwLQ+UWIEaWAtRD5aqCR9v5x0PmJwpIMW8PQ+a+mEbtdY1D5ywNRil92UPn8mtGuXDFQ+icK0argdVD6Z+TRsguT0Pp9eNHotoKQ+o4AEaN4AdD6xXNRtxqJUPru55GHF7QQ+xBoEZV7RND7KoZRhZkaUPtu+5Gi1azQ+4kNkcvXTpD76XiRwtGNEPwIt5GmBQCQ/CaSUXshnpD8fm8R4pExUPyN85HMyU9Q/Oh/EfUKvxD9JpoRynLSUP1KYZHXbUAQ/XIHkc8K5ND9pfSRhurjEP3gTtG3xoTQ/gpy0cGVZtD+HakRvYpwEP4lNNFY7y+Q/lVJka5ec9D+jKrRsmp1UP7sZBIOeo2Q/wmhkdELxtD/NLaRyisEUP9ed9GZKokQ/6rQEcJQ7ND/wXhRyD7n0QABGhFq4VmRAFSgkZxCv9EAaXHRhE5JkQCBv9HSMJHRAImTkY+aCtEAjXdRjFE5kQC4NRHmHqPRAOQAET9xU1EA+FoRw+W6UQEUP5G+Tn5RAR7XkcSA7dEBNPrR6e8M0QFEx5HCOL/RAVRnEaj06xEBqzzRyhUO0QG+WZG1KHuRAgU8UWcUrdECJZKRtxjBUQI3apGg0kKRAkUrEeyuHRECVYdRbr9/0QJ6yZHqB01RApVjkTeKJ1ECpqgRnLA8UQL1hFGy/8KRAzVUkeE4uJEDSYgR4LNfkQNZsxG7mt+RA2gr0if75tEDdtGR5jZpkQOHRZGHhrERA6JWEaU/ZFEDtVKRrujLkQP595JEHd0RBAZQ0ghpX5EEFKYRwZKMEQQetpG/AknRBDNOkccYC9EEQHmRf3i4UQRnSJHL8RDRBG9yEahsANEEeGcRlU+7EQSMrZGOV0DRBJeT0WPHDtEEtnKRxm1uEQTHqhHKoS8RBOdnkaAnDFEE9dyR9/A1EQUGIpHTnq+RBRIDEYNOytEFJTCRknnxkQU1XZGIgbrRBUZFUbYorJEFZEsRzqnLEQV0chHdFEsRBYcMkYI2dxEFrHbRkRgLUQXPD5G8o7QRBdkAEWA1vREF+rORyRjU0QYGxhHIKxKRBhlCkXf/iBEGQjkRg1Np0QZXVNGty+jRBnSzkcPJgREGpbYRh5/5UQa23dHZ4BERBs3KEeNLAtEG3LLR8MHVEQcKiJHb6HLRBz6FkWOwkpEHVLGRhYuM0Qd+SxHU11dRB4InkYyoQBEHj2sRgTX9UQeYABEtHQRRB7ntEbXnwBEHxqKR3Rc4UQfNABGDmIbRB9c3keVewNEH5V+R4Ni50Qf2SpGjYoHRCAxCkfpCKlEINKqRarDFEQg/yVGydUCRCFc/EY07H1EIY69Rwm8wEQhsRRHlAN7RCIdMkd+OOhEIld1RokDREQirVRH6p+rRCLaTEYVZqdEIw53RwzVg0QjXZFH/A+7RCOQtkcccCFEJBzURgv1o0Qk3LRFxnp6RCVhvkaSYqtEJbGoRy8CM0Ql71RHO1TXRCZsd0c2yr9EJp6qRh4FE0QmxhxGEj6oRCbrhEa7I4pEJxe0R6alXEQnTJ9GQgkvRCdzhkaIRo9EJ54uRjBrSEQn31pG7SKNRCjVLEdWtP9EKS7ERytxxUQpc3hIOCdGRCmgc0hP9qxEKeRfSGHqG0QqHZxH3BPIRCpDWEbwm/VEKm14Rws/lUQqoKxFgF7aRCsVPkU7biNEK48UR8fp1kQr5HJHn6GjRCwi60b4i4BELHl0Ryvic0Qs7UlGa8cwRC1D6kb57PFELX3dRUx/OUQt4SpHQ6LZRC5FeEofhnZELmz8SOsE1kQunaJH6GVGRC7SeEcE0pxEL2q8SAAHy0QvlO5IaZqtRC/FyEcRyhhEMDUfR5f0PkQwYEJGRXAERDCjPkdOhyhEMNigSBkaOEQxHghHZ7q8RDFxekeEWjREMdHMRo7RrUQyPElGeWR8RDJ/eEaFWkREMwz+STCmkkQzNLNITehvRDRGAUdMqwFENOAMSVIqiUQ1INlI/tWlRDVgDEfbG5NENaiVR99isUQ1zu5HxR9GRDYkAEUR6o1ENl49R01GE0Q2aX5GEeUdRDdDI0agLNhEN513RbjytkQ4lUpF2T9FRDjRYkdpojpEOSLsSUrQX0Q5XcFIoUqnRDmggkdJnNdEOl7oRzScc0Q6mQdICiafRDrSi0cPvMNEOwciRq8RoEQ7+R5HqqLzRDxR2UcFEUpEPM6zR5U2vUQ89UNHUnoNRD1VZkafgoJEPacgRdKKiEQ91sxGoHx4RD4eFUcd78NEPlXzRsAJMEQ+peNHuALsRD7bhUczN+9EPwRWRepLBEQ/YxZHmdB0RD+bTEYDhhxEP7zWRzoco0Q/9VlHUxrgREBH6UcwgcFEQKGDR9b6HURA+2NGNh+tREFYqEeE7NREQh6JR4R1L0RCmvNFh52+REMpekcQ25xEQ1mGR0KRPERDqIpHph5WREPk/EULsmlERCUIRqaaX0REX4dIBF7sRESKSEcFaXxERNdvRkCTekRF+eZH9D0NREYu7kejDyZERmI8RpNM6ERGsctHsATTREbnzEbdQQ1ERymjR8LCK0RHpqtHHU/UREfQC0dEb1xESFtMR7m2rkRIgOtHqH/9REjGyEcFz2xESQGER2300ERJJH1G4iUIRElPlEbNvFZESXnCRqDSxERJxFNHvtGEREoqKEdc4vdESlhGRsULXERKqS1GqiYyREswekexbgpES7cURnYgqkRMIGRHouTFRExV3UdOaqFETH7TRssPmURM3RpFwwglRE0EvkgL3pVETS5VRsUQKERNQqlHI2PURE3Lk0WK/klETgX0RZjhTUROTlJGpseURE5zNEeKFldETrT1RxFjykRO/O1HW3vvRE9BaEcCp6hET5QTSCvOx0RP3mNHiEMCRFAEgkb0TTBEULCeSIwpwkRQ4AhHJE1iRFEF8EfCaq9EUUlWRgcx1ERRkQ1GTzjsRFHdg0WeDV9EUhd6R7sY+kRSxEBIEY7iRFNM2ke0Q9JEU6sRR9USFERUGnBHZUvgRFRaJUeLue5EVPXzSAQRHERVH8dHulaaRFWdP0fVqVVEVh4nR4rjd0RWY75H1+QMRFZ0s0bemBtEVq2VRwVNi0RW8XFHBL1FRFdp3UeY0ydEV4gARr8VdERXxTVIQ5vNRFfsHUemGnhEWAk2R4V1MkRYJJ1HEM+aRFhgJkgEBoREWMW9SBYzj0RZhFRG1mUIRFnhx0gOhd5EWhiYSBgXHkRaVXJHLFnJRFqQ80fAMXREWw82SHCuQ0RbMDBHg1R9RFtvWkcqxa9EW7LIR290NURcKstH98PjRFxZe0cP9ftEXIirRrwNfURcyuJGzMWARF1ZPkdnti5EXYtiR6Y1MERdtN1HwQMxRF3oIEbcYhlEXlVbR+NeGURefa1HuAzPRF6kOUcjXZ1EXuG8SAspmkRfov9G0h1qRF/NHUfsDVVEYCA2RsMWTERgdT1HjyY6RGCyH0c8CCdEYPUARXVcwkRhHsBHGSgkRGFglkd9I/BEYaP3R2zswERh4qVHDgjMRGIhbEe7yBlEYnz8SMkPpURi51hHBqJeRGNtT0ak9PZEY6U+Rs/rekRkAcFICy0IRGRGQkcNKR1EZGnYRiRLo0RkxvVHRrbQRGVUP0iOEn1EZXwARsO+VkRmC3lHx7K8RGaBeUerPOpEZxvqR9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    </scan>
    <scan num="764"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="394"
          polarity="+"
          retentionTime="PT1079.1S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">697.22412109375</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="122"
          polarity="+"
          retentionTime="PT1738.11S"
          msInstrumentID="1">
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             compressedLen="0"
             precision="32"
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    </scan>
    <scan num="1267"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="136"
          polarity="+"
          retentionTime="PT1772.61S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.418670654297</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          msLevel="2"
          peaksCount="113"
          polarity="+"
          retentionTime="PT1781.2S"
          msInstrumentID="1">
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             byteOrder="network"
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    </scan>
    <scan num="1303"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="132"
          polarity="+"
          retentionTime="PT1825.06S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.511779785156</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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</peaks>
    </scan>
    <scan num="1309"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="113"
          polarity="+"
          retentionTime="PT1833.65S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.680236816406</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="1315"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="118"
