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          centroided="1"
          msLevel="2"
          peaksCount="485"
          polarity="+"
          retentionTime="PT707.683S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
          retentionTime="PT743.04S"
          msInstrumentID="1">
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          polarity="+"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="480"
          polarity="+"
          retentionTime="PT760.609S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          polarity="+"
          retentionTime="PT762.58S"
          msInstrumentID="1">
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          polarity="+"
          retentionTime="PT763.895S"
          msInstrumentID="1">
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    </scan>
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          centroided="1"
          msLevel="2"
          peaksCount="591"
          polarity="+"
          retentionTime="PT783.608S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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    </scan>
    <scan num="548"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="494"
          polarity="+"
          retentionTime="PT802.441S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">846.433166503906</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          polarity="+"
          retentionTime="PT804.303S"
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          peaksCount="719"
          polarity="+"
          retentionTime="PT805.603S"
          msInstrumentID="1">
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          centroided="1"
          msLevel="2"
          peaksCount="492"
          polarity="+"
          retentionTime="PT806.953S"
          msInstrumentID="1">
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          polarity="+"
          retentionTime="PT814.249S"
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          polarity="+"
          retentionTime="PT815.248S"
          msInstrumentID="1">
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="417"
          polarity="+"
          retentionTime="PT816.453S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">509.220153808594</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
          retentionTime="PT822.137S"
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          centroided="1"
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          peaksCount="517"
          polarity="+"
          retentionTime="PT823.462S"
          msInstrumentID="1">
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             compressedLen="0"
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    </scan>
    <scan num="564"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="695"
          polarity="+"
          retentionTime="PT826.202S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">842.226928710938</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          polarity="+"
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          polarity="+"
          retentionTime="PT833.046S"
          msInstrumentID="1">
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="454"
          polarity="+"
          retentionTime="PT842.458S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">750.696594238281</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
          retentionTime="PT850.37S"
          msInstrumentID="1">
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             compressedLen="0"
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          polarity="+"
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          centroided="1"
          msLevel="2"
          peaksCount="456"
          polarity="+"
          retentionTime="PT888.252S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">820.86279296875</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="709"
          polarity="+"
          retentionTime="PT908.825S"
          msInstrumentID="1">
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             byteOrder="network"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="351"
          polarity="+"
          retentionTime="PT910.194S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">710.89990234375</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
          retentionTime="PT914.944S"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="372"
          polarity="+"
          retentionTime="PT915.81S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">628.291381835938</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="656"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="423"
          polarity="+"
          retentionTime="PT934.842S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="663"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="630"
          polarity="+"
          retentionTime="PT942.993S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">786.022888183594</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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    </scan>
    <scan num="668"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="528"
          polarity="+"
          retentionTime="PT949.093S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">737.887023925781</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          polarity="+"
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    </scan>
    <scan num="670"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="509"
          polarity="+"
          retentionTime="PT951.938S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">780.665222167969</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          polarity="+"
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          msInstrumentID="1">
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="438"
          polarity="+"
          retentionTime="PT962.101S"
          msInstrumentID="1">
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      <peaks compressionType="none"
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    </scan>
    <scan num="698"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="465"
          polarity="+"
          retentionTime="PT987.022S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">740.93505859375</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="486"
          polarity="+"
          retentionTime="PT995.432S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">946.339965820313</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="711"
          polarity="+"
          retentionTime="PT1012.27S"
          msInstrumentID="1">
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             compressedLen="0"
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             byteOrder="network"
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    </scan>
    <scan num="722"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="503"
          polarity="+"
          retentionTime="PT1017.55S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">700.602783203125</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          polarity="+"
          retentionTime="PT1031.91S"
          msInstrumentID="1">
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          polarity="+"
          retentionTime="PT1036.23S"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="520"
          polarity="+"
          retentionTime="PT1037.59S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">855.176818847656</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="526"
          polarity="+"
          retentionTime="PT1047.68S"
          msInstrumentID="1">
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             compressedLen="0"
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          polarity="+"
          retentionTime="PT1048.74S"
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          polarity="+"
          retentionTime="PT1053.28S"
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      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
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          msLevel="2"
          peaksCount="913"
          polarity="+"
          retentionTime="PT1104.63S"
          msInstrumentID="1">
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             byteOrder="network"
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</peaks>
    </scan>
    <scan num="790"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="244"
          polarity="+"
          retentionTime="PT1105.99S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">582.073425292969</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
          retentionTime="PT1111.7S"
          msInstrumentID="1">
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    </scan>
    <scan num="1214"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="125"
          polarity="+"
          retentionTime="PT1688.14S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">820.175231933594</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1250"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="197"
          polarity="+"
          retentionTime="PT1739.71S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">547.522277832031</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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</peaks>
    </scan>
    <scan num="1256"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="180"
          polarity="+"
          retentionTime="PT1748.36S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">509.248748779297</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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</peaks>
    </scan>
    <scan num="1262"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="145"
          polarity="+"
          retentionTime="PT1756.96S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.515228271484</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1310"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="149"
          polarity="+"
          retentionTime="PT1825.6S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">878.399719238281</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="1316"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="140"
          polarity="+"
          retentionTime="PT1834.17S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.259429931641</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="1328"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="115"
          polarity="+"
          retentionTime="PT1851.44S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">746.510375976563</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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9F6PGPRKfmnUXp21pEqA3TR2GTJ0SoYpNGgpt8RKh95kX4aPdEqMPTRqIbn0So55RFyZegRKkJ10Ybx0FEqTrdRUBclESphN1GGiwzRKn9S0atNyhEqmXiRbS2J0SqoEJG7rHDRKq6tEaSVOBEq8iFRbDO3kSsBZ9GFD2jRKysMkbLppZErOyzRklRGkStLztGQUh3RK3mi0Wdnv5ErgaxRQLcc0SuiYBGDAO/RK7CoUc1GiFEruKSRoZu2ESvHq9G57WPRK/IqUdtkkJEr+VERZxejkSwBSpGgXc5RLAt6kWLc9VEsPJ1RTqpdUSxqNhGd4W+RLHvZEZjI9REsqaFRY806ESzQ45G7UJzRLNfskX5hiZEs8sARSDMX0S0ToJGlcmjRLVhkkavqcBEtm6ERfhQ90S2hShF0cWxRLdBGEY7NYJEuJMYRinqfkS5uoxGn6V7RLnpvkWLpZxEuiZtRS/fBkS7NOtFRfbfRLupVUWJ2jFEu9JmRk3hukS8KcJG1imkRL7DMUaihjFEwIg1RfJd/0TAsKtGeliuRMXhTUWD4ghEx3+qRemvwkTJySpGDtmtRMrgAESEibZE0J8rRUGuUUTT4bJGGuKpRNXNN0ZbX5VE164ARYuiIETYdyhGKGZwRNsgEkYn85VE3jy0RgsbsUTgrxVGWFNWRPDzR0YIJeRE/vrCRqnUOEULjolGePSfRQytPEWWRCM=</peaks>
    </scan>
    <scan num="1334"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="115"
          polarity="+"
          retentionTime="PT1860.04S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">896.970336914063</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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FGF3dBRKhKz0bPwB5EqacFRYpeyUSp1o5G69P5RKrkcEUo8pVEq0NrRgsYgUSrYABE8KF9RKus9EcwlQVEq8OCRLDh+ESr6H1GHTv9RK29F0XaSOpErf5fRXmiUkSuEKVGQUs1RK7YyEazdMdErzvyRv5GnUSvo6xGgsq8RLDGaUXimFtEscZ7RoyXJ0Sy3JJFHwDFRLNqZUXrO+9Es4UmRpgJtkSzo8BGiW9+RLRfwUWhR99EtJHgRq75XUS2Fn5HLIOBRLkjKkZPTXVEvvwERlp7cUS/XphFGWUURL/ClkeJZL5Ewu1bRpgYyUTDS9BGnqDERMOK40YfKU5Eys+WRwpdzUTM23hHE8QRRNEvN0XiUtlE0dNpRkt1CUTWfgBFsskBRNacuEeAYphE50mERSgxLkTsB1JGpB3lRQbemUa4A84=</peaks>
    </scan>
    <scan num="1340"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="117"
          polarity="+"
          retentionTime="PT1868.71S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">933.485778808594</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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</peaks>
    </scan>
    <scan num="1346"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="138"
          polarity="+"
          retentionTime="PT1877.37S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">658.600524902344</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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VEuziZRMLu4UYaLHZExHmuRX+5+ETG1HhFTV4/RMqpP0bRJxhEzdZURpiYskTOcABEXf5SRNd6g0WrMb1E8WxsRZcRqQ==</peaks>
    </scan>
    <scan num="1364"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="160"
          polarity="+"
          retentionTime="PT1903.64S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">680.459289550781</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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lG34hQRKZmB0Yoh4NEpwmvRbz4J0SnPFZGvudLRKeyg0Y1XTVEp8rARolWDkSoexRE8CJhRKjIJ0W3CdREqOEbRI6gI0SpHn1Gx9W+RKniYUWyv5VEqyz5RSp3TkSrRX5FWxXJRKukSUY5bGZErMCtRiiBHkSs99VGcPP+RK0QgEauRlhEroRdRYg0S0SvJutFrmcLRK/1h0XGAO5EsLOuRolPDkSxQm5GBlSiRLKCmUYHjNxEs4BwRoYzN0S0OfxGpjQ8RLShjUcUwe1EtZ2cRs6G7ES3DgBEotWjRLdaqkbRjxxEuOTtRkhCNES5it5FXSgvRLnIkEaRDM9Eu1x3RY6zSES9nbNFbQu7RMGjj0Wvq6hEwitMRe0160TEIRpGwfR7RMYYoEavp+NE0nyqRosjMkTSxt1GPz1sRN44X0U5sjxE60bERaaPmUTxkABEza6BRQiqPEUIs1o=</peaks>
    </scan>
    <scan num="1370"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="136"
          polarity="+"
          retentionTime="PT1912.31S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">721.682861328125</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1376"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="159"
          polarity="+"
          retentionTime="PT1920.99S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">871.684448242188</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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</peaks>
    </scan>
    <scan num="1382"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="135"
          polarity="+"
          retentionTime="PT1929.54S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">509.062164306641</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1388"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="119"
          polarity="+"
          retentionTime="PT1938.18S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.619171142578</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1400"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="118"
          polarity="+"
          retentionTime="PT1955.89S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">729.403076171875</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1412"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="118"
          polarity="+"
          retentionTime="PT1973.22S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">762.174743652344</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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</peaks>
    </scan>
    <scan num="1424"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="122"
          polarity="+"
          retentionTime="PT1990.53S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.391845703125</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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