          polarity="+"
          retentionTime="PT1842.3S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">401.399108886719</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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</peaks>
    </scan>
    <scan num="1321"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="144"
          polarity="+"
          retentionTime="PT1850.96S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">510.017425537109</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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    </scan>
    <scan num="1333"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="163"
          polarity="+"
          retentionTime="PT1868.62S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">596.963928222656</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1339"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="164"
          polarity="+"
          retentionTime="PT1877.26S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">452.919250488281</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1345"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="165"
          polarity="+"
          retentionTime="PT1885.9S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">735.285095214844</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1381"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="115"
          polarity="+"
          retentionTime="PT1939.47S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">651.272583007813</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1393"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="117"
          polarity="+"
          retentionTime="PT1957.17S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">790.30419921875</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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PFCUQ+EvhGPwBIRD5e20aSN1lEPpsGRqVHhEQ+389GH0r8RD9lH0arxchEP7jwRyDTO0RAY01Giw9iRECd10UXsBxEQNy8R1f0h0RBc0hGHyROREGfqEVw52FEQcrpRZkay0RB6oFFcGP+REIuX0ZKOPREQoBKRhXx0ERC5thHDfMaREMiUUcBzKNEQ2LsRYW1nkRDn3hGACX0REQZPEakz31ERGx5RnG3VEREoodGG+dIREThJEZ7BIpERSLVRw99fURFcdVFz+5OREWluUWWbdlERee6RX2xdURGCsBGLbGkREY1H0aF+MZERoYmRzeZwkRGs09GMXboREbHS0YYDadERuQARJrJl0RHJmVGjq+KREdiX0aKFUFER6HARSaj3URIBcxG37pjREgut0X1tmtESFpXRiODMERIsOtFjO4yREkV60XNXfFESWkLRzkfDkRJvolGSLnYREn5k0XwYcNESiQARD33/kRKScJGtZvOREpfHUXq3rFESq7sRnN9DERK4ttFu8GhREsrBkaF6WNES2lARwME60RLpZVHV8wgREvgpkdWZ1xETCU7Rs++kERMalFFpF5dREyVPkaLd1FETMq4RnM72URNGURGn72TRE05ZEWX1V5ETXMHRVlc5ERNsIdFh+9mRE3WCkaVJmRETfq2RmNOQ0ROJ2JGNZScRE5QcUdk4JJETp/fRhfNCURO3MlGOw+8RE8XjkZTXAVET4jURo+vNURQHeJHT5uVRFBFAkbyBtJEUGhhRbLZw0RQphVGkL0nRFDdTUYCQgNEUQUgRgY66ERRO/5HMd/XRFFscETV8GZEUaVPRizmykRR5PBFOy1eRFIuA0bHJwBEUoZgRmcMi0RSlgNGB+ufRFK7s0WDjA9EUu7HRcup3ERTbQVGm1lgRFO0eEZA88pEU/2CRpgu2URUN6VGbcZ7RFR0SkZBEbdEVLdgRsCBHERVSZxF+DBNRFVsxkXlUcBEVZesRnorQERV139GLBmzRFYWtEYZ3CBEVlUARnl4N0RWrrZFwUeLRFccc0YNgjdEV1+WRLjE+URXgqBGEfcURFexP0dIHnlEV+gZRcRDbURYKTNGA9lNRFhhKUcUiIBEWJUHRc+OwERY3mNFNw5iRFkFR0cWY1BEWTa6Ri6dJ0RZpqFGnX+rRFncOUc7PPBEWkJ3RzNQqURaefRF6VsXRFro9EcTt2pEWxWnRsIH+kRbMF1GChfNRFtrPUc9EgBEW6qqRoCdYkRb5FNG4dvrRFv02UZYLtVEXFs+Ra1yw0RcrSlGzU78RFz6M0TV9CFEXS2ORc4wl0RdV11Gb3m9RF26xkYEq1BEXfSXRoIw/kReBolFXxCnRF49EEazCJZEXnjPRlcImURey9tGyA0nRF7450aJWiVEXwizRXh7c0RfOvxGZLlURF90HEXf7m9EX9hhRlv2pkRgIFxFy0CHRGBuG0ZtZPJEYMUhRmNKVURhEtpHax+gRGE6Y0YnM91EYaxRRwNYsERiMElGWKwKRGJ0l0ZrP+1EYyWzRh3rr0RjcB5Gqch6RGPrE0UA+B1EY/91RL9lO0RkMjFGbMeLRGRkAESDrJJEZJ5BRs1PgERkwABFGZLDRGUKzEbA599EZWL/Rm1RrURl0zlGtJt1RGX5k0ZeKHdEZjH0RZ6Ro0RmVmFGWjDdRGa0+EaL4fJEZvCmRd43LURnKipE6YSvRGdaW0ZsoVREZ/a0RyGnGkRoJHBC9Y9IRGhlkEZwNYREaO2sRqoFUkRpLuJHPUqcRGl10EXX4BREaZqlRf2eN0RpvPxFdGg7RGnqJ0TrX1xEai4jRkMZcURqYzJHMITNRGqyVkaL0RhEavHzRh0BhkRrNRNHLh0tRGuWGUaIdXBEa8mWRqTpqURr6q5FooWjRGxF+0Xr34pEbGxdRwS6PURsr8JGHioDRGz1kkUGcfVEbS3eRAY4OERtgb9GjwUNRG21sUW0OChEbe7JRwaD/0RuH+5Gceq9RG5GvUYo7FZEbnvBRuX6eERuo5ZGgqtrRG7vFkaPjcNEbyVERxkbiERvTzZGSHYiRG96NUaO5bREb7ABRwhIjURwGLtFqp7bRHBK3kcDyjNEcPvVRwmrh0RxZjJFtOjiRHGTcEaIP4BEccBaRRCLhURx6sxGDIs5RHJCUkZcT7BEcqxHRpQRIERy8LJF3GChRHM5h0aR7slEc2VSReg6PERzpfZG2LKcRHPW1kXimH9Ec/smRQoiAER0Lw9GjL7iRHRhe0a5DpBEdLI0RZEs10R051NGfG5zRHUyCUaj9ixEdWRNRfBb7kR1ns5Grw+SRHXpdUXs3DlEdi0mRmyOukR2c5NGqeD/RHaG5EVejrtEdqdQRZJlkUR223ZFhBcpRHb4KUUxkc5Edz17RnEcW0R3jfBHsm1BRHfA30Wqpt9Ed/qPRYRcPER4LYhGgfuBRHh91EcBnC9EeKj7RjTXz0R489NGJwM8RHlU+kZ7Q6REeb78RZLfv0R57rZFN866RHoSxUYusAVEej3JRW0m60R6bMFGS4pLRHqmgEWrQjpEet3xReMY3ER7KTZFoWAjRHtnLUZqx89Ee4wTRgNqJ0R748pGmr+8RHxuDUcLZ15EfKDlRoTRdkR8znpGXLL6RHz5REWyA8xEfR9JRTwpNUR9RkNG8uofRH2aDUWADehEfe0sRhRNwUR+OWBGhCypRH5k5UW1r4REfqcuRgCJCkR+v0JFRyePRH738Ubfmy5Efy7jRcgTmUR/df5GgIxJRH+2vEcitFlEf+4ERi4wU0SAEeZGFt5xRIA/FEUTiclEgHuORuHfA0SAp2VGry6aRIC9fkcFqX9EgNLpRsG1GUSA9iZHB1PwRIERBkZwNpJEgSa+RXYjsESBRRRGEbIoRIF9zEVEArtEgcCMRhWPnkSB2RpFkPujRIH8NkZP+mlEgiNARiEKe0SCUUNGD3AjRIJ2JUcjQ31EgrhmRgSbOkSC1MRGV58GRIMEmEX/E2VEgxi2RV8pfUSDPexFV3BvRIOS80ahRFhEg7XYRgH180SEAYZGQt0RRIQVYkXzQLxEhGs2RRloHUSEgo9GVm5DRISWyUZzrqFEhLDyRhOcW0SFAOBF1lgORIUnG0at5/xEhVhpRrKKKkSFmCpFrl2WRIXUzUV3velEhiqCRyXKWESGPxRF7d+XRIZplEWJH/ZEhoOURnkZm0SGtxJGjPHyRIbPXEVTw+REhv2ORpABCUSHHodGL5IdRIc4zkW9nZREh5VMRXtKHUSHtttGTRcpRIfRqkYUUr5Eh/HORWHku0SIFqpE3sguRIg8NEcNc3REiGEkRqBeAESId0ZGA0kuRIiunkXu+35EiNBORjuyrkSI8ttGiHthRIkYMEb6UYNEiTFTRgC93kSJioBGmPcZRImcrkYhhyhEibqIRoLTHESJ9U9GC94rRIoAFEViX+NEihVRRewqIESKOSlEj4r3RIpeBEW9zUZEinCCRZsTXUSKg2VGNV7lRIq0ekcvzB9Eit+BRpEaoESK+wtFxneoRIsf2kVaeBtEi00MRESSpUSLdUZGjPAbRIuA30WXeVdEi5etRk/ajUSLtRhEigRARIwIdEUkAKBEjDSoRZuWzESMdphEs7kcRIyqukYoza9EjL0MRkBc/0SM2K9F0p+XRI1ZIUWUrOREjWTMRXs35ESNeXZG3QdNRI2bK0bhTjVEjdTYRiXBqkSON0xFxFW5RI5vcEZsEYdEjqXkRl69D0SOzvZG23RoRI8qX0WCSixEj4smRbbgBUSPtCVGqfqbRI/RBEYibvZEkABqRJzwkESQGlRFLuUVRJBAokXlLM1EkGFSRoOdIUSQdGBFpk23RJCM3EV9e81EkL2cRYZf7kSQ3IhFlZeSRJFTdkXsVCdEkWcyRX3p90SRvABFjTGIRJHih0XLdI5EkfX6Rg9ALkSSO5JGcVdnRJJXYkaAeQtEkmmSRgif4ESSg2BFSf/nRJLAYkZCDNZEk2KGRciKS0STx5JGGIwbRJPXzkZA/HtElB06RrK9nESUSntGauEhRJSDC0YVKo9ElKBuRarCd0SU1KxFvWg/RJUYpkV4EPVElVMuRlfKXUSVeOhGWlwSRJXb+kU/NkBElhlDRS1n/kSWRDpGTIPDRJbGgkVNH31Elt5kRdZY0kSXhgBELoMaRJeq4kR7TBVEmB4URsJNTUSYLmFF3QsIRJhHKEQObVFEmN6VRgDRdUSZDSxGOU7TRJkTJkUChTVEmVytRjpAnkSZi2JGUla4RJm/IEQp/M9EmegTRrLk/USZ+hhGJ8kjRJoc70YVo25Emj8lRg+sK0SaUEFFDsieRJqjY0W/fyFEm9yMRWZ+g0Sb8UFF3qsLRJz6bkUWFDpEnZ1bRIP3w0Sdt0NGghaLRJ3MyEWR0tJEnkiJRRLUjESeqTxGmhpiRJ7AAERtSupEnwVmRfNxXESfF8xGA3PQRJ850EV/W0pEoASLRcDB2USgXZxFo6nkRKD0MUVKKEREoTB0RhGpdkSiLd9FUurWRKJnlEUp8rNEotFRRfUD9kSjCnlFRwFARKNpEkYnIMFEpCONRYqy+0SkfvNFd2u/RKSpF0W97shEpLsBRfp/hESk1PhGw6VpRKT2hEX/nVZEpSVXRS6SqkSlNtNFC1UORKWTi0ZdtntEpgqERLdzxESmI6ZFZxU2RKY57kTjSvBEpuuHRfZNT0SnAXtF056tRKdGpEZm4fFEp2kmReWBukSnoYFGesqqRKfIz0ZBMc9EqCkwRbNwNkSoh5hGMVVLRKjaAERY1NZEqlsxRmNJ2USq55pFV+o9RKum70YcCrZEq92VRpGM+USsARxF8lRVRKwZo0WyWL9ErOCsRsrAAEStJIpFTfkfRK16w0WOQNVEreAhRWe01USulZhGL7sIRK7ZPUZJlOhEr359RenVD0SwG6JF/0ZVRLEKfESGEFVEspUlRgHlb0S1Rz5FxEowRLXfdUV1WLxEt4XKRnanRkS4UodHEJE8RLh6f0XDYbZEuiTjRccwa0S6iMFFq5OkRMXWhUY67/VExreDRfw7VUTHS6RGpE5dRMgcvEWeZhdEyRkrRcp5kkTXrf9Gw+3ZRNo6fkY12gZE3kl6Rg+UNkTkU0tFeN5WRQ9HP0ZyihI=</peaks>
    </scan>
    <scan num="1417"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="102"
          polarity="+"
          retentionTime="PT1991.76S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.741333007813</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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hGg09lROrv9kWmJXBE/556Rhvsj0UePS9FNBrE</peaks>
    </scan>
    <scan num="1423"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="163"
          polarity="+"
          retentionTime="PT2000.76S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">621.173950195313</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1435"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="90"
          polarity="+"
          retentionTime="PT2018.4S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.633728027344</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